Tool ULTIMATE Automizer 0.1.23-1cc990c1
Limits timelimit: 900 s, memlimit: 8000 MB, CPU core limit: 2
Host struebli
OS Linux-4.16.18-gentoo-x86_64-AMD_EPYC_7351P_16-Core_Processor-with-gentoo-2.4.1
System CPU: AMD EPYC 7351P 16-Core Processor, cores: 32, frequency: 2400 MHz; RAM: 135158 MB
Date of execution 2018-09-30 23:06:02 CEST
Run set Automizer Old Automizer New CodeCheck Old CodeCheck New
Options --generate-csv --csv-dir csv -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/pu-bench/svcomp-Reach-32bit-Automizer_Default.epf --generate-csv --csv-dir csv -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/pu-bench/svcomp-Reach-32bit-Automizer_Default_PUPT.epf --generate-csv --csv-dir csv -tc ../../../trunk/examples/toolchains/KojakBplInline.xml -s ../../../trunk/examples/settings/pu-bench/svcomp-Reach-32bit-Kojak_Default.epf --generate-csv --csv-dir csv -tc ../../../trunk/examples/toolchains/KojakBplInline.xml -s ../../../trunk/examples/settings/pu-bench/svcomp-Reach-32bit-Kojak_Default_PUPT.epf
../../../trunk/examples/programs/ status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage
real-life/BigBranchingExample.bpl 906    855    3007770624 19.6  11.4  700583936 901    774    3276685312 31.8  20.7  703963136
real-life/DraegerElevator-FSEN2007.bpl 9.64 5.39 255979520 10.8  6.40 309448704 10.9  6.15 296681472 12.6  7.39 315867136
real-life/Elevator-Integer.bpl 53.4  33.3  1041154048 63.0  44.7  1159905280 278    238    1748369408 460    428    6437879808
real-life/Elevator.bpl 61.4  40.8  1069305856 86.5  55.1  1175613440 759    690    2538323968 906    854    3235201024
real-life/ElevatorWithAssignments.bpl 51.9  32.1  986476544 41.3  24.0  802422784 901    808    3147841536 906    849    2952142848
real-life/ElevatorWithSingleTransition.bpl 6.00 3.47 199655424 6.18 3.51 198639616 6.64 3.71 210448384 7.10 4.10 212398080
real-life/GateController.bpl 901    783    1476386816 901    805    1375969280 901    797    3046457344 906    805    1210875904
real-life/GateControllerIncorrect1.bpl 24.2  15.2  687042560 29.8  18.7  799150080 13.2  7.98 435118080 24.1  15.9  680525824
real-life/GripperTest-correct.bpl 6.88 3.85 211218432 7.06 3.91 214425600 10.8  6.05 273297408 12.3  7.75 337092608
real-life/GripperTest-incorrect.bpl 6.73 4.00 214360064 7.32 4.20 222326784 8.23 4.54 220663808 9.94 5.61 237285376
real-life/GuiTestExample.bpl 13.2  7.38 386605056 10.2  5.58 278724608 10.5  6.19 313491456 11.8  7.24 326029312
real-life/GuiTestExampleUnsafe.bpl 12.4  7.02 377294848 9.99 5.73 276135936 11.1  6.35 315645952 11.8  7.39 321667072
real-life/RailwayCrossing-Incorrenct.bpl 7.45 4.18 229752832 8.75 4.86 233988096 6.98 4.13 214093824 7.89 4.71 221405184
real-life/RailwayCrossing.bpl 792    685    1431859200 742    653    1486295040 901    789    2751803392 905    797    1189027840
real-life/USE_SimplifiedGripperTest.bpl 6.23 3.53 215416832 6.67 3.70 213135360 7.36 4.11 207912960 9.02 5.23 231305216
real-life/bank.bpl 6.19 3.46 197795840 6.09 3.44 197259264 6.30 3.54 212418560 5.78 3.41 210493440
real-life/divisibilityWithArray.bpl 901    781    1714503680 6.09 3.40 199073792 901    808    3143041024 6.93 3.98 213659648
real-life/s3_clnt_1_Safe.bpl 51.9  28.4  1205145600 59.3  34.9  1294553088 901    780    3639480320 902    837    2870050816
real-life/s3_clnt_1_Unsafe.bpl 14.7  8.31 527278080 17.3  10.3  690765824 804    694    3529302016 906    841    2387517440
real-life/tcas-correct.bpl 8.26 4.64 244801536 9.48 5.22 254107648 7.48 4.19 219930624 8.95 5.17 225144832
real-life/tcas-incorrect.bpl 6.24 3.55 211943424 6.54 3.64 213073920 7.22 4.02 217341952 7.79 4.50 218763264
real-life/tcas-woAssumption.bpl 6.42 3.61 212402176 6.52 3.65 204869632 7.05 3.86 217202688 6.83 4.02 214806528
real-life/threadpooling_out.bpl 902    837    3047985152 901    805    1303134208 901    792    3160309760 905    815    1192976384
real-life/threadpooling_out2.mover.bpl 80.9  56.5  1286991872 126    94.5  1351073792 901    799    3157409792 906    833    1188941824
real-life/threadpooling_out3.bpl 900    832    3014275072 901    794    1658650624 901    798    3087302656 901    810    1362149376
real-life/threadpooling_out3.mover.bpl 901    844    2877890560 901    821    2064027648 901    804    3080093696 904    834    1223802880
real-life/threadpooling_out3_Reals.bpl 901    826    2992701440 901    790    1599381504 901    791    3104018432 901    813    1349214208
real-life/threadpooling_out_Reals.bpl 906    846    3089248256 901    811    1478676480 901    793    3174776832 904    816    1170591744
real-life/threadpooling_product.bpl 906    838    3000606720 145    114    1307324416 901    799    3211104256 906    832    1156050944
real-life/threadpooling_product_WithProcedures.bpl 901    822    3199385600 160    126    1279238144 901    794    3243675648 903    810    1266126848
