b'--allow-coverage-fail false\n--appp 0.5\n--asm-code-only false\n--best-edit-rule "1 * fault_loc_weight ; 1 * max_test_fail_prob ; -1 * num_tests"\n--best-test-rule "1 * test_fail_prob ; 1 * test_fail_count ; -1 * test_pass_count"\n--compiler "gcc"\n--compiler-command ""\n--compiler-opts "-lm"\n--continue false\n--coverage-info ""\n--coverage-per-test false\n--crossover "one"\n--crossp 0.5\n--delp 0.85\n--describe-machine false\n--diversity-selection 0\n--edit-script false\n--elf-risc false\n--exclude-edits ""\n--exp-diff false\n--fault-file ""\n--fault-path "coverage.path.neg"\n--fault-scheme "path"\n--fitness-in-parallel 1\n--fix-file ""\n--fix-oracle ""\n--fix-path "coverage.path.pos"\n--fix-scheme "default"\n--flatten-path ""\n--format "txt"\n--gen-per-exchange 1\n--generations 10\n--gui false\n--hostname "127.0.0.1"\n--ignore-dead-code false\n--ignore-equiv-appends false\n--ignore-standard-headers false\n--ignore-string-equiv-fixes false\n--ignore-untyped-returns false\n--incoming-pop ""\n--keep-source true\n--label-repair false\n--max-evals 0\n--minimization false\n--mt-cov false\n--multiopt-minimize false\n--multiopt-no-inf false\n--neg-tests 2\n--neg-weight 0.35\n--negative-test-weight 2\n--neutral-walk-max-size 0\n--neutral-walk-weight ""\n--nht-id "global"\n--nht-port 51000\n--nht-server ""\n--no-rep-cache true\n--no-test-cache false\n--num-comps 2\n--num-objectives 2\n--oracle-genome ""\n--popsize 40\n--port 60000\n--pos-tests 8\n--pos-weight 0.65\n--prefix "./"\n--preprocessor ""\n--print-incremental-evals false\n--print-source-name false\n--program "/home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.c"\n--promut 1\n--quiet false\n--regen-paths false\n--rep ""\n--rep-cache ""\n--repp 0.75\n--samp-strat "variant"\n--sample 1\n--sample-runs 100\n--sanity "default"\n--search "ga"\n--seed 2595011484962420545\n--semantic-check "scope"\n--single-fitness false\n--skip-failed-sanity-tests false\n--skip-tests ""\n--split-search 0\n--sport 65000\n--subatom-constp 0.5\n--subatom-mutp 0\n--super-mutant false\n--super-mutant-size 50\n--swap-bug false\n--swapp 0\n--template-cache ""\n--templates ""\n--test-command ""\n--test-script "/home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_3_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits_19499301100596719783953058688/test_19499301100596719783953058688"\n--tournament-size 2\n--tweet false\n--uniq false\n--valgrind false\n--variants-exchanged 50\ncilRep: preprocessing IO function signatures: /home/tedks/tmp/tmp60038a.c /home/tedks/tmp/tmp7ef836.c\ncilRep: done preprocessing IO function signatures\ncilrep: from_source: pre: stmt_count = 1\ncilRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.c: parsing\ncilRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.c: parsed (0.0711184 MB)\ncilrep: from_source: post: stmt_count: 193\ncachingRepresentation: sanity checking begins\n\tp1: true (1)\n\tp2: true (1)\n\tp3: true (1)\n\tp4: true (1)\n\tp5: true (1)\n\tp6: true (1)\n\tp7: true (1)\n\tp8: true (1)\n\tn1: false (0)\n\tn2: false (0)\ncachingRepresentation: sanity checking passed (time_taken = 0.862981)\nfaultLocRep: compute_localization: fault_scheme: path, fix_scheme: default\nRep: coverage_sourcename: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_3_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits_19499301100596719783953058688/./coverage.c\ncilRep: instrumenting for fault localization\ncilRep: done instrumenting for fault localization\ncoverage negative:\n\ttest: 1\n\ttest: 2\ncoverage positive:\n\ttest: 1\n\ttest: 2\n\ttest: 3\n\ttest: 4\n\ttest: 5\n\ttest: 6\n\ttest: 7\n\ttest: 8\ncilRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.cache: saved\ncachingRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.cache: saved\nfaultlocRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.cache: saved\ncilrep done serialize\ncilRep: stmt_count = 193\ncilRep: stmts in weighted_path = 122\ncilRep: total weight = 78.1\ncilRep: stmts in weighted_path with weight >= 1.0 = 0\ncilRep: /home/tedks/tmp/7b78b2d5ab654253c4acb32046237950862d20275165bdb24a7584184a22d3cebeadb299f4e16fdf452f4dc6f958000d118d5ba60dea5645d143183573109d58_231af0f79d496102a00ccbece3b8e1714bfe51c1_digits-merged.c (code bank/base file; atoms [1,193])\ncilRep: 1 file(s) total in representation\nsearch: genetic algorithm begins (|original| = 0.0709782 MB)\nsearch: initial population (sizeof one variant = 0.0074091 MB)\n\t  8 d(19) \n\t  4 r(55,118) \n\t  8 a(108,89) \n\t  8 a(173,19) \n\t  8 d(10) \n\t  3 d(77) \n\t  8 d(186) \n\t  8 a(78,43) \n\t  6 a(35,122) \n\t  8 a(16,71) \n\t  7 a(35,16) \n\t  0 r(191,1) \n\t  8 a(154,103) \n\t  0 d(171) \n\t  8 r(151,180) \n\t  4 d(138) \n\t  8 r(33,59) \n\t  0 r(184,129) \n\t  8 a(46,59) \n\t  7 r(156,138) \n\t  3 d(164) \n\t  8 a(87,188) \n\t  8 a(23,104) \n\t  8 d(55) \n\t  7 r(16,91) \n\t  0 r(183,170) \n\t  7 d(24) \n\t  8 d(23) \n\t  8 r(45,76) \n\t  8 a(193,118) \n\t  0 a(154,191) \n\t  8 r(186,18) \n\t  7 a(17,118) \n\t  8 a(188,112) \n\t  