Tool ULTIMATE Automizer 0.1.23-1cc990c1
Limits timelimit: 300 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 20:06:01 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 301    264    2868494336 20.0  11.5  693329920 301    242    2873147392 24.3  14.4  712114176
real-life/DraegerElevator-FSEN2007.bpl 9.31 5.43 255107072 11.8  6.95 316239872 10.4  5.88 288968704 12.6  7.01 311271424
real-life/Elevator-Integer.bpl 51.6  32.4  1009643520 65.4  46.0  1163149312 280    239    1695764480 305    275    2881941504
real-life/Elevator.bpl 59.7  40.1  1067483136 76.5  49.9  1168490496 302    265    2454552576 305    274    2997256192
real-life/ElevatorWithAssignments.bpl 53.0  33.0  1076723712 38.8  23.1  797827072 301    243    2085777408 306    269    2544324608
real-life/ElevatorWithSingleTransition.bpl 6.47 3.61 204144640 6.29 3.60 196472832 6.80 3.77 211582976 6.85 3.82 206266368
real-life/GateController.bpl 301    244    1459748864 301    245    1343254528 300    246    2111631360 305    253    1314373632
real-life/GateControllerIncorrect1.bpl 25.7  15.7  683900928 33.2  20.7  768262144 13.5  8.04 431804416 21.0  13.0  697700352
real-life/GripperTest-correct.bpl 6.85 3.85 212484096 6.64 3.77 214487040 10.5  6.12 285302784 11.5  6.65 330072064
real-life/GripperTest-incorrect.bpl 7.02 3.95 218566656 7.32 4.10 227680256 7.94 4.41 223027200 8.84 4.90 232607744
real-life/GuiTestExample.bpl 13.3  7.58 395583488 9.28 5.24 272461824 10.9  6.24 312745984 10.4  6.27 304816128
real-life/GuiTestExampleUnsafe.bpl 12.9  7.59 390918144 9.03 5.25 276893696 11.0  6.29 319016960 10.7  6.29 309616640
real-life/RailwayCrossing-Incorrenct.bpl 7.90 4.34 227270656 8.47 4.82 234594304 7.32 4.11 212500480 7.81 4.48 226353152
real-life/RailwayCrossing.bpl 300    240    1428910080 301    247    1424400384 300    247    2739511296 301    250    1269059584
real-life/USE_SimplifiedGripperTest.bpl 6.55 3.66 212467712 6.65 3.63 211767296 7.05 3.94 211726336 8.61 4.90 235184128
real-life/bank.bpl 5.71 3.22 196788224 5.87 3.35 203235328 6.02 3.40 209117184 5.97 3.41 212619264
real-life/divisibilityWithArray.bpl 300    249    1299673088 5.92 3.37 199843840 301    263    2679177216 5.97 3.41 211116032
real-life/s3_clnt_1_Safe.bpl 50.1  27.5  1208221696 57.9  34.2  1306116096 300    245    2860859392 306    267    2806669312
real-life/s3_clnt_1_Unsafe.bpl 15.9  8.83 521576448 17.6  10.3  694095872 300    245    2872373248 302    261    2861289472
real-life/tcas-correct.bpl 7.96 4.50 238956544 9.67 5.40 255184896 7.38 4.21 212439040 7.91 4.41 224759808
real-life/tcas-incorrect.bpl 6.61 3.69 208953344 6.31 3.52 213078016 7.17 3.98 218370048 7.11 3.97 215654400
real-life/tcas-woAssumption.bpl 6.80 3.74 213028864 6.43 3.63 212869120 6.83 3.86 218923008 6.96 3.89 216330240
real-life/threadpooling_out.bpl 301    252    1607352320 301    251    1265696768 300    252    2723123200 300    253    1297158144
real-life/threadpooling_out2.mover.bpl 79.3  55.7  1283973120 108    80.1  1326854144 300    254    2505199616 302    266    1291427840
real-life/threadpooling_out3.bpl 301    262    2909896704 300    257    1676156928 300    251    2610200576 302    254    1612197888
real-life/threadpooling_out3.mover.bpl 301    266    2574602240 301    260    1303564288 301    256    2530373632 306    268    1320034304
real-life/threadpooling_out3_Reals.bpl 301    260    2361200640 300    256    1629782016 300    249    2054402048 302    255    1619824640
real-life/threadpooling_out_Reals.bpl 301    261    1577500672 300    254    1293991936 301    252    2500247552 303    256    1271398400
real-life/threadpooling_product.bpl 302    255    1866682368 149    116    1294143488 301    260    2728808448 302    263    1337765888
real-life/threadpooling_product_WithProcedures.bpl 304    257    2961223680 301    248    1282748416 301    256    2798407680 306    256    1298288640