real-life/threadpooling_product_WithoutIf.bpl 901    835    3025408000 650    581    2529112064 901    802    3146493952 906    830    1276243968
20170319-ConjunctivePathPrograms/bhmr2007.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.39 4.75 239992832 9.04 4.96 235311104 7.44 4.24 217772032 8.05 4.51 221503488
20170319-ConjunctivePathPrograms/cggmp2005.c.i_3.bplTransformedIcfg_BEv2_2.bpl 10.8  6.05 303239168 10.8  6.23 327024640 11.3  6.72 393785344 13.0  7.51 392839168
20170319-ConjunctivePathPrograms/cggmp2005_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.81 4.98 251437056 9.79 5.45 257466368 8.49 4.84 238653440 9.63 5.39 247332864
20170319-ConjunctivePathPrograms/const1.i_3.bplTransformedIcfg_BEv2_6.bpl 901    754    1405517824 901    804    1655709696 902    776    3183185920 906    851    1642020864
20170319-ConjunctivePathPrograms/count_by_1_variant.i_2.bplTransformedIcfg_BEv2_3.bpl 8.64 4.83 248725504 10.2  5.69 298999808 902    776    3257819136 906    843    1670475776
20170319-ConjunctivePathPrograms/count_by_2.i_3.bplTransformedIcfg_BEv2_3.bpl 901    757    1456754688 901    806    2037055488 901    786    3682029568 904    796    3090173952
20170319-ConjunctivePathPrograms/count_by_k.i_3.bplTransformedIcfg_BEv2_3.bpl 901    799    1354117120 902    821    1320472576 905    822    3000508416 906    847    2040741888
20170319-ConjunctivePathPrograms/count_by_nondet.i_3.bplTransformedIcfg_BEv2_3.bpl 901    757    1482117120 900    803    1692241920 901    768    3289526272 904    839    1607946240
20170319-ConjunctivePathPrograms/count_up_down.i_3.bplTransformedIcfg_BEv2_7.bpl 6.70 3.66 212361216 6.67 3.75 214450176 6.62 3.75 215085056 7.18 4.05 214388736
20170319-ConjunctivePathPrograms/ddlm2013.i_3.bplTransformedIcfg_BEv2_8.bpl 8.20 4.53 242143232 8.10 4.52 237367296 7.36 4.20 216752128 8.20 4.65 232136704
20170319-ConjunctivePathPrograms/down.i_4.bplTransformedIcfg_BEv2_5.bpl 901    767    1533804544 901    771    1334870016 901    776    3188621312 906    837    1437777920
20170319-ConjunctivePathPrograms/fragtest_simple.i_4.bplTransformedIcfg_BEv2_5.bpl 901    767    1911836672 901    811    2207674368 901    805    3324116992 903    797    3112501248
20170319-ConjunctivePathPrograms/functions1.i_3.bplTransformedIcfg_BEv2_8.bpl 901    756    1489825792 901    804    2476285952 901    779    3621380096 902    795    3190956032
20170319-ConjunctivePathPrograms/gauss_sum.i_3.bplTransformedIcfg_BEv2_3.bpl 906    833    1269174272 902    800    1237254144 901    822    1589194752 901    848    1289474048
20170319-ConjunctivePathPrograms/gcd_2.i_4.bplTransformedIcfg_BEv2_6.bpl 7.28 4.03 219971584 7.35 4.11 224845824 8.01 4.49 227958784 8.63 4.90 239939584
20170319-ConjunctivePathPrograms/gj2007.c.i_4.bplTransformedIcfg_BEv2_3.bpl 131    88.3  1456754688 134    93.2  1331556352 473    391    1656860672 237    184    1629970432
20170319-ConjunctivePathPrograms/gr2006.c.i_4.bplTransformedIcfg_BEv2_3.bpl 175    129    2190774272 207    162    1779142656 901    786    3166253056 906    835    2305179648
20170319-ConjunctivePathPrograms/half.i_3.bplTransformedIcfg_BEv2_4.bpl 7.86 4.43 228061184 7.55 4.27 228470784 8.92 4.95 244760576 9.97 5.55 241254400
20170319-ConjunctivePathPrograms/half_2.i_3.bplTransformedIcfg_BEv2_5.bpl 8.90 5.09 256417792 10.7  6.01 297775104 10.1  5.87 303964160 11.1  6.50 334409728
20170319-ConjunctivePathPrograms/hhk2008.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.77 5.50 262660096 9.68 5.41 260751360 9.69 5.52 265461760 10.5  5.93 286330880
20170319-ConjunctivePathPrograms/interleave_bits.i_3.bplTransformedIcfg_BEv2_4.bpl 15.2  9.03 528195584 18.0  10.8  576905216 13.3  7.95 459689984 16.5  10.0  598347776
20170319-ConjunctivePathPrograms/jain_5.i_2.bplTransformedIcfg_BEv2_4.bpl 8.62 4.80 244854784 8.95 5.03 251564032 901    786    3095908352 903    837    1446830080
20170319-ConjunctivePathPrograms/jm2006.c.i_3.bplTransformedIcfg_BEv2_3.bpl 11.3  6.29 294359040 10.9  6.12 312303616 12.4  7.50 439758848 16.5  9.38 452472832
20170319-ConjunctivePathPrograms/jm2006_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 11.1  6.25 315097088 11.1  6.25 313495552 13.0  7.92 451100672 18.0  10.2  480018432
20170319-ConjunctivePathPrograms/large_const.i_3.bplTransformedIcfg_BEv2_2.bpl 7.11 3.97 224296960 7.06 4.05 227872768 9.14 5.22 257134592 10.1  5.71 274874368
20170319-ConjunctivePathPrograms/nested.i_4.bplTransformedIcfg_BEv2_3.bpl 263    218    3128705024 265    221    3137548288 433    376    2921705472 502    460    1716273152
20170319-ConjunctivePathPrograms/nested1.i_4.bplTransformedIcfg_BEv2_12.bpl 900    806    3022491648 902    819    2997612544 901    777    3485880320 906    836    1540501504
