Tool 2LS 0.5.0 CBMC 5.6 Ceagle Ceagle 1.3 @ 53cfa89 CPAchecker 1.6.1-svn 24048 DepthK DepthK version 3.0 - Fri Jan 6 18:14:20 AMT 2017 ESBMC ESBMC version 3.1 64-bit x86_64 linux SMACK+Corral 1.7.2 symbiotic KLEE:7f3c74aa-dg:96e851cf-symbiotic:69a1d8e6-minisat:3db58943-stp:39fa956f-LLVMInstrumentation:f750b24a ULTIMATE Automizer f7c3ed31 ULTIMATE Kojak f7c3ed31 ULTIMATE Taipan f7c3ed31
Limits timelimit: 900 s, memlimit: 15000 MB, CPU core limit: 8
Host apollon*
OS Linux 4.4.0-59-generic
System CPU: Intel Xeon E3-1230 v5 @ 3.40 GHz, cores: 8, frequency: 3.8 GHz, Turbo Boost: disabled; RAM: 33553 MB
Date of execution 2017-01-11 11:02:28 CET [[ 2017-01-14 22:09:21 CET ]] [[ 2017-01-14 22:27:59 CET ]] [[ 2017-01-14 22:12:16 CET ]] [[ 2017-01-14 22:31:32 CET ]] 2017-01-11 13:54:34 CET [[ 2017-01-14 21:55:46 CET ]] [[ 2017-01-14 22:15:53 CET ]] [[ 2017-01-14 21:57:58 CET ]] [[ 2017-01-14 22:18:07 CET ]] 2017-01-11 10:43:25 CET [[ 2017-01-14 21:26:44 CET ]] [[ 2017-01-14 21:28:35 CET ]] [[ 2017-01-14 21:27:51 CET ]] [[ 2017-01-14 21:29:04 CET ]] 2017-01-11 11:20:09 CET [[ 2017-01-14 21:49:20 CET ]] [[ 2017-01-14 22:06:43 CET ]] [[ 2017-01-14 21:51:07 CET ]] [[ 2017-01-14 22:08:18 CET ]] 2017-01-13 07:44:08 CET [[ 2017-01-15 00:24:53 CET ]] [[ 2017-01-15 00:50:42 CET ]] [[ 2017-01-15 00:30:44 CET ]] [[ 2017-01-15 00:56:39 CET ]] 2017-01-13 09:01:17 CET [[ 2017-01-15 01:00:51 CET ]] [[ 2017-01-15 01:12:27 CET ]] [[ 2017-01-15 01:06:42 CET ]] [[ 2017-01-15 01:18:39 CET ]] 2017-01-13 08:09:41 CET [[ 2017-01-15 00:46:31 CET ]] [[ 2017-01-15 01:12:25 CET ]] [[ 2017-01-15 00:52:40 CET ]] [[ 2017-01-15 01:18:42 CET ]] 2017-01-13 08:59:26 CET [[ 2017-01-15 01:13:08 CET ]] [[ 2017-01-15 01:19:20 CET ]] [[ 2017-01-15 01:18:26 CET ]] [[ 2017-01-15 01:22:10 CET ]] 2017-01-13 09:24:14 CET [[ 2017-01-15 01:24:24 CET ]] [[ 2017-01-15 01:40:44 CET ]] [[ 2017-01-15 01:25:54 CET ]] [[ 2017-01-15 01:44:51 CET ]] 2017-01-13 09:57:49 CET [[ 2017-01-15 01:31:06 CET ]] [[ 2017-01-15 01:47:27 CET ]] [[ 2017-01-15 01:32:35 CET ]] [[ 2017-01-15 01:49:35 CET ]] 2017-01-14 07:19:02 CET [[ 2017-01-15 04:32:52 CET ]] [[ 2017-01-15 05:00:11 CET ]] [[ 2017-01-15 04:38:10 CET ]] [[ 2017-01-15 05:08:13 CET ]] [2017-01-14 13:43:12 CET; 2017-01-14 13:43:12 CET [[ 2017-01-15 05:08:16 CET ]] [[ 2017-01-15 05:40:54 CET ]] [[ 2017-01-15 05:24:54 CET ]] [[ 2017-01-15 05:42:22 CET ]]] 2017-01-14 07:34:03 CET [[ 2017-01-15 06:02:28 CET ]] [[ 2017-01-15 06:17:25 CET ]] [[ 2017-01-15 06:02:42 CET ]] [[ 2017-01-15 06:18:28 CET ]] 2017-01-14 07:32:15 CET [[ 2017-01-15 06:03:36 CET ]] [[ 2017-01-15 06:19:08 CET ]] [[ 2017-01-15 06:04:26 CET ]] [[ 2017-01-15 06:20:07 CET ]] 2017-01-14 16:52:13 CET [[ 2017-01-15 06:05:33 CET ]] [[ 2017-01-15 06:20:29 CET ]] [[ 2017-01-15 06:05:48 CET ]] [[ 2017-01-15 06:21:18 CET ]]
Run set 2ls.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cbmc.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] ceagle.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cpa-kind.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cpa-seq.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] depthk.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-falsi.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-incr.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-kind.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] smack.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] symbiotic4.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] uautomizer.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] ukojak.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] utaipan.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other]
Options --graphml-witness witness.graphml [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/2ls.2017-01-11_1102.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/2ls.2017-01-11_1102.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/2ls.2017-01-11_1102.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/2ls.2017-01-11_1102.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] --graphml-witness witness.graphml [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cbmc.2017-01-11_1354.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cbmc.2017-01-11_1354.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cbmc.2017-01-11_1354.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cbmc.2017-01-11_1354.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] --compiler clang-3.7 [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/ceagle.2017-01-11_1043.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/ceagle.2017-01-11_1043.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/ceagle.2017-01-11_1043.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/ceagle.2017-01-11_1043.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -sv-comp17-k-induction -heap 10000M -disable-java-assertions [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cpa-kind.2017-01-11_1120.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cpa-kind.2017-01-11_1120.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cpa-kind.2017-01-11_1120.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cpa-kind.2017-01-11_1120.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -sv-comp17 -heap 10000M -disable-java-assertions [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cpa-seq.2017-01-13_0744.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cpa-seq.2017-01-13_0744.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/cpa-seq.2017-01-13_0744.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/cpa-seq.2017-01-13_0744.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/depthk.2017-01-13_0901.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/depthk.2017-01-13_0901.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/depthk.2017-01-13_0901.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/depthk.2017-01-13_0901.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -s fixed [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc.2017-01-13_0809.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc.2017-01-13_0809.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc.2017-01-13_0809.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc.2017-01-13_0809.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -s falsi [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-falsi.2017-01-13_0859.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-falsi.2017-01-13_0859.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-falsi.2017-01-13_0859.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-falsi.2017-01-13_0859.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -s incr [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-incr.2017-01-13_0924.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-incr.2017-01-13_0924.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-incr.2017-01-13_0924.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-incr.2017-01-13_0924.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -s kinduction [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-kind.2017-01-13_0957.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-kind.2017-01-13_0957.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/esbmc-kind.2017-01-13_0957.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/esbmc-kind.2017-01-13_0957.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] -w error-witness.graphml [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/smack.2017-01-14_0719.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/smack.2017-01-14_0719.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/smack.2017-01-14_0719.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/smack.2017-01-14_0719.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] [--witness witness.graphml; --witness witness.graphml [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/symbiotic4.2017-01-14_1343.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/symbiotic4.2017-01-14_1343.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/symbiotic4.2017-01-14_1343.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/symbiotic4.2017-01-14_1343.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]]] [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/uautomizer.2017-01-14_0734.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/uautomizer.2017-01-14_0734.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/uautomizer.2017-01-14_0734.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/uautomizer.2017-01-14_0734.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/ukojak.2017-01-14_0732.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/ukojak.2017-01-14_0732.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/ukojak.2017-01-14_0732.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/ukojak.2017-01-14_0732.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]] [[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/utaipan.2017-01-14_1652.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/utaipan.2017-01-14_1652.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ -witnessValidation -setprop witness.checkProgramHash=false -disable-java-assertions -heap 10000m -witness ../../results-verified/utaipan.2017-01-14_1652.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]][[ --validate ../../results-verified/utaipan.2017-01-14_1652.logfiles/sv-comp17.${inputfile_name}.files/witness.graphml ]]
../../sv-benchmarks/c/ status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J)
signedintegeroverflow-regression/AdditionIntMax_false-no-overflow.c.i .14  24 .85 .11 18 1.1  .028  8.5  .22   3.0 260 24 3.2 270 27 4.0  420 31   .65 110 7.6 .094 24 .91 .12  24 .81 .12  24 .81 1.5  73 20   .16 9.3 1.5 5.5 330 48 5.5 330 42 5.3 310 44
signedintegeroverflow-regression/AdditionIntMin_false-no-overflow.c.i .097 24 .98 .14 18 .92 .12   8.6  1.2    2.9 250 26 3.0 250 23 4.0  420 27   .65 110 7.5 .085 24 1.0  .12  24 .83 .12  24 .86 1.5  77 19   .16 9.2 1.5 6.9 340 55 5.5 330 41 6.1 340 47
signedintegeroverflow-regression/Division_false-no-overflow.c.i .12  24 .82 .13 18 .86 .11   8.1  1.2    3.2 280 27 2.9 270 28 4.0  420 32   .63 110 6.6 .11  24 .85 .090 24 .90 .087 24 1.0  1.6  80 20   .16 9.2 1.5 6.4 330 55 5.6 320 46 5.5 330 39
signedintegeroverflow-regression/Multiplication_false-no-overflow.c.i .11  24 1.1  .11 18 1.1  .042  8.5  .20   3.0 260 24 2.9 270 25 4.0  420 30   .63 110 5.7 .088 24 1.1  .087 24 1.1  .083 24 1.2  1.5  74 18   .16 9.3 1.4 6.0 330 44 5.4 310 43 5.3 320 45
signedintegeroverflow-regression/NoConversion_false-no-overflow.c.i .14  24 .89 .14 18 .94 .030  8.4  .18   3.1 260 26 3.0 260 29 4.0  420 29   .63 110 6.0 .12  24 .99 .11  24 .78 .11  24 .80 1.5  77 17   .14 9.4 1.5 5.6 330 49 5.2 310 48 5.6 320 43
signedintegeroverflow-regression/PostfixDecrement_false-no-overflow.c.i .13  24 .87 .11 18 .86 .10   8.4  1.3    3.1 270 26 2.9 260 25 4.1  420 33   .61 110 8.0 .12  24 .76 .11  24 .93 .087 24 1.1  1.5  80 20   .16 9.1 1.4 6.2 350 46 7.0 350 52 6.3 330 43
signedintegeroverflow-regression/PostfixIncrement_false-no-overflow.c.i .11  24 .91 .11 18 1.0  .11   8.4  1.2    3.0 270 25 3.0 270 24 4.1  420 27   .64 110 5.8 .099 24 .84 .085 24 .92 .084 24 1.0  1.5  75 19   .16 9.2 1.5 5.9 330 42 5.9 330 44 5.9 330 42
signedintegeroverflow-regression/PrefixDecrement_false-no-overflow.c.i .11  24 .93 .11 18 1.0  .11   8.2  1.2    3.1 270 27 3.0 260 28 4.0  420 33   .65 110 5.4 .084 24 .94 .11  24 .88 .090 24 .88 1.5  70 17   .15 9.3 1.8 5.5 320 47 5.4 330 47 6.1 320 44
signedintegeroverflow-regression/PrefixIncrement_false-no-overflow.c.i .11  24 .84 .14 18 .99 .11   8.5  1.0    3.1 290 24 2.9 260 25 4.0  410 30   .63 110 5.8 .082 24 1.0  .086 24 .96 .085 24 .92 1.5  71 18   .14 9.3 1.4 5.5 320 39 5.4 320 46 5.5 310 41
signedintegeroverflow-regression/UnaryMinus_false-no-overflow.c.i .11  24 1.1  .14 18 .91 .11   8.3  1.2    3.2 280 26 3.0 260 26 4.2  420 33   .69 110 6.9 .097 24 1.1  .11  24 .90 .083 24 1.2  1.5  70 19   .14 9.1 1.5 5.8 330 44 5.4 320 39 6.1 330 44
signedintegeroverflow-regression/ConversionToSignedInt_true-no-overflow.c.i .12  24 .78 .17 18 2.1  .042  8.3  .20   2.9 260 26 2.8 260 23 1.3  48 15   .59 110 5.3 900     2500 11000    .081 24 .93 .11  24 .92 1.2  68 14   .14 9.4 1.4 5.4 320 43 5.5 320 43 5.4 320 39
signedintegeroverflow-regression/IntegerPromotion_true-no-overflow.c.i .10  24 .92 .21 18 1.5  .032  8.2  .19   3.1 280 26 2.7 250 26 1.6  49 21   .58 110 6.4 71     15000 860    .12  24 .71 .12  24 .68 1.2  67 15   .16 9.2 1.6 5.6 330 45 6.1 320 48 6.0 330 45
signedintegeroverflow-regression/Multiplication_true-no-overflow.c.i .098 24 .90 .16 18 1.9  .029  8.3  .16   2.9 270 25 2.9 250 26 1.7  49 19   .56 110 6.2 62     15000 700    .083 24 1.0  .085 24 .95 1.2  68 13   .16 9.2 1.5 5.3 310 44 6.2 330 44 5.5 320 38
signedintegeroverflow-regression/NoNegativeIntegerConstant_true-no-overflow.c.i .13  24 .85 .16 18 1.6  .033  8.2  .17   3.3 280 26 2.9 260 24 480    420 6800   .58 110 5.4 66     15000 690    .083 24 .89 .097 24 1.1  1.2  69 15   .16 9.3 1.5 5.2 320 38 6.0 330 44 5.5 330 38