8 d(58) \n\t  8 d(48) \n\t  8 a(25,155) \n\t  8 r(193,174) \n\t  7 a(158,184) \n\t  8 original\nsearch: generation 1 (sizeof one variant = 0.0712309 MB)\n\t  7 a(25,155) d(138) \n\t  1 d(77) r(111,92) \n\t  8 a(25,155) r(184,9) \n\t  3 d(77) a(152,115) \n\t  5 d(19) d(159) \n\t  8 a(173,19) r(91,134) \n\t  8 d(19) r(1,173) \n\t  8 a(173,19) r(150,23) \n\t  2 r(139,73) \n\t  8 a(25,155) r(74,189) \n\t  8 a(23,104) d(165) \n\t  8 a(154,103) a(164,1) \n\t  8 a(23,104) d(177) \n\t  8 a(154,103) r(23,87) \n\t  8 r(33,59) d(35) \n\t  8 d(48) d(103) \n\t  0 r(33,59) r(189,160) \n\t  8 d(48) d(180) \n\t  2 a(154,103) d(111) \n\t  8 d(58) a(26,178) \n\t  8 a(108,89) d(22) \n\t  0 r(168,120) \n\t  7 r(156,138) d(16) \n\t  7 a(154,17) \n\t  5 r(156,138) d(160) \n\t  1 r(107,137) \n\t  8 r(45,76) d(73) \n\t  5 d(58) r(43,193) \n\t  0 a(87,188) r(171,93) \n\t  8 d(19) r(33,107) \n\t  8 a(173,19) d(31) \n\t  4 a(16,71) r(56,123) \n\t  8 a(173,19) d(180) \n\t  8 a(16,71) r(10,45) \n\t  8 r(45,76) d(11) \n\t  7 d(55) r(153,107) \n\t  8 a(74,110) \n\t  4 a(188,112) r(55,60) \n\t  8 d(1) \n\t  1 a(188,112) r(189,72) \n\t  4 a(25,155) d(167) \n\t  8 a(188,112) r(22,152) \n\t  7 a(108,89) r(24,88) \n\t  0 r(171,86) \n\t  8 a(108,89) d(181) \n\t  0 r(156,138) a(155,129) \n\t  8 a(108,89) a(108,48) \n\t  7 r(156,138) r(10,23) \n\t  1 a(173,19) r(4,63) \n\t  7 a(46,59) d(17) \n\t  8 a(78,43) a(88,153) \n\t  7 r(16,91) r(185,188) \n\t  5 d(138) d(55) \n\t  7 d(48) d(155) \n\t  4 d(138) r(161,172) \n\t  8 d(48) d(91) \n\t  7 a(25,155) d(158) \n\t  8 a(16,71) d(187) \n\t  8 a(25,155) r(87,13) \n\t  8 a(16,71) d(169) \nsearch: generation 2 (sizeof one variant = 0.0717363 MB)\n\t  7 d(48) d(16) a(18,105) \n\t  7 r(156,138) d(91) r(187,89) \n\t  8 d(48) d(91) a(145,31) \n\t  7 r(156,138) d(16) r(108,36) \n\t  4 d(19) d(159) d(162) \n\t  8 a(154,103) a(164,1) d(184) \n\t  3 a(154,17) d(165) r(73,124) \n\t  7 a(23,104) r(34,183) \n\t  7 a(154,17) a(109,177) \n\t  8 a(23,104) d(165) a(61,37) \n\t  6 a(188,112) r(22,152) r(165,130) \n\t  7 a(25,155) d(158) a(177,89) \n\t  7 a(188,112) r(22,152) d(17) \n\t  7 a(25,155) d(158) d(43) \n\t  8 d(19) r(33,107) d(75) \n\t  8 a(16,71) r(10,45) a(34,57) \n\t  8 a(173,19) a(157,168) \n\t  7 a(16,71) r(10,45) d(31) r(158,86) \n\t  8 a(173,19) d(31) d(58) \n\t  0 a(16,71) r(10,45) r(176,141) \n\t  8 r(45,76) d(11) a(55,115) \n\t  8 a(173,19) r(150,23) a(190,10) \n\t  8 r(45,76) d(11) r(109,113) \n\t  4 a(173,19) r(150,23) d(166) \n\t  8 a(25,155) r(184,9) r(87,13) r(174,140) \n\t  8 a(25,155) d(35) \n\t  8 a(25,155) r(184,9) r(35,177) \n\t  8 a(25,155) r(87,13) d(169) \n\t  8 a(78,43) a(88,153) d(151) \n\t  8 r(33,59) d(35) r(151,171) \n\t  8 a(25,155) r(87,13) r(18,75) \n\t  8 d(19) r(1,173) d(59) \n\t  8 a(25,155) r(87,13) a(177,19) \n\t  8 d(19) r(1,173) a(105,9) \n\t  8 d(48) d(180) a(139,49) \n\t  1 a(154,17) r(111,131) \n\t  8 d(48) d(180) d(94) \n\t  7 a(154,17) a(173,105) \n\t  1 r(156,138) d(160) d(73) d(182) \n\t  4 r(45,76) d(162) \n\t  5 r(156,138) d(160) a(16,107) \n\t  8 r(45,76) d(73) a(139,57) \n\t  8 a(108,89) d(22) d(59) \n\t  7 r(33,59) d(35) r(15,149) \n\t  1 a(108,89) d(22) r(141,60) \n\t  0 r(33,59) d(35) r(170,13) \n\t  7 a(108,89) r(24,88) r(193,22) \n\t  7 a(173,19) r(150,23) d(156) \n\t  7 a(25,155) d(158) a(15,153) \n\t  8 a(74,110) a(162,190) \n\t  3 a(173,19) r(91,134) r(77,177) \n\t  8 a(173,19) d(180) d(161) \n\t  8 a(108,89) d(181) d(187) d(23) \n\t  8 a(16,71) a(157,112) \n\t  8 a(108,89) d(181) d(36) \n\t  4 a(16,71) d(187) d(166) \n\t  8 a(173,19) r(150,23) d(59) \n\t  3 a(108,89) d(181) d(93) \n\t  7 r(156,138) a(32,140) \n\t  7 d(19) r(1,173) d(16) d(45) \n\t  7 r(156,138) d(16) r(35,16) \n\t  7 d(19) r(1,173) d(24) \n\t  8 a(173,19) r(91,134) r(190,140) \n\t  8 a(108,89) d(181) a(152,186) \nsearch: generation 3 (sizeof one variant = 0.0718813 MB)\n\t  8 r(45,76) d(26) \n\t  5 a(108,89) d(181) d(36) d(11) a(55,115) r(46,184) \n\t  8 r(45,76) d(11) a(55,115) d(193) \n\t  5 a(108,89) d(181) d(36) a(44,149) \n\t  8 a(173,19) d(180) d(161) d(181) \n\t  8 r(45,76) d(11) r(109,113) d(33) \n\t  8 a(108,89) d(94) \n\t  8 d(19) r(1,173) d(59) d(181) a(152,186) d(143) \n\t  8 a(108,89) d(181) a(152,186) d(62) \n\t  7 d(19) r(1,173) d(59) d(155) \n\t  0 a(108,89) d(22) d(59) d(35) d(171) \n\t  8 a(25,155) r(57,177) \n\t  8 a(108,89) d(22) d(59) a(104,151) \n\t  3 a(25,155) d(35) a(71,122) \n\t  1 a(25,155) a(157,168) r(107,139) \n\t  7 a(173,19) r(87,13) d(169) d(153) \n\t  8 a(25,155) r(87,13) d(169) a(75,63) \n\t  7 a(173,19) a(157,168) d(25) \n\t  8 a(173,19) d(31) d(58) r(183,25) \n\t  8 r(33,59) d(35) r(151,171) d(26) \n\t  5 a(173,19) d(31) d(58) r(45,116) \n\t  8 r(33,59) d(35) r(151,171) a(1,119) \n\t  8 a(25,155) r(87,13) a(177,19) d(172) \n\t  0 a(16,71) a(157,112) r(176,149) \n\t  7 d(48) d(91) a(145,31) r(161,5) \n\t  7 a(173,19) r(150,23) d(156) r(144,128) \n\t  7 r(156,138) d(184) d(143) \n\t  8 a(154,103) a(164,1) d(91) r(187,89) d(193) \n\t  7 r(156,138) d(91) r(187,89) d(88) \n\t  8 