20170319-ConjunctivePathPrograms/nested9.i_3.bplTransformedIcfg_BEv2_4.bpl 11.0  6.24 314028032 12.0  6.90 346583040 11.4  6.77 388329472 12.8  7.72 408387584
20170319-ConjunctivePathPrograms/num_conversion_1.i_3.bplTransformedIcfg_BEv2_9.bpl 11.6  6.40 330743808 12.1  6.88 364044288 10.8  6.05 298516480 12.5  7.05 351141888
20170319-ConjunctivePathPrograms/num_conversion_2.i_3.bplTransformedIcfg_BEv2_7.bpl 11.0  6.20 326643712 12.4  7.07 358985728 14.7  9.13 626933760 17.7  10.9  678469632
20170319-ConjunctivePathPrograms/overflow1.i_3.bplTransformedIcfg_BEv2_4.bpl 901    761    1474281472 900    801    1309671424 901    771    3188363264 904    793    2491969536
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.5  6.91 386596864 14.4  8.35 509435904 13.1  7.52 399417344 15.1  8.58 422854656
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_29.bpl 12.8  7.11 380624896 14.4  8.23 472338432 12.1  6.79 338964480 13.8  7.67 365625344
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 14.3  7.88 410685440 18.0  10.2  546627584 11.9  6.65 328671232 13.1  7.35 348577792
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.3  6.86 372924416 16.0  8.89 439001088 12.6  7.07 344322048 13.3  7.51 365305856
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_26.bpl 15.2  8.54 467034112 16.5  9.52 568430592 12.4  6.90 339619840 14.0  7.70 365654016
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_25.bpl 16.6  9.00 460709888 15.0  8.38 520560640 12.8  7.39 393764864 14.9  8.43 439021568
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_23.bpl 16.2  8.83 442945536 15.6  8.81 507686912 13.2  7.84 479145984 15.4  9.03 506998784
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bplTransformedIcfg_BEv2_23.bpl 10.8  5.97 338993152 12.5  6.90 388947968 12.6  6.99 340004864 14.7  8.16 370094080
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bplTransformedIcfg_BEv2_29.bpl 11.0  6.14 332414976 12.9  7.18 379248640 10.8  5.93 297365504 12.3  6.79 329543680
20170304-DifficultPathPrograms/afnp2014.c.i_3.bpl 7.63 4.34 233275392 8.66 4.85 242634752 901    782    3167473664 901    827    1437069312
20170304-DifficultPathPrograms/array.i_3.bpl 7.93 4.45 233037824 7.22 3.86 216748032 8.74 5.06 245805056 6.89 3.86 214126592
20170304-DifficultPathPrograms/array1.i_3.bpl 906    818    1412616192 906    850    1331396608 901    789    3501133824 905    793    3029868544
20170304-DifficultPathPrograms/array2.i_3.bpl 906    816    1449648128 906    851    1273131008 903    796    3347492864 901    793    2764398592
20170304-DifficultPathPrograms/array3.i_4.bpl 900    820    1609834496 906    844    1434783744 901    792    3235655680 902    787    3019055104
20170304-DifficultPathPrograms/array4.i_4.bpl 196    120    8000000000 29.8  18.9  790781952 901    791    3406864384 906    795    3018072064
20170304-DifficultPathPrograms/bhmr2007.c.i_3.bpl 8.72 4.90 243052544 8.56 4.81 240054272 8.07 4.54 221282304 8.71 4.90 230969344
20170304-DifficultPathPrograms/cggmp2005.c.i_3.bpl 10.6  6.04 315478016 12.0  6.83 352497664 11.5  6.91 404226048 14.1  8.28 434741248
20170304-DifficultPathPrograms/cggmp2005_variant.c.i_3.bpl 9.16 5.18 260182016 10.4  5.83 268214272 8.91 5.03 239906816 10.6  6.01 278429696
20170304-DifficultPathPrograms/cggmp2005b.c.i_4.bpl 8.59 4.82 250605568 9.42 5.35 262889472 10.1  5.76 282292224 12.1  7.11 370872320
20170304-DifficultPathPrograms/const1.i_3.bpl 906    883    898461696 906    877    1140150272 901    829    1320288256 903    811    1969152000
20170304-DifficultPathPrograms/count_by_1.i_3.bpl 8.07 4.54 243920896 8.70 4.92 246337536 901    794    3379257344 906    793    2692546560
20170304-DifficultPathPrograms/count_by_1_variant.i_2.bpl 9.17 5.19 253571072 9.92 5.70 283414528 9.22 5.29 257642496 10.0  5.85 284123136
20170304-DifficultPathPrograms/count_by_2.i_3.bpl 901    758    1447124992 900    804    2846023680 901    793    3312132096 901    785    3071578112
20170304-DifficultPathPrograms/count_by_k.i_3.bpl 901    797    1351110656 901    823    1338810368 906    818    3023388672 903    847    1486389248
20170304-DifficultPathPrograms/count_by_nondet.i_3.bpl 901    762    2446413824 900    807    3112800256 902    776    3308290048 906    836    1556918272
20170304-DifficultPathPrograms/count_up_down.i_3.bpl 9.02 5.01 234668032 29.2  23.9  328282112 7.70 4.35 219934720 20.9  17.2  232984576
20170304-DifficultPathPrograms/ddlm2013.i_3.bpl 7.88 4.46 238473216 8.60 4.78 237584384 7.33 4.16 207060992 8.38 4.71 226344960
20170304-DifficultPathPrograms/diamond1.i_3.bpl 906    885    928964608 906    878    1116057600 402    352    1291595776 246    200    1414152192
20170304-DifficultPathPrograms/diamond2.i_4.bpl 34.1  28.0  410714112 15.9  10.2  409501696 145    139    513282048 34.3  28.0  390660096