signedintegeroverflow-regression/UsualArithmeticConversions_true-no-overflow.c.i .13  24 .81 .21 18 1.6  .048  8.6  .20   2.9 260 23 2.9 260 24 480    110 5200   .57 110 5.3 68     15000 860    .085 24 .83 .087 24 .91 1.2  69 14   .15 9.2 1.6 5.5 310 40 5.2 320 45 5.6 330 41
termination-crafted/2Nested_false-no-overflow.c .13  22 .86 .14 17 1.0  .0078 .92 .020  2.4 250 20 2.3 250 21 .54 75 7.1 46    15000 520   .080 23 .87 .073 23 .91 .076 23 1.0  1.7  85 19   .15 11   1.7 5.3 320 47 5.5 320 45 6.3 350 47
termination-crafted/4NestedWith3Variables_false-no-overflow.c .16  24 1.0  .14 22 1.3  .0096 .92 .019  2.4 250 21 2.3 250 19 .60 76 7.0 86    15000 940   .086 23 .85 .11  23 .90 .079 23 1.0  1.9  84 22   .15 11   1.6 5.3 320 42 5.6 330 44 5.8 320 47
termination-crafted/Ackermann_false-no-overflow.c .10  22 .76 .14 19 1.0  .11   8.1  1.1    2.3 250 20 2.4 240 24 .60 49 7.7 140    15000 1900   .092 23 .75 .091 23 .82 .092 23 1.0  1.6  80 20   .15 10   2.0 5.5 310 42 6.2 350 49 5.4 320 44
termination-crafted/Bangalore_false-no-overflow.c .13  22 .83 .14 17 .89 .0081 .99 .027  2.4 250 19 2.3 250 22 .54 75 5.5 40    15000 500   .074 23 .84 .093 23 .89 .072 23 1.1  880    1300 10000   .18 11   1.9 5.7 310 49 5.3 320 43 5.9 340 40
termination-crafted/Bangalore_v3_false-no-overflow.c .11  22 .88 .14 17 .99 .0092 .74 .027  2.3 250 19 2.5 260 24 .54 75 6.3 40    15000 420   .091 23 .72 .090 23 .85 .092 23 .94 1.7  76 22   .18 11   1.8 6.0 330 48 5.3 320 43 5.4 320 46
termination-crafted/Benghazi_nondet_false-no-overflow.c .11  22 .70 .11 17 1.2  .0090 .89 .025  2.4 250 21 2.4 250 19 .56 75 7.5 55    15000 710   .10  23 .82 .075 23 .79 .079 23 .82 1.8  86 20   .15 10   1.6 6.1 320 46 5.6 320 47 6.1 340 43
termination-crafted/Binary_Search_false-no-overflow.c .088 22 .73 .15 21 1.2  .16   8.0  1.0    2.4 250 21 2.5 250 19 .39 49 4.9 140    15000 1900   .094 23 .91 .092 23 .85 .093 23 .93 1.6  78 19   .15 10   2.0 5.5 320 38 5.8 320 52 5.7 330 43
termination-crafted/Cairo_nondet_false-no-overflow.c .11  23 .96 .12 17 1.1  .0093 1.0  .016  2.4 250 21 2.9 270 24 .85 75 11   36    15000 390   .079 23 .98 .092 23 .89 .080 23 .88 1.7  75 24   .17 10   1.6 6.0 330 50 6.0 320 47 5.6 320 42
termination-crafted/Collatz_unknown-termination_false-no-overflow.c .11  23 .99 .15 21 1.1  .010  .88 .022  2.4 250 19 2.4 250 24 21    75 230   74    15000 900   .074 23 .80 .085 23 .78 .077 23 .72 1.7  82 20   .15 10   1.7 5.8 330 45 5.4 330 47 5.7 330 42
termination-crafted/Copenhagen_disj_false-no-overflow.c .12  22 .98 .11 17 .88 .0083 .86 .026  2.5 250 24 2.4 250 22 .36 75 4.4 37    15000 380   .087 23 .76 .10  23 .82 .083 23 .85 1.7  83 22   .16 10   2.1 6.2 340 44 5.7 320 45 6.1 320 49
termination-crafted/Gothenburg_false-no-overflow.c .12  23 .96 .13 20 1.0  .0092 .78 .019  2.5 250 22 2.6 260 22 .60 76 7.9 52    15000 560   .077 23 .80 .090 23 .78 .11  23 .75 1.8  88 21   .17 11   1.7 5.4 320 44 5.7 320 45 6.6 340 52
termination-crafted/Gothenburg_v2_false-no-overflow.c .10  23 1.1  .14 19 1.4  .0083 .76 .019  2.4 250 20 2.6 260 24 .60 76 6.6 52    15000 580   .11  23 .76 .10  23 .85 .083 23 .92 1.8  78 20   .15 10   2.2 5.5 320 41 5.6 330 47 6.2 330 44
termination-crafted/Hanoi_2vars_false-no-overflow.c .15  22 .82 .13 17 .94 .0092 1.0  .016  2.4 250 20 2.3 240 20 .55 75 6.0 43    15000 560   .074 23 .86 .080 23 .75 .11  23 .70 1.7  82 23   .17 10   1.6 5.7 320 42 5.4 320 41 5.6 330 43
termination-crafted/Hanoi_3vars_false-no-overflow.c .14  23 .79 .13 17 1.0  .0093 .72 .018  2.4 240 20 2.6 240 20 .56 75 6.8 53    15000 660   .077 23 .98 .10  23 .74 .075 23 .87 1.8  80 19   .17 11   1.7 5.7 320 47 5.5 320 40 5.3 320 47
termination-crafted/Hanoi_plus_false-no-overflow.c .13  23 .76 .11 17 .99 .0063 .92 .033  2.4 250 20 2.5 250 20 .54 75 6.4 66    15000 670   .079 23 .87 .10  23 .76 .089 23 1.0  1.8  88 23   .17 11   1.6 5.7 330 47 5.4 320 41 6.0 330 41
termination-crafted/Lobnya-Boolean-Reordered_false-no-overflow.c .13  22 .80 .12 17 .97 .0081 .84 .025  2.3 250 20 2.5 260 24 .39 75 4.8 52    15000 690   .11  23 .70 .074 23 .80 .080 23 .76 1.7  73 22   .16 11   1.8 5.6 330 43 5.9 330 46 5.9 330 46
termination-crafted/Mysore_false-no-overflow.c .14  22 .81 .14 17 .95 .010  1.0  .026  2.5 250 22 2.6 260 23 .56 75 6.3 49    15000 510   .078 23 .77 .074 23 .90 .080 23 .93 1.7  81 21   .15 10   1.9 5.5 320 41 5.6 320 44 6.2 330 47
termination-crafted/NestedRecursion_1a_false-no-overflow.c .094 22 .80 .14 19 1.2  .12   8.0  1.0    2.5 250 22 2.4 260 23 .57 50 5.8 99    15000 1100   .081 23 .79 .084 23 .96 .076 23 .82 1.6  72 19   .15 10   1.7 5.6 320 41 6.2 340 48 5.5 320 42
termination-crafted/NestedRecursion_2a_false-no-overflow.c .081 22 .78 .15 17 .93 .11   7.9  1.1    2.5 260 22 2.4 250 20 .52 48 7.2 150    15000 2000   .076 23 .89 .099 23 .82 .098 23 .78 1.5  71 22   .15 10   1.6 6.1 330 46 6.9 340 52 6.7 350 50
termination-crafted/NonTermination1_false-no-overflow.c .14  22 .77 .11 17 .98 .0071 .88 .024  2.4 240 20 2.3 250 21 .54 75 6.0 34    15000 360   .077 23 .80 .11  23 .72 .11  23 .69 2.9  79 31   .17 10   1.8 5.9 330 48 5.2 320 42 5.3 320 42
termination-crafted/NonTermination2_false-no-overflow.c .13  22 1.0  .13 17 .89 .0073 .92 .019  2.4 240 22 2.4 250 21 .37 75 4.2 42    15000 430   .077 23 .75 .080 23 .79 .078 23 .79 1.6  76 20   .15 10   1.8 5.9 310 41 6.0 330 44 5.6 330 39
termination-crafted/NonTermination4_false-no-overflow.c .77  36 10    .71 17 6.1  .0095 1.1  .027  3.8 270 34 3.8 270 30 12    75 160   900    420 3400   .10  23 1.2  .12  26 1.6  .92  81 13    110    400 830   .13 9.3 1.5 23   710 180 290   1800 4600 430   2300 4600
termination-crafted/NonTerminationSimple2_false-no-overflow.c .12  22 .83 .14 17 .98 .0073 .87 .022  2.4 240 19 2.4 250 21 .53 75 7.8 36    15000 440   .075 23 .75 .11  23 .71 .10  23 .77 880    1900 9600   .17 9.4 1.8 5.3 310 47 5.4 320 39 5.7 320 43
termination-crafted/NonTerminationSimple3_false-no-overflow.c .13  22 .85 .14 17 .96 .0065 1.0  .020  2.4 250 21 2.4 250 19 .53 75 7.5 41    15000 470   .11  23 .71 .073 23 .87 .087 23 .85 1.7  73 23   .17 10   1.8 5.5 310 42 5.5 320 39 5.9 330 42
termination-crafted/NonTerminationSimple4_false-no-overflow.c 900     1200 10000    850    8000 6800    .0088 .95 .026  900   800 12000 900   760 12000 76    75 960   36    15000 480   900     8800 11000    630     15000 8300    420     15000 5500    880    810 9700   900    130   8900   900   2400 14000 900   1900 13000 900   1700 14000
termination-crafted/NonTerminationSimple5_false-no-overflow.c .12  22 .85 .11 17 1.1  .0082 .81 .019  2.4 250 23 2.5 260 20 .53 75 6.8 890    1100 9400   .10  23 .88 .10  23 .77 .073 23 .85 1.7  81 20   .16 10   1.5 5.8 320 45 5.3 320 42 6.2 330 50
termination-crafted/NonTerminationSimple6_false-no-overflow.c .11  22 .82 .15 17 .89 .011  .66 .015  2.3 250 20 2.5 250 22 .55 75 6.6 36    15000 380   .11  23 .59 .10  23 .77 .073 23 .94 880    1800 9800   .15 10   1.9 5.4 310 45 5.5 320 45 5.5 330 45
termination-crafted/NonTerminationSimple8_false-no-overflow.c .15  23 .91 .13 20 1.2  .0063 .89 .0    2.5 250 26 2.7 260 24 .57 76 6.7 80    15000 830   .080 23 .86 .10  23 .81 .077 23 .82 1.8  83 23   .15 9.3 1.8 5.5 320 42 5.6 320 47 5.8 330 42
termination-crafted/NonTerminationSimple9_false-no-overflow.c .12  22 .86 .14 17 .78 .0090 .89 .028  2.3 250 18 2.3 250 22 .50 75 6.5 45    15000 510   .11  23 .68 .11  23 .67 .076 23 .81 1.7  76 21   .18 11   1.6 5.7 320 49 5.5 320 38 5.4 320 45
termination-crafted/Pure2Phase_false-no-overflow.c .13  22 .81 .14 17 1.0  .010  .92 .028  2.3 250 19 2.5 260 24 .55 75 6.0 53    15000 560   .080 23 .75 .087 23 .76 .079 23 .90 1.8  83 22   .15 10   1.8 5.7 320 42 6.5 350 51 5.7 320 48
termination-crafted/Pure3Phase_false-no-overflow.c .14  23 .95 .13 18 1.0  .010  .77 .019  2.4 250 21 2.6 260 22 .56 75 7.8 160    15000 1500   .096 23 .74 .081 23 .78 .11  23 .73 1.8  80 22   .17 10   1.6 5.3 310 41 5.4 320 40 5.3 320 44
termination-crafted/RecursiveMultiplication_false-no-overflow.c .096 22 .67 .14 18 .98 .12   8.2  1.0    2.3 240 22 2.3 250 19 .57 49 6.9 120    15000 1600   .11  23 .60 .075 23 .81 .11  23 .70 1.6  84 19   .17 10   1.9 5.6 330 48 6.2 330 48 5.8 330 43
termination-crafted/RecursiveNonterminating_false-no-overflow.c .081 22 .61 .15 18 .92 .11   8.0  1.3    2.3 250 20 2.4 240 24 .57 49 6.9 .49 41 4.5 .098 23 .78 .11  23 .71 .093 23 .77 1.5  75 19   .17 10   1.5 5.3 320 41 5.3 320 44 5.5 320 43
termination-crafted/Rotation180_false-no-overflow.c .11  22 .93 .14 17 .87 .0092 1.0  .020  2.4 250 22 2.4 240 19 .38 75 3.9 570    3300 4000   .087 23 .75 .071 23 .94 .072 23 .96 1.7  74 22   .15 10   1.7 5.3 320 45 5.5 320 44 5.8 320 43
termination-crafted/Singapore_false-no-overflow.c .14  22 .82 .12 18 .91 .0065 1.1  .027  2.4 250 19 2.5 250 23 .56 75 6.5 40    15000 440   .078 23 .82 .092 23 .79 .091 23 .98 1.7  81 22   .18 10   1.7 5.5 320 43 5.5 320 47 5.4 310 45
termination-crafted/Singapore_plus_false-no-overflow.c .13  22 1.1  .11 18 1.1  .0088 1.1  .025  2.4 250 20 2.4 250 20 .55 76 6.5 41    15000 480   .088 23 .87 .077 23 .80 .075 23 .93 13    110 140   .18 10   2.0 6.6 340 55 5.7 330 40 5.6 320 42
termination-crafted/Singapore_v1_false-no-overflow.c .14  22 .86 .13 17 1.1  .0096 .88 .021  2.3 250 21 2.5 260 25 .56 76 7.6 41    15000 510   .079 23 .78 .089 23 .67 .074 23 .82 880    450 12000   .18 10   1.7 5.4 320 41 5.6 320 44 6.2 340 52
termination-crafted/Singapore_v2_false-no-overflow.c .10  23 .99 .11 18 1.1  .0091 .93 .018  2.3 250 19 2.6 260 23 .57 76 6.2 42    15000 440   .11  23 .70 .10  23 .88 .074 23 .73 14    110 170   .16 11   1.6 5.6 330 42 5.5 320 50 6.8 340 48
termination-crafted/Stockholm_false-no-overflow.c .12  23 .94 .15 18 .94 .0094 .87 .025  2.3 250 21 2.5 260 21 .54 75 7.3 44    15000 560   .084 23 .87 .095 23 .94 .093 23 .79 1.7  84 25   .15 10   1.8 5.4 310 40 5.7 320 44 5.8 330 41
termination-crafted/Thun_false-no-overflow.c .14  22 1.0  .14 17 .84 .0092 .87 .022  2.4 250 23 2.4 250 19 .52 75 6.9 37    15000 410   .078 23 .80 .12  23 .61 .10  23 .79 1.8  80 21   .18 10   1.5 5.8 320 48 5.5 320 42 5.5 310 40
termination-crafted/Toulouse-BranchesToLoop_false-no-overflow.c .13  23 .79 .15 17 1.1  .0081 .98 .021  2.5 250 20 2.5 260 21 .56 75 6.2 39    15000 390   .089 23 .90 .078 23 .81 .075 23 .97 1.7  84 22   .15 11   2.6 6.4 340 47 6.4 350 49 5.9 320 48
termination-crafted/Toulouse-MultiBranchesToLoop_false-no-overflow.c .14  25 .95 .15 20 1.1  .0094 .80 .015  2.7 250 24 2.8 270 27 .63 77 7.5 40    15000 420   .11  23 1.1  .10  23 1.1  .12  23 1.0  1.9  88 28   .21 11   2.5 14   500 120 15   560 110 14   530 110
termination-crafted/aaron2_false-no-overflow.c .15  23 .88 .13 18 1.0  .0093 .98 .017  2.5 260 21 2.8 280 22 .40 76 4.9 900    1300 8300   .11  23 .62 .11  23 .70 .080 23 .80 1.8  81 22   .15 10   1.7 5.8 330 45 5.7 320 46 5.8 320 40
termination-crafted/aaron3_false-no-overflow.c .11  23 .92 .12 18 .98 .0092 .90 .022  2.4 250 22 2.8 270 24 .39 75 4.5 71    15000 770   .11  23 .85 .077 23 .83 .092 23 .76 1.8  82 21   .18 11   1.9 6.1 330 46 5.5 330 44 6.1 340 51
termination-crafted/4BitCounterPointer_true-no-overflow.c .21  24 1.4  .91 18 11    .010  .86 .020  910   8800 9500 910   8900 8900 1.2  76 15   2.5  320 24   900     3800 9500    .094 23 1.0  .11  23 .72 1.3  75 16   .14 9.0 1.4 5.5 320 49 6.1 320 50 5.6 320 42
termination-crafted/Arrays01-EquivalentConstantIndices_true-no-overflow.c 5.4   160 55    850    3900 4500    .011  1.0  .013  2.4 240 22 2.4 260 23 59    100 640   33    15000 350   900     12000 8500    310     15000 2400    .10  23 .68 880    1100 7900   900    270   12000   900   5100 11000 900   4800 13000 900   2800 13000
termination-crafted/Arrays02-EquivalentConstantIndices_true-no-overflow.c 2.7   75 32    850    3800 4300    .010  .85 .016  2.3 240 22 2.3 240 22 1.2  76 14   34    15000 340   310     15000 3800    320     15000 3900    .083 23 .95 880    660 9500   900    70   12000   5.5 340 39 5.9 330 41 6.7 350 53
termination-crafted/Arrays03-ValueRestictsIndex_true-no-overflow.c 3.0   130 34    850    4700 3800    .010  .93 .019  2.3 250 23 2.5 250 22 1.4  100 16   36    15000 470   900     4700 5300    900     10000 6600    .089 23 1.1  880    1200 7700   900    170   11000   6.7 330 51 8.0 420 59 9.4 420 76
termination-crafted/Bangalore_true-no-overflow.c .10  22 .79 850    5900 4300    .0064 .62 .028  900   2500 11000 900   2400 9800 7.1  75 110   35    15000 380   900     280 12000    900     390 11000    .13  23 1.5  880    870 11000   900    43   12000   6.5 330 58 8.2 400 59 6.7 350 55
termination-crafted/Bangalore_v2_true-no-overflow.c .12  22 .81 850    5900 4200    .0094 .78 .022  2.4 260 22 2.5 250 23 7.0  75 100   35    15000 440   900     290 11000    900     410 11000    .13  23 1.4  880    510 10000   900    45   14000   6.3 330 49 7.6 380 63 6.7 360 53
termination-crafted/Bangalore_v4_true-no-overflow.c .13  23 1.4  .20 17 1.6  .0088 .85 .021  2.4 250 20 2.6 260 22 1.5  75 20   35    15000 370   360     15000 4200    .13  23 1.2  .12  23 1.3  1.4  77 16   .17 10   1.6 6.2 330 49 6.3 330 48 6.4 350 49
termination-crafted/Benghazi_true-no-overflow.c 900     260 8300    850    3100 3800    .0082 .91 .024  910   5600 12000 900   5700 12000 560    560 5400   35    15000 430   900     10000 12000    450     15000 5900    350     15000 4200    880    920 9100   900    230   11000   850   8500 10000 900   1200 13000 620   7200 6800
