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
--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 19
--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-12-31-39-0F-64-73 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 May  7 23:30:41 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           E5410  @ 2.33GHz
grep 'MemTotal' /proc/meminfo: MemTotal:        1747596 kB
grep 'SwapTotal' /proc/meminfo: SwapTotal:             0 kB
cilRep: preprocessing IO function signatures: /tmp/tmp261540.c /tmp/tmp90e12f.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/mod_compress.c: parsing
cilRep: preprocessed/src/mod_compress.c: parsed (0.757622 MB)
cilRep: computing liveness
Bug: BF(Liveness): stmtStartData is not initialized for -1: __Cont: /* CIL Label */ 
#line 88 "mod_compress.c"
i ++;
Liveness failed on function:
 handler_t mod_compress_free(server *srv , void *p_d ) 
{ plugin_data *p ;
  size_t i ;
  plugin_config *s ;

  {
   395: /* CIL Label */ 
#line 77
  p = (plugin_data *)p_d;
   396: /* CIL Label */ 
#line 81
  if (! p) {
#line 81
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   397: /* CIL Label */ 
#line 83
  buffer_free(p->ofn);
   398: /* CIL Label */ 
#line 84
  buffer_free(p->b);
   399: /* CIL Label */ 
#line 86
  if (p->config_storage) {
#line 88
    i = 0U;
#line 88
    while (i < (srv->config_context)->used) {
#line 89
      s = *(p->config_storage + i);
#line 91
      if (! s) {
        goto __Cont;
      } else {

      }
#line 93
      array_free(s->compress);
#line 94
      buffer_free(s->compress_cache_dir);
#line 96
      free((void *)s);
      __Cont: /* CIL Label */ 
#line 88
      i ++;
    }
#line 98
    free((void *)p->config_storage);
  } else {

  }
   400: /* CIL Label */ 
#line 102
  free((void *)p);
   401: /* CIL Label */ 
#line 104
  return ((enum __anonenum_handler_t_101 )1);
}
}

cilRep: liveness failure for mod_compress_free: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: __Cont: /* CIL Label */ 
#line 579
i ++;
Liveness failed on function:
 static int mod_compress_patch_connection(server *srv , connection *con ,
                                          plugin_data *p ) 
{ size_t i ;
  size_t j ;
  plugin_config *s ;
  data_config *dc ;
  int tmp ;
  data_unset *du ;
  int tmp___0 ;
  int tmp___1 ;
  int tmp___2 ;

  {
   857: /* CIL Label */ 
#line 572
  s = *(p->config_storage + 0);
   858: /* CIL Label */ 
#line 574
  p->conf.compress_cache_dir = s->compress_cache_dir;
   859: /* CIL Label */ 
#line 575
  p->conf.compress = s->compress;
   860: /* CIL Label */ 
#line 576
  p->conf.compress_max_filesize = s->compress_max_filesize;
   861: /* CIL Label */ 
#line 579
  i = 1U;
   862: /* CIL Label */ 
#line 579
  while (i < (srv->config_context)->used) {
#line 580
    dc = (data_config *)*((srv->config_context)->data + i);
#line 581
    s = *(p->config_storage + i);
#line 584
    tmp = config_check_cond(srv, con, dc);
#line 584
    if (tmp) {

    } else {
      goto __Cont;
    }
#line 587
    j = 0U;
#line 587
    while (j < (dc->value)->used) {
#line 588
      du = *((dc->value)->data + j);
#line 590
      tmp___2 = buffer_is_equal_string(du->key, "compress.cache-dir",
                                       sizeof("compress.cache-dir") - 1U);
#line 590
      if (tmp___2) {
#line 591
        p->conf.compress_cache_dir = s->compress_cache_dir;
      } else {
#line 592
        tmp___1 = buffer_is_equal_string(du->key, "compress.filetype",
                                         sizeof("compress.filetype") - 1U);
#line 592
        if (tmp___1) {
#line 593
          p->conf.compress = s->compress;
        } else {
#line 594
          tmp___0 = buffer_is_equal_string(du->key, "compress.max-filesize",
                                           sizeof("compress.max-filesize") - 1U);
#line 594
          if (tmp___0) {
#line 595
            p->conf.compress_max_filesize = s->compress_max_filesize;
          } else {

          }
        }
      }
#line 587
      j ++;
    }
    __Cont: /* CIL Label */ 
#line 579
    i ++;
  }
   863: /* CIL Label */ 
#line 600
  return (0);
}
}

cilRep: liveness failure for mod_compress_patch_connection: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L: /* CIL Label */ 
#line 778
tmp___33 = strlen(compression_name);
#line 778
response_header_overwrite(srv, con, "Content-Encoding",
                          sizeof("Content-Encoding") - 1U, compression_name,
                          tmp___33);
Liveness failed on function:
 handler_t mod_compress_physical(server *srv , connection *con , void *p_d ) 
{ plugin_data *p ;
  size_t m ;
  off_t max_fsize ;
  stat_cache_entry *sce ;
  data_string *ds ;
  int accept_encoding ;
  char *value ;
  int srv_encodings ;
  int matched_encodings ;
  char const   *dflt_gzip ;
  char const   *dflt_deflate ;
  char const   *dflt_bzip2 ;
  char const   *compression_name ;
  int compression_type ;
  buffer *mtime ;
  buffer *content_type ;
  char const   *tmp ;
  int tmp___0 ;
  char const   *tmp___1 ;
  char const   *tmp___2 ;
  handler_t tmp___3 ;
  char const   *tmp___4 ;
  char const   *tmp___5 ;
  char const   *tmp___6 ;
  char const   *tmp___7 ;
  char *c ;
  void *tmp___8 ;
  char *tmp___9 ;
  data_string *compress_ds ;
  char const   *tmp___10 ;
  char const   *tmp___11 ;
  char const   *tmp___12 ;
  int tmp___13 ;
  int tmp___14 ;
  char const   *tmp___15 ;
  char const   *tmp___16 ;
  char const   *tmp___17 ;
  char const   *tmp___18 ;
  char const   *tmp___19 ;
  data_unset *tmp___20 ;
  char *tmp___21 ;
  char *tmp___22 ;
  char *tmp___23 ;
  char *tmp___24 ;
  char *tmp___25 ;
  char const   *tmp___26 ;
  size_t tmp___27 ;
  size_t tmp___28 ;
  char const   *tmp___29 ;
  char const   *tmp___30 ;
  int tmp___31 ;
  char const   *tmp___32 ;
  size_t tmp___33 ;
  size_t tmp___34 ;
  char const   *tmp___35 ;
  char const   *tmp___36 ;
  int tmp___37 ;
  int tmp___38 ;