20170304-DifficultPathPrograms/down.i_4.bpl 901    762    1419296768 901    771    1296760832 901    774    3194212352 906    838    1456529408
20170304-DifficultPathPrograms/eureka_01.i_3.bpl 8.57 4.71 241389568 7.19 4.02 227164160 9.30 5.29 267104256 9.44 5.29 251101184
20170304-DifficultPathPrograms/eureka_01.i_6.bpl 9.63 5.34 258867200 10.4  5.82 301912064 38.9  23.6  821026816 60.1  39.3  1015939072
20170304-DifficultPathPrograms/eureka_05.i_5.bpl 14.1  8.19 485146624 13.4  7.87 411443200 42.1  28.4  946253824 45.8  30.9  944496640
20170304-DifficultPathPrograms/fragtest_simple.i_4.bpl 901    767    1514807296 901    781    1452077056 901    776    3158159360 906    843    1424502784
20170304-DifficultPathPrograms/functions1.i_3.bpl 906    891    799633408 906    888    813203456 901    827    1302683648 906    815    3250802688
20170304-DifficultPathPrograms/gauss_sum.i_3.bpl 906    832    1276325888 901    798    1247707136 901    825    1611726848 901    838    1296932864
20170304-DifficultPathPrograms/gcd_2.i_4.bpl 901    869    3631632384 11.6  8.41 253366272 906    900    717967360 29.2  25.1  273428480
20170304-DifficultPathPrograms/gj2007.c.i_4.bpl 140    92.6  1393434624 151    103    1368317952 484    402    1681166336 339    275    1378295808
20170304-DifficultPathPrograms/gr2006.c.i_4.bpl 175    135    2312097792 257    206    1899364352 901    787    3161530368 906    837    2163982336
20170304-DifficultPathPrograms/half.i_3.bpl 8.09 4.52 233312256 8.41 4.70 234541056 9.64 5.55 277065728 10.7  6.09 292839424
20170304-DifficultPathPrograms/half_2.i_3.bpl 9.13 5.20 267714560 10.7  6.04 301682688 10.4  6.01 304607232 12.2  7.10 346476544
20170304-DifficultPathPrograms/hhk2008.c.i_3.bpl 10.4  5.73 284315648 10.4  5.87 272052224 10.2  5.79 267890688 11.6  6.52 320090112
20170304-DifficultPathPrograms/insertion_sort.i_3.bpl 7.39 4.17 225792000 6.49 3.67 215207936 7.21 4.02 214204416 6.98 3.98 215650304
20170304-DifficultPathPrograms/interleave_bits.i_3.bpl 24.4  15.9  628809728 34.3  23.1  763412480 19.0  11.9  680579072 21.3  13.3  686125056
20170304-DifficultPathPrograms/invert_string.i_4.bpl 901    779    2670755840 8.60 4.86 241561600 901    794    2714861568 10.4  5.98 278736896
20170304-DifficultPathPrograms/jain_1.i_2.bpl 10.3  6.56 239652864 9.34 6.33 231989248 901    838    1295237120 901    781    1232814080
20170304-DifficultPathPrograms/jain_2.i_2.bpl 49.6  45.3  361508864 24.6  21.1  253509632 901    829    1255673856 901    785    1187745792
20170304-DifficultPathPrograms/jain_4.i_2.bpl 136    131    351514624 9.76 6.57 233021440 901    840    1220734976 901    783    1191538688
20170304-DifficultPathPrograms/jain_5.i_2.bpl 906    886    801783808 906    881    899047424 901    803    3115352064 906    827    1368879104
20170304-DifficultPathPrograms/jain_6.i_2.bpl 21.4  18.2  230453248 39.7  35.7  273592320 901    842    1354747904 907    786    1194123264
20170304-DifficultPathPrograms/jain_7.i_2.bpl 43.1  38.6  284205056 41.6  37.7  288628736 901    851    1129287680 901    781    1211899904
20170304-DifficultPathPrograms/jm2006.c.i_3.bpl 11.2  6.28 315031552 10.9  6.15 326303744 11.6  6.80 344608768 15.9  9.01 419110912
20170304-DifficultPathPrograms/jm2006_variant.c.i_3.bpl 10.7  6.14 321232896 11.8  6.67 334323712 11.8  6.93 366567424 15.5  8.76 421920768
20170304-DifficultPathPrograms/large_const.i_3.bpl 7.24 4.05 229416960 7.20 4.09 229777408 9.01 5.11 260358144 10.5  5.99 295092224
20170304-DifficultPathPrograms/linear_sea.ch.i_4.bpl 16.3  11.7  276283392 10.3  6.74 246706176 901    830    1261944832 906    853    1480253440
20170304-DifficultPathPrograms/linear_search.i_5.bpl 22.8  16.8  498679808 17.8  13.7  279302144 523    452    2554597376 906    850    1564172288
20170304-DifficultPathPrograms/matrix.i_4.bpl 11.4  6.37 302338048 7.40 4.17 227295232 12.4  7.52 443539456 11.1  6.26 315076608
20170304-DifficultPathPrograms/mcmillan2006.c.i_3.bpl 8.08 4.47 233222144 6.77 3.77 215613440 7.57 4.28 225370112 7.30 4.10 217227264
20170304-DifficultPathPrograms/n.c11.i_3.bpl 9.61 5.44 272756736 10.5  5.95 318156800 9.63 5.48 265334784 11.0  6.31 313135104
20170304-DifficultPathPrograms/nested.c_4.bpl 7.87 4.40 231002112 7.95 4.45 240173056 901    779    3305037824 906    846    1596669952
20170304-DifficultPathPrograms/nested.i_4.bpl 415    355    3395846144 394    334    3367915520 445    383    2909503488 518    471    1800556544
20170304-DifficultPathPrograms/nested1.i_4.bpl 906    886    1250476032 906    880    1314562048 901    822    1957007360 906    851    1533915136
20170304-DifficultPathPrograms/nested9.i_3.bpl 10.7  6.05 298262528 11.5  6.61 335237120 11.3  6.65 385634304 13.3  7.95 418099200
20170304-DifficultPathPrograms/num_conversion_1.i_3.bpl 30.4  24.2  464060416 13.2  8.82 333545472 201    196    415354880 152    146    463216640