termination-crafted/Cairo_step2_true-no-overflow.c 900     1300 10000    850    5700 3200    .0075 .94 .036  900   4200 11000 900   4200 12000 77    75 890   36    15000 420   900     8600 12000    710     15000 8900    460     15000 6600    880    620 11000   900    200   14000   900   2300 12000 900   2400 12000 900   1800 14000
termination-crafted/Cairo_true-no-overflow.c 900     1500 12000    850    5500 3500    .0060 .76 .014  900   3200 12000 900   3200 11000 1.4  75 15   36    15000 480   900     8600 11000    720     15000 9500    460     15000 6400    880    820 11000   900    190   13000   6.3 320 50 6.4 330 50 6.9 350 58
termination-crafted/Copenhagen_true-no-overflow.c .12  22 .76 850    3700 4100    .010  1.0  .021  910   8900 11000 910   8700 10000 1.2  75 14   35    15000 410   900     5100 10000    900     12000 9900    .085 23 .91 880    690 10000   900    270   12000   6.9 330 58 6.8 340 57 7.1 360 56
termination-crafted/Division_true-no-overflow.c .11  22 .85 850    4600 4700    .011  1.1  .025  900   2400 12000 900   2400 11000 1.5  75 16   33    15000 400   850     15000 10000    470     15000 5500    .090 23 1.0  880    2800 10000   900    13   12000   5.8 320 43 6.3 330 45 6.1 330 49
termination-crafted/LexIndexValue-Array_true-no-overflow.c 5.8   220 65    47    14000 620    .0091 .93 .020  2.5 250 22 2.5 260 20 38    100 500   78    15000 860   900     8900 7100    900     12000 7700    .11  23 .82 880    980 8500   900    4200   6700   900   3900 13000 900   4600 14000 900   2600 13000
termination-crafted/LexIndexValue-Pointer_true-no-overflow.c 900     11000 5400    54    14000 650    .0088 .81 .024  2.6 250 21 2.5 250 22 130    160 1700   62    15000 650   900     10000 7200    280     15000 3800    900     11000 13000    880    1300 11000   900    3800   9400   900   5300 11000 900   5200 13000 900   3300 14000
termination-crafted/Madrid_true-no-overflow.c .12  22 .80 190    15000 2300    .0093 .95 .018  900   2000 11000 900   1900 12000 1.1  75 15   1.4  420 18   900     12000 10000    220     15000 3300    .088 23 .87 1.3  76 16   .12 9.3 1.3 6.2 320 48 5.9 340 45 5.6 330 45
termination-crafted/McCarthy91_Iteration_true-no-overflow.c 900     1500 12000    850    1200 7500    .0071 .63 .025  900   4700 11000 900   4800 12000 890    120 11000   900    1400 9000   900     650 8600    900     1300 11000    900     1900 10000    880    350 9500   900    130   10000   900   3600 13000 900   3400 13000 900   2800 12000
termination-crafted/McCarthy91_Recursion_true-no-overflow.c .11  22 .70 850    2000 3300    .11   7.8  1.0    2.4 260 23 2.5 250 23 500    15000 6600   120    15000 1600   900     7200 8800    900     6000 7700    900     6900 8100    880    210 8800   900    120   12000   7.9 370 61 7.1 350 54 7.5 360 59
termination-crafted/MenloPark_true-no-overflow.c 900     860 7900    850    3400 3700    .0068 .86 .017  910   8800 10000 910   8900 12000 1.4  75 18   34    15000 430   900     9400 11000    520     15000 6900    310     15000 3600    880    890 9400   900    210   10000   12   490 99 14   490 140 11   490 80
termination-crafted/MutualRecursion_1a_true-no-overflow.c .12  22 .73 850    280 2500    .12   8.0  1.2    2.5 250 22 2.5 250 23 430    15000 5600   110    15000 1600   900     14000 7700    900     1200 12000    900     1300 12000    880    250 8700   900    110   11000   11   490 90 900   1200 13000 14   500 99
termination-crafted/MutualRecursion_1b_true-no-overflow.c .097 22 .75 850    280 2900    .12   8.2  1.2    2.4 250 21 2.5 260 23 430    15000 5500   120    15000 1400   900     4800 9600    900     1200 9300    900     1300 11000    880    220 9000   900    180   9900   13   670 110 900   1300 13000 32   930 270
termination-crafted/NestedRecursion_1b_true-no-overflow.c .12  22 .74 850    690 3300    .12   8.0  1.5    2.4 260 20 2.4 250 22 430    15000 4800   96    15000 1200   900     9700 8700    900     4200 9600    900     1900 8300    880    510 7400   900    480   12000   12   500 92 900   1400 11000 22   700 210
termination-crafted/NestedRecursion_1c_true-no-overflow.c .13  22 .66 850    470 3000    .11   8.1  1.2    2.4 250 22 2.3 240 19 380    15000 4700   93    15000 1200   770     15000 9100    900     4200 9300    900     4700 9500    880    520 8000   900    380   12000   9.9 470 74 900   1700 12000 12   500 110
termination-crafted/NestedRecursion_1d_true-no-overflow.c .12  22 .70 850    690 2800    .13   8.4  1.4    2.4 250 21 2.4 250 23 430    15000 4900   96    15000 1300   900     3700 12000    900     4200 10000    900     4400 9600    880    340 7300   900    490   11000   13   700 110 900   1400 11000 23   810 190
termination-crafted/NestedRecursion_2b_true-no-overflow.c .082 22 .78 850    2800 4800    .031  8.1  .15   2.4 250 20 2.3 250 19 490    15000 6700   120    15000 1400   760     15000 6700    900     2200 9700    900     2600 11000    880    280 8000   900    1900   12000   900   3500 14000 900   1700 11000 900   3500 12000
termination-crafted/NestedRecursion_2c_true-no-overflow.c .12  22 .61 850    7300 7000    .029  8.1  .19   2.3 250 19 2.3 250 19 490    15000 5900   120    15000 1800   700     15000 6300    900     4800 7700    900     3700 11000    880    530 6300   900    460   12000   900   1700 11000 900   3000 12000 900   1900 12000
termination-crafted/NonTermination3_true-no-overflow.c .13  23 .73 850    2700 5000    .0084 .97 .028  2.4 250 22 2.4 240 21 1.2  75 13   51    15000 540   900     1700 8200    210     15000 2300    .080 23 .88 1.3  75 18   .15 9.4 1.5 5.6 320 44 5.4 310 48 5.7 330 45
termination-crafted/NonTerminationSimple7_true-no-overflow.c .10  22 .74 850    6300 3700    .0091 .92 .024  900   700 11000 900   780 13000 1.4  75 15   41    15000 450   250     15000 2600    180     15000 2100    .082 23 .90 880    4400 9700   900    67   13000   5.7 320 44 7.2 350 54 6.1 330 47
termination-crafted/Nyala-2lex_true-no-overflow.c .13  22 .76 850    2200 6200    .0072 1.0  .024  910   11000 9800 910   11000 8800 1.3  75 18   51    15000 520   900     8600 8900    900     14000 13000    .087 23 .94 880    360 11000   900    4300   9500   6.7 330 52 6.7 340 55 6.8 350 52
termination-crafted/Parallel_true-no-overflow.c .12  22 .83 850    2000 7500    .010  .71 .026  900   3900 14000 900   4000 12000 1.4  75 15   51    15000 680   900     5100 8300    900     9700 9800    .13  23 .95 880    630 9400   900    270   12000   5.9 320 47 6.8 330 59 5.8 320 45
termination-crafted/Piecewise_true-no-overflow.c .14  23 .79 850    820 7200    .0095 .70 .024  900   1500 9300 900   1500 11000 1.2  75 14   190    15000 2500   350     15000 4300    900     3000 9900    .12  23 .71 880    380 10000   900    330   10000   5.8 330 50 6.5 320 53 7.2 350 53
termination-crafted/SyntaxSupportPointer01_true-no-overflow.c .20  23 1.4  850    4800 4000    .0078 .94 .031  910   11000 11000 910   11000 9900 72    75 1000   34    15000 360   900     9600 11000    600     15000 7000    470     15000 6100    880    1000 11000   900    270   11000   6.1 330 50 6.7 320 48 6.8 340 51
termination-crafted/TelAviv-Amir-Minimum_true-no-overflow.c .13  22 .91 850    1200 6200    .0075 .78 .020  900   1600 11000 900   1700 9400 1.3  76 13   64    15000 790   190     15000 2600    900     2400 10000    .087 23 .94 880    420 11000   900    390   9400   6.4 320 48 8.0 360 62 6.4 330 46
termination-crafted/Waldkirch_true-no-overflow.c .11  22 .80 850    7000 4500    .0097 .63 .022  910   9400 11000 910   9500 10000 1.3  75 15   34    15000 380   900     9600 9300    600     15000 7800    .099 23 1.1  880    850 9700   900    260   11000   6.0 320 45 5.8 320 49 5.8 320 44
termination-crafted/WhileFalse_true-no-overflow.c .11  22 .73 .17 17 1.7  .0091 .88 .021  2.3 240 20 2.3 240 19 1.2  49 12   .36 32 4.4 900     13000 11000    .099 23 .78 .098 23 .89 1.2  68 13   .12 9.2 1.5 5.8 340 45 5.2 310 44 5.7 320 44
termination-crafted/WhileTrue_true-no-overflow.c .10  22 .78 .20 17 1.5  .0085 .92 .031  900   930 13000 900   850 12000 1.1  75 13   .38 32 4.5 520     15000 5500    490     15000 5700    .072 23 1.0  1.3  76 15   .12 9.1 1.3 5.9 330 45 5.4 320 42 5.5 310 42
termination-crafted/easy1_true-no-overflow.c .10  22 .87 2.6  57 29    .010  .93 .017  8.2 330 62 7.9 330 60 1.4  75 17   50    15000 530   180     15000 2100    3.1   300 43    .082 23 .90 22    150 330   .14 9.5 1.6 5.9 320 49 6.4 330 52 6.3 340 48
termination-crafted/easy2_true-no-overflow.c 900     1700 10000    850    3100 3400    .0051 1.0  .010  910   9000 11000 910   9000 10000 160    390 1900   34    15000 370   190     15000 2400    120     15000 1700    130     15000 1700    880    800 11000   900    240   11000   900   5300 13000 900   2200 13000 900   3300 13000
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-Fig2a_false-no-overflow.c .13  23 1.1  .16 18 1.3  .010  .88 .018  2.3 250 22 2.3 250 19 .57 100 6.1 900    4600 11000   .11  23 .75 .077 23 1.1  .097 23 .75 1.8  80 21   .16 11   2.2 5.8 340 41 6.0 320 48 6.0 330 49
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-Fig2b_false-no-overflow.c .12  23 1.1  .15 23 1.5  .010  .84 .021  2.5 250 20 2.4 250 23 .61 130 7.2 26    15000 230   .078 23 1.1  .080 23 .94 .081 23 .93 2.0  88 23   .16 11   2.0 7.0 350 56 6.7 340 51 6.5 330 53
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-aaron2_false-no-overflow.c .12  23 .91 .12 18 .94 .0090 .79 .017  2.5 250 24 2.4 250 22 .40 75 4.1 890    1400 9300   .080 23 .87 .089 23 .79 .079 23 1.0  1.8  79 22   .19 11   1.8 6.4 340 48 5.9 330 44 6.5 340 52
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-aaron3_false-no-overflow.c .13  25 .95 .15 17 .90 .0095 .91 .023  2.4 250 21 2.5 250 21 .38 76 4.1 80    15000 930   .077 23 .83 .075 23 .91 .080 23 .74 1.8  80 22   .16 11   1.8 6.5 350 50 5.2 320 42 5.2 320 41
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-complex_false-no-overflow.c .096 23 1.0  .12 19 1.0  .0074 .91 .018  2.5 250 22 2.4 250 23 .62 100 6.3 900    10000 7600   .093 23 .95 .11  23 .69 .10  23 .84 1.9  81 25   .17 11   1.9 6.6 330 46 7.3 340 52 6.7 350 50
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-counterex1a_false-no-overflow.c .13  23 .87 .13 18 .99 .0068 .88 .019  2.4 250 21 2.6 250 24 .41 76 4.0 890    2400 10000   .075 23 .84 .10  23 .85 .11  23 .75 1.8  84 23   .15 10   1.8 6.3 350 43 5.8 320 45 6.3 330 47
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-counterex1b_false-no-overflow.c .13  23 .78 .15 18 1.2  .0077 .79 .025  2.5 250 20 2.5 250 23 .56 130 6.6 900    11000 8300   .10  23 .83 .077 23 .72 .075 23 .82 1.8  76 22   .19 11   2.6 6.9 330 46 7.0 340 49 6.2 320 48
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-exmini_false-no-overflow.c .14  23 .89 .13 17 1.0  .0096 .88 .023  2.6 240 24 2.4 250 22 .39 75 4.0 67    15000 740   .097 23 .88 .081 23 .82 .077 23 .91 1.8  86 19   .18 10   1.6 6.0 320 45 6.3 320 47 5.9 330 47
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-loops_true-termination_false-no-overflow.c 17     430 150    2.5  75 30    .0088 1.0  .031  20   520 140 18   510 130 310    380 3400   900    2600 9000   12     230 170    22     500 280    280     1600 2900    88    120 1000   8.5  18   88   30   920 280 78   1000 960 44   1100 420
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-ndecr_false-no-overflow.c .11  22 .89 .15 17 1.0  .0093 1.0  .025  2.3 240 22 2.2 240 19 .51 75 7.6 35    15000 370   .079 23 .76 .11  23 .71 .075 23 .81 1.7  73 21   .15 10   1.6 6.2 340 47 6.5 340 56 5.9 330 50
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-rsd_false-no-overflow.c .15  23 .91 .13 17 .89 .0033 .76 .017  2.5 250 22 2.3 250 19 .56 75 8.0 200    15000 2600   .075 23 1.1  .098 23 .81 .076 23 .81 1.7  81 19   .18 10   1.8 5.5 320 44 5.4 320 45 5.9 320 48
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-speedFails4_false-no-overflow.c .15  22 .81 .12 17 1.1  .010  1.0  .033  2.4 250 23 2.6 260 24 .56 75 6.0 57    15000 690   .089 23 .79 .075 23 .97 .077 23 .84 1.8  85 22   .15 10   1.5 6.0 330 53 5.7 320 46 5.7 320 41
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-terminate_false-no-overflow.c .12  22 .92 .13 17 1.0  .0073 1.1  .016  2.5 250 23 2.4 250 21 .36 75 4.6 67    15000 930   .076 23 .91 .077 23 .91 .092 23 .77 1.7  84 25   .16 10   1.9 6.1 320 53 6.2 320 46 5.9 330 46
termination-crafted-lit/Ben-Amram-LMCS2010-Ex2.3_false-no-overflow.c .13  23 1.1  .11 18 .96 .0071 .99 .022  2.5 250 22 2.6 260 21 .39 75 4.0 140    15000 1400   .076 23 .76 .074 23 .97 .077 23 .85 1.8  86 23   .16 10   1.8 6.3 330 49 7.3 370 57 6.5 340 47
termination-crafted-lit/BradleyMannaSipma-ICALP2005-Fig1_false-no-overflow.c .16  23 .91 .16 18 1.0  .0091 .81 .021  2.4 250 22 2.4 240 24 .61 76 6.8 330    15000 3500   .094 23 .79 .078 23 .95 .092 23 .89 1.8  89 26   .15 11   1.6 5.9 320 45 5.9 320 46 6.0 330 47
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron12_false-no-overflow.c .15  27 1.2  .20 28 1.6  .0095 1.0  .021  2.7 280 24 2.7 270 21 480    130 6400   890    4200 11000   .11  23 .83 .087 23 .91 .087 23 .81 2.4  94 27   .15 10   1.8 5.3 320 47 5.5 320 46 6.2 360 47