  {
   1037: /* CIL Label */ 
#line 604
  p = (plugin_data *)p_d;
   1038: /* CIL Label */ 
#line 607
  sce = (stat_cache_entry *)((void *)0);
   1039: /* CIL Label */ 
#line 609
  accept_encoding = 0;
   1040: /* CIL Label */ 
#line 611
  srv_encodings = 0;
   1041: /* CIL Label */ 
#line 612
  matched_encodings = 0;
   1042: /* CIL Label */ 
#line 613
  dflt_gzip = "gzip";
   1043: /* CIL Label */ 
#line 614
  dflt_deflate = "deflate";
   1044: /* CIL Label */ 
#line 615
  dflt_bzip2 = "bzip2";
   1045: /* CIL Label */ 
#line 617
  compression_name = (char const   *)((void *)0);
   1046: /* CIL Label */ 
#line 618
  compression_type = 0;
   1047: /* CIL Label */ 
#line 621
  if ((unsigned int )con->mode != 0U) {
#line 621
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1048: /* CIL Label */ 
#line 623
  if (con->conf.log_request_handling) {
#line 623
    tmp = remove_path("mod_compress.c");
#line 623
    log_trace("%s.%d: (trace) -- %s", tmp, 623, "handling in mod_compress");
  } else {

  }
   1049: /* CIL Label */ 
#line 626
  if ((int )con->request.http_method != 0) {
#line 626
    if ((int )con->request.http_method != 1) {
#line 628
      return ((enum __anonenum_handler_t_101 )1);
    } else {

    }
  } else {

  }
   1050: /* CIL Label */ 
#line 631
  tmp___0 = buffer_is_empty(con->physical.path);
   1051: /* CIL Label */ 
#line 631
  if (tmp___0) {
#line 632
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1052: /* CIL Label */ 
#line 635
  mod_compress_patch_connection(srv, con, p);
   1053: /* CIL Label */ 
#line 637
  max_fsize = p->conf.compress_max_filesize;
   1054: /* CIL Label */ 
#line 639
  tmp___3 = stat_cache_get_entry(srv, con, con->physical.path, & sce);
   1055: /* CIL Label */ 
#line 639
  if (1U != (unsigned int )tmp___3) {
#line 640
    if (con->conf.log_request_handling) {
#line 640
      if (con->physical.path) {
#line 640
        if ((con->physical.path)->ptr) {
#line 640
          tmp___1 = (char const   *)(con->physical.path)->ptr;
        } else {
#line 640
          tmp___1 = "(null)";
        }
      } else {
#line 640
        tmp___1 = "(null)";
      }
#line 640
      tmp___2 = remove_path("mod_compress.c");
#line 640
      log_trace("%s.%d: (trace) file \'%s\' not found", tmp___2, 640, tmp___1);
    } else {

    }
#line 641
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1056: /* CIL Label */ 
#line 645
  if (max_fsize) {
#line 645
    if (sce->st.st_size >> 10 > max_fsize) {
#line 646
      if (con->conf.log_request_handling) {
#line 646
        if (con->physical.path) {
#line 646
          if ((con->physical.path)->ptr) {
#line 646
            tmp___4 = (char const   *)(con->physical.path)->ptr;
          } else {
#line 646
            tmp___4 = "(null)";
          }
        } else {
#line 646
          tmp___4 = "(null)";
        }
#line 646
        tmp___5 = remove_path("mod_compress.c");
#line 646
        log_trace("%s.%d: (trace) file \'%s\' is too large: %jd", tmp___5, 648,
                  tmp___4, sce->st.st_size);
      } else {

      }
#line 650
      return ((enum __anonenum_handler_t_101 )1);
    } else {

    }
  } else {

  }
   1057: /* CIL Label */ 
#line 654
  if (sce->st.st_size < 128LL) {
#line 655
    if (con->conf.log_request_handling) {
#line 655
      if (con->physical.path) {
#line 655
        if ((con->physical.path)->ptr) {
#line 655
          tmp___6 = (char const   *)(con->physical.path)->ptr;
        } else {
#line 655
          tmp___6 = "(null)";
        }
      } else {
#line 655
        tmp___6 = "(null)";
      }
#line 655
      tmp___7 = remove_path("mod_compress.c");
#line 655
      log_trace("%s.%d: (trace) file \'%s\' is too small: %jd", tmp___7, 657,
                tmp___6, sce->st.st_size);
    } else {

    }
#line 659
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1058: /* CIL Label */ 
#line 663
  content_type = (buffer *)0;
   1059: /* CIL Label */ 
#line 664
  if ((sce->content_type)->ptr) {
#line 666
    tmp___9 = __builtin_strchr((sce->content_type)->ptr, ';');
#line 666
    c = tmp___9;
#line 666
    if ((unsigned int )c != (unsigned int )((char *)0)) {
#line 667
      content_type = buffer_init();
#line 668
      buffer_copy_string_len(content_type,
                             (char const   *)(sce->content_type)->ptr,
                             (unsigned int )(c - (sce->content_type)->ptr));
    } else {

    }
  } else {

  }
   1060: /* CIL Label */ 
#line 671
  m = 0U;
   1061: /* CIL Label */ 
#line 671
  while (m < (p->conf.compress)->used) {
#line 672
    compress_ds = (data_string *)*((p->conf.compress)->data + m);
#line 674
    if (! compress_ds) {
#line 675
      if (con->uri.path) {
#line 675
        if ((con->uri.path)->ptr) {
#line 675
          tmp___10 = (char const   *)(con->uri.path)->ptr;
        } else {
#line 675
          tmp___10 = "(null)";
        }
      } else {
#line 675
        tmp___10 = "(null)";
      }
#line 675
      if (con->physical.path) {
#line 675
        if ((con->physical.path)->ptr) {
#line 675
          tmp___11 = (char const   *)(con->physical.path)->ptr;
        } else {
#line 675
          tmp___11 = "(null)";
        }
      } else {
#line 675
        tmp___11 = "(null)";
      }
#line 675
      tmp___12 = remove_path("mod_compress.c");
#line 675
      log_trace("%s.%d: (error) evil: %s .. %s", tmp___12, 675, tmp___11,
                tmp___10);
#line 677
      return ((enum __anonenum_handler_t_101 )1);
    } else {