20170304-DifficultPathPrograms/num_conversion_2.i_3.bpl 28.8  22.5  452784128 17.3  11.8  402817024 189    184    410312704 172    165    502956032
20170304-DifficultPathPrograms/overflow1.i_3.bpl 905    891    807706624 906    890    873644032 901    827    1303883776 905    821    1959456768
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bpl 18.2  10.1  552407040 23.7  13.4  669216768 13.5  7.91 458412032 19.8  11.4  548122624
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bpl 16.0  9.08 539602944 17.8  10.2  599810048 12.2  6.90 351494144 15.0  8.47 411217920
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bpl 14.9  8.21 487571456 17.7  9.97 582291456 12.9  7.55 433197056 16.5  9.57 499892224
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.UNBOUNDED.pals.c_11.bpl 15.3  8.49 477761536 21.3  11.7  549212160 10.4  5.88 309624832 12.2  6.86 347045888
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bpl 18.4  10.2  556118016 22.2  12.6  668856320 13.5  8.11 493207552 17.6  10.1  522285056
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bpl 16.0  9.05 540217344 18.3  10.4  596054016 11.7  6.72 340721664 14.2  8.09 407207936
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bpl 18.1  9.71 556032000 28.8  15.6  684777472 13.4  7.77 429699072 16.4  9.42 482414592
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.UNBOUNDED.pals.c_10.bpl 21.4  11.8  652349440 27.3  15.0  690290688 13.6  7.85 467087360 16.6  9.68 514523136
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.BOUNDED-8.pals.c_10.bpl 17.6  9.49 551440384 25.6  13.6  662806528 13.6  7.94 472719360 17.6  10.3  542392320
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.UNBOUNDED.pals.c_11.bpl 21.1  11.6  669188096 28.3  15.5  687190016 13.3  7.71 440635392 18.5  10.4  485224448
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bpl 24.9  13.4  656592896 28.5  15.8  691818496 17.4  10.6  690180096 23.6  13.9  691138560
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.UNBOUNDED.pals.c_10.bpl 18.5  10.5  674635776 28.7  15.7  673632256 13.5  7.95 459702272 17.6  10.2  511127552
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.BOUNDED-10.pals.c_11.bpl 24.6  13.2  692219904 28.8  16.0  711942144 35.3  23.6  793743360 45.0  30.4  911388672
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.UNBOUNDED.pals.c_11.bpl 27.1  14.8  690794496 30.9  17.1  691863552 12.0  6.79 383102976 15.4  8.67 445853696
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.BOUNDED-10.pals.c_11.bpl 24.9  13.5  696459264 35.1  19.0  703561728 16.8  10.3  689799168 24.3  14.3  683106304
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.UNBOUNDED.pals.c_12.bpl 28.5  15.6  816893952 33.9  18.7  799207424 12.5  7.04 388268032 15.5  8.81 448311296
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.BOUNDED-10.pals.c_11.bpl 23.1  12.3  688848896 33.2  17.9  715038720 33.4  21.6  788819968 34.9  22.7  798265344
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.UNBOUNDED.pals.c_11.bpl 24.4  13.6  684331008 29.4  16.4  697950208 14.8  9.07 604020736 22.7  13.3  657858560
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.BOUNDED-12.pals.c_12.bpl 30.4  16.4  820006912 50.0  28.2  939982848 52.2  36.1  888758272 75.4  56.0  1009299456
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.UNBOUNDED.pals.c_12.bpl 32.4  17.4  871342080 36.9  20.3  931147776 15.1  8.96 568582144 22.7  12.9  590872576
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.2.ufo.BOUNDED-12.pals.c_12.bpl 37.4  19.8  899018752 49.9  27.3  1041895424 39.6  27.3  802238464 44.2  31.2  795852800
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.BOUNDED-12.pals.c_12.bpl 24.0  12.8  695980032 38.4  21.1  825315328 14.3  8.39 533012480 18.7  10.9  561876992
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.UNBOUNDED.pals.c_12.bpl 36.2  19.4  911368192 41.0  22.3  964272128 13.8  7.72 385081344 15.9  9.06 451522560
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.BOUNDED-6.pals.c_13.bpl 17.2  9.74 554852352 20.6  11.8  644976640 14.2  8.43 508731392 19.3  11.2  550146048
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.UNBOUNDED.pals.c_14.bpl 21.0  11.9  655544320 34.1  19.5  707706880 12.3  6.92 339755008 14.3  8.16 424689664
20170304-DifficultPathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bpl 20.6  11.7  645955584 27.4  15.5  673312768 14.0  8.33 507162624 16.8  9.87 539348992
20170304-DifficultPathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bpl 19.8  11.3  658391040 28.5  17.0  702418944 13.0  7.54 430247936 17.1  9.96 494628864
20170304-DifficultPathPrograms/pals_lcr.3_overflow.ufo.UNBOUNDED.pals.c_13.bpl 20.3  11.5  653250560 34.8  20.0  708050944 11.6  6.56 347885568 14.6  8.32 399716352