a(154,103) a(164,1) d(184) d(88) \n\t  1 d(48) d(16) a(18,105) r(141,16) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) \n\t  1 a(16,71) a(157,112) r(141,60) d(159) \n\t  4 a(108,89) d(22) r(60,104) \n\t  8 a(16,71) a(157,112) r(152,32) \n\t  1 a(108,89) d(22) r(141,60) d(35) \n\t  1 r(45,76) d(11) a(55,115) r(5,32) \n\t  8 r(33,59) d(35) r(151,171) d(11) \n\t  8 a(74,110) a(162,190) r(87,13) d(169) r(42,5) \n\t  8 a(25,155) r(62,148) \n\t  3 a(74,110) a(162,190) r(78,146) \n\t  1 a(25,155) r(87,13) d(169) a(59,191) \n\t  8 d(19) r(33,107) d(75) r(71,138) \n\t  3 d(19) r(1,173) d(59) r(76,116) \n\t  8 a(78,43) d(187) d(23) d(31) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) \n\t  8 a(78,43) a(88,153) d(151) d(10) \n\t  0 a(108,89) d(181) d(187) d(23) r(174,121) \n\t  3 r(45,76) d(73) a(139,57) d(180) d(94) d(93) \n\t  0 d(48) r(193,127) \n\t  7 r(45,76) d(73) a(139,57) d(153) \n\t  8 d(48) d(180) d(94) a(55,62) \n\t  8 a(16,71) r(87,109) \n\t  7 a(154,17) a(109,177) a(157,112) d(104) \n\t  0 a(16,71) a(157,112) a(171,139) \n\t  4 a(154,17) a(109,177) r(142,71) \n\t  1 d(48) d(16) a(18,105) r(111,131) d(144) \n\t  5 a(154,17) r(159,10) \n\t  6 d(48) d(16) a(18,105) r(165,132) \n\t  1 a(154,17) r(111,131) r(155,181) \n\t  7 a(154,103) a(164,1) d(184) r(158,144) \n\t  7 a(173,19) d(180) d(161) d(157) \n\t  7 d(48) d(180) a(139,49) r(108,36) d(25) \n\t  7 r(156,138) d(16) d(57) \n\t  8 d(48) d(180) a(139,49) a(115,167) \n\t  7 r(156,138) d(16) r(108,36) r(180,144) \nsearch: generation 4 (sizeof one variant = 0.0718937 MB)\n\t  0 a(108,89) d(181) d(187) d(23) r(34,182) r(191,74) \n\t  7 a(16,71) r(87,109) d(140) \n\t  5 a(173,19) d(180) d(161) d(181) d(181) d(36) a(44,149) d(19) \n\t  8 a(108,89) r(33,15) \n\t  3 a(173,19) d(180) d(161) d(181) d(164) \n\t  5 a(108,89) d(181) d(36) a(44,149) r(16,94) \n\t  3 a(108,89) d(25) d(93) \n\t  1 a(173,19) a(157,168) d(22) r(141,60) d(35) d(190) \n\t  1 a(108,89) d(22) r(141,60) d(35) d(164) \n\t  7 a(173,19) a(157,168) d(25) d(56) \n\t  1 a(25,155) r(87,13) d(169) a(59,191) d(111) \n\t  8 a(25,155) r(87,13) d(169) a(75,63) r(94,55) \n\t  8 a(78,43) d(180) d(94) a(55,62) d(174) \n\t  8 d(48) a(88,153) d(151) d(10) d(48) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) \n\t  8 d(48) d(180) d(94) a(55,62) d(152) \n\t  5 a(25,155) d(46) \n\t  3 a(25,155) r(57,177) d(35) a(71,122) a(75,144) \n\t  3 a(25,155) d(35) a(71,122) d(182) \n\t  8 a(25,155) r(57,177) r(57,70) \n\t  8 a(78,43) a(157,112) d(104) a(177,23) \n\t  7 a(154,17) a(109,177) d(187) d(23) d(31) d(185) \n\t  8 a(78,43) d(187) d(23) d(31) r(33,36) \n\t  7 a(154,17) a(109,177) a(157,112) d(104) r(11,126) \n\t  8 a(25,155) a(35,72) \n\t  8 a(16,71) r(87,109) r(57,177) r(71,72) \n\t  8 a(25,155) r(57,177) a(34,86) \n\t  8 a(16,71) r(87,109) r(31,89) \n\t  3 a(74,110) a(162,190) r(78,146) d(89) \n\t  6 r(156,138) d(91) r(187,89) d(88) d(169) \n\t  4 a(154,103) d(58) r(183,25) d(92) \n\t  8 a(173,19) d(31) a(164,1) d(91) r(187,89) d(193) r(109,90) \n\t  0 a(154,103) a(164,1) d(91) r(187,89) d(193) r(176,175) \n\t  7 a(173,19) d(31) d(58) r(183,25) d(155) \n\t  8 d(48) a(88,153) d(151) d(10) d(172) \n\t  0 a(78,43) d(180) d(94) a(55,62) r(182,129) \n\t  7 d(48) d(180) d(94) a(55,62) r(155,163) \n\t  7 a(78,43) a(88,153) d(151) d(10) r(157,59) \n\t  7 d(48) d(180) r(34,182) d(1) \n\t  7 a(108,89) d(181) d(187) d(23) a(139,49) r(108,36) d(25) a(48,148) \n\t  7 d(48) d(180) a(139,49) r(108,36) d(25) a(163,36) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(172) \n\t  7 r(156,138) d(16) d(57) r(70,179) \n\t  8 a(173,19) d(180) d(161) d(181) a(11,19) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) a(61,128) \n\t  0 a(108,89) d(181) a(152,186) d(62) r(174,141) \n\t  4 a(173,19) d(31) d(58) r(183,25) d(94) r(92,87) \n\t  8 a(108,89) a(32,113) \n\t  5 a(173,19) d(31) d(58) r(183,25) r(47,31) \n\t  1 a(108,89) d(94) r(5,127) \n\t  8 a(25,155) r(62,148) a(108,155) \n\t  6 a(173,19) a(157,168) d(25) r(34,55) \n\t  8 a(173,19) d(31) d(58) r(183,25) r(43,113) \n\t  1 a(173,19) d(180) d(161) d(157) r(173,95) \n\t  7 a(108,89) r(87,109) r(62,24) \n\t  6 a(16,71) d(181) a(88,153) d(151) d(185) d(144) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) r(78,62) \n\t  8 a(16,71) r(87,109) r(55,43) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) \n\t  8 a(16,71) a(157,112) r(152,32) a(93,33) \n\t  3 r(45,76) d(73) a(139,57) d(180) d(94) d(93) r(43,182) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) r(45,63) \nsearch: generation 5 (sizeof one variant = 0.065546 MB)\n\t  8 a(25,155) a(35,72) a(109,177) d(187) d(23) d(31) d(185) d(72) \n\t  7 a(154,17) r(87,161) \n\t  8 a(25,155) a(35,72) d(188) \n\t  7 a(154,17) a(109,177) d(187) d(23) d(31) d(185) d(75) \n\t  3 a(108,89) r(93,87) \n\t  7 a(78,43) d(187) d(23) d(31) r(33,36) d(181) d(36) a(44,149) r(16,94) r(45,134) \n\t  5 a(108,89) d(181) d(36) a(44,149) r(16,94) d(57) \n\t  8 a(78,43) d(187) d(23) d(31) r(33,36) r(143,63) \n\t  0 a(16,71) d(181) a(88,153) d(151) d(185) d(144) r(169,120) \n\t  