    }
#line 680
    tmp___13 = buffer_is_equal(compress_ds->value, sce->content_type);
#line 680
    if (tmp___13) {
#line 682
      break;
    } else {
#line 680
      if (content_type) {
#line 680
        tmp___14 = buffer_is_equal(compress_ds->value, content_type);
#line 680
        if (tmp___14) {
#line 682
          break;
        } else {

        }
      } else {

      }
    }
#line 671
    m ++;
  }
   1062: /* CIL Label */ 
#line 685
  buffer_free(content_type);
   1063: /* CIL Label */ 
#line 687
  if (m == (p->conf.compress)->used) {
#line 688
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1064: /* CIL Label */ 
#line 693
  if ((con->send)->is_closed == 0) {
#line 694
    if (con->conf.log_request_handling) {
#line 694
      tmp___15 = remove_path("mod_compress.c");
#line 694
      log_trace("%s.%d: (trace) we can\'t compress streams: is_closed = %d",
                tmp___15, 694, (con->send)->is_closed);
    } else {

    }
#line 695
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1065: /* CIL Label */ 
#line 698
  if ((unsigned int )(con->send)->first == (unsigned int )((void *)0)) {
#line 699
    if (con->conf.log_request_handling) {
#line 699
      tmp___16 = remove_path("mod_compress.c");
#line 699
      log_trace("%s.%d: (trace) we can\'t compress streams: ->first = %p",
                tmp___16, 699, (void *)0);
    } else {

    }
#line 700
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1066: /* CIL Label */ 
#line 703
  if ((unsigned int )((con->send)->first)->next != (unsigned int )((void *)0)) {
#line 704
    if (con->conf.log_request_handling) {
#line 704
      tmp___17 = remove_path("mod_compress.c");
#line 704
      log_trace("%s.%d: (trace) we can\'t compress streams: ->first->next = %p",
                tmp___17, 704, (void *)0);
    } else {

    }
#line 705
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1067: /* CIL Label */ 
#line 708
  if ((unsigned int )((con->send)->first)->type != 2U) {
#line 709
    if (con->conf.log_request_handling) {
#line 709
      tmp___18 = remove_path("mod_compress.c");
#line 709
      log_trace("%s.%d: (trace) we can compress file-chunks: ->type = %d",
                tmp___18, 709, ((con->send)->first)->type);
    } else {

    }
#line 710
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1068: /* CIL Label */ 
#line 714
  response_header_insert(srv, con, "Vary", sizeof("Vary") - 1U,
                         "Accept-Encoding", sizeof("Accept-Encoding") - 1U);
   1069: /* CIL Label */ 
#line 716
  tmp___20 = array_get_element(con->request.headers, "Accept-Encoding",
                               sizeof("Accept-Encoding") - 1U);
   1070: /* CIL Label */ 
#line 716
  ds = (data_string *)tmp___20;
   1071: /* CIL Label */ 
#line 716
  if ((unsigned int )((void *)0) == (unsigned int )ds) {
#line 717
    if (con->conf.log_request_handling) {
#line 717
      tmp___19 = remove_path("mod_compress.c");
#line 717
      log_trace("%s.%d: (trace) couldn\'t find a Accept-Encoding header: %s",
                tmp___19, 717, "");
    } else {

    }
#line 718
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1072: /* CIL Label */ 
#line 721
  value = (ds->value)->ptr;
   1073: /* CIL Label */ 
#line 724
  tmp___21 = strstr((char const   *)value, "gzip");
   1074: /* CIL Label */ 
#line 724
  if ((unsigned int )((void *)0) != (unsigned int )tmp___21) {
#line 724
    accept_encoding |= 1 << 1;
  } else {

  }
   1075: /* CIL Label */ 
#line 725
  tmp___22 = strstr((char const   *)value, "deflate");
   1076: /* CIL Label */ 
#line 725
  if ((unsigned int )((void *)0) != (unsigned int )tmp___22) {
#line 725
    accept_encoding |= 1 << 2;
  } else {

  }
   1077: /* CIL Label */ 
#line 726
  tmp___23 = strstr((char const   *)value, "compress");
   1078: /* CIL Label */ 
#line 726
  if ((unsigned int )((void *)0) != (unsigned int )tmp___23) {
#line 726
    accept_encoding |= 1 << 3;
  } else {

  }
   1079: /* CIL Label */ 
#line 727
  tmp___24 = strstr((char const   *)value, "bzip2");
   1080: /* CIL Label */ 
#line 727
  if ((unsigned int )((void *)0) != (unsigned int )tmp___24) {
#line 727
    accept_encoding |= 1 << 4;
  } else {

  }
   1081: /* CIL Label */ 
#line 728
  tmp___25 = strstr((char const   *)value, "identity");
   1082: /* CIL Label */ 
#line 728
  if ((unsigned int )((void *)0) != (unsigned int )tmp___25) {
#line 728
    accept_encoding |= 1;
  } else {

  }
   1083: /* CIL Label */ 
#line 732
  srv_encodings |= 1 << 4;
   1084: /* CIL Label */ 
#line 735
  srv_encodings |= 1 << 1;
   1085: /* CIL Label */ 
#line 736
  srv_encodings |= 1 << 2;
   1086: /* CIL Label */ 
#line 740
  matched_encodings = accept_encoding & srv_encodings;
   1087: /* CIL Label */ 
#line 740
  if (0 == matched_encodings) {
#line 741
    if (con->conf.log_request_handling) {
#line 741
      tmp___26 = remove_path("mod_compress.c");
#line 741
      log_trace("%s.%d: (trace) we don\'t support the requested encoding: %s",
                tmp___26, 741, value);
    } else {