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.BOUNDED-8.pals.c_19.bpl 20.3  11.3  654323712 26.9  14.8  684863488 13.0  7.52 442859520 17.0  9.82 492630016
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.UNBOUNDED.pals.c_16.bpl 20.4  11.5  654761984 28.5  15.8  682434560 13.2  7.83 466460672 19.2  10.9  503607296
20170304-DifficultPathPrograms/pals_lcr.4.ufo.BOUNDED-8.pals.c_19.bpl 22.5  12.5  676495360 17.4  9.27 503029760 12.0  6.78 370544640 15.2  8.54 422232064
20170304-DifficultPathPrograms/pals_lcr.4.ufo.UNBOUNDED.pals.c_16.bpl 20.8  11.8  680935424 29.5  16.3  666804224 13.8  8.06 470892544 17.4  10.1  511516672
20170304-DifficultPathPrograms/pals_lcr.4_overflow.ufo.UNBOUNDED.pals.c_19.bpl 22.4  12.6  688803840 31.9  17.7  693366784 12.9  7.48 440377344 16.6  9.61 501489664
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.BOUNDED-10.pals.c_21.bpl 28.5  15.6  694595584 33.6  18.4  707248128 13.8  7.86 431620096 17.3  9.75 476409856
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.UNBOUNDED.pals.c_19.bpl 26.5  14.2  687423488 31.3  17.4  801968128 13.2  7.64 459231232 19.0  10.8  531120128
20170304-DifficultPathPrograms/pals_lcr.5.ufo.BOUNDED-10.pals.c_21.bpl 30.7  16.7  787030016 26.7  14.0  689991680 13.4  7.76 488910848 17.6  10.1  518217728
20170304-DifficultPathPrograms/pals_lcr.5.ufo.UNBOUNDED.pals.c_19.bpl 19.6  10.6  676814848 27.2  14.7  681353216 11.2  6.33 338636800 14.2  7.86 382357504
20170304-DifficultPathPrograms/pals_lcr.5_overflow.ufo.UNBOUNDED.pals.c_21.bpl 34.2  19.1  791584768 48.1  27.5  855547904 13.9  8.08 455168000 18.8  10.7  526036992
20170304-DifficultPathPrograms/pals_lcr.6.1.ufo.UNBOUNDED.pals.c_23.bpl 34.7  18.7  816304128 37.6  20.8  820518912 14.2  8.27 501346304 19.2  11.1  554487808
20170304-DifficultPathPrograms/pals_lcr.6.ufo.UNBOUNDED.pals.c_23.bpl 31.4  17.1  820396032 36.2  20.1  854134784 12.2  6.82 373325824 15.5  8.53 400105472
20170304-DifficultPathPrograms/phases1.i_3.bpl 8.52 4.78 249204736 9.81 5.51 265998336 901    832    1284321280 901    818    2152923136
20170304-DifficultPathPrograms/s3_clnt_1.cil.c_16.bpl 19.8  10.7  579313664 24.7  13.7  685715456 45.2  28.9  940105728 56.0  37.5  996782080
20170304-DifficultPathPrograms/s3_clnt_2.cil.c_21.bpl 29.9  16.5  758710272 42.5  23.5  799211520 66.2  46.3  1243246592 91.4  66.2  1270370304
20170304-DifficultPathPrograms/s3_clnt_3.BV.c.cil.c_19.bpl 20.4  11.3  676728832 27.2  15.1  687534080 37.8  23.9  882999296 42.7  28.3  904400896
20170304-DifficultPathPrograms/s3_clnt_3.cil.c_21.bpl 25.0  14.0  697237504 33.7  18.8  712757248 52.5  35.2  1034362880 70.3  48.8  1157419008
20170304-DifficultPathPrograms/s3_clnt_4.cil.c_20.bpl 21.2  11.7  690548736 25.6  14.3  715284480 43.1  28.7  987172864 54.6  37.1  1067794432
20170304-DifficultPathPrograms/s3_srvr_1.BV.c.cil.c_21.bpl 29.4  16.5  790437888 38.9  22.3  797130752 36.3  22.5  789336064 50.4  33.0  972931072
20170304-DifficultPathPrograms/s3_srvr_1.cil.c_23.bpl 31.6  17.6  786096128 39.3  22.7  810733568 65.5  42.9  1079832576 94.0  66.0  1217777664
20170304-DifficultPathPrograms/s3_srvr_1_alt.BV.c.cil.c_14.bpl 16.4  9.17 518426624 18.4  10.7  611209216 42.9  28.2  976863232 62.0  42.0  1054953472
20170304-DifficultPathPrograms/s3_srvr_2.BV.c.cil.c_13.bpl 12.6  7.02 386805760 13.0  7.40 435236864 30.4  17.6  699486208 32.7  20.8  780673024
20170304-DifficultPathPrograms/s3_srvr_2.cil.c_16.bpl 14.3  7.91 420528128 17.4  9.66 479985664 14.8  9.11 632422400 19.4  12.0  687017984
20170304-DifficultPathPrograms/s3_srvr_2_alt.BV.c.cil.c_13.bpl 11.9  6.66 392781824 14.6  8.18 437415936 28.7  16.9  699383808 31.2  19.9  794030080
20170304-DifficultPathPrograms/s3_srvr_3.BV.c.cil.c_19.bpl 31.9  17.4  804155392 38.0  21.7  816455680 40.4  26.3  934330368 53.3  37.1  1058598912
20170304-DifficultPathPrograms/s3_srvr_3.cil.c_20.bpl 30.2  17.0  796594176 37.6  21.6  815849472 33.5  21.4  807141376 46.9  31.5  965480448
20170304-DifficultPathPrograms/s3_srvr_3_alt.BV.c.cil.c_19.bpl 29.3  16.3  784326656 36.9  21.1  803205120 40.3  26.3  940257280 53.4  37.6  1054998528
20170304-DifficultPathPrograms/s3_srvr_4.cil.c_14.bpl 13.2  7.27 399949824 16.6  9.26 442855424 12.8  7.67 471195648 16.5  10.1  643706880
20170304-DifficultPathPrograms/s3_srvr_7.cil.c_19.bpl 14.2  7.72 442564608 19.1  10.5  502153216 16.0  9.73 647487488 23.0  14.0  696786944
20170304-DifficultPathPrograms/seq.i_4.bpl 901    773    1417502720 901    776    1297559552 901    783    3150729216 906    845    1484906496
20170304-DifficultPathPrograms/simple1.i_3.bpl 906    893    803921920 906    892    886607872 901    827    1295331328 902    816    1904541696
20170304-DifficultPathPrograms/simple4.i_3.bpl 906    894    781443072 906    892    889765888 901    829    1235431424 905    819    1621385216