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron1_false-no-overflow.c .12  22 .84 .16 18 .97 .010  .86 .015  3.1 280 27 3.0 270 28 .41 76 4.8 320    15000 3500   .088 23 .86 .11  23 .68 .11  23 .79 1.8  91 21   .20 11   1.9 5.6 320 48 5.8 320 43 6.0 340 49
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron2_false-no-overflow.c .12  23 .83 .15 18 .96 .012  .91 .032  2.5 260 20 2.4 250 25 .39 75 4.7 890    1400 8000   .12  23 .75 .079 23 .98 .082 23 .80 1.8  87 24   .17 10   2.3 6.6 350 48 5.9 330 43 6.7 360 55
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron3_false-no-overflow.c .12  23 .94 .15 18 .99 .0094 .98 .0075 2.5 250 21 2.4 250 21 .39 75 4.3 80    15000 930   .11  23 .77 .075 23 .88 .091 23 .81 1.8  83 24   .17 11   1.7 6.2 330 54 5.8 330 40 5.6 320 49
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron4_false-no-overflow.c .12  23 1.1  .16 21 1.1  .010  .88 .020  2.9 270 23 2.8 280 28 .40 76 4.6 530    15000 6500   .11  23 .74 .12  23 .85 .089 23 .91 1.9  88 24   .19 11   1.8 5.6 320 43 5.6 320 43 5.4 320 40
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-aaron6_false-no-overflow.c .12  23 1.0  .14 20 1.0  .0068 .82 .0078 2.4 250 21 2.3 250 21 .41 76 5.2 68    15000 860   .11  23 .70 .079 23 .94 .095 23 .77 1.8  84 23   .19 10   1.7 5.5 330 48 5.6 320 44 6.1 330 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex1.01_false-no-overflow.c .11  22 .87 .12 17 1.0  .0094 1.1  .022  2.4 250 21 2.5 260 22 .53 75 7.0 33    15000 330   .11  23 .61 .092 23 .93 .084 23 .78 1.7  79 20   .17 10   1.6 5.7 330 45 6.6 340 50 5.8 320 47
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex1.02_false-no-overflow.c .12  22 .89 .12 18 1.1  .0098 .84 .016  2.4 240 21 2.3 250 20 .39 76 4.3 50    15000 580   .099 23 .79 .081 23 .76 .074 23 .76 1.7  79 25   .16 10   1.7 5.4 320 45 6.4 350 48 5.8 320 51
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex1.03_false-no-overflow.c .12  22 .86 .13 17 .98 .0099 1.0  .040  2.5 250 21 2.7 260 22 .39 75 4.4 44    15000 470   .075 23 .73 .10  23 .80 .083 23 .89 1.7  83 23   .15 11   1.9 5.7 320 46 5.5 320 43 5.9 340 44
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex1.04_false-no-overflow.c .14  22 .86 .15 17 .92 .0094 1.0  .021  2.4 250 24 2.4 250 23 .39 75 4.4 42    15000 520   .10  23 .85 .087 23 .70 .075 23 .79 1.7  73 19   .16 10   1.9 6.3 340 50 5.4 320 45 6.1 330 50
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex1.05_false-no-overflow.c .12  22 .89 .14 18 .96 .010  .94 .021  2.3 250 20 2.4 250 21 .37 75 3.7 43    15000 500   .075 23 .75 .077 23 .88 .10  23 .78 1.7  78 23   .17 10   1.7 5.8 340 50 5.3 320 38 5.4 320 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.01_false-no-overflow.c .12  22 .80 .15 17 1.0  .0093 .97 .020  2.4 240 22 2.3 250 23 .54 75 6.3 42    15000 490   .087 23 1.0  .10  23 .72 .080 23 .73 1.7  81 22   .15 10   1.6 7.2 360 53 5.8 330 44 6.2 330 49
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.02_false-no-overflow.c .10  22 1.1  .11 17 .99 .010  .88 .016  2.4 250 23 2.3 250 19 .53 75 7.7 43    15000 400   .089 23 .75 .072 23 .90 .10  23 .79 1.7  80 19   .15 10   1.6 6.4 340 51 5.7 320 48 6.6 340 47
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.03_false-no-overflow.c .10  23 .87 .13 18 1.0  .0075 .88 .026  2.4 240 22 2.4 250 21 .54 75 6.3 33    15000 370   .077 23 .82 .082 23 .78 .080 23 .79 1.8  83 22   .15 11   1.7 5.3 320 43 5.5 330 38 6.3 330 48
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.04_false-no-overflow.c .11  22 .80 .11 18 1.1  .0096 .92 .024  2.4 250 20 2.8 270 22 .53 75 6.7 34    15000 420   .081 23 .74 .080 23 .78 .11  23 .96 1.7  86 22   .15 10   1.6 5.4 320 44 5.7 320 48 5.7 320 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.05_false-no-overflow.c .14  22 .88 .11 17 1.3  .0094 .93 .018  2.4 250 21 2.5 250 22 .54 75 5.6 48    15000 560   .11  23 .70 .10  23 .63 .090 23 .80 1.7  81 22   .15 11   1.9 5.4 320 42 5.2 320 41 5.8 330 44
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.06_false-no-overflow.c .15  23 .96 .15 19 1.4  .0096 1.1  .019  2.5 250 24 2.5 260 26 .40 76 4.6 39    15000 490   .096 23 .93 .079 23 .88 .078 23 .87 1.8  83 22   .15 10   1.8 5.6 320 42 5.6 320 40 5.8 320 44
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.07_false-no-overflow.c .10  22 .86 .15 17 .99 .010  .72 .019  2.5 250 22 2.3 240 19 .39 75 4.2 34    15000 350   .10  23 .82 .074 23 .81 .077 23 .81 1.7  75 22   .17 10   1.7 5.7 310 49 6.1 330 47 5.4 310 42
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.08_false-no-overflow.c .12  23 1.2  .15 18 1.1  .0091 .66 .013  2.4 250 19 2.3 240 19 .54 75 6.2 42    15000 510   .091 23 .92 .079 23 .78 .11  23 .98 1.7  82 23   .17 10   1.4 5.4 310 47 6.1 340 48 5.7 330 47
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.09_false-no-overflow.c .10  23 .86 .15 18 .98 .0090 .63 .025  2.3 250 20 2.5 260 21 .37 76 5.4 39    15000 410   .076 23 .87 .098 23 .76 .079 23 .82 1.8  80 19   .19 11   1.7 6.0 340 52 6.5 320 46 6.3 320 49
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.10_false-no-overflow.c .14  22 .90 .13 19 1.0  .010  1.1  .018  2.4 240 21 2.4 250 22 .37 75 4.2 42    15000 460   .077 23 .80 .11  23 .78 .095 23 .81 1.7  76 21   .15 10   1.8 5.8 330 44 6.2 330 52 6.2 330 47
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.11_false-no-overflow.c .12  24 .97 .15 22 1.2  .0091 .98 .020  2.4 250 21 2.5 250 21 .40 75 4.2 41    15000 450   .10  23 .71 .092 23 .96 .095 23 .98 1.8  82 21   .17 11   1.6 6.2 340 46 5.7 320 44 5.5 320 46
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.12_false-no-overflow.c .12  23 .87 .13 17 1.1  .010  1.0  .021  2.3 250 21 2.4 250 19 .52 75 7.2 40    15000 430   .11  23 .59 .11  23 .84 .088 23 1.0  1.7  81 20   .15 11   1.6 5.7 330 47 5.4 320 39 6.7 350 49
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.13_false-no-overflow.c .15  22 .86 .13 18 .95 .0092 1.0  .021  2.3 250 21 2.4 240 21 .39 75 4.8 52    15000 500   .074 23 .85 .10  23 .85 .088 23 .87 1.7  78 22   .16 11   1.8 5.4 310 44 5.4 320 44 5.3 320 44
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.14_false-no-overflow.c .11  23 .91 .13 18 1.1  .0089 .90 .018  2.3 250 20 2.3 240 20 .38 75 4.6 35    15000 370   .077 23 .97 .077 23 .85 .077 23 .81 1.9  76 23   .15 10   1.7 5.6 340 42 5.4 320 40 5.6 320 42
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.15_false-no-overflow.c .11  24 .91 .14 17 .86 .010  .73 .024  2.4 250 20 2.3 250 21 .52 75 5.4 890    560 11000   .11  23 .69 .11  23 .70 .11  23 .73 1.7  88 20   .14 10   1.6 5.3 310 38 5.8 320 47 6.4 330 53
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.16_false-no-overflow.c .10  22 .88 .12 17 .99 .011  .88 .023  2.3 250 20 2.4 250 22 .38 75 4.3 38    15000 360   .076 23 .78 .076 23 .80 .088 23 .85 1.7  75 19   .17 10   1.8 6.0 340 43 5.7 330 39 6.3 360 52
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.17_false-no-overflow.c .11  22 .92 .12 17 .99 .010  1.1  .023  2.4 250 20 2.4 250 23 .35 75 4.8 38    15000 430   .078 23 .75 .078 23 .80 .093 23 .83 1.7  80 22   .15 10   1.7 6.1 330 49 6.0 320 51 5.6 320 47
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.18_false-no-overflow.c .12  23 1.1  .15 18 1.0  .0094 1.1  .025  2.4 250 21 2.4 250 23 .56 75 6.6 36    15000 450   .10  23 .85 .075 23 .89 .12  23 .78 1.7  83 20   .18 11   1.7 5.4 310 42 6.6 360 48 5.7 320 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.19_false-no-overflow.c .11  23 .81 .15 18 .99 .0090 .89 .034  2.5 250 19 2.4 250 21 .37 75 4.8 35    15000 380   .095 23 .77 .096 23 .75 .096 23 .75 1.7  84 23   .17 10   1.6 5.5 320 42 5.7 320 45 5.4 330 39
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.21_false-no-overflow.c .10  22 .85 .10 17 1.0  .0076 1.1  .018  2.4 240 22 2.4 250 20 .53 75 6.4 46    15000 490   .088 23 .87 .10  23 .69 .078 23 .78 1.7  82 22   .17 10   1.6 5.4 310 43 5.7 330 43 5.4 320 45
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.22_false-no-overflow.c .13  22 .81 .14 17 .92 .0094 1.1  .021  2.4 250 22 2.6 250 23 .36 75 4.8 35    15000 380   .11  23 .75 .074 23 .90 .10  23 .87 1.7  82 22   .15 10   1.8 5.9 330 47 5.5 320 45 5.3 320 42
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.02_false-no-overflow.c .099 22 .96 .15 17 .93 .010  .99 .024  2.4 240 21 2.3 240 19 .54 75 6.8 46    15000 610   .075 23 .86 .11  23 .69 .077 23 .73 1.7  83 23   .18 10   1.6 5.4 310 43 6.0 330 45 5.2 310 40
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.03_false-no-overflow.c .14  22 .79 .15 17 .90 .011  1.1  .024  2.4 250 20 2.4 250 22 .56 75 6.0 52    15000 530   .077 23 .87 .073 23 .81 .084 23 .61 1.7  82 25   .15 11   1.8 5.5 320 45 6.6 340 53 5.8 340 46
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.04_false-no-overflow.c .15  23 .70 .14 18 1.0  .0070 .92 .025  2.4 250 23 2.4 250 23 .40 75 4.4 45    15000 560   .077 23 .80 .076 23 .85 .094 23 .81 1.8  78 22   .15 10   1.7 6.1 340 50 5.6 320 40 5.7 320 46
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.05_false-no-overflow.c .13  23 .91 .15 18 1.1  .0094 .85 .020  2.4 260 22 2.6 250 19 .43 75 4.4 42    15000 510   .11  23 .68 .089 23 .75 .10  23 .76 1.7  80 23   .16 10   2.1 5.8 330 46 5.4 310 49 5.7 310 44
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.06_false-no-overflow.c .13  25 .88 .13 18 1.2  .011  .75 .018  2.3 250 21 2.4 250 20 .55 75 6.6 46    15000 500   .073 23 .88 .10  23 .97 .082 23 .78 1.8  83 22   .15 11   1.5 6.5 330 53 5.6 320 46 5.7 330 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.07_false-no-overflow.c .11  22 .88 .15 17 .97 .011  .89 .027  2.4 250 22 2.4 250 20 .55 75 5.9 44    15000 460   .11  23 .71 .078 23 .84 .10  23 .70 1.7  80 22   .15 10   2.0 6.9 340 49 5.4 320 40 6.1 340 50
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.08_false-no-overflow.c .14  23 .80 .11 17 1.2  .0097 .94 .020  2.3 240 23 2.4 250 20 .40 75 4.2 48    15000 540   .081 23 .90 .077 23 .85 .11  23 .81 1.8  81 26   .15 11   2.1 5.3 310 47 5.5 310 46 5.5 320 43
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.09_false-no-overflow.c .12  23 1.1  .15 17 .93 .0060 .91 .019  2.4 250 24 2.5 250 24 .37 75 3.9 42    15000 460   .097 23 .80 .11  23 .70 .074 23 1.0  1.7  80 22   .18 10   2.0 5.3 320 44 6.2 340 47 5.7 330 45
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.10_false-no-overflow.c .12  23 .81 .13 17 .94 .0094 .76 .019  2.4 250 21 2.5 250 21 .38 76 4.6 67    15000 790   .11  23 .88 .11  23 .89 .083 23 .88 1.8  80 24   .17 11   1.7 5.5 320 45 5.4 320 43 5.6 320 48
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex4.01_false-no-overflow.c .15  23 .85 .14 18 1.0  .010  .90 .020  2.4 250 22 2.5 250 22 .38 75 5.2 47    15000 480   .078 23 .73 .079 23 .83 .11  23 .76 1.8  89 20   .17 10   1.6 5.7 330 52 5.4 320 40 5.7 330 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Fig1_false-no-overflow.c .11  22 .90 .14 17 .97 .0053 .76 .014  2.4 250 19 2.4 250 21 .53 75 6.7 41    15000 480   .074 23 .88 .074 23 1.0  .083 23 .77 1.8  86 22   .15 10   1.7 6.3 340 43 5.2 320 48 6.6 340 44
termination-crafted-lit/ColonSipma-TACAS2001-Fig1_false-no-overflow.c .12  22 .81 .15 17 .90 .010  .77 .013  2.6 250 22 2.4 250 25 .38 75 4.7 67    15000 790   .099 23 .94 .087 23 .89 .076 23 .77 1.7  79 22   .17 10   1.9 6.9 350 58 5.9 320 48 6.0 330 44
termination-crafted-lit/GulavaniGulwani-CAV2008-Fig1a_false-no-overflow.c .12  22 .84 .14 18 1.1  .0092 1.1  .022  2.3 250 20 2.5 260 23 .54 75 7.1 71    15000 770   .076 23 .86 .11  23 .72 .076 23 .81 1.8  87 19   .18 10   1.6 6.4 330 46 6.3 340 47 5.7 330 42
termination-crafted-lit/GulavaniGulwani-CAV2008-Fig1b_false-no-overflow.c .14  23 .88 .15 18 .92 .010  .92 .021  2.4 250 23 2.5 240 23 .58 100 6.9 54    15000 520   .076 23 .93 .078 23 .83 .10  23 .83 1.8  89 23   .16 10   1.9 5.5 320 43 5.6 320 50 5.8 340 47
termination-crafted-lit/GulavaniGulwani-CAV2008-Fig1c_false-no-overflow.c .14  22 .88 .15 17 .94 .0092 .85 .014  2.3 250 20 2.4 250 20 .53 75 7.7 39    15000 430   .11  23 .69 .075 23 .77 .11  23 .69 1.7  78 23   .15 10   1.6 5.5 310 41 5.6 330 44 5.8 320 44
termination-crafted-lit/GulwaniJainKoskinen-PLDI2009-Fig1_false-no-overflow.c .12  24 1.0  .13 19 1.0  .0083 1.1  .021  2.4 250 23 2.6 260 23 .55 76 7.0 69    15000 770   .076 23 .82 .11  23 .89 .10  23 .79 1.7  83 23   .18 10   2.3 6.1 340 42 6.0 330 50 5.6 330 40
termination-crafted-lit/HarrisLalNoriRajamani-SAS2010-Fig2_false-no-overflow.c .15  23 .93 .13 19 1.3  .0075 .99 .019  13   440 100 12   430 110 .64 79 8.7 40    15000 490   .082 23 1.2  .12  23 .75 .097 23 .91 1.8  77 21   .19 11   1.9 7.2 320 57 12   480 82 7.4 350 55
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig2_false-no-overflow.c .15  23 .88 .14 18 1.1  .0087 .92 .029  2.3 240 20 2.3 240 21 .56 75 6.5 120    15000 1400   .079 23 .79 .074 23 .92 .092 23 .99 1.8  79 21   .15 10   1.8 5.3 320 46 5.9 330 41 5.4 320 43
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig7_false-no-overflow.c .13  22 .85 .15 17 .92 .010  .88 .024  2.3 240 19 2.5 260 24 .57 76 8.3 900    420 11000   .11  23 .70 .073 23 .92 .075 23 .96 1.7  78 22   2.4  4300   28   6.0 320 48 6.1 330 47 6.6 350 50
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig8_false-no-overflow.c .12  22 .85 .12 18 1.3  .010  1.0  .031  2.4 240 19 2.5 250 20 .53 75 7.4 43    15000 460   .076 23 .87 .076 23 .99 .10  23 .79 1.7  81 22   .15 10   1.4 5.4 340 41 5.6 320 39 5.5 320 45