3 a(78,43) d(187) d(23) d(31) r(33,36) d(77) \n\t  1 a(173,19) a(157,168) d(22) r(141,60) a(35,72) a(141,148) \n\t  3 a(25,155) d(35) d(190) d(93) \n\t  1 a(173,19) a(157,168) d(22) r(141,60) d(35) d(190) a(177,59) \n\t  4 a(25,155) a(35,72) a(58,129) \n\t  7 a(25,155) r(57,177) r(57,70) d(179) \n\t  8 a(25,155) r(57,177) a(34,86) d(109) \n\t  7 a(25,155) r(57,177) a(34,86) r(158,18) \n\t  1 a(25,155) r(57,177) r(57,70) r(170,120) \n\t  6 a(25,155) r(62,148) a(108,155) r(31,137) \n\t  8 d(48) d(180) d(94) a(55,62) d(152) r(86,104) \n\t  3 a(154,17) a(109,177) d(187) a(32,113) d(93) \n\t  8 a(108,89) d(23) d(31) d(185) d(94) \n\t  7 a(154,17) a(109,177) d(187) d(23) d(31) d(185) a(42,77) \n\t  8 a(108,89) a(32,113) d(75) \n\t  3 a(108,89) r(33,15) r(93,9) \n\t  7 d(48) d(180) r(34,182) d(1) a(70,9) \n\t  1 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(110,123) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(172) d(87) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(172) a(90,171) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) \n\t  0 a(16,71) a(157,112) r(152,32) a(93,33) r(186,119) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(106) \n\t  8 a(78,43) d(187) d(23) d(31) r(33,36) a(152,25) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(172) r(193,187) \n\t  8 d(48) a(88,153) d(151) d(10) d(48) d(177) \n\t  2 a(78,43) d(187) d(23) d(31) r(33,36) d(139) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) \n\t  8 a(16,71) r(87,109) r(57,177) r(71,72) d(94) \n\t  0 d(48) a(88,153) d(151) d(10) d(172) r(171,130) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(13) \n\t  7 a(16,71) r(87,109) d(140) d(62) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(56) \n\t  3 a(16,71) r(87,109) d(140) a(61,128) r(105,24) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) a(61,128) d(43) \n\t  2 a(16,71) r(87,109) d(140) r(91,122) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) r(45,63) d(103) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) d(172) d(13) \n\t  8 a(78,43) a(157,112) d(104) a(177,23) a(106,161) \n\t  8 a(173,19) d(31) d(58) r(183,25) r(43,113) a(93,13) \n\t  1 a(108,89) d(181) d(187) r(183,25) d(92) d(145) \n\t  2 a(154,103) d(58) d(23) r(34,182) a(61,128) d(111) \n\t  7 a(108,89) d(181) d(187) d(23) r(34,182) a(61,128) r(74,6) \n\t  0 a(154,103) d(58) r(183,25) d(92) r(186,118) \n\t  8 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) \n\t  0 a(16,71) r(87,109) d(10) d(48) r(175,139) \n\t  8 d(48) a(88,153) d(151) d(10) d(48) d(19) \n\t  8 a(16,71) r(87,109) r(57,177) r(71,72) r(48,113) \nsearch: generation 6 (sizeof one variant = 0.072566 MB)\n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) d(166) \n\t  8 a(16,71) r(87,109) r(57,177) r(71,72) r(48,113) d(15) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(11,16) \n\t  4 a(25,155) a(35,72) a(109,177) d(187) d(23) d(31) d(185) d(72) a(112,61) \n\t  2 a(16,71) r(87,109) r(57,177) r(71,72) d(94) r(168,142) \n\t  8 a(25,155) r(57,177) a(34,86) d(109) r(73,150) \n\t  8 a(154,17) a(109,177) d(187) d(23) d(31) d(185) a(42,77) r(17,31) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,113) \n\t  7 a(108,89) a(32,113) d(75) r(155,34) \n\t  3 a(108,89) r(33,15) r(93,9) a(18,190) \n\t  1 a(25,155) a(35,72) a(58,129) r(173,94) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(18) \n\t  4 a(25,155) a(35,72) a(58,129) r(163,130) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(43,113) \n\t  8 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) \n\t  3 r(156,138) d(16) d(57) r(70,179) d(13) r(72,119) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) \n\t  5 a(16,71) r(87,109) r(57,177) r(71,72) d(94) a(43,141) \n\t  5 a(108,89) d(181) d(187) d(23) r(34,182) d(172) a(90,171) r(171,162) \n\t  8 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) \n\t  4 d(48) a(88,153) a(35,72) a(58,129) a(72,42) \n\t  4 a(25,155) a(35,72) a(58,129) d(89) \n\t  1 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) r(173,180) \n\t  3 a(154,17) a(109,177) d(187) a(32,113) d(93) d(174) \n\t  2 a(108,89) d(181) a(88,153) d(151) d(185) r(45,63) d(103) r(139,150) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(59,106) \n\t  6 d(48) d(180) r(34,182) d(1) a(70,9) d(156) \n\t  7 r(156,138) d(16) d(57) r(70,179) a(188,94) \n\t  7 a(154,17) r(87,161) d(13) a(183,107) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(13) d(11) \n\t  7 a(154,17) r(87,161) d(172) \n\t  0 a(154,17) r(87,161) d(191) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,33) \n\t  8 a(78,43) d(187) d(23) d(31) r(33,36) r(143,63) r(57,23) \n\t  8 a(25,155) r(62,148) a(108,155) r(31,137) d(36) \n\t  6 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) \n\t  2 a(173,19) d(31) d(111) d(35) \n\t  2 a(154,103) d(58) d(23) r(34,182) a(61,128) d(111) a(71,23) \n\t  3 a(173,19) d(31) d(58) r(183,25) r(43,113) a(93,13) r(77,36) \n\t  7 a(154,17) a(109,177) d(187) d(23) d(31) d(185) d(75) d(57) \n\t  5 a(108,89) d(181) d(36) a(44,149) r(16,94) d(57) r(177,173) \n\t  