    }
#line 742
    return ((enum __anonenum_handler_t_101 )1);
  } else {

  }
   1088: /* CIL Label */ 
#line 745
  mtime = strftime_cache_get(srv, sce->st.st_mtim.tv_sec);
   1089: /* CIL Label */ 
#line 746
  etag_mutate(con->physical.etag, sce->etag);
   1090: /* CIL Label */ 
#line 748
  if (mtime->used) {
#line 748
    tmp___27 = mtime->used - 1U;
  } else {
#line 748
    tmp___27 = 0U;
  }
   1091: /* CIL Label */ 
#line 748
  response_header_overwrite(srv, con, "Last-Modified",
                            sizeof("Last-Modified") - 1U,
                            (char const   *)mtime->ptr, tmp___27);
   1092: /* CIL Label */ 
#line 749
  if ((con->physical.etag)->used) {
#line 749
    tmp___28 = (con->physical.etag)->used - 1U;
  } else {
#line 749
    tmp___28 = 0U;
  }
   1093: /* CIL Label */ 
#line 749
  response_header_overwrite(srv, con, "ETag", sizeof("ETag") - 1U,
                            (char const   *)(con->physical.etag)->ptr, tmp___28);
   1094: /* CIL Label */ 
#line 753
  tmp___31 = http_response_handle_cachable(srv, con, mtime);
   1095: /* CIL Label */ 
#line 753
  if (2 == tmp___31) {
#line 754
    if (con->conf.log_request_handling) {
#line 754
      if (con->physical.path) {
#line 754
        if ((con->physical.path)->ptr) {
#line 754
          tmp___29 = (char const   *)(con->physical.path)->ptr;
        } else {
#line 754
          tmp___29 = "(null)";
        }
      } else {
#line 754
        tmp___29 = "(null)";
      }
#line 754
      tmp___30 = remove_path("mod_compress.c");
#line 754
      log_trace("%s.%d: (trace) %s is still the same, caching", tmp___30, 754,
                tmp___29);
    } else {

    }
#line 755
    return ((enum __anonenum_handler_t_101 )2);
  } else {

  }
   1096: /* CIL Label */ 
#line 759
  if (matched_encodings & (1 << 4)) {
#line 760
    compression_type = 1 << 4;
#line 761
    compression_name = dflt_bzip2;
  } else {
#line 762
    if (matched_encodings & (1 << 1)) {
#line 763
      compression_type = 1 << 1;
#line 764
      compression_name = dflt_gzip;
    } else {
#line 765
      if (matched_encodings & (1 << 2)) {
#line 766
        compression_type = 1 << 2;
#line 767
        compression_name = dflt_deflate;
      } else {

      }
    }
  }
   1097: /* CIL Label */ 
#line 770
  if (con->conf.log_request_handling) {
#line 770
    tmp___32 = remove_path("mod_compress.c");
#line 770
    log_trace("%s.%d: (trace) we are fine, let\'s compress: %s", tmp___32, 770,
              "");
  } else {

  }
   1098: /* CIL Label */ 
#line 773
  tmp___37 = deflate_file_to_file(srv, con, p, con->physical.path, sce,
                                  compression_type);
   1099: /* CIL Label */ 
#line 773
  if (0 == tmp___37) {
    goto _L;
  } else {
#line 773
    tmp___38 = deflate_file_to_buffer(srv, con, p, con->physical.path, sce,
                                      compression_type);
#line 773
    if (0 == tmp___38) {
      _L: /* CIL Label */ 
#line 778
      tmp___33 = strlen(compression_name);
#line 778
      response_header_overwrite(srv, con, "Content-Encoding",
                                sizeof("Content-Encoding") - 1U,
                                compression_name, tmp___33);
#line 782
      if ((sce->content_type)->used) {
#line 782
        tmp___34 = (sce->content_type)->used - 1U;
      } else {
#line 782
        tmp___34 = 0U;
      }
#line 782
      response_header_overwrite(srv, con, "Content-Type",
                                sizeof("Content-Type") - 1U,
                                (char const   *)(sce->content_type)->ptr,
                                tmp___34);
#line 786
      if (con->conf.log_request_handling) {
#line 786
        if (con->physical.path) {
#line 786
          if ((con->physical.path)->ptr) {
#line 786
            tmp___35 = (char const   *)(con->physical.path)->ptr;
          } else {
#line 786
            tmp___35 = "(null)";
          }
        } else {
#line 786
          tmp___35 = "(null)";
        }
#line 786
        tmp___36 = remove_path("mod_compress.c");
#line 786
        log_trace("%s.%d: (trace) looks like %s could be compressed", tmp___36,
                  786, tmp___35);
      } else {

      }
#line 787
      return ((enum __anonenum_handler_t_101 )2);
    } else {

    }
  }
   1100: /* CIL Label */ 
#line 790
  return ((enum __anonenum_handler_t_101 )1);
}
}