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig9_false-no-overflow.c .12  23 .88 .12 18 1.1  .0070 .89 .017  2.5 250 19 2.5 260 22 .55 75 6.4 41    15000 500   .080 23 .84 .11  23 .72 .092 23 1.1  1.8  79 21   .17 10   1.7 6.0 330 52 5.8 320 46 5.3 320 41
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex1_false-no-overflow.c .081 22 .73 .13 17 .99 .033  8.3  .19   2.5 250 21 2.3 250 19 .57 49 6.9 3.8  70 45   .097 23 .77 .076 23 .76 .075 23 .82 1.6  79 22   .18 10   1.7 6.6 340 51 6.3 330 55 6.8 330 57
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex2_false-no-overflow.c .11  22 .83 .11 18 1.1  .12   8.2  1.1    2.3 240 19 2.4 240 22 .55 49 6.7 3.2  88 35   .10  23 .84 .080 23 .81 .11  23 .68 1.6  80 18   .16 10   1.7 6.0 320 47 6.4 320 48 6.3 320 46
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex3_false-no-overflow.c .11  22 .69 .15 19 1.1  .12   8.5  1.3    2.2 240 19 2.3 250 19 .57 49 6.9 140    15000 1600   .077 23 .69 .11  23 .75 .088 23 .79 1.6  91 21   .18 10   1.7 5.5 320 43 6.0 340 43 5.4 320 42
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex6_false-no-overflow.c .12  22 .76 .14 18 .90 .11   7.9  1.3    2.3 240 21 2.3 240 20 .57 51 7.1 78    5100 1200   .089 23 .86 .096 23 .82 .076 23 .80 1.6  78 21   .17 10   1.8 5.4 320 41 5.7 320 45 5.5 320 44
termination-crafted-lit/LeikeHeizmann-TACAS2014-Ex7_false-no-overflow.c .14  22 .78 .15 17 .86 .012  1.0  .027  2.3 250 20 2.4 240 21 .55 75 6.4 46    15000 490   .076 23 .88 .075 23 .82 .078 23 .74 1.7  86 21   .17 11   1.6 5.9 330 41 5.6 320 47 6.0 340 44
termination-crafted-lit/LeikeHeizmann-TACAS2014-Ex8_false-no-overflow.c .11  22 .93 .13 17 .83 .0093 1.1  .016  2.3 250 19 2.4 260 20 .55 75 5.9 60    15000 760   .10  23 .75 .073 23 .81 .075 23 .79 1.7  81 21   .17 10   1.6 5.5 320 42 5.5 320 46 6.3 330 47
termination-crafted-lit/LeikeHeizmann-TACAS2014-Fig1_false-no-overflow.c .10  22 1.2  .11 19 1.0  .0091 .76 .026  2.4 250 19 2.4 250 20 .55 75 6.5 47    15000 520   .079 23 .84 .073 23 .90 .088 23 .88 1.7  80 21   .15 10   1.8 6.3 340 49 5.6 320 51 5.2 310 43
termination-crafted-lit/LeikeHeizmann-WST2014-Ex5_false-no-overflow.c .094 22 1.2  .15 17 .96 .010  .72 .020  2.4 250 22 2.3 250 19 .55 75 5.5 38    15000 500   .11  23 .68 .11  23 .75 .082 23 .81 1.7  82 20   .16 10   1.7 5.5 320 45 5.5 320 46 6.2 330 52
termination-crafted-lit/LeikeHeizmann-WST2014-Ex6_false-no-overflow.c .14  23 .98 .14 18 1.1  .0099 .88 .024  2.4 250 23 2.3 250 24 .39 75 4.3 42    15000 470   .11  23 .69 .11  23 .68 .077 23 .82 1.7  80 19   .15 10   1.6 5.5 320 43 5.6 320 42 5.9 330 49
termination-crafted-lit/Masse-VMCAI2014-Ex6_false-no-overflow.c .11  22 .85 .15 17 .98 .0097 .97 .027  2.5 260 19 2.6 250 23 .55 75 5.5 60    15000 720   .077 23 .75 .087 23 .86 .089 23 .88 1.7  79 20   .18 10   2.0 5.6 320 40 5.8 330 45 6.0 330 41
termination-crafted-lit/Masse-VMCAI2014-Fig1a_false-no-overflow.c .093 22 .95 .12 17 .90 .010  1.1  .028  2.4 250 20 2.5 260 20 .55 75 7.1 83    15000 1000   .088 23 .85 .097 23 .94 .074 23 .95 1.8  78 23   .15 10   1.7 5.8 340 42 6.9 340 57 5.6 320 44
termination-crafted-lit/Masse-VMCAI2014-Fig1b_false-no-overflow.c .11  23 .86 .14 19 1.2  .010  .82 .024  2.4 250 20 2.6 260 21 .57 76 7.4 61    15000 660   .080 23 .91 .11  23 .74 .086 23 .88 1.9  82 20   .17 11   1.7 6.2 330 52 5.3 320 42 5.3 320 47
termination-crafted-lit/NoriSharma-FSE2013-Fig7_false-no-overflow.c .13  22 .86 .12 17 1.2  .011  1.0  .029  2.5 260 23 2.4 250 23 .59 76 7.1 43    15000 400   .10  23 .80 .074 23 .81 .089 23 .98 1.7  82 23   .15 10   1.7 5.5 320 47 5.6 320 41 5.8 330 46
termination-crafted-lit/NoriSharma-FSE2013-Fig8_false-no-overflow.c .11  23 1.0  .12 17 1.0  .0093 .93 .021  2.5 250 21 2.5 260 21 .59 75 5.9 70    15000 860   .089 23 .74 .10  23 .69 .081 23 .73 1.8  87 24   .15 10   1.7 6.0 330 47 6.3 330 49 6.0 330 49
termination-crafted-lit/PodelskiRybalchenko-LICS2004-Fig1_true-termination_false-no-overflow.c 17     430 130    2.5  74 32    .0094 .92 .026  20   510 160 17   510 150 300    370 3400   900    2500 8900   12     220 160    21     480 310    250     1700 2700    880    230 11000   8.4  18   100   30   700 260 33   910 300 45   860 410
termination-crafted-lit/PodelskiRybalchenko-LICS2004-Fig2-TACAS2011-Fig3_false-no-overflow.c .11  23 .90 .13 17 .81 .0078 .79 .032  2.5 250 22 2.6 260 25 .37 75 5.4 210    15000 2500   .10  23 .80 .077 23 .77 .10  23 .85 1.7  82 19   .18 10   1.6 6.2 320 44 7.0 330 59 6.2 320 48
termination-crafted-lit/PodelskiRybalchenko-LICS2004-Fig2_false-no-overflow.c .11  22 1.1  .13 17 1.1  .0098 .88 .024  2.5 240 21 2.3 240 22 .39 75 4.6 280    15000 3000   .073 23 .86 .11  23 .72 .075 23 1.0  1.8  84 21   .16 11   1.9 6.8 340 54 6.5 340 54 6.3 330 54
termination-crafted-lit/PodelskiRybalchenko-TACAS2011-Fig3_false-no-overflow.c .14  22 .82 .14 17 .92 .0080 1.0  .026  2.4 250 21 2.4 250 22 .36 75 4.3 290    15000 2900   .074 23 1.0  .10  23 .77 .099 23 .91 1.8  84 25   .18 10   1.6 6.7 340 55 7.8 340 69 6.6 340 48
termination-crafted-lit/PodelskiRybalchenko-VMCAI2004-Ex1_false-no-overflow.c .12  23 1.1  .13 18 1.1  .0099 1.0  .016  2.4 250 23 2.5 250 23 .41 76 4.6 200    15000 2200   .080 23 .81 .11  23 .61 .10  23 .85 1.8  85 22   .17 11   1.9 6.4 350 51 5.6 320 51 5.7 330 39
termination-crafted-lit/PodelskiRybalchenko-VMCAI2004-Ex2_false-no-overflow.c .10  22 .91 .15 18 1.0  .0094 .92 .018  2.4 250 22 2.3 240 21 .55 75 6.2 33    15000 360   .079 23 .96 .098 23 .86 .096 23 .99 1.7  86 24   .17 10   1.6 5.9 330 47 5.5 320 44 5.7 330 41
termination-crafted-lit/cstrncmp_false-no-overflow.c .12  23 1.1  .15 17 .91 .0094 .91 .023  2.5 240 24 2.6 260 25 .41 76 4.4 67    15000 720   .080 23 .93 .094 23 .72 .076 23 .74 1.8  78 24   .17 11   2.2 6.8 330 54 7.3 330 53 7.3 360 50
termination-crafted-lit/gcd1_false-no-overflow.c .13  23 .94 .15 18 .94 .0088 .91 .029  2.5 250 21 2.5 260 25 .57 100 6.4 900    2600 13000   .074 23 .83 .095 23 .70 .11  23 .92 1.7  79 21   .16 10   1.8 6.0 330 48 5.6 320 39 6.2 330 46
termination-crafted-lit/joey_false-no-overflow.c .085 22 .73 .18 23 1.6  .11   8.4  1.3    2.3 240 18 2.3 250 20 630    15000 7500   70    15000 950   .098 23 .76 .072 23 .83 .072 23 .90 1.6  75 21   .16 10   2.3 5.8 330 50 6.2 330 46 6.4 330 49
termination-crafted-lit/min_rf_false-no-overflow.c .13  22 1.1  .13 18 1.2  .0092 .76 .025  2.6 250 23 2.6 250 22 .42 76 5.3 890    2300 11000   .078 23 1.1  .10  23 .74 .10  23 .86 .41 35 5.1 .18 10   2.0 6.0 320 43 5.5 340 41 5.4 320 38
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-Fig1_true-termination_true-no-overflow.c 900     1600 11000    850    580 8100    .011  .90 .020  900   5000 13000 900   4900 12000 900    110 9100   900    4700 8200   900     240 8900    900     350 9400    900     470 9900    880    160 12000   900    4500   10000   900   2300 12000 900   4000 12000 900   2500 14000
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-cousot9_true-termination_true-no-overflow.c .10  22 .70 850    1800 6800    .011  .89 .019  900   4200 13000 900   4200 12000 1.4  75 15   59    15000 750   180     15000 2500    400     15000 4500    .12  23 .87 880    400 12000   900    660   11000   6.1 320 52 11   480 110 9.6 380 78
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-easy1_true-termination_true-no-overflow.c .13  22 .77 2.4  59 33    .0083 .92 .023  8.9 320 66 8.0 330 62 1.4  75 15   49    15000 530   180     15000 2400    3.1   300 39    .080 23 .77 22    150 260   .14 9.3 1.7 5.8 320 48 6.3 330 54 6.2 330 50
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-easy2_true-termination_true-no-overflow.c 900     1700 10000    850    3100 3100    .0092 1.1  .021  910   9000 10000 910   9000 10000 170    390 2100   34    15000 460   180     15000 2300    120     15000 1500    130     15000 1500    880    820 9500   900    230   12000   900   5200 14000 900   2300 12000 900   3600 13000
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-nestedLoop_true-termination_true-no-overflow.c 900     2800 5700    850    1400 4100    .0098 1.0  .022  900   5700 11000 900   5600 13000 900    680 6700   33    15000 340   900     2400 7400    900     3900 8200    900     3800 9000    880    420 8500   900    2100   8700   900   1900 13000 900   2000 12000 900   1300 13000
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-random1d_true-termination_true-no-overflow.c 900     470 9100    850    590 8700    .0067 1.0  .020  900   4500 12000 900   4500 11000 900    130 13000   890    1200 9700   900     240 11000    900     430 14000    900     650 11000    880    180 11000   900    4800   8200   900   8400 8500 900   1300 12000 900   2600 13000
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-random2d_true-termination_true-no-overflow.c 1.4   37 16    .67 23 7.8  .0079 .85 .028  230   2700 3000 230   2800 2800 7.1  76 81   2.4  340 25   900     580 13000    26     69 370    26     92 350    26    110 330   900    4300   9400   100   4500 1100 900   1600 12000 900   5100 9300
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-speedpldi2_true-termination_true-no-overflow.c .10  22 1.1  850    1400 7800    .010  1.0  .019  900   4300 11000 900   3500 10000 1.4  76 14   110    15000 1100   900     7000 9400    900     14000 10000    .083 23 1.2  880    490 9900   900    250   11000   6.2 320 51 8.6 470 62 8.8 410 68
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-speedpldi3_true-termination_true-no-overflow.c .11  23 .94 850    1200 6600    .0094 .97 .021  900   4300 11000 900   4300 11000 1.5  76 16   160    15000 1800   900     3100 8900    900     6000 9700    .11  23 .87 880    490 10000   900    2100   9800   7.2 350 51 14   500 110 10   470 77
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-speedpldi4_true-termination_true-no-overflow.c .13  22 .83 850    1300 4600    .010  .78 .025  900   2600 7900 900   2600 7400 1.4  76 16   52    15000 620   150     15000 2100    310     15000 3700    .11  23 1.1  880    370 11000   900    81   12000   6.6 330 54 8.3 460 63 8.8 360 75
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-wcet2_true-termination_true-no-overflow.c .091 22 .76 850    2700 6500    .0098 .88 .028  900   4200 11000 900   5900 13000 1.5  100 17   240    15000 2700   820     15000 9700    590     15000 8400    .086 23 1.1  880    520 10000   900    140   13000   6.3 330 49 6.9 350 54 6.1 330 49
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-while2_true-termination_true-no-overflow.c .11  25 .80 850    5500 3900    .0097 .89 .023  900   4600 11000 900   4600 10000 1.8  100 22   900    2600 11000   900     6100 11000    900     8900 13000    .088 23 .79 880    990 9300   900    370   13000   6.5 330 56 11   470 91 9.8 400 72
termination-crafted-lit/AliasDarteFeautrierGonnord-SAS2010-wise_true-termination_true-no-overflow.c .19  24 2.0  850    1100 8100    .010  .90 .021  900   4700 6000 900   4700 6500 900    110 12000   890    1600 9500   900     720 14000    900     1200 12000    .11  23 1.1  880    780 11000   900    130   11000   8.6 410 63 13   490 110 7.7 380 63
termination-crafted-lit/Avery-FLOPS2006-Table1_true-termination_true-no-overflow.c 900     2200 11000    850    1400 5400    .0087 .94 .021  900   5900 11000 900   5800 13000 210    270 2500   110    15000 1300   900     5300 7900    900     12000 8800    700     15000 6900    880    540 10000   900    290   11000   900   3900 12000 900   5400 11000 12   480 100
termination-crafted-lit/BradleyMannaSipma-CAV2005-Fig1-modified_false-termination_true-no-overflow.c 900     570 6600    850    350 8000    .0095 1.0  .018  2.7 250 22 2.8 270 24 43    76 540   890    940 8700   900     270 10000    900     400 11000    900     530 11000    880    170 11000   900    130   9900   8.9 480 75 8.8 470 74 8.8 370 70
termination-crafted-lit/BradleyMannaSipma-CAV2005-Fig1_true-termination_true-no-overflow.c 900     580 8000    850    360 8300    .010  .86 .023  2.6 250 24 2.8 250 21 30    76 350   890    980 10000   900     290 11000    900     430 12000    900     580 12000    880    180 10000   900    150   9800   8.9 480 69 15   610 130 9.2 420 70
termination-crafted-lit/BrockschmidtCookFuhs-CAV2013-Fig1_true-termination_true-no-overflow.c .13  23 .86 850    2300 3000    .0074 .91 .022  910   14000 9500 910   13000 9500 1.8  100 21   900    2600 8500   900     6300 13000    900     9100 11000    .087 23 .90 880    470 8300   900    380   9000   6.9 340 55 11   470 90 8.9 390 67
termination-crafted-lit/BrockschmidtCookFuhs-CAV2013-Fig9a_true-termination_true-no-overflow.c 900     170 13000    850    6900 5900    .0043 .78 .018  910   11000 10000 910   11000 8000 900    5300 13000   900    2600 7900   900     5900 11000    900     8600 11000    900     13000 12000    880    610 10000   900    260   11000   900   4000 13000 900   980 13000 900   3500 12000
termination-crafted-lit/BrockschmidtCookFuhs-CAV2013-Introduction_true-termination_true-no-overflow.c .22  25 2.1  850    4100 4200    .010  .76 .020  910   8900 9700 910   8900 10000 130    230 1600   34    15000 310   180     15000 2200    130     15000 1500    280     15000 2700    880    880 11000   900    220   11000   16   610 110 63   1200 650 21   610 170