real-life/threadpooling_product_WithoutIf.bpl 301    257    2854662144 301    257    1964912640 301    262    2682048512 305    267    1258971136
20170319-ConjunctivePathPrograms/bhmr2007.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.45 4.76 239673344 8.88 4.89 236318720 7.77 4.33 220250112 8.14 4.59 222302208
20170319-ConjunctivePathPrograms/cggmp2005.c.i_3.bplTransformedIcfg_BEv2_2.bpl 10.3  5.85 314462208 10.6  6.14 316805120 11.2  6.67 399659008 13.0  7.56 387792896
20170319-ConjunctivePathPrograms/cggmp2005_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.05 5.12 255717376 9.51 5.36 256081920 8.58 4.89 240529408 9.50 5.29 258842624
20170319-ConjunctivePathPrograms/const1.i_3.bplTransformedIcfg_BEv2_6.bpl 301    235    1445777408 301    242    1319362560 300    243    2832527360 301    262    1635098624
20170319-ConjunctivePathPrograms/count_by_1_variant.i_2.bplTransformedIcfg_BEv2_3.bpl 9.24 5.12 249815040 10.3  5.70 292134912 301    244    2843500544 303    261    1569763328
20170319-ConjunctivePathPrograms/count_by_2.i_3.bplTransformedIcfg_BEv2_3.bpl 301    236    1421942784 300    242    1424703488 301    243    2614931456 300    247    1726418944
20170319-ConjunctivePathPrograms/count_by_k.i_3.bplTransformedIcfg_BEv2_3.bpl 301    258    1361563648 301    263    1297272832 301    250    2865897472 304    260    1558720512
20170319-ConjunctivePathPrograms/count_by_nondet.i_3.bplTransformedIcfg_BEv2_3.bpl 301    236    1502879744 300    242    1468776448 301    243    2814013440 302    258    1553735680
20170319-ConjunctivePathPrograms/count_up_down.i_3.bplTransformedIcfg_BEv2_7.bpl 6.52 3.66 212705280 6.68 3.73 213925888 6.79 3.82 212180992 7.40 4.19 213299200
20170319-ConjunctivePathPrograms/ddlm2013.i_3.bplTransformedIcfg_BEv2_8.bpl 7.72 4.29 229982208 8.02 4.51 236195840 7.14 4.06 216932352 8.22 4.71 232337408
20170319-ConjunctivePathPrograms/down.i_4.bplTransformedIcfg_BEv2_5.bpl 301    237    1465626624 301    240    1319636992 301    245    2828607488 303    258    1439379456
20170319-ConjunctivePathPrograms/fragtest_simple.i_4.bplTransformedIcfg_BEv2_5.bpl 301    240    1571840000 301    245    1737961472 303    251    2895355904 303    249    1543020544
20170319-ConjunctivePathPrograms/functions1.i_3.bplTransformedIcfg_BEv2_8.bpl 301    235    1490452480 300    243    1508515840 301    242    2930495488 301    242    2397376512
20170319-ConjunctivePathPrograms/gauss_sum.i_3.bplTransformedIcfg_BEv2_3.bpl 301    259    1284734976 301    259    1242628096 301    266    1569640448 301    265    1381560320
20170319-ConjunctivePathPrograms/gcd_2.i_4.bplTransformedIcfg_BEv2_6.bpl 6.88 3.90 221908992 7.41 4.14 224116736 7.92 4.52 227938304 8.83 5.04 239083520
20170319-ConjunctivePathPrograms/gj2007.c.i_4.bplTransformedIcfg_BEv2_3.bpl 133    89.2  1436192768 141    96.1  1350688768 301    239    1549737984 239    185    1513689088
20170319-ConjunctivePathPrograms/gr2006.c.i_4.bplTransformedIcfg_BEv2_3.bpl 169    127    2094551040 206    160    1793482752 301    244    2804105216 306    261    2088480768
20170319-ConjunctivePathPrograms/half.i_3.bplTransformedIcfg_BEv2_4.bpl 7.79 4.39 228814848 7.62 4.30 228765696 8.75 4.91 246493184 8.73 4.97 243851264
20170319-ConjunctivePathPrograms/half_2.i_3.bplTransformedIcfg_BEv2_5.bpl 8.75 5.00 256917504 10.2  5.83 289734656 9.96 5.88 303644672 11.2  6.55 325009408
20170319-ConjunctivePathPrograms/hhk2008.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.78 5.04 261259264 10.1  5.67 261259264 9.46 5.46 267546624 10.2  5.85 288374784
20170319-ConjunctivePathPrograms/interleave_bits.i_3.bplTransformedIcfg_BEv2_4.bpl 16.5  9.53 540893184 17.9  10.8  576897024 13.5  8.03 460595200 16.5  9.97 601653248