cilRep: liveness failure for mod_compress_physical: Errormsg.Error
cilRep: computed liveness
cilrep: from_source: post: stmt_count: 1108
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)
	n1: false (0)
cachingRepresentation: sanity checking passed (time_taken = 33.5054)
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 = 1108
cilRep: stmts in weighted_path = 395
cilRep: total weight = 243.8
cilRep: stmts in weighted_path with weight >= 1.0 = 227
cilRep: src/mod_compress.c (code bank/base file; atoms [1,1108])
cilRep: 1 file(s) total in representation
search: ww_adaptive_1 begins (time = 1367983876.656756)
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: 423 -> 317
progeq: WARNING: cannot resolve call: config_check_cond
progeq: WARNING: cannot resolve call: buffer_is_equal_string
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: __ctype_tolower_loc
progeq: WARNING: cannot resolve call: __ctype_toupper_loc
progeq: WARNING: cannot resolve call: __builtin_strchr
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_expect
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: __uflow
progeq: WARNING: cannot resolve call: __overflow
progeq: WARNING: cannot resolve call: __builtin_va_start
progeq: WARNING: cannot resolve call: __builtin_va_end
progeq: WARNING: cannot resolve call: buffer_init
progeq: WARNING: cannot resolve call: buffer_free
progeq: WARNING: cannot resolve call: array_free
progeq: WARNING: cannot resolve call: free
progeq: WARNING: cannot resolve call: mkdir
progeq: WARNING: cannot resolve call: __errno_location
progeq: WARNING: cannot resolve call: remove_path
progeq: WARNING: cannot resolve call: log_trace
progeq: WARNING: cannot resolve call: array_init
progeq: WARNING: cannot resolve call: config_insert_values_global
progeq: WARNING: cannot resolve call: buffer_is_empty
progeq: WARNING: cannot resolve call: deflateInit2_
progeq: WARNING: cannot resolve call: buffer_prepare_copy
progeq: WARNING: cannot resolve call: deflate
progeq: WARNING: cannot resolve call: deflateEnd
progeq: WARNING: cannot resolve call: generate_crc32c
progeq: WARNING: cannot resolve call: BZ2_bzCompressInit
progeq: WARNING: cannot resolve call: BZ2_bzCompress
progeq: WARNING: cannot resolve call: BZ2_bzCompressEnd
progeq: WARNING: cannot resolve call: buffer_reset
progeq: WARNING: cannot resolve call: buffer_copy_string_buffer
progeq: WARNING: cannot resolve call: buffer_append_string_len
progeq: WARNING: cannot resolve call: __builtin_strcmp
progeq: WARNING: cannot resolve call: buffer_append_string
progeq: WARNING: cannot resolve call: buffer_append_string_buffer
progeq: WARNING: cannot resolve call: open
progeq: WARNING: cannot resolve call: mmap
progeq: WARNING: cannot resolve call: close
progeq: WARNING: cannot resolve call: stat_cache_get_entry
progeq: WARNING: cannot resolve call: buffer_copy_string_len
progeq: WARNING: cannot resolve call: buffer_is_equal
progeq: WARNING: cannot resolve call: response_header_insert
progeq: WARNING: cannot resolve call: array_get_element
progeq: WARNING: cannot resolve call: strftime_cache_get
progeq: WARNING: cannot resolve call: etag_mutate
progeq: WARNING: cannot resolve call: response_header_overwrite
progeq: WARNING: cannot resolve call: http_response_handle_cachable
progeq: WARNING: cannot resolve call: chunkqueue_reset
progeq: WARNING: cannot resolve call: chunkqueue_append_file
progeq: WARNING: cannot resolve call: write
progeq: WARNING: cannot resolve call: munmap
progeq: WARNING: cannot resolve call: chunkqueue_get_append_buffer
progeq: WARNING: cannot resolve call: buffer_copy_memory
progeq: WARNING: cannot resolve call: buffer_init_string
search: fix space reduced (time_taken = 28.7789)
search: ww_adaptive: 393 deletes
search: ww_adaptive: 17419 appends
search: ww_adaptive: 17812 possible edits
search: ready to start (time_taken = 352.074)
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 = 0.418941)
search: ww_adaptive: found best (time_taken = 0.00080204)
	variant     1/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 1)
		n1 false (test_time = 3.3857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00174999)
	variant     2/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 50)
		n1 false (test_time = 2.7681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00456595)
	variant     3/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 49)
		n1 false (test_time = 1.72916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00390291)
	variant     4/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 48)
		n1 false (test_time = 2.53095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.003299)
	variant     5/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 47)
		n1 false (test_time = 3.2265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00275278)
	variant     6/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 46)
		n1 false (test_time = 3.23851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237393)
	variant     7/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 45)
		n1 false (test_time = 3.20785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00218391)
	variant     8/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 44)
		n1 false (test_time = 3.2185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000935078)
	variant     9/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 43)
		n1 false (test_time = 3.20954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00241399)
	variant    10/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 42)
		n1 false (test_time = 3.21835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00246787)
	variant    11/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 41)
		n1 false (test_time = 2.22477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000977993)
	variant    12/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 40)
		n1 false (test_time = 3.24774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00239396)
	variant    13/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 39)
		n1 false (test_time = 3.2239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00189495)
	variant    14/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 38)
		n1 false (test_time = 3.27355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178599)
	variant    15/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 37)
		n1 false (test_time = 3.21343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00354791)
	variant    16/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 36)
		n1 false (test_time = 2.23258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000679016)
	variant    17/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 35)
		n1 false (test_time = 3.20116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00377512)
	variant    18/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 34)
		n1 false (test_time = 3.22117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000589848)
	variant    19/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 33)
		n1 false (test_time = 3.31016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221705)
	variant    20/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 32)
		n1 false (test_time = 3.24805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00225496)
	variant    21/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 31)
		n1 false (test_time = 3.24604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000547886)
	variant    22/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 30)
		n1 false (test_time = 3.23296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204706)
	variant    23/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 29)
		n1 false (test_time = 3.21856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00105906)
	variant    24/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 28)
		n1 false (test_time = 2.29272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00185895)
	variant    25/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 27)
		n1 false (test_time = 3.22735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221205)
	variant    26/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 26)
		n1 false (test_time = 3.21688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000555038)
	variant    27/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 25)
		n1 false (test_time = 3.2254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000505924)
	variant    28/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 24)
		n1 false (test_time = 3.25281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00116682)
	variant    29/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 23)
		n1 false (test_time = 2.26685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00411105)
	variant    30/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 22)
		n1 false (test_time = 3.20045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000399113)
	variant    31/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 21)
		n1 false (test_time = 3.21888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00037384)
	variant    32/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 20)
		n1 false (test_time = 3.22011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000335932)
	variant    33/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 19)
		n1 false (test_time = 3.22409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000725985)
	variant    34/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 18)
		n1 false (test_time = 3.20772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0021801)
	variant    35/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 17)
		n1 false (test_time = 3.23611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0018599)
	variant    36/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 16)
		n1 false (test_time = 3.22308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000292063)
	variant    37/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 15)
		n1 false (test_time = 3.21434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000314951)
	variant    38/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 14)
		n1 false (test_time = 2.27502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000326157)
	variant    39/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 13)
		n1 false (test_time = 2.76357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000364065)
	variant    40/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 12)
		n1 false (test_time = 3.28701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000394821)
	variant    41/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 11)
		n1 false (test_time = 2.28307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000241995)
	variant    42/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 10)
		n1 false (test_time = 2.80538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000201941)
	variant    43/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 9)
		n1 false (test_time = 2.25211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000191927)
	variant    44/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 8)
		n1 false (test_time = 3.26678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000868082)
	variant    45/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 7)
		n1 false (test_time = 2.78583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.60827e-05)
	variant    46/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 6)
		n1 false (test_time = 3.25301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000101805)
	variant    47/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 5)
		n1 false (test_time = 1.73328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.60419e-05)
	variant    48/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 4)
		n1 false (test_time = 2.7435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.98838e-05)
	variant    49/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 3)