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-easy1_true-termination_true-no-overflow.c .13  22 .81 2.6  57 30    .0091 .93 .016  8.0 330 61 8.5 340 67 1.4  75 16   51    15000 510   180     15000 1800    3.1   300 47    .080 23 1.1  22    150 290   .16 9.3 1.4 5.9 320 43 6.5 330 49 5.9 320 49
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-easy2_true-termination_true-no-overflow.c 900     1700 12000    850    3200 4100    .0093 .93 .019  910   8900 12000 910   9000 8500 160    390 2200   34    15000 400   190     15000 2400    120     15000 1500    130     15000 1500    880    810 9900   900    240   12000   900   5300 12000 900   2800 13000 900   3500 13000
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-random1d_true-termination_true-no-overflow.c 900     480 10000    850    600 8200    .0094 .92 .027  900   4500 11000 900   4500 13000 890    140 13000   890    1200 10000   900     230 11000    900     410 11000    900     620 11000    880    170 12000   900    4500   8800   900   8500 8500 900   1400 12000 900   2600 13000
termination-crafted-lit/ChawdharyCookGulwaniSagivYang-ESOP2008-random2d_true-termination_true-no-overflow.c 1.4   37 16    .69 23 8.2  .0087 .92 .033  230   2600 2800 230   2700 3200 13    76 140   2.4  340 27   900     640 14000    24     68 270    24     91 370    25    110 360   900    4400   9900   100   4400 1300 900   1700 12000 900   5000 11000
termination-crafted-lit/ChenCookFuhsNimkarOHearn-TACAS2014-Introduction_false-termination_true-no-overflow.c .13  22 .72 850    11000 3200    .010  1.1  .017  900   8000 12000 900   7700 10000 1.2  75 13   58    15000 680   130     15000 1600    130     15000 1900    .081 23 .77 1.3  82 16   .14 9.3 1.7 6.1 330 45 5.3 330 39 5.5 310 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex2.20_true-termination_true-no-overflow.c .12  23 .84 850    1100 6600    .0063 .80 .021  2.4 250 24 2.4 250 22 1.5  75 18   37    15000 370   900     8400 6700    900     10000 7000    .092 23 .97 880    880 9300   900    270   11000   5.8 320 48 5.9 320 53 5.8 330 41
termination-crafted-lit/ChenFlurMukhopadhyay-SAS2012-Ex3.01_true-termination_true-no-overflow.c .096 22 1.0  850    1700 6100    .0073 .88 .014  910   9200 11000 910   9100 10000 1.2  75 15   42    15000 510   480     15000 5200    230     15000 2800    .080 23 .97 880    990 9700   900    280   10000   6.5 330 49 6.0 330 51 7.0 370 57
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig1_true-termination_true-no-overflow.c .13  23 .72 850    1200 6200    .0092 .93 .022  900   4400 13000 900   4500 13000 1.2  75 14   52    15000 560   180     15000 2300    780     15000 7800    .11  23 .91 880    460 12000   900    4100   12000   5.9 330 48 6.9 350 58 6.2 330 44
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig7a_true-termination_true-no-overflow.c .13  22 .83 850    1400 6500    .0089 1.0  .028  900   4600 12000 900   4600 10000 1.3  75 15   63    15000 700   220     15000 2500    200     15000 2700    .090 23 .98 880    450 13000   900    4100   11000   6.3 320 44 8.8 480 75 6.4 330 54
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig7b_true-termination_true-no-overflow.c .13  23 .81 850    2000 7400    .0092 .79 .030  900   4500 13000 900   4500 13000 1.3  76 16   62    15000 730   200     15000 2300    900     8900 9700    .086 23 .88 880    430 8200   900    4000   9300   6.2 330 47 9.0 450 75 6.6 330 50
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig8a-modified_true-termination_true-no-overflow.c .090 22 .90 850    520 6300    .011  1.1  .029  2.4 250 20 2.4 250 21 2.0  76 24   900    860 9000   900     1100 14000    900     2200 12000    .090 23 1.0  880    670 9800   900    46   9800   7.6 370 53 8.8 440 59 7.6 350 55
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig8a_true-termination_true-no-overflow.c .10  22 .82 850    1100 6900    .0043 .93 .018  910   5900 8900 910   5900 7600 1.2  75 14   130    15000 1600   170     15000 2200    570     15000 6200    .079 23 .84 880    900 11000   900    170   11000   6.1 320 44 6.5 330 48 6.2 330 46
termination-crafted-lit/CookSeeZuleger-TACAS2013-Fig8b_true-termination_true-no-overflow.c .10  22 .78 850    1000 7800    .0085 .78 .023  2.4 250 24 2.5 260 21 1.5  75 18   340    15000 4600   900     3000 11000    900     5900 11000    .097 23 1.1  880    680 11000   900    110   10000   6.3 330 46 7.3 370 64 7.3 360 60
termination-crafted-lit/GopanReps-CAV2006-Fig1a_true-termination_true-no-overflow.c.c 6.4   96 70    1.1  17 11    .0096 .76 .023  15   400 130 16   440 140 1.4  75 16   .83 120 11   92     15000 1200    .96  170 13    12     1500 150    880    670 8900   .16 9.2 1.7 91   3600 920 900   1900 12000 76   2400 710
termination-crafted-lit/HarrisLalNoriRajamani-SAS2010-Fig1_true-termination_true-no-overflow.c 900     2600 9000    850    1600 7300    .0093 .92 .016  900   4800 12000 900   4900 11000 900    160 12000   890    2800 9400   900     890 13000    900     1700 12000    900     2600 12000    880    240 12000   900    4200   9000   900   4100 12000 900   3100 15000 900   3700 15000
termination-crafted-lit/HarrisLalNoriRajamani-SAS2010-Fig3_true-termination_true-no-overflow.c .13  22 .66 850    1200 6100    .0092 .85 .026  900   5000 11000 900   5000 12000 1.2  75 17   52    15000 630   900     9100 12000    900     14000 11000    .13  23 .73 880    330 11000   900    250   12000   6.6 340 49 7.2 370 53 6.1 330 46
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig1_true-termination_true-no-overflow.c .26  26 2.8  850    4500 3400    .010  1.0  .026  910   8900 9400 910   8900 12000 330    180 4400   34    15000 370   900     8000 13000    680     15000 7800    420     15000 4900    880    1000 10000   900    210   12000   15   560 140 73   1200 990 21   740 180
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig4_true-termination_true-no-overflow.c .13  22 .64 850    6100 3400    .0091 .76 .024  910   8900 11000 910   9000 8600 1.4  75 16   35    15000 410   900     6700 9600    900     14000 10000    .082 23 .87 880    740 11000   900    160   10000   6.1 330 44 6.1 330 46 5.7 320 50
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig5_true-termination_true-no-overflow.c .14  23 1.1  850    4300 3900    .010  .85 .031  910   8700 9700 910   8700 13000 1.4  75 17   33    15000 320   900     14000 11000    350     15000 4600    510     15000 4800    880    1300 13000   900    270   13000   6.9 330 53 11   490 100 8.1 360 65
termination-crafted-lit/HeizmannHoenickeLeikePodelski-ATVA2013-Fig6_true-termination_true-no-overflow.c .10  22 .84 850    750 5000    .010  1.0  .020  900   2500 9800 900   2500 11000 890    320 12000   37    15000 470   900     130 13000    900     130 11000    .14  23 1.2  880    430 11000   900    130   9500   7.3 370 52 6.4 330 54 6.2 330 50
termination-crafted-lit/HenzingerJhalaMajumdarSutre-POPL2002-LockingExample_false-termination_true-no-overflow.c 900     2500 9500    850    3000 7000    .0095 .96 .026  910   6700 10000 910   6900 9000 140    100 1900   170    15000 2000   790     15000 9600    470     15000 5700    .082 23 .84 880    400 11000   900    180   11000   900   5300 11000 900   5300 13000 900   5300 13000
termination-crafted-lit/KroeningSharyginaTsitovichWintersteiger-CAV2010-Ex_true-termination_true-no-overflow.c .086 22 .96 850    1300 7800    .010  .83 .015  900   4500 12000 900   4500 11000 1.5  75 17   130    15000 1500   430     15000 5200    900     7600 8500    .085 23 .90 880    430 10000   900    270   9900   6.2 320 43 6.2 320 46 5.9 320 46
termination-crafted-lit/KroeningSharyginaTsitovichWintersteiger-CAV2010-Fig1_true-termination_true-no-overflow.c .095 22 1.1  850    1700 8200    .0091 .77 .033  2.4 250 24 2.4 260 21 500    110 5900   110    15000 1300   .10  23 .68 .069 23 .73 .076 23 .83 880    320 11000   900    310   14000   7.3 330 49 6.7 350 54 6.8 340 47
termination-crafted-lit/LarrazOliverasRodriguez-CarbonellRubio-FMCAD2013-Fig1_true-termination_true-no-overflow.c 900     450 13000    850    650 6600    .010  1.1  .018  900   2300 8300 900   2200 8900 890    130 10000   900    5100 12000   900     91 11000    900     110 12000    900     140 11000    880    250 9600   900    110   11000   900   2700 13000 900   1200 14000 900   1100 12000
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex4_true-termination_true-no-overflow.c .092 22 .94 850    9700 5500    .11   8.0  1.1    2.5 250 24 2.4 250 21 580    15000 7000   200    15000 2300   380     15000 3700    380     15000 3100    360     15000 3000    880    170 13000   900    670   10000   10   490 70 8.8 470 67 17   700 140
termination-crafted-lit/LeeJonesBen-Amram-POPL2001-Ex5_true-termination_true-no-overflow.c .11  22 .70 370    14000 4100    .11   7.9  1.4    2.2 240 19 2.2 240 20 450    15000 5000   130    15000 1500   390     15000 3300    360     15000 3700    340     15000 3900    880    250 10000   900    210   11000   900   2200 13000 900   2800 12000 910   13000 3900
termination-crafted-lit/LeikeHeizmann-TACAS2014-Ex1_true-termination_true-no-overflow.c .13  23 .93 850    970 5100    .0065 .90 .029  900   1200 8500 900   1200 5600 2.1  75 31   890    1800 7500   900     3300 12000    900     6300 12000    .18  23 1.7  880    280 9700   900    44   11000   6.3 330 52 9.9 470 74 6.7 330 52
termination-crafted-lit/LeikeHeizmann-TACAS2014-Ex9_true-termination_true-no-overflow.c .12  22 .76 850    1900 6800    .0092 1.1  .028  900   4700 8400 900   4700 8100 1.2  75 13   70    15000 770   290     15000 4100    360     15000 4200    .082 23 .99 880    710 9300   900    84   9800   6.4 320 45 7.8 410 66 6.0 320 48
termination-crafted-lit/LeikeHeizmann-WST2014-Ex9_true-termination_true-no-overflow.c .097 22 .69 1.1  27 12    .0073 1.0  .024  5.6 280 49 5.9 290 47 1.3  75 16   34    15000 360   140     15000 1700    2.0   310 23    .099 23 .95 16    110 190   .16 9.4 1.5 5.5 320 43 6.1 320 46 6.2 330 42
termination-crafted-lit/PodelskiRybalchenko-TACAS2011-Fig1_true-termination_true-no-overflow.c .11  22 .90 850    7100 3700    .0094 1.0  .027  910   9500 11000 910   9500 11000 1.4  75 15   34    15000 340   900     9600 13000    610     15000 7900    .11  23 .79 880    850 9800   900    250   11000   6.5 350 50 5.5 320 51 5.5 320 43
termination-crafted-lit/PodelskiRybalchenko-TACAS2011-Fig2_true-termination_true-no-overflow.c .095 22 .94 850    2300 3800    .010  .72 .017  900   6200 11000 900   6200 10000 1.7  100 20   900    2500 7600   900     5000 13000    900     7400 11000    .11  23 .85 880    900 9800   900    670   6700   7.6 340 54 8.7 420 63 7.6 350 62
termination-crafted-lit/PodelskiRybalchenko-TACAS2011-Fig4_true-termination_true-no-overflow.c .13  22 .69 850    1400 6200    .0079 1.0  .024  900   5900 11000 900   5900 10000 1.2  75 14   52    15000 560   190     15000 2200    890     15000 9400    .11  23 .87 880    400 11000   900    4100   10000   5.9 320 51 7.5 350 50 6.0 320 47
termination-crafted-lit/Urban-WST2013-Fig1_false-termination_true-no-overflow.c .11  22 .88 850    2800 6700    .011  .92 .015  900   740 11000 900   700 11000 1.4  75 17   61    15000 780   870     15000 12000    600     15000 8000    .082 23 1.0  880    1000 12000   900    15000   12000   5.7 320 44 5.8 340 47 6.4 330 49
termination-crafted-lit/Urban-WST2013-Fig2-modified1000_true-termination_true-no-overflow.c .096 22 .78 850    5500 9600    .0085 1.1  .036  900   1000 10000 900   800 11000 1.4  100 17   33    15000 370   46     15000 630    61     15000 790    .12  23 .91 880    980 9300   900    550   10000   6.5 330 52 7.5 370 61 8.8 380 61
termination-crafted-lit/Urban-WST2013-Fig2_true-termination_true-no-overflow.c .12  23 .71 850    1100 3600    .0087 .89 .022  900   2700 11000 900   2800 12000 1.4  100 18   35    15000 470   260     15000 3300    140     15000 1600    .11  23 .84 880    380 11000   900    230   13000   6.2 320 48 7.3 370 55 8.7 380 72
termination-crafted-lit/UrbanMine-ESOP2014-Fig3_true-termination_true-no-overflow.c .14  23 .73 850    2500 6700    .0093 .82 .022  900   5100 12000 900   5100 13000 1.3  76 15   90    15000 980   190     15000 2300    900     4500 10000    .088 23 1.0  880    370 11000   900    4000   12000   7.4 340 58 9.3 480 81 7.4 340 53
termination-crafted-lit/Velroyen_false-termination_true-no-overflow.c .13  22 .84 850    3100 7500    .0071 1.0  .024  910   8500 12000 910   8500 10000 1.3  75 15   91    15000 960   900     8200 11000    900     12000 14000    .099 23 1.0  1.4  80 17   6.1 320 53 6.2 340 47 6.5 330 49
termination-crafted-lit/aviad_true-termination_true-no-overflow.c 3.4   78 40    5.9  180 63    .0091 1.1  .026  47   660 500 45   670 430 22    76 310   46    15000 510   .070 23 .84 .097 23 .71 .077 23 .72 880    740 12000   900    360   7900   900   4000 12000 900   4200 13000 900   4600 13000
termination-crafted-lit/cstrcmp_true-termination_true-no-overflow.c .090 22 .84 800    11000 3400    .0093 .72 .021  2.6 260 22 2.6 260 22 1.2  76 13   51    15000 560   900     14000 11000    180     15000 2400    .079 23 .84 1.4  85 19   .16 11   1.8 6.7 340 54 6.7 330 51 6.9 340 50
termination-crafted-lit/cstrcspn_true-termination_true-no-overflow.c .14  23 .83 850    1100 3600    .010  1.1  .013  2.7 260 24 2.6 260 22 900    450 10000   570    15000 6400   900     1300 11000    900     4900 9400    .085 23 1.0  1.4  82 17   .16 11   1.7 6.4 340 54 7.1 320 60 6.6 330 56