20170304-DifficultPathPrograms/string.i_3.bpl 9.09 5.09 269324288 11.1  6.29 325115904 9.91 5.52 282107904 13.0  7.72 442093568
20170304-DifficultPathPrograms/string_concat-noarr.i_3.bpl 82.6  62.1  1427320832 58.4  41.6  1195421696 228    181    2597949440 258    211    1466011648
20170304-DifficultPathPrograms/sum01.i_3.bpl 8.55 4.70 238166016 8.19 4.60 238501888 9.45 5.34 256184320 11.0  6.29 299462656
20170304-DifficultPathPrograms/sum01_bug02.i_3.bpl 8.00 4.46 236216320 9.16 5.12 239476736 9.38 5.28 251863040 10.9  6.29 299974656
20170304-DifficultPathPrograms/sum01_bug02_sum01_bug02_base.case.i_4.bpl 7.97 4.43 234582016 8.59 4.77 240074752 9.40 5.34 255078400 10.9  6.19 299024384
20170304-DifficultPathPrograms/sum02.i_3.bpl 906    901    467558400 906    901    620347392 8.57 4.94 230903808 8.39 4.72 224235520
20170304-DifficultPathPrograms/sum03.i_3.bpl 83.3  75.6  618299392 88.5  78.7  686219264 32.7  21.4  786604032 34.2  21.4  774832128
20170304-DifficultPathPrograms/sum04.i_3.bpl 11.9  6.82 380432384 14.3  8.50 489115648 14.5  9.07 659279872 21.0  12.7  664649728
20170304-DifficultPathPrograms/sum04.i_4.bpl 8.85 4.91 272023552 10.5  6.02 319840256 10.6  6.07 305143808 14.3  8.39 451526656
20170304-DifficultPathPrograms/sum_array.i_3.bpl 8.90 4.99 265793536 8.42 4.69 230838272 902    803    3147395072 12.8  7.30 330633216
20170304-DifficultPathPrograms/toy.cil.c_34.bpl 34.9  20.8  890785792 55.1  32.3  952922112 44.1  28.2  883265536 54.8  36.2  1014272000
20170304-DifficultPathPrograms/underapprox1.i_3.bpl 9.63 5.45 283762688 11.5  6.55 348114944 11.0  6.20 307802112 12.6  7.32 342876160
20170304-DifficultPathPrograms/underapprox2.i_3.bpl 9.82 5.45 294834176 11.3  6.53 348057600 10.5  5.97 299237376 12.8  7.31 344236032
20170304-DifficultPathPrograms/up.i_4.bpl 901    767    1503670272 901    774    1314955264 901    779    3161436160 904    837    1418584064
20170304-DifficultPathPrograms/veris.c_NetBSD-libc__loop.i_2.bpl 9.30 5.18 262623232 10.7  5.88 291942400 10.1  5.92 345722880 12.1  7.13 374083584
20170304-DifficultPathPrograms/verisec_NetBSD-libc__loop.i_2.bpl 8.25 4.62 246878208 9.62 5.28 248320000 9.04 5.08 257134592 10.1  5.79 281485312
20170304-DifficultPathPrograms/vogal.i_5.bpl 9.63 5.38 271679488 9.98 5.84 291205120 25.5  15.2  681070592 34.5  20.6  768598016
toy/tooDifficultLoopInvariant/AnnoyingVillain.bpl 902    876    1049047040 47.8  36.3  904028160 901    853    743677952 68.3  62.6  487313408
toy/tooDifficultLoopInvariant/ArrayInit01.bpl 906    892    2184167424 6.10 3.46 212365312 901    845    3186843648 6.56 3.74 213299200
toy/tooDifficultLoopInvariant/ArrayInit02.bpl 901    783    1297436672 901    785    1245470720 900    823    1539842048 906    845    1295667200
toy/tooDifficultLoopInvariant/BeyerHenzingerMajumdarRybalchenko-PLDI2007-Figure4.bpl 207    161    2389377024 206    160    2380349440 623    523    2387529728 399    342    1801777152
toy/tooDifficultLoopInvariant/CountTillBound-Jupiter.bpl 6.88 3.94 226357248 7.73 4.38 228945920 9.11 5.20 253689856 10.1  5.73 288182272
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired01-BackwardSuccess.bpl 901    777    1283792896 901    774    1219710976 901    827    1322352640 901    818    1838940160
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired02-ForwardSuccess.bpl 6.24 3.45 213127168 6.21 3.46 212803584 6.23 3.49 211120128 6.26 3.57 205864960
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired03-FPBPCannibalizationSuccess.bpl 901    781    1305124864 901    785    1234206720 901    812    3185864704 906    850    1690050560
toy/tooDifficultLoopInvariant/HiddenEquality-Safe.bpl 257    197    1428815872 205    155    1354420224 268    215    2722254848 278    225    1477517312
toy/tooDifficultLoopInvariant/HiddenEqualityWithBranches.bpl 900    749    2120556544 901    775    3705581568 901    770    2888933376 905    811    1546645504
toy/tooDifficultLoopInvariant/HiddenInequality.bpl 10.7  6.21 340094976 11.8  6.93 378331136 12.2  7.75 575193088 16.0  9.76 575946752
toy/tooDifficultLoopInvariant/INT_add_vs_inc.bpl 10.5  5.88 297447424 10.3  5.84 290140160 10.1  5.88 306896896 11.2  6.49 327274496
toy/tooDifficultLoopInvariant/InvariantSynthesisWpOverapproxIntRealNegationBug.bpl 5.54 3.20 202674176 5.55 3.20 197648384 5.73 3.27 193511424 5.96 3.46 210989056
toy/tooDifficultLoopInvariant/LargeConstant-ForwardSuccess.bpl 7.96 4.46 237420544 8.88 4.99 246951936 389    322    2959486976 862    753    2550644736
toy/tooDifficultLoopInvariant/LexIndexValue-Pointer-Reduced.bpl 901    767    1334226944 900    803    1704038400 901    784    3219488768 901    803    2002952192
toy/tooDifficultLoopInvariant/Luxembourg-ArraysIntegefied.bpl 901    767    1555791872 901    806    2232483840 901    791    3193872384 902    848    1480458240