8 a(25,155) a(35,72) d(188) a(190,154) \n\t  4 a(154,17) a(109,177) d(187) d(23) d(31) d(185) d(75) r(167,166) \n\t  7 a(25,155) a(35,72) d(188) d(153) \n\t  8 a(108,89) d(23) d(31) d(185) d(94) a(24,162) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) r(15,182) \n\t  2 a(108,89) r(93,87) d(60) \nsearch: generation 7 (sizeof one variant = 0.0715456 MB)\n\t  1 a(154,17) a(109,177) d(187) d(23) d(31) d(185) a(42,77) r(17,31) r(141,183) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) \n\t  2 a(108,89) d(181) r(70,179) d(13) d(11) d(168) \n\t  4 r(156,138) d(16) d(57) a(88,153) d(151) d(185) d(108) a(9,72) d(166) d(177) \n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) d(166) d(188) \n\t  1 r(156,138) d(16) d(57) r(70,179) d(13) d(11) r(173,105) \n\t  2 a(154,17) r(87,161) d(172) r(139,120) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) \n\t  8 a(25,155) a(35,72) d(188) d(151) d(10) a(172,87) d(112) r(15,182) r(31,170) \n\t  8 a(78,43) a(88,153) a(190,154) r(177,158) \n\t  1 a(25,155) a(35,72) d(188) a(190,154) a(110,120) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) r(15,182) r(43,37) \n\t  4 a(108,89) d(181) d(36) a(44,149) a(35,72) a(58,129) d(89) r(174,128) \n\t  6 a(25,155) r(16,94) d(57) r(177,173) d(18) \n\t  3 a(108,89) d(181) d(36) a(44,149) r(16,94) d(57) r(177,173) d(152) \n\t  4 a(25,155) a(35,72) a(58,129) d(89) r(143,106) \n\t  5 d(48) a(88,153) d(151) r(57,177) r(34,182) d(172) a(90,171) r(171,162) d(150) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) \n\t  4 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) a(115,93) \n\t  1 a(108,89) d(181) d(187) d(23) r(34,182) d(172) a(90,171) r(171,162) r(104,110) \n\t  8 a(108,89) d(23) d(31) d(185) d(94) a(24,162) a(187,86) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(9) \n\t  7 a(25,155) a(35,72) d(188) d(153) a(143,187) \n\t  7 a(154,17) r(87,161) d(13) a(183,107) r(58,33) \n\t  7 a(25,155) a(35,72) d(188) d(153) d(103) \n\t  2 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) r(15,182) d(110) \n\t  8 a(108,89) a(88,153) d(151) d(185) d(108) d(175) d(55) a(185,92) \n\t  5 a(108,89) d(181) d(181) d(187) d(23) r(34,182) d(172) a(90,171) r(171,162) a(159,188) \n\t  0 a(108,89) d(181) d(187) d(23) r(34,182) d(172) a(90,171) r(171,162) r(5,132) \n\t  2 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(139) \n\t  7 r(156,138) d(16) d(57) a(109,177) d(187) d(23) d(31) d(185) d(75) r(167,166) d(90) \n\t  7 a(154,17) r(70,179) d(13) d(11) d(86) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(13) d(11) d(182) \n\t  5 a(154,17) a(109,177) d(187) d(23) d(31) d(185) d(75) r(167,166) r(31,121) \n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) \n\t  8 a(25,155) r(62,148) a(108,155) r(31,137) d(36) r(78,11) \n\t  1 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) r(141,4) \n\t  0 a(25,155) d(151) r(193,122) \n\t  4 a(25,155) a(35,72) d(188) a(190,154) r(57,177) r(71,72) d(174) r(151,48) d(61) \n\t  0 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) a(9,171) \n\t  1 a(25,155) a(35,72) d(188) a(190,154) d(145) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,113) d(42) \n\t  6 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) r(31,134) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) \n\t  6 r(156,138) d(16) d(57) r(70,179) a(188,94) r(34,70) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(59,106) d(45) \n\t  1 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(35,72) d(188) d(153) d(145) \n\t  8 a(25,155) a(93,13) d(180) a(180,128) \n\t  8 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) a(143,34) \n\t  7 a(25,155) a(35,72) d(188) d(153) a(42,55) \n\t  0 r(156,138) d(175) a(43,138) d(171) \n\t  7 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(16) d(57) r(70,179) a(188,94) a(151,31) \n\t  7 r(156,138) d(16) d(57) r(70,179) a(188,94) a(173,106) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) a(178,142) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,33) d(151) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(88) \n\t  3 r(156,138) d(16) d(57) r(70,179) d(13) r(72,119) r(115,151) \n\t  8 d(48) r(151,48) d(75) \n\t  8 a(25,155) d(151) r(57,177) r(71,72) d(174) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) r(86,132) \n\t  8 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) a(24,27) \n\t  8 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) a(184,113) \nsearch: generation 8 (sizeof one variant = 0.0708237 MB)\n\t  0 r(156,138) d(175) a(43,138) d(171) r(141,157) \n\t  5 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) a(178,142) d(142) \n\t  0 r(156,138) d(175) a(43,138) d(171) r(168,187) \n\t  7 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) a(178,142) d(158) \n\t  4 a(25,155) a(35,72) d(188) a(190,154) r(57,177) r(71,72) d(174) r(151,48) d(61) d(172) \n\t  1 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(4) \n\t  8 