termination-crafted-lit/cstrlen_true-termination_true-no-overflow.c .11  22 .96 850    11000 4200    .010  1.0  .023  2.5 250 20 2.5 250 23 1.2  75 12   49    15000 490   900     2200 8800    230     15000 2400    .10  23 .78 1.4  75 15   .15 10   1.9 7.0 340 58 6.6 340 52 6.3 320 44
termination-crafted-lit/cstrpbrk_true-termination_true-no-overflow.c .11  23 .79 850    1100 3700    .010  .82 .020  2.5 240 22 2.5 240 22 900    420 11000   550    15000 6400   900     1300 12000    900     5100 9700    .087 23 .86 1.4  75 17   .19 11   1.8 6.2 350 49 6.2 330 48 7.1 340 56
termination-crafted-lit/cstrspn_true-termination_true-no-overflow.c .12  23 .79 850    1100 3400    .0072 .89 .022  2.6 260 22 2.5 250 24 900    430 11000   570    15000 4800   900     1300 12000    900     4900 9600    .084 23 1.1  1.4  84 16   .16 11   1.9 6.6 350 55 6.6 340 53 6.5 330 46
termination-crafted-lit/genady_true-termination_true-no-overflow.c .20  24 2.4  4.6  130 58    .012  .95 .025  900   750 11000 900   740 12000 54    75 690   1.4  220 15   78     15000 940    69     15000 850    .074 23 1.0  880    1200 8000   .18 12   2.0 8.3 460 66 34   720 360 7.7 360 59
termination-crafted-lit/strchr_true-no-overflow.c .11  22 .78 690    11000 3500    .011  .85 .021  2.5 250 21 2.5 260 21 .39 76 4.4 46    15000 470   900     3400 8600    230     15000 2600    .083 23 .86 1.4  83 17   .17 10   2.0 6.1 330 47 6.2 320 51 5.9 320 46
termination-numeric/Addition01_false-no-overflow.c .12  22 .72 .14 21 1.2  .13   8.1  1.2    2.3 240 19 2.3 240 20 .56 49 6.3 110    15000 1400   .11  23 .72 .079 23 .80 .089 23 .86 1.6  84 19   .15 10   1.9 5.5 340 43 5.8 320 44 5.8 330 43
termination-numeric/Avg_true_false-no-overflow.c .094 22 .82 .11 19 1.2  .11   8.0  1.1    2.4 240 22 2.4 240 21 .57 50 6.7 120    15000 1600   .090 23 1.1  .077 23 .87 .080 23 .95 1.6  73 19   .17 10   1.6 6.1 330 51 5.7 320 40 5.9 320 51
termination-numeric/Binomial_true-termination_false-no-overflow.c .092 22 .68 19    230 220    .010  .92 .018  2.7 250 25 2.7 250 25 27    140 290   61    15000 720   11     200 160    17     490 250    900     2700 4800    880    130 9600   .23 11   2.6 900   2100 11000 900   1100 11000 900   1200 11000
termination-numeric/Et1_true_false-no-overflow.c .10  22 .71 .13 18 1.1  .11   8.1  1.1    2.5 250 20 2.5 250 22 .46 49 6.4 3.6  78 45   .077 23 .93 .10  23 .94 .097 23 1.0  1.7  78 20   .18 10   1.7 6.3 340 53 5.6 330 42 6.0 330 43
termination-numeric/Et2_true_false-no-overflow.c .12  22 .74 .12 19 1.2  .12   8.2  1.0    2.4 240 21 2.4 240 21 .60 49 7.4 8.6  140 110   .092 23 1.0  .10  23 .91 .11  23 .65 1.7  81 23   .15 10   2.0 6.3 340 51 5.8 320 50 6.0 330 42
termination-numeric/Et3_true_false-no-overflow.c .10  22 .71 .15 18 .99 .11   8.1  1.2    2.4 250 23 2.5 250 22 .55 49 7.4 2.6  65 32   .074 23 1.1  .074 23 1.0  .11  23 .80 1.7  85 19   .16 10   1.7 6.2 350 44 5.6 320 42 5.6 320 48
termination-numeric/Et4_true_false-no-overflow.c .098 22 .85 .14 19 1.0  .12   8.3  1.2    2.9 250 23 2.6 250 26 .47 50 5.1 5.3  140 72   .11  23 .77 .11  23 .86 .082 23 .86 1.7  77 20   .15 11   1.7 5.5 320 45 5.6 320 48 6.3 330 45
termination-numeric/MultCommutative_false-no-overflow.c .12  22 .62 .16 19 1.2  .11   8.4  1.2    2.4 240 22 2.3 240 21 480    15000 6700   150    15000 1700   .14  23 1.1  .14  23 1.4  .14  23 1.6  1.6  87 21   .21 11   2.6 8.8 470 65 11   470 86 13   500 98
termination-numeric/TerminatorRec02_true-termination_false-no-overflow.c .083 22 .73 1.3  77 14    .13   44    1.8    2.4 260 21 2.4 250 23 1.8  140 20   8.5  340 88   3.3   200 29    5.7   340 50    8.2   480 64    880    83 11000   6.7  36   81   98   1100 1100 900   930 11000 900   1400 10000
termination-numeric/Ackermann01_true-termination_true-no-overflow.c .12  22 .77 850    320 3500    .11   8.2  1.2    2.5 250 20 2.4 240 21 460    15000 5600   140    15000 1800   900     5600 6600    900     4800 8800    900     5300 7600    880    280 7900   900    4300   13000   900   7300 11000 900   1300 11000 910   13000 4700
termination-numeric/EvenOdd01_true-termination_true-no-overflow.c .11  22 .85 850    3900 7200    .11   8.4  1.1    2.3 240 20 2.3 250 22 1.6  50 17   2.4  160 27   900     8500 11000    540     15000 6500    380     15000 4500    880    210 10000   900    280   11000   900   3100 13000 900   4500 13000 900   3300 13000
termination-numeric/Fibonacci01_true-termination_true-no-overflow.c .096 22 .80 850    230 2500    .11   8.3  1.1    2.3 260 20 2.2 250 18 380    15000 4600   95    15000 1200   900     9700 9900    900     1200 9700    900     1500 11000    880    240 9400   900    300   13000   900   5800 13000 900   1400 11000 900   5400 13000
termination-numeric/LeUserDefRec_true-termination_true-no-overflow.c .082 22 .82 560    15000 4800    .16   8.1  1.1    2.4 240 20 2.4 240 22 1.2  49 15   .73 45 8.5 570     15000 7100    270     15000 3000    230     15000 2600    880    250 11000   900    310   11000   6.3 320 55 7.3 400 62 6.5 330 55
termination-numeric/LogRecursive_true-termination_true-no-overflow.c .12  22 .72 3.4  89 37    .11   8.1  1.1    2.3 240 19 2.3 240 18 2.0  77 22   17    510 180   900     11000 7800    28     980 310    41     1400 440    880    91 11000   12    160   140   900   4600 14000 900   2900 12000 900   1300 13000
termination-numeric/Parts_true-termination_true-no-overflow.c .094 22 .77 850    760 5600    .010  .95 .021  3.1 260 28 3.2 260 30 900    430 9000   67    15000 800   900     12000 11000    900     1100 9800    900     990 8200    880    380 9500   900    5500   11000   900   5300 11000 900   1400 12000 910   13000 7500
termination-numeric/TwoWay_true-termination_true-no-overflow.c .11  22 .79 850    2500 4200    .11   8.0  1.3    2.4 240 20 2.4 250 23 5.7  150 49   22    340 260   900     6900 4600    900     12000 5800    900     14000 5500    740    100 8300   900    350   11000   14   490 130 900   810 13000 94   650 1100
termination-numeric/gcd01_true-termination_true-no-overflow.c .099 22 .78 850    5000 4400    .11   8.0  1.3    2.3 240 20 2.3 250 20 420    15000 5000   110    15000 1500   900     960 12000    900     580 11000    900     600 10000    880    94 10000   900    140   13000   7.4 340 64 8.4 450 74 6.6 320 47
termination-numeric/java_LogBuiltIn_true-termination_true-no-overflow.c .60  34 6.2  1.3  27 15    .010  .70 .022  6.9 300 59 7.0 300 61 1.4  76 16   33    15000 310   180     15000 2400    1.9   300 22    3.6   540 48    21    120 230   .39 11   5.0 42   1400 350 82   1600 1200 61   1300 660
termination-numeric/recHanoi02_true-termination_true-no-overflow.c .081 22 .73 1.1  22 14    .12   8.0  .97   2.3 240 18 2.3 250 23 1.7  49 18   1.3  49 16   900     3400 10000    9.0   170 140    12     250 140    2.0  76 27   .49 13   5.5 900   2100 12000 900   1500 15000 900   2800 9300
termination-numeric/rec_counter1_true-termination_true-no-overflow.c .099 22 .75 850    5700 3600    .010  .97 .023  2.3 250 21 2.2 250 20 2.4  97 33   900    1800 12000   900     7800 12000    900     11000 10000    900     13000 10000    880    340 9100   900    830   11000   900   5400 11000 900   4200 14000 900   3400 13000
termination-numeric/rec_counter3_true-termination_true-no-overflow.c .097 22 .74 850    5700 3800    .0085 1.0  .029  2.3 240 20 2.3 240 21 2.4  99 32   900    1800 8600   900     7600 10000    900     10000 11000    900     12000 9800    880    320 9600   900    890   14000   900   5300 13000 900   3000 14000 900   3300 14000
termination-numeric/twisted_true-termination_true-no-overflow.c 900     24 10000    850    4500 3100    .0081 .74 .027  900   4900 9300 900   5100 10000 900    6600 10000   32    15000 270   .10  23 .76 .070 23 .96 .078 23 .82 880    200 11000   900    2200   9800   900   1400 12000 900   1100 12000 900   1400 12000
recursive/Addition02WithOverflowBug_false-no-overflow.c .096 22 .87 .12 19 1.4  .18   44    1.3    2.2 240 20 2.3 240 18 .57 50 7.1 110    15000 1300   .11  23 .73 .076 23 1.0  .10  23 .94 1.6  72 20   .16 10   1.8 5.5 330 47 6.5 340 50 6.9 330 48
recursive/Addition03_false-no-overflow.c .13  22 .73 .16 19 1.2  .11   8.2  1.4    2.3 240 21 2.3 240 22 .56 49 5.8 110    15000 1400   .080 23 .83 .11  23 .77 .081 23 .96 1.6  74 22   .16 10   1.6 6.5 360 49 6.3 330 41 6.3 330 46
recursive/EvenOdd03WithOverflowBug_false-no-overflow.c .11  22 .84 .12 17 .96 .11   8.4  1.2    2.5 250 19 2.4 250 22 64    73 900   2.2  160 28   .085 23 .87 .076 23 .85 .080 23 .74 1.6  81 21   .17 10   2.0 6.1 320 46 5.5 320 46 5.9 320 47
recursive/Ackermann01_true-unreach-call_true-no-overflow.c .094 22 .71 850    300 2400    .11   8.6  1.4    2.3 240 23 2.3 240 20 450    15000 6100   150    15000 2000   900     5600 8100    900     4700 10000    900     5300 11000    880    270 9800   900    4300   12000   900   7100 11000 900   1300 10000 910   13000 4600
recursive/Ackermann02_false-unreach-call_true-no-overflow_true-termination.c .094 22 .64 850    320 4200    .12   8.5  1.2    2.3 240 20 2.4 240 20 450    15000 5900   150    15000 2000   900     5700 7000    900     4700 8000    900     5300 9200    880    270 7400   900    4700   11000   900   6500 12000 900   1300 10000 910   13000 4600
recursive/Ackermann03_true-unreach-call_true-no-overflow.c .12  22 .78 850    320 3500    .11   8.3  1.2    2.3 250 22 2.4 240 21 450    15000 6600   150    15000 2100   900     5700 6900    900     4800 9300    900     5500 11000    880    270 11000   900    4300   11000   900   6600 12000 900   1400 12000 910   13000 5100
recursive/Ackermann04_true-unreach-call_true-no-overflow.c .095 22 .77 850    320 3200    .11   8.4  1.3    2.4 250 20 2.4 240 21 450    15000 6200   150    15000 1900   900     5700 7100    900     4800 8200    900     5500 8400    880    270 8900   900    4300   11000   900   6300 11000 900   1500 11000 910   13000 4400
recursive/Addition01_true-unreach-call_true-no-overflow_true-termination.c .12  22 .70 680    15000 6300    .13   44    1.6    2.4 240 20 2.3 240 21 400    15000 5100   120    15000 1600   570     15000 3500    370     15000 3400    330     15000 2900    880    280 9700   900    69   11000   900   3700 12000 900   4300 15000 900   3400 11000
recursive/Addition02_false-unreach-call_true-no-overflow_true-termination.c .11  22 .89 740    15000 7300    .11   8.0  1.2    2.3 250 21 2.3 240 18 400    15000 6200   120    15000 1300   560     15000 4000    340     15000 3500    320     15000 3700    880    280 10000   900    190   12000   900   4000 13000 900   4900 16000 900   3500 13000
recursive/Addition03_true-unreach-call_true-no-overflow_true-termination.c .081 22 .81 850    6800 7600    .074  44    .71   2.4 250 21 2.3 240 19 400    15000 5400   120    15000 1600   570     15000 4100    350     15000 3300    340     15000 3300    880    220 11000   900    140   10000   900   3500 14000 900   2000 13000 900   2900 14000
recursive/BallRajamani-SPIN2000-Fig1_false-unreach-call_true-no-overflow_true-termination.c .089 22 .90 .21 17 1.6  .11   8.3  1.2    2.3 250 19 2.3 240 21 1.3  49 16   .49 44 5.9 900     920 9100    .11  23 .72 .12  23 .70 1.2  73 15   .15 9.2 1.7 5.4 320 45 5.7 320 44 5.5 320 41
recursive/EvenOdd01_true-unreach-call_true-no-overflow_true-termination.c .11  22 .83 850    3800 6400    .11   7.9  1.0    2.3 240 23 2.4 250 19 64    75 820   2.4  160 29   .11  23 .65 .11  23 .66 .10  23 .84 880    220 11000   900    270   13000   900   4700 13000 900   4600 15000 900   3800 13000
recursive/EvenOdd03_false-unreach-call_true-no-overflow_true-termination.c .098 22 .87 850    3400 5700    .11   7.9  1.2    2.4 250 20 2.3 240 20 64    75 970   2.4  160 28   .11  23 .64 .072 23 .90 .095 23 .82 880    220 12000   900    310   11000   900   5200 13000 900   3900 13000 900   4200 13000
recursive/Fibonacci01_true-unreach-call_true-no-overflow.c .10  22 .76 850    240 2900    .13   8.4  1.1    2.3 240 22 2.3 240 20 860    15000 11000   92    15000 1000   900     9700 10000    900     1300 10000    900     1500 10000    880    240 9600   900    230   8000   900   5800 11000 900   1300 11000 900   5400 11000
recursive/Fibonacci02_true-unreach-call_true-no-overflow_true-termination.c .11  22 .76 .52 18 4.7  .12   8.1  1.3    2.2 240 21 2.3 240 18 1.5  49 17   .14 23 1.8 300     15000 4500    .99  32 13    1.8   46 22    31    120 390   .16 9.2 1.7 27   1400 210 900   1100 12000 910   13000 5400
recursive/Fibonacci03_true-unreach-call_true-no-overflow_true-termination.c .10  22 .75 850    220 2200    .12   8.2  1.1    2.4 250 22 2.3 250 19 380    15000 5300   94    15000 1100   900     3900 9600    900     1200 8100    900     1400 8200    880    240 8600   900    250   9900   900   5800 11000 900   1400 13000 900   5300 10000
recursive/Fibonacci04_false-unreach-call_true-no-overflow_true-termination.c .10  22 .97 850    220 2300    .11   8.0  1.1    2.3 240 19 2.4 240 21 380    15000 4900   97    15000 1100   900     9700 9200    900     1200 8700    900     1400 8500    880    250 9000   900    300   8600   900   5700 13000 900   1300 12000 900   5300 11000