toy/tooDifficultLoopInvariant/Luxembourg-WithArrays.bpl 901    775    2551123968 6.84 3.80 215326720 901    782    3173363712 5.86 3.30 198270976
toy/tooDifficultLoopInvariant/Luxembourg-sophisticated.bpl 901    852    1555955712 901    845    1361510400 906    871    3723436032 906    870    3822694400
toy/tooDifficultLoopInvariant/Luxembourg.bpl 901    759    1455144960 901    809    1927688192 901    803    3154317312 901    796    2007244800
toy/tooDifficultLoopInvariant/LuxembourgOctopus.bpl 901    765    1373986816 901    808    1627103232 902    799    3064721408 902    807    2886545408
toy/tooDifficultLoopInvariant/Modulo-Ihringen-ModuloResolved.bpl 6.49 3.59 214327296 6.16 3.56 213901312 6.26 3.56 210759680 6.34 3.64 212197376
toy/tooDifficultLoopInvariant/Modulo-Ihringen.bpl 6.27 3.54 213397504 6.13 3.48 215052288 6.25 3.53 210276352 6.52 3.72 211546112
toy/tooDifficultLoopInvariant/ModuloInvariant-Breisach.bpl 6.21 3.45 205766656 6.07 3.44 217788416 5.62 3.23 198176768 6.41 3.64 212570112
toy/tooDifficultLoopInvariant/MonadicInvariant01.bpl 901    771    1414209536 900    800    1679691776 901    803    3081682944 906    810    1801228288
toy/tooDifficultLoopInvariant/NeonAngel01.bpl 906    889    827527168 906    890    810098688 901    790    3195785216 904    796    2178039808
toy/tooDifficultLoopInvariant/Octopussy.bpl 900    758    1444782080 900    808    1503842304 902    798    3106119680 903    803    2738532352
toy/tooDifficultLoopInvariant/PointerIncrement-simplified01.bpl 901    776    2872688640 6.06 3.38 212893696 901    787    3246374912 6.52 3.69 206090240
toy/tooDifficultLoopInvariant/PointerIncrement-simplified02.bpl 579    488    2858438656 6.66 3.71 215035904 373    309    2851078144 6.14 3.48 203255808
toy/tooDifficultLoopInvariant/PointerIncrement-simplified03.bpl 579    488    2859290624 6.41 3.66 214016000 300    240    2740633600 6.15 3.45 216821760
toy/tooDifficultLoopInvariant/PointerIncrement.bpl 901    780    2891837440 6.00 3.41 212660224 901    789    3267731456 6.83 3.80 223502336
toy/tooDifficultLoopInvariant/Sandman01.bpl 901    776    2863644672 6.40 3.57 214921216 901    797    3138359296 5.79 3.28 199335936
toy/tooDifficultLoopInvariant/ValueTerminatedArrayIteration01.bpl 10.5  5.90 296394752 6.54 3.62 214671360 7.82 4.48 223956992 6.51 3.73 213458944
toy/tooDifficultLoopInvariant/codeblockAssertOrder01.bpl 7.27 4.05 228626432 6.91 4.10 223989760 901    783    3606036480 904    794    3025244160
toy/tooDifficultLoopInvariant/doubleLoopUniformIterations.bpl 901    765    1301114880 901    764    1216950272 901    782    3204571136 904    844    2148769792
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalCake.bpl 901    854    1206448128 901    844    1194967040 901    819    3128860672 906    849    1442304000
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCake.bpl 8.51 4.72 238804992 8.64 4.82 243904512 10.2  5.80 279076864 11.1  6.40 314544128
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCakeWithArray.bpl 10.7  6.01 303345664 6.87 3.82 216330240 9.36 5.39 261279744 6.05 3.39 199086080
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/SkatingStrawberry.bpl 4.58 2.47 176361472 4.45 2.38 175509504 4.86 2.59 175595520 4.56 2.42 175144960
toy/nonlinear/ConstantValue-Safe.bpl 6.47 3.62 221818880 7.05 3.99 219721728 6.55 3.70 210432000 7.80 4.37 220655616
toy/nonlinear/InterpolationPaperExampleCandidate01.bpl 5.94 3.34 205680640 6.40 3.58 218697728 5.84 3.41 209719296 6.50 3.66 206368768
toy/nonlinear/Mult1-Safe.bpl 901    843    1236758528 906    813    1197023232 901    839    1408569344 902    855    1324519424
toy/nonlinear/NonlinearInvariant1-Safe.bpl 6.55 3.73 223440896 7.28 4.15 225996800 6.70 3.74 209817600 6.96 3.95 212516864
toy/nonlinear/PositiveValue-Safe.bpl 6.54 3.68 216719360 6.55 3.70 215769088 7.19 3.97 212377600 6.85 3.93 217604096
toy/nonlinear/Power1-Safe.bpl 6.71 3.78 217817088 6.93 3.96 221827072 8.01 4.54 224210944 8.69 4.95 241913856
toy/nonlinear/Power2-Unsafe.bpl 7.45 4.18 236957696 7.97 4.54 245911552 9.42 5.42 265920512 9.23 5.31 271261696
toy/nonlinear/Power3-Safe.bpl 903    892    2528768000 15.2  10.8  335351808 901    865    988336128 42.6  38.1  348643328
../../../trunk/examples/programs/ status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage status cputime (s) walltime (s) memUsage
total 251 65700 57900 225600167936 251 53200 46900 187336331264 251 85300 75200 331532173312 251 75300 67500 239628791808
local summary 58200 4710 46500 3660 79100 5880 59000 5160
    correct results 0 0 0 0
        correct true 0 0 0 0
        correct false 0 0 0 0
    incorrect results 0 0 0 0
        incorrect true 0 0 0 0
        incorrect false 0 0 0 0
Run set Automizer Old Automizer New CodeCheck Old CodeCheck New