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) a(143,34) r(89,162) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(9) a(36,189) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) r(88,36) \n\t  6 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) r(31,134) r(23,19) \n\t  2 r(156,138) d(16) d(57) d(110) \n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) d(45) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) d(152) \n\t  0 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) d(191) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) r(31,170) d(44) \n\t  7 a(25,155) a(35,72) d(188) d(151) d(10) a(172,87) d(112) r(15,182) a(12,73) r(25,10) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) d(174) \n\t  0 a(25,155) a(35,72) d(188) d(151) d(10) a(172,87) d(112) r(15,182) r(31,170) d(171) \n\t  8 a(25,155) a(93,13) d(180) a(180,128) d(1) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) r(182,86) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,113) d(42) d(108) \n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) d(104) \n\t  8 a(25,155) d(151) r(57,177) r(71,72) d(174) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) r(86,132) a(182,106) \n\t  2 r(156,138) d(16) d(57) r(70,179) d(13) r(72,119) r(115,151) a(108,179) \n\t  8 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) d(183) \n\t  7 a(108,89) d(181) d(10) a(172,87) d(112) a(168,113) d(42) r(154,115) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,113) d(42) d(62) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) \n\t  4 a(108,89) d(181) a(88,153) a(188,94) a(12,73) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) d(162) \n\t  8 a(108,89) d(181) a(58,94) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) d(151) \n\t  3 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) a(78,176) \n\t  0 a(25,155) r(62,148) a(108,155) r(31,137) d(36) d(55) d(9) a(184,119) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(78,11) d(44) \n\t  8 a(25,155) r(62,148) a(108,155) r(31,137) d(36) r(78,11) d(75) \n\t  5 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(9) r(142,164) \n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) d(166) d(188) d(175) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) d(44) \n\t  8 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) a(24,27) r(71,72) d(174) r(151,48) a(184,113) d(23) \n\t  2 a(25,155) d(151) r(57,177) r(145,117) \n\t  8 d(48) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) a(24,27) r(12,59) \n\t  1 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) a(184,113) r(4,121) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,33) d(151) a(143,187) r(193,107) \n\t  6 a(25,155) a(35,72) d(188) d(153) r(157,78) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,33) d(151) r(184,113) \n\t  0 a(25,155) a(35,72) d(188) d(153) a(143,187) a(153,117) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) \n\t  8 a(108,89) d(181) d(108) d(175) d(55) a(154,169) d(174) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(112,150) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(88) r(143,74) \n\t  0 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) r(15,182) r(43,37) d(191) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) a(26,48) \n\t  0 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,113) d(42) a(188,133) \n\t  8 a(108,89) r(71,72) d(174) r(151,48) a(184,113) d(183) \n\t  4 a(25,155) d(151) r(57,177) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) d(138) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) \n\t  4 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) a(184,113) r(92,43) \n\t  8 a(108,89) d(181) a(88,153) r(19,174) \n\t  4 d(48) r(151,48) d(75) d(151) d(185) d(108) d(175) a(43,138) d(88) d(92) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(88) a(186,161) \n\t  8 d(48) r(151,48) d(75) d(107) \nsearch: generation 9 (sizeof one variant = 0.0704222 MB)\n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) d(103) \n\t  8 a(108,89) d(181) a(88,153) d(104) d(104) d(88) \n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) d(104) a(179,152) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) a(145,73) \n\t  2 a(108,89) d(181) a(58,94) r(86,119) \n\t  0 a(108,89) a(108,155) r(31,137) d(36) r(186,22) r(182,86) a(176,119) \n\t  8 a(108,89) d(181) a(58,94) a(172,87) d(112) a(168,33) d(151) a(143,187) r(193,107) r(35,161) \n\t  8 a(78,43) a(88,153) d(151) d(10) d(55) \n\t  1 a(108,89) d(181) a(58,94) d(189) \n\t  8 a(78,43) a(88,153) d(151) d(10) a(172,87) d(112) a(168,33) d(151) a(143,187) r(193,107) d(55) \n\t  4 a(25,155) a(35,72) d(188) a(190,154) r(57,177) r(71,72) d(174) r(151,48) d(61) d(172) r(48,181) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) d(174) d(151) \n\t  7 a(108,89) d(108) d(175) a(43,138) a(178,142) d(158) d(88) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(181) a(58,94) d(62) \n\t  8 a(108,89) d(181) a(58,94) d(174) \n\t  2 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) a(178,142) d(158) d(168) \n\t  0 a(108,89) r(71,72) d(174) r(151,48) a(184,113) d(183) r(164,119) \n\t  