recursive/Fibonacci05_false-unreach-call_true-no-overflow_true-termination.c .094 22 1.0  850    230 2500    .11   8.2  1.2    2.3 250 19 2.3 240 21 380    15000 4600   96    15000 1400   900     9700 9700    900     2300 9500    900     1400 7900    880    240 9600   900    310   9900   900   5600 12000 900   1300 12000 900   5400 12000
recursive/McCarthy91_false-unreach-call_true-no-overflow_true-termination.c .084 22 .68 850    1900 3800    .11   8.5  1.1    2.4 250 21 2.4 240 22 510    15000 5900   130    15000 1700   900     9900 10000    900     5700 8400    900     6500 10000    880    220 10000   900    120   10000   7.8 390 62 7.8 380 60 8.4 400 60
recursive/McCarthy91_true-unreach-call_true-no-overflow_true-termination.c .11  22 .67 850    2000 4200    .095  7.9  1.2    2.3 240 20 2.3 250 19 500    15000 7100   130    15000 1800   900     10000 8800    900     5700 7700    900     6100 8400    880    220 11000   900    120   9300   7.8 380 56 7.7 390 58 7.8 390 59
recursive/MultCommutative_true-unreach-call_true-no-overflow_true-termination.c .097 22 .85 850    400 3300    .11   8.3  1.3    2.3 240 21 2.3 240 22 480    15000 6400   150    15000 1900   900     11000 7600    900     4300 7100    900     4100 7400    880    250 12000   900    400   9500   900   1000 14000 900   960 13000 400   830 5500
recursive/Primes_true-unreach-call_true-no-overflow_false-termination.c .13  22 .63 850    280 2600    .12   8.3  1.5    2.5 240 24 2.5 250 26 530    15000 7600   190    15000 2400   250     15000 1700    330     15000 2500    410     15000 3400    880    230 9500   900    53   13000   900   1500 11000 900   1300 12000 900   6900 9800
recursive/gcd01_true-unreach-call_true-no-overflow_true-termination.c .084 22 1.0  850    5000 4100    .11   8.4  1.2    2.3 240 21 2.3 240 20 420    15000 5400   120    15000 1400   900     960 10000    900     980 9500    900     1000 9300    880    91 10000   900    140   14000   7.4 340 60 8.9 460 64 7.3 340 53
recursive/gcd02_true-unreach-call_true-no-overflow_true-termination.c .095 22 .92 850    7100 3500    .13   8.5  1.2    2.3 240 24 2.4 250 24 420    15000 5300   110    15000 1500   900     500 10000    900     930 10000    900     950 9500    880    120 12000   900    68   11000   13   510 88 11   480 100 23   790 220
recursive/recHanoi01_true-unreach-call_true-no-overflow_true-termination.c .12  22 .67 850    1400 2100    .12   8.1  1.2    2.6 260 23 2.4 240 21 410    15000 5000   110    15000 1500   610     15000 4800    600     15000 5900    560     15000 4800    84    180 1200   900    1800   13000   900   5300 13000 900   1200 14000 910   13000 6000
recursive/recHanoi02_true-unreach-call_true-no-overflow_true-termination.c .12  22 .72 1.1  22 14    .11   8.0  1.4    2.3 240 18 2.3 240 21 1.9  49 20   1.3  50 17   900     3300 9400    9.1   170 120    12     250 170    1.9  74 26   .52 12   5.8 900   2200 13000 900   1600 13000 900   2700 11000
recursive/recHanoi03_true-unreach-call_true-no-overflow_true-termination.c .098 22 .77 1.2  24 11    .11   8.0  1.1    2.3 240 21 2.3 240 23 1.7  49 19   1.3  50 15   900     3300 13000    9.0   170 120    12     250 140    13    85 180   .57 12   7.0 900   2200 14000 900   1800 14000 900   2600 11000
bitvector/jain_1_false-no-overflow.i .095 22 .86 .12 17 1.1  .0092 .92 .020  2.4 240 22 2.4 240 22 .56 75 5.7 52    15000 530   .074 23 .75 .097 23 .78 .081 23 .84 1.8  98 22   .17 10   2.2 5.4 320 38 5.5 320 38 5.8 340 42
bitvector/jain_2_false-no-overflow.i .11  23 .88 .11 18 1.2  .0044 1.0  .021  2.5 240 21 2.3 250 22 .63 76 8.2 56    15000 680   .11  23 .84 .10  23 .89 .096 23 .90 2.0  110 23   .15 10   1.5 5.4 320 39 5.6 320 45 5.6 320 39
bitvector/jain_4_false-no-overflow.i .10  23 .93 .13 20 1.3  .0086 .86 .021  2.4 240 21 2.4 240 19 29    85 320   67    15000 690   .080 23 .86 .095 23 .79 .12  23 .78 1.9  110 29   .18 10   1.7 5.8 320 48 5.5 320 48 6.2 320 42
bitvector/jain_5_false-no-overflow.i 900     1300 8800    260    15000 3600    .0071 .88 .020  900   3900 12000 900   1400 11000 900    2200 8000   3.3  350 40   110     15000 1500    97     15000 1300    150     15000 2100    880    300 11000   1.8  360   19   900   4800 14000 900   1200 13000 900   740 12000
bitvector/jain_6_false-no-overflow.i .12  26 1.1  .13 22 1.3  .010  .82 .018  2.4 240 20 2.5 250 23 24    80 260   70    15000 670   .11  23 .98 .083 23 .89 .095 23 .74 2.4  120 26   .15 10   2.3 5.5 320 48 5.5 320 50 5.3 320 41
bitvector/jain_7_false-no-overflow.i .11  24 1.0  .15 19 1.1  .010  .72 .021  2.3 240 20 2.5 250 20 93    96 990   65    15000 720   .10  23 .86 .079 23 .76 .10  23 .86 2.2  120 27   .16 10   1.8 5.4 320 45 5.7 320 43 5.5 320 41
bitvector/modulus_false-no-overflow.i .12  25 1.0  .10 17 .84 .0076 .88 .025  2.5 250 21 2.8 280 27 .48 100 6.0 880    15000 10000   .10  23 .82 .091 23 .78 .077 23 .83 1.8  83 20   .20 11   2.5 5.6 330 48 5.8 320 46 6.1 350 50
bitvector/byte_add_1_true-unreach-call_true-no-overflow.i .14  24 .94 .37 18 3.6  .0050 .79 .021  23   510 180 23   590 180 1.8  110 21   140    15000 1700   450     15000 5000    .21  25 3.0  .12  24 1.5  2.6  160 29   .16 9.3 2.2 6.2 320 47 7.4 350 56 7.4 370 61
bitvector/byte_add_2_true-unreach-call_true-no-overflow.i .14  23 .93 .34 18 4.3  .0091 .76 .022  22   460 160 21   570 170 1.8  110 20   140    15000 1800   380     15000 5100    .26  26 2.7  .13  24 1.4  2.6  150 34   .18 9.4 1.8 7.2 340 60 7.8 360 59 7.0 340 55
bitvector/byte_add_false-unreach-call_true-no-overflow.i .13  23 .92 .35 18 4.3  .011  .93 .020  86   1500 1100 85   1400 900 2.1  110 26   200    15000 2200   450     15000 5300    .30  30 3.7  .14  24 1.9  2.5  140 31   .18 9.5 2.1 6.7 330 54 8.2 360 63 6.2 330 48
bitvector/gcd_1_true-unreach-call_true-no-overflow.i .12  24 1.1  .27 22 2.8  .011  1.0  .025  4.9 290 50 5.2 290 55 500    98 6600   35    15000 400   .089 23 .83 .11  23 .67 .073 23 .88 1.4  81 17   .16 9.2 1.4 6.1 320 44 6.4 320 49 7.8 380 64
bitvector/gcd_2_true-unreach-call_true-no-overflow.i .10  23 .97 .80 31 9.6  .0095 1.0  .019  76   430 660 74   440 700 20    75 240   36    15000 430   .086 23 .67 .076 23 .84 .094 23 .72 1.4  80 18   .15 9.4 1.8 7.0 340 49 6.3 320 50 6.2 330 47
bitvector/gcd_3_true-unreach-call_true-no-overflow.i .10  23 .96 .83 31 8.8  .011  .90 .019  75   430 740 76   430 570 20    76 250   36    15000 390   .071 23 1.0  .098 23 .79 .10  23 .68 1.4  78 17   .18 9.4 1.6 7.0 340 52 6.5 330 50 6.6 330 49
bitvector/gcd_4_true-unreach-call_true-no-overflow.i 1.2   39 14    .30 17 2.7  .0098 1.0  .020  2.8 260 23 2.9 250 25 500    110 6400   .77 100 8.2 .083 23 .70 .095 23 .93 .091 23 1.0  1.5  88 21   .15 9.2 1.6 9.9 480 77 20   530 170 11   480 97
bitvector/interleave_bits_true-unreach-call_true-no-overflow.i .13  24 .85 .55 17 6.4  .0068 .77 .029  4.2 280 33 4.1 260 36 1.4  76 16   .70 100 8.6 900     2600 14000    .13  23 1.3  .078 23 1.1  1.3  66 14   .18 9.4 1.8 5.3 320 43 5.4 320 43 5.9 330 44
bitvector/jain_1_true-unreach-call_true-no-overflow.i .11  22 .68 850    14000 6500    .0090 .99 .017  910   8800 7900 910   8800 7900 1.2  75 13   74    15000 790   900     790 9900    320     15000 4300    .080 23 .90 1.3  80 14   .16 9.3 1.7 5.8 320 40 5.2 310 40 5.2 320 43
bitvector/jain_2_true-unreach-call_true-no-overflow.i .088 22 .72 850    14000 6900    .010  1.1  .030  910   9700 8400 910   9500 8200 1.2  75 14   66    15000 690   900     780 11000    310     15000 3700    .099 23 .75 1.3  74 17   .15 9.3 1.6 5.9 330 42 5.1 320 40 6.1 330 50
bitvector/jain_4_true-unreach-call_true-no-overflow.i .11  22 .73 850    14000 8900    .010  .96 .027  910   10000 8500 910   10000 9400 1.2  75 13   61    15000 590   900     780 11000    310     15000 3800    .094 23 .74 1.3  79 18   .15 9.6 1.6 5.5 330 47 5.3 330 47 6.3 330 43
bitvector/jain_5_true-unreach-call_true-no-overflow.i .083 22 .78 260    15000 2900    .010  1.0  .024  900   3900 12000 900   990 11000 1.2  75 15   5.1  1200 59   900     12000 13000    340     15000 5000    .099 23 .71 1.3  78 15   .14 9.6 1.4 6.0 330 44 5.3 320 40 5.2 320 44
bitvector/jain_6_true-unreach-call_true-no-overflow.i .10  23 .74 850    14000 6300    .0097 1.0  .024  910   10000 9300 910   10000 10000 1.2  75 13   60    15000 660   900     760 9500    320     15000 4100    .10  23 .78 1.3  75 17   .16 9.2 1.8 5.7 330 44 6.0 340 42 5.8 320 40
bitvector/jain_7_true-unreach-call_true-no-overflow.i .12  22 .82 850    15000 7800    .010  .87 .020  910   5500 7100 910   5600 5300 1.2  75 14   60    15000 720   900     760 10000    310     15000 3600    .079 23 .76 1.3  76 16   .15 9.3 1.6 6.3 340 52 6.0 330 51 5.3 320 41
bitvector/modulus_true-unreach-call_true-no-overflow.i .13  24 .92 160    1000 850    .011  1.0  .028  900   4100 7400 900   4200 9100 900    620 7100   900    15000 10000   900     4800 12000    900     2700 6500    .095 23 .96 1.4  72 18   270    56   3300   5.5 310 40 6.0 320 46 5.7 320 41
bitvector/num_conversion_1_true-unreach-call_true-no-overflow.i .089 22 .94 .43 17 4.0  .010  .88 .015  3.0 250 24 3.1 260 28 1.4  76 15   1.7  170 18   140     15000 1800    .12  23 1.2  .081 23 .91 2.1  87 25   .14 9.4 1.4 5.4 310 46 5.7 320 47 5.8 320 48
bitvector/num_conversion_2_true-unreach-call_true-no-overflow.i .098 22 .89 .44 17 4.8  .010  .88 .018  32   760 280 32   730 260 1.4  76 16   1.5  190 16   140     15000 1800    .16  23 1.5  .12  23 .79 2.1  95 26   .16 9.3 1.7 6.8 340 47 5.7 320 46 6.6 340 54
bitvector/parity_true-unreach-call_true-no-overflow.i .097 23 .86 .86 21 11    .0093 .93 .016  14   440 120 16   430 110 1.4  75 15   47    15000 520   900     700 6900    9.7   210 110    .087 23 .96 1.4  77 17   .15 9.4 1.8 5.6 320 38 5.3 320 46 5.6 320 46
bitvector/sum02_false-unreach-call_true-no-overflow.i .081 23 .84 850    8400 4000    .010  .88 .019  900   1800 9900 900   1800 10000 1.2  75 13   50    15000 540   900     770 9000    200     15000 2800    .091 23 1.0  1.3  73 16   .16 9.4 1.9 5.8 330 45 6.0 320 48 5.7 320 40
bitvector/sum02_true-unreach-call_true-no-overflow.i .11  24 .91 850    7000 2600    .0092 .89 .027  900   1800 11000 900   1800 11000 1.2  75 16   50    15000 500   900     750 9100    210     15000 2500    .076 23 1.1  1.4  80 15   .16 9.5 1.8 5.4 320 42 16   330 200 5.6 320 45
../../sv-benchmarks/c/ status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J) status cpu (s) mem (MB) energy (J)
total 328 21000 47000 220000 328 100000   550000 640000 328 11    1000 89    328 68000   480000 800000 328 68000   480000 790000 328 37000 540000 460000 328 52000 3800000 570000 328 110000 1400000 1200000 328 84000 1200000 940000 328 45000 520000 490000 328 110000   86000 1200000 327 100000   140000 1200000 328 49000 340000 650000 328 59000 240000 810000 328 51000 370000 620000
    correct results 233 48 5700 440 188 210   4900 1400 15 1.1  130 9.7  168 1300   51000 13000 168 1300   52000 13000 142 240 13000 2600 51 13000 38000 130000 149 25 3700 280 174 110 6300 1400 234 340 9200 3900 271 63000   59000 740000 204 340   2300 4100 273 3000 120000 28000 263 2300 97000 22000 270 3100 110000 28000
        correct true 95 30 2500 310 32 190   2000 1200 5 .18 42 .92 25 920   15000 10000 25 920   15000 10000 0 30 8100 29000 84000 0 25 77 2400 980 85 76 4100 1000 119 63000   46000 740000 43 290   610 3500 113 2000 62000 20000 103 990 41000 9200 110 1600 51000 15000
        correct false 138 18 3200 140 156 22   2900 180 10 .88 84 8.7  143 360   36000 3200 143 370   36000 3300 142 240 13000 2600 21 4500 8400 46000 149 25 3700 280 149 34 3900 440 149 260 5200 2900 152 390   13000 4400 161 49   1700 550 160 1000 54000 8100 160 1300 55000 13000 160 1500 56000 13000
    correct-unconfimed results 4 45 1200 400 12 32   620 360 0 3 42   1300 320 3 38   1300 290 17 1100 3200 14000 19 5200 22000 52000 11 27 820 360 15 99 3000 1300 15 360 4500 3900 31 26000   8900 280000 4 3.1 400 34 0 0 1 12 480 100
        correct-unconfirmed true 2 11 370 120 5 7.0 170 77 0 1 2.3 240 20 1 2.3 240 19 0 9 940 4300 10000 0 4 55 1500 690 5 77 2200 900 29 26000   8800 280000 2 1.1 25 13 0 0 1 12 480 100
        correct-unconfirmed false 2 34 860 290 7 25   450 290 0 2 39   1000 300 2 35   1000 270 17 1100 3200 14000 10 4200 18000 42000 11 27 820 360 11 45 1500 590 10 290 2300 3000 2 3.4 160 43 2 2.0 370 21 0 0 0
    incorrect results 0 0 0 9 22   2300 200 9 23   2300 200 2 480 490 6800 0 0 0 0 1 880   230 11000 0 0 0 0
        incorrect true 0 0 0 0 0 0 0 0 0 0 1 880   230 11000 0 0 0 0
        incorrect false 0 0 0 9 22   2300 200 9 23   2300 200 2 480 490 6800 0 0 0 0 0 0 0 0 0
Run set 2ls.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cbmc.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] ceagle.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cpa-kind.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] cpa-seq.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] depthk.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-falsi.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-incr.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] esbmc-kind.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] smack.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] symbiotic4.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] uautomizer.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] ukojak.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other] utaipan.[sv-comp17.Overflows-BitVectors; sv-comp17.Overflows-Other]