20170319-ConjunctivePathPrograms/jain_5.i_2.bplTransformedIcfg_BEv2_4.bpl 9.07 5.15 248913920 8.84 4.99 251453440 300    257    2774282240 306    275    1424678912
20170319-ConjunctivePathPrograms/jm2006.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.4  5.83 293842944 11.0  6.14 309362688 12.7  7.67 438435840 18.4  10.6  519335936
20170319-ConjunctivePathPrograms/jm2006_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.5  6.01 307855360 10.8  6.09 311554048 13.4  8.11 451469312 16.6  9.55 469057536
20170319-ConjunctivePathPrograms/large_const.i_3.bplTransformedIcfg_BEv2_2.bpl 7.17 4.03 226627584 7.72 4.28 228065280 9.35 5.35 258592768 10.0  5.67 269963264
20170319-ConjunctivePathPrograms/nested.i_4.bplTransformedIcfg_BEv2_3.bpl 257    214    3127689216 254    211    3142639616 301    258    2861006848 306    274    1737113600
20170319-ConjunctivePathPrograms/nested1.i_4.bplTransformedIcfg_BEv2_12.bpl 301    248    2857414656 301    246    2867838976 301    240    2850869248 305    259    1484718080
20170319-ConjunctivePathPrograms/nested9.i_3.bplTransformedIcfg_BEv2_4.bpl 10.5  5.90 308936704 12.5  7.11 354684928 11.7  6.98 386519040 13.6  8.09 415363072
20170319-ConjunctivePathPrograms/num_conversion_1.i_3.bplTransformedIcfg_BEv2_9.bpl 11.0  6.15 332554240 11.7  6.66 361922560 10.5  5.98 301563904 11.7  6.78 353783808
20170319-ConjunctivePathPrograms/num_conversion_2.i_3.bplTransformedIcfg_BEv2_7.bpl 11.4  6.35 326709248 12.5  7.17 365842432 14.7  9.07 627105792 17.8  11.2  672555008
20170319-ConjunctivePathPrograms/overflow1.i_3.bplTransformedIcfg_BEv2_4.bpl 301    236    1403232256 301    244    1307840512 301    240    2851037184 300    248    1470402560
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.8  7.13 394510336 16.0  9.14 510423040 13.9  7.91 399343616 15.0  8.54 422227968
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_29.bpl 12.8  7.18 387051520 15.6  8.85 460705792 12.1  6.74 337596416 13.2  7.47 365027328
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 14.3  7.98 413904896 19.9  11.2  544321536 11.5  6.47 336695296 12.8  7.23 362315776
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.5  6.97 374874112 15.5  8.65 430034944 12.0  6.73 342638592 13.0  7.33 365215744
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_26.bpl 14.4  8.10 468918272 18.5  10.6  563253248 12.1  6.82 350121984 13.2  7.41 366215168
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_25.bpl 14.8  8.13 453435392 15.7  8.84 507219968 13.4  7.55 386666496 14.6  8.33 425046016
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_23.bpl 15.1  8.38 442925056 16.5  9.41 498073600 13.5  8.00 479297536 17.7  10.1  501604352
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bplTransformedIcfg_BEv2_23.bpl 11.3  6.21 333688832 12.6  7.04 379346944 12.2  6.85 338538496 14.6  8.12 365568000
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bplTransformedIcfg_BEv2_29.bpl 11.1  6.06 332525568 13.0  7.23 395952128 10.5  5.86 300302336 12.0  6.69 323883008
20170304-DifficultPathPrograms/afnp2014.c.i_3.bpl 7.96 4.46 231051264 8.71 4.88 244621312 300    255    2787676160 302    266    1407188992
20170304-DifficultPathPrograms/array.i_3.bpl 8.38 4.69 232792064 6.41 3.59 214769664 8.45 4.83 244994048 7.00 3.94 215625728
20170304-DifficultPathPrograms/array1.i_3.bpl 301    246    1416830976 306    260    1331970048 300    246    2876968960 303    247    1472864256
20170304-DifficultPathPrograms/array2.i_3.bpl 303    247    1450029056 305    261    1352060928 301    246    2896670720 301    245    1448132608
20170304-DifficultPathPrograms/array3.i_4.bpl 303    251    1551667200 303    255    1443999744 301    245    2912944128 301    245    1426386944
20170304-DifficultPathPrograms/array4.i_4.bpl 197    130    8000000000 31.1  19.4  776044544 301    245    2901176320 301    246    1421901824
20170304-DifficultPathPrograms/