8 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) a(143,34) r(89,162) a(86,16) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(138,189) \n\t  4 r(156,138) d(16) d(57) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) a(26,48) d(92) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) d(73) \n\t  4 a(25,155) d(151) r(57,177) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) d(138) r(10,172) \n\t  5 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) r(48,182) \n\t  4 a(25,155) d(151) r(57,177) r(71,72) d(174) r(151,48) a(184,113) r(92,43) d(94) \n\t  3 a(108,89) d(181) d(108) d(151) d(185) d(108) d(175) r(59,106) a(4,46) a(78,176) r(32,188) \n\t  8 a(108,89) d(181) a(88,153) d(175) d(55) a(154,169) d(174) r(1,126) \n\t  8 a(108,89) d(181) d(108) d(175) d(55) a(154,169) d(174) r(182,33) \n\t  3 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) a(78,176) r(44,157) \n\t  0 a(108,89) d(181) a(88,153) a(188,94) r(31,170) d(44) a(176,121) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) r(88,36) a(34,188) \n\t  8 a(108,89) d(181) d(187) d(23) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(118) \n\t  4 a(108,89) d(181) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(161,35) \n\t  2 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) d(139) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(74) \n\t  7 r(156,138) d(16) d(57) r(70,179) d(151) d(185) d(108) d(175) r(59,106) r(15,56) a(26,48) a(36,134) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) d(177) \n\t  8 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) d(174) a(173,113) a(192,189) r(26,95) d(71) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) a(192,189) d(183) r(56,59) \n\t  3 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) d(183) r(76,110) \n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) d(60) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) d(44) a(179,32) \n\t  8 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) d(183) a(170,73) \n\t  8 a(25,155) d(151) r(57,177) r(71,72) d(174) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) r(86,132) a(182,106) r(190,49) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) r(88,36) a(90,79) \n\t  6 a(108,89) a(108,155) r(31,137) d(174) a(173,113) a(192,189) r(112,150) d(179) \n\t  7 a(108,89) d(181) d(187) d(23) r(71,72) d(36) r(186,22) r(182,86) d(155) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) r(182,86) d(43) \n\t  0 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(112,150) d(171) \n\t  8 a(25,155) a(35,72) d(188) a(190,154) r(57,177) d(188) d(175) d(78) \n\t  0 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) d(166) r(71,72) d(174) r(151,48) d(61) d(172) r(170,92) \n\t  4 a(25,155) a(35,72) d(188) a(190,154) r(57,177) r(71,72) d(174) r(151,48) d(61) d(172) a(91,192) \n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(108) a(9,72) d(166) d(188) d(175) d(90) \n\t  3 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(175) r(59,106) a(4,46) d(162) d(109) \n\t  0 a(108,89) d(181) a(88,153) a(188,94) a(12,73) a(88,153) d(151) d(185) d(108) d(9) r(142,164) a(185,131) \n\t  5 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(9) r(142,164) a(42,89) \n\t  4 a(108,89) d(181) a(88,153) a(188,94) a(12,73) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) d(162) a(43,5) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(78,11) d(44) r(192,95) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(106,91) \nsearch: generation 10 (sizeof one variant = 0.0718327 MB)\n\t  3 a(108,89) d(181) a(88,153) d(151) d(185) d(175) d(55) r(55,44) r(103,10) d(118) a(70,118) \n\t  4 a(108,89) d(181) d(187) d(23) a(88,153) d(151) d(185) d(108) d(108) d(175) d(55) a(154,169) d(115) a(145,73) r(59,141) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) a(145,73) a(175,93) \n\t  8 a(108,89) d(181) d(187) d(23) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(118) a(77,171) \n\t  2 a(78,43) a(88,153) d(151) d(10) d(55) d(110) \n\t  8 a(108,89) d(181) a(58,94) d(174) d(9) \n\t  4 a(108,89) d(181) a(88,153) a(188,94) a(12,73) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) d(162) a(43,5) a(139,79) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(138,189) a(73,143) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) d(177) r(105,155) \n\t  1 a(108,89) d(181) a(58,94) d(189) d(58) \n\t  2 a(108,89) d(181) a(88,153) a(188,94) a(12,73) r(88,36) a(90,79) a(91,146) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(138,189) r(108,26) \n\t  8 a(78,43) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(118) d(74) \n\t  7 a(108,89) d(181) d(187) d(23) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) d(174) a(173,113) a(192,189) r(26,95) d(71) d(154) \n\t  7 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) d(174) a(173,113) a(192,189) r(26,95) d(71) a(158,17) \n\t  0 a(108,89) d(181) d(187) d(23) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(118) r(182,171) \n\t  8 a(108,89) d(181) a(88,153) d(70) \n\t  0 