		n1 false (test_time = 3.24573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant    50/17812 = ?(1,d(538)) ?(2,d(541)) ?(3,d(543)) ?(4,d(544)) ?(5,d(545)) ?(6,d(546)) ?(7,d(547)) ?(8,d(548)) ?(9,d(549)) ?(10,d(550)) ?(11,d(551)) ?(12,d(552)) ?(13,d(553)) ?(14,d(554)) ?(15,d(555)) ?(16,d(556)) ?(17,d(557)) ?(18,d(558)) ?(19,d(559)) ?(20,d(560)) ?(21,d(561)) ?(22,d(562)) ?(23,d(563)) ?(24,d(564)) ?(25,d(565)) ?(26,d(566)) ?(27,d(567)) ?(28,d(568)) ?(29,d(569)) ?(30,d(570)) ?(31,d(571)) ?(32,d(572)) ?(33,d(573)) ?(34,d(574)) ?(35,d(575)) ?(36,d(576)) ?(37,d(577)) ?(38,d(578)) ?(39,d(579)) ?(40,d(580)) ?(41,d(581)) ?(42,d(582)) ?(43,d(583)) ?(44,d(584)) ?(45,d(585)) ?(46,d(587)) ?(47,d(590)) ?(48,d(592)) ?(49,d(593)) ?(50,d(594))  (20 tests, cond 2)
		n1 false (test_time = 3.28306)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 0.371375)
search: ww_adaptive: found best (time_taken = 0.000920057)
	variant    51/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 1)
		n1 false (test_time = 3.37199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00274301)
	variant    52/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 50)
		n1 false (test_time = 3.26173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238609)
	variant    53/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 49)
		n1 false (test_time = 2.30823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00578189)
	variant    54/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 48)
		n1 false (test_time = 3.2728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00640392)
	variant    55/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 47)
		n1 false (test_time = 3.3273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00386906)
	variant    56/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 46)
		n1 false (test_time = 3.22706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00316715)
	variant    57/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 45)
		n1 false (test_time = 3.21196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00160313)
	variant    58/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 44)
		n1 false (test_time = 3.28501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00100303)
	variant    59/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 43)
		n1 false (test_time = 3.21888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00199103)
	variant    60/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 42)
		n1 false (test_time = 3.21785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.002244)
	variant    61/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 41)
		n1 false (test_time = 3.28176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000827074)
	variant    62/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 40)
		n1 false (test_time = 3.21848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00253201)
	variant    63/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 39)
		n1 false (test_time = 3.24854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214195)
	variant    64/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 38)
		n1 false (test_time = 3.23496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00247312)
	variant    65/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 37)
		n1 false (test_time = 3.23389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000983953)
	variant    66/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 36)
		n1 false (test_time = 2.28908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00198913)
	variant    67/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 35)
		n1 false (test_time = 2.30024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00573301)
	variant    68/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 34)
		n1 false (test_time = 3.37839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.004987)
	variant    69/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 33)
		n1 false (test_time = 3.26414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00652909)
	variant    70/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 32)
		n1 false (test_time = 2.29891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00244188)
	variant    71/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 31)
		n1 false (test_time = 3.27908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00090003)
	variant    72/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 30)
		n1 false (test_time = 3.29029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00175405)
	variant    73/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 29)
		n1 false (test_time = 3.29751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00166512)
	variant    74/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 28)
		n1 false (test_time = 3.25466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000551939)
	variant    75/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 27)
		n1 false (test_time = 2.32647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00220084)
	variant    76/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 26)
		n1 false (test_time = 3.24363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232196)
	variant    77/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 25)
		n1 false (test_time = 3.25266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000437975)
	variant    78/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 24)
		n1 false (test_time = 3.32199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000421047)
	variant    79/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 23)
		n1 false (test_time = 3.27313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00137496)
	variant    80/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 22)
		n1 false (test_time = 3.3283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209713)
	variant    81/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 21)
		n1 false (test_time = 4.34761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000360966)
	variant    82/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 20)
		n1 false (test_time = 3.26328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000374079)
	variant    83/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 19)
		n1 false (test_time = 3.26402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000321865)
	variant    84/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 18)
		n1 false (test_time = 2.26027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000370979)
	variant    85/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 17)
		n1 false (test_time = 3.27906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000287056)
	variant    86/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 16)
		n1 false (test_time = 2.34343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00234914)
	variant    87/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 15)
		n1 false (test_time = 3.26313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187516)
	variant    88/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 14)
		n1 false (test_time = 3.27606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00150108)
	variant    89/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 13)
		n1 false (test_time = 3.25701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001966)
	variant    90/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 12)
		n1 false (test_time = 2.23448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00190711)
	variant    91/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 11)
		n1 false (test_time = 3.30445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000219822)
	variant    92/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 10)
		n1 false (test_time = 3.27188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000200987)
	variant    93/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 9)
		n1 false (test_time = 3.25846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000185013)
	variant    94/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 8)
		n1 false (test_time = 3.27294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00012207)
	variant    95/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 7)
		n1 false (test_time = 3.25951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000102997)
	variant    96/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 6)
		n1 false (test_time = 3.29789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.98838e-05)
	variant    97/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 5)
		n1 false (test_time = 3.28344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.29425e-05)
	variant    98/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 4)
		n1 false (test_time = 4.35474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant    99/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 3)
		n1 false (test_time = 3.28738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   100/17812 = ?(1,d(595)) ?(2,d(596)) ?(3,d(597)) ?(4,d(598)) ?(5,d(599)) ?(6,d(600)) ?(7,d(601)) ?(8,d(602)) ?(9,d(603)) ?(10,d(604)) ?(11,d(605)) ?(12,d(606)) ?(13,d(607)) ?(14,d(608)) ?(15,d(609)) ?(16,d(610)) ?(17,d(612)) ?(18,d(615)) ?(19,d(617)) ?(20,d(619)) ?(21,d(620)) ?(22,d(621)) ?(23,d(622)) ?(24,d(623)) ?(25,d(624)) ?(26,d(625)) ?(27,d(626)) ?(28,d(627)) ?(29,d(628)) ?(30,d(629)) ?(31,d(630)) ?(32,d(631)) ?(33,d(632)) ?(34,d(633)) ?(35,d(634)) ?(36,d(635)) ?(37,d(636)) ?(38,d(637)) ?(39,d(638)) ?(40,d(639)) ?(41,d(640)) ?(42,d(641)) ?(43,d(642)) ?(44,d(644)) ?(45,d(646)) ?(46,d(650)) ?(47,d(651)) ?(48,d(672)) ?(49,d(673)) ?(50,d(674))  (20 tests, cond 2)
		n1 false (test_time = 3.29065)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 0.349248)
search: ww_adaptive: found best (time_taken = 0.00105786)
	variant   101/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 1)
		n1 false (test_time = 3.35975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00306392)
	variant   102/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 50)
		n1 false (test_time = 3.35299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00273013)
	variant   103/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 49)
		n1 false (test_time = 3.29108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0022819)
	variant   104/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 48)
		n1 false (test_time = 2.30898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214505)
	variant   105/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 47)
		n1 false (test_time = 3.31876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00161004)
	variant   106/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 46)
		n1 false (test_time = 2.25243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00238299)
	variant   107/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 45)
		n1 false (test_time = 3.25395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00210905)
	variant   108/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 44)
		n1 false (test_time = 4.25635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222301)
	variant   109/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 43)
		n1 false (test_time = 4.2439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00201201)
	variant   110/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 42)
		n1 false (test_time = 3.24846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00139594)
	variant   111/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 41)
		n1 false (test_time = 3.25837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000739098)
	variant   112/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 40)
		n1 false (test_time = 3.26057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011549)
	variant   113/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 39)
		n1 false (test_time = 3.2585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00374484)
	variant   114/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 38)
		n1 false (test_time = 3.2466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00467086)
	variant   115/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 37)
		n1 false (test_time = 3.2596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00338221)
	variant   116/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 36)
		n1 false (test_time = 3.22232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00237393)
	variant   117/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 35)
		n1 false (test_time = 3.21868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00284314)
	variant   118/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 34)
		n1 false (test_time = 2.29475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00226903)
	variant   119/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 33)
		n1 false (test_time = 3.25556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00221395)
	variant   120/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 32)
		n1 false (test_time = 3.35832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00206804)
	variant   121/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 31)
		n1 false (test_time = 3.23964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00232196)
	variant   122/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 30)
		n1 false (test_time = 3.20946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000699043)
	variant   123/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 29)
		n1 false (test_time = 2.30935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223708)
	variant   124/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 28)
		n1 false (test_time = 3.20923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00223398)
	variant   125/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 27)
		n1 false (test_time = 3.24855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000478983)
	variant   126/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 26)
		n1 false (test_time = 3.22146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0011549)
	variant   127/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 25)
		n1 false (test_time = 3.22443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000993013)
	variant   128/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 24)
		n1 false (test_time = 3.30205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000411034)
	variant   129/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 23)
		n1 false (test_time = 3.24215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000393867)
	variant   130/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 22)
		n1 false (test_time = 2.73815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0003829)
	variant   131/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 21)
		n1 false (test_time = 3.22697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00196218)
	variant   132/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 20)
		n1 false (test_time = 3.21996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00187707)
	variant   133/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 19)
		n1 false (test_time = 2.35048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001863)
	variant   134/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 18)
		n1 false (test_time = 3.25142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000571012)
	variant   135/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 17)
		n1 false (test_time = 3.35013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000335932)
	variant   136/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 16)
		n1 false (test_time = 2.25198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000298023)
	variant   137/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 15)
		n1 false (test_time = 3.32622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000271797)
	variant   138/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 14)
		n1 false (test_time = 3.30795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000253916)
	variant   139/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 13)
		n1 false (test_time = 3.2395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000212908)
	variant   140/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 12)
		n1 false (test_time = 3.23899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000218153)
	variant   141/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 11)
		n1 false (test_time = 3.21983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000169992)
	variant   142/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 10)
		n1 false (test_time = 2.23026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000153065)
	variant   143/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 9)
		n1 false (test_time = 3.28428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000149012)
	variant   144/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 8)
		n1 false (test_time = 3.22763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000116825)
	variant   145/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 7)
		n1 false (test_time = 3.24583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.70364e-05)
	variant   146/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 6)
		n1 false (test_time = 3.2527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.89437e-05)
	variant   147/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 5)
		n1 false (test_time = 3.26943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.19888e-05)
	variant   148/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 4)
		n1 false (test_time = 3.28662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant   149/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 3)
		n1 false (test_time = 3.28298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.96046e-06)
	variant   150/17812 = ?(1,d(675)) ?(2,d(696)) ?(3,d(713)) ?(4,d(725)) ?(5,d(738)) ?(6,d(747)) ?(7,d(749)) ?(8,d(751)) ?(9,d(752)) ?(10,d(753)) ?(11,d(754)) ?(12,d(755)) ?(13,d(756)) ?(14,d(757)) ?(15,d(758)) ?(16,d(759)) ?(17,d(760)) ?(18,d(761)) ?(19,d(762)) ?(20,d(763)) ?(21,d(764)) ?(22,d(765)) ?(23,d(766)) ?(24,d(767)) ?(25,d(768)) ?(26,d(769)) ?(27,d(770)) ?(28,d(771)) ?(29,d(772)) ?(30,d(773)) ?(31,d(774)) ?(32,d(775)) ?(33,d(776)) ?(34,d(777)) ?(35,d(778)) ?(36,d(779)) ?(37,d(780)) ?(38,d(781)) ?(39,d(782)) ?(40,d(783)) ?(41,d(785)) ?(42,d(787)) ?(43,d(798)) ?(44,d(809)) ?(45,d(815)) ?(46,d(816)) ?(47,d(817)) ?(48,d(818)) ?(49,d(819)) ?(50,d(820))  (20 tests, cond 2)
		n1 false (test_time = 3.26786)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 0.344094)
search: ww_adaptive: found best (time_taken = 0.000931978)
	variant   151/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 1)
		n1 false (test_time = 3.38682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00124788)
	variant   152/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 50)
		n1 false (test_time = 3.33761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00409102)
	variant   153/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 49)
		n1 false (test_time = 3.25722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0049119)
	variant   154/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 48)
		n1 false (test_time = 3.26385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00411987)
	variant   155/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 47)
		n1 false (test_time = 3.25026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00303698)
	variant   156/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 46)
		n1 false (test_time = 3.27245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0020709)
	variant   157/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 45)
		n1 false (test_time = 3.29005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00158906)
	variant   158/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 44)
		n1 false (test_time = 3.27606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142097)
	variant   159/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 43)
		n1 false (test_time = 3.24712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00214791)
	variant   160/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 42)
		n1 false (test_time = 3.2743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00242496)
	variant   161/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 41)
		n1 false (test_time = 3.30345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00102806)
	variant   162/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 40)
		n1 false (test_time = 3.25596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0030899)
	variant   163/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 39)
		n1 false (test_time = 3.26496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00178885)
	variant   164/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 38)
		n1 false (test_time = 3.2991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00142598)
	variant   165/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 37)
		n1 false (test_time = 4.24727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00202513)
	variant   166/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 36)
		n1 false (test_time = 3.23938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00136709)
	variant   167/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 35)
		n1 false (test_time = 3.25168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00340199)
	variant   168/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 34)
		n1 false (test_time = 2.75405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00464821)
	variant   169/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 33)
		n1 false (test_time = 3.21424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000595093)
	variant   170/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 32)
		n1 false (test_time = 2.26896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00222111)
	variant   171/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 31)
		n1 false (test_time = 2.73297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00209904)
	variant   172/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 30)
		n1 false (test_time = 3.22279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000645876)
	variant   173/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 29)
		n1 false (test_time = 2.72445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00132918)
	variant   174/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 28)
		n1 false (test_time = 2.34236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00282001)
	variant   175/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 27)
		n1 false (test_time = 2.80641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00048399)
	variant   176/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 26)
		n1 false (test_time = 3.24298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00204086)
	variant   177/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 25)
		n1 false (test_time = 3.2172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00228095)
	variant   178/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 24)
		n1 false (test_time = 3.21727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000511885)
	variant   179/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 23)
		n1 false (test_time = 3.29756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000527143)
	variant   180/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 22)
		n1 false (test_time = 3.28605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000447989)
	variant   181/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 21)
		n1 false (test_time = 3.23782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00110102)
	variant   182/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 20)
		n1 false (test_time = 3.22152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.001127)
	variant   183/17812 = ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072))  (20 tests, cond 19)
		n1 true (test_time = 3.27541)
		p1 true (test_time = 1.34409)
		p2 true (test_time = 0.212196)
		p3 true (test_time = 1.822)
		p4 true (test_time = 0.726437)
		p5 true (test_time = 0.828918)
		p6 true (test_time = 1.82448)
		p7 true (test_time = 0.735309)
		p8 true (test_time = 0.820348)
		p9 true (test_time = 0.877037)
		p10 true (test_time = 0.836122)
		p11 true (test_time = 1.86445)
		p12 true (test_time = 0.753104)
		p13 true (test_time = 1.85128)
		p14 true (test_time = 0.22121)
		p15 true (test_time = 0.824529)
		p16 true (test_time = 1.82423)
		p17 true (test_time = 1.83576)
		p18 true (test_time = 0.729104)
		p19 true (test_time = 5.83618)
search: ww_adaptive: ends (yes repair)

Repair Found: d(981)
Repair Name: ?(1,d(821)) ?(2,d(822)) ?(3,d(823)) ?(4,d(824)) ?(5,d(825)) ?(6,d(826)) ?(7,d(827)) ?(8,d(828)) ?(9,d(829)) ?(10,d(830)) ?(11,d(831)) ?(12,d(832)) ?(13,d(836)) ?(14,d(974)) ?(15,d(975)) ?(16,d(976)) ?(17,d(977)) ?(18,d(980)) ?(19,d(981)) ?(20,d(982)) ?(21,d(984)) ?(22,d(990)) ?(23,d(991)) ?(24,d(993)) ?(25,d(1005)) ?(26,d(1006)) ?(27,d(1007)) ?(28,d(1008)) ?(29,d(1009)) ?(30,d(1010)) ?(31,d(1011)) ?(32,d(1013)) ?(33,d(1014)) ?(34,d(1015)) ?(35,d(1016)) ?(36,d(1018)) ?(37,d(1020)) ?(38,d(1022)) ?(39,d(1024)) ?(40,d(1025)) ?(41,d(1026)) ?(42,d(1028)) ?(43,d(1029)) ?(44,d(1030)) ?(45,d(1031)) ?(46,d(1032)) ?(47,d(1033)) ?(48,d(1035)) ?(49,d(1036)) ?(50,d(1072)) 
Test Condition: 19
Test Cases Skipped: ""
Current Time: 1367984859.844908
Rep: saving test cache

Variant Test Case Queries: 202
"Test Suite Evaluations": 10.1

Compile Failures: 0
Wall-Clock Seconds Elapsed: 1018.22
  Activity Name                     Count Seconds = Percent of Total Time
  find_best_edit                      183   0.293 = 0.0293587%
  sanity_check                          1   0.452 = 0.0454064%
  find_k_best_edits                     4   1.484 = 0.14888%
  progeq partition                    317  15.047 = 1.51%
  compile                             184 266.432 = 26.7361%
  append_sources                      393 352.057 = 35.3286%
  test                                222 360.758 = 36.2017%
  TOTAL                                   996.523 = 97.8683% (avg CPU usage)
lighttpd-bug-2330-2331.tar.gz
Tue May  7 23:47:45 EDT 2013
shutting down