a(25,155) a(35,72) d(188) a(190,154) r(57,177) d(188) d(175) d(78) a(188,94) a(12,73) d(174) d(151) d(189) \n\t  8 a(108,89) d(181) a(88,153) a(188,94) a(12,73) d(174) d(151) a(169,175) \n\t  7 a(25,155) a(35,72) d(188) a(190,154) r(57,177) d(188) d(175) d(78) r(25,192) \n\t  0 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) d(171) d(145) \n\t  7 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(112,150) a(192,189) d(183) a(170,73) d(24) \n\t  8 a(78,43) a(88,153) d(151) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) d(183) a(170,73) r(172,115) \n\t  0 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(112,150) d(171) d(180) \n\t  0 a(108,89) a(108,155) r(31,137) d(174) a(173,113) a(192,189) r(112,150) r(183,117) \n\t  0 a(108,89) d(181) d(108) d(175) d(55) a(154,169) d(174) r(182,33) d(179) d(171) \n\t  3 a(108,89) a(108,155) r(31,137) d(174) a(173,113) a(192,189) r(112,150) d(179) r(71,76) \n\t  8 a(108,89) d(181) d(108) d(175) d(55) a(154,169) d(174) r(182,33) d(169) \n\t  8 a(108,89) d(181) a(88,153) d(151) r(186,22) d(44) a(179,32) d(103) \n\t  5 a(108,89) a(108,155) r(31,137) d(36) d(185) d(108) d(175) d(55) a(154,169) d(115) r(48,182) r(34,130) \n\t  5 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) r(48,182) r(106,145) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) d(44) a(179,32) d(62) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(138,189) d(150) \n\t  8 a(108,89) d(181) a(154,169) d(115) d(177) d(107) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) a(154,169) d(115) d(177) r(56,37) \n\t  5 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(138,189) d(142) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(78,11) d(44) r(192,95) d(58) r(183,25) r(43,113) a(93,13) d(180) a(143,34) r(89,162) a(86,16) r(43,75) \n\t  7 a(154,103) d(58) d(23) r(34,182) a(61,128) r(175,187) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) r(78,11) d(44) r(192,95) d(103) \n\t  8 a(154,103) d(58) d(23) r(34,182) a(61,128) d(58) r(183,25) r(43,113) a(93,13) d(180) a(143,34) r(89,162) a(86,16) d(181) \n\t  0 a(108,89) r(171,77) \n\t  0 a(108,89) d(108) d(175) a(43,138) a(178,142) d(158) d(88) d(181) a(58,94) d(174) a(183,176) \n\t  8 a(108,89) d(181) a(58,94) d(174) r(56,62) \n\t  7 a(108,89) d(108) d(175) a(43,138) a(178,142) d(158) d(88) d(190) \n\t  3 a(108,89) d(181) a(88,153) a(188,94) a(12,73) a(88,153) d(151) d(185) d(108) d(175) r(59,106) a(4,46) d(162) a(43,5) r(109,23) \n\t  0 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) a(192,189) d(183) r(56,59) a(170,176) \n\t  2 a(108,89) d(181) a(88,153) d(151) d(185) r(71,72) d(174) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) r(86,132) a(182,106) r(190,49) r(139,91) \n\t  4 a(25,155) d(151) r(57,177) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) d(60) d(22) \n\t  3 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) d(60) d(142) \n\t  7 a(25,155) d(151) r(57,177) r(71,72) d(174) a(88,153) d(151) r(57,177) r(71,72) d(174) a(173,113) r(86,132) a(182,106) r(190,49) r(16,60) \n\t  0 a(108,89) d(181) a(88,153) d(36) r(186,22) d(44) a(179,32) a(175,131) \n\t  6 a(108,89) a(108,155) r(31,137) d(104) d(104) d(88) d(62) \n\t  5 a(108,89) d(181) a(88,153) d(104) d(104) d(88) r(159,25) \n\t  8 a(108,89) a(108,155) r(31,137) d(36) r(186,22) d(44) a(179,32) a(31,165) \n\t  7 a(25,155) a(35,72) d(188) a(190,154) r(57,177) d(188) d(175) d(78) d(140) \n\t  8 a(108,89) d(181) a(58,94) a(172,87) d(112) a(168,33) d(151) a(143,187) r(193,107) r(35,161) r(188,89) \n\t  1 a(108,89) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) r(103,10) d(74) d(145) \n\t  7 a(108,89) d(181) a(88,153) a(188,94) a(12,73) d(174) d(151) d(17) \n\t  8 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(185) d(108) d(175) a(43,138) d(104) d(104) a(179,152) a(171,95) \n\t  4 a(25,155) r(62,148) d(181) a(88,153) d(151) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) d(60) d(44) \n\t  4 a(108,89) d(181) a(88,153) d(151) d(185) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) r(26,95) d(60) a(175,78) \n\t  8 a(25,155) r(62,148) d(181) a(88,153) d(151) d(185) d(108) d(175) a(43,138) d(104) d(104) a(179,152) d(18) \n\t  6 a(108,89) d(181) d(187) d(138) r(10,172) d(165) \n\t  8 a(25,155) d(151) r(57,177) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(106,91) a(172,126) \n\t  8 a(108,89) d(181) d(187) d(23) r(71,72) d(174) a(173,113) a(192,189) a(184,156) r(106,91) a(175,191) \n\t  1 a(25,155) d(151) r(57,177) d(181) a(88,153) d(151) d(185) d(108) d(175) d(55) r(55,44) d(138) r(10,172) r(110,117) \nsearch: genetic algorithm ends\nRep: saving test cache\n\nVariant Test Case Queries: 6090\n"Test Suite Evaluations": 609\n\nCompile Failures: 0\nWall-Clock Seconds Elapsed: 1300.23\n  Activity Name                     Count Seconds = Percent of Total Time\n  compile                             611  95.047 = 8.03546%\n  test                               6110 1087.775 = 91.9627%\n  TOTAL                                   1182.843 = 90.9711% (avg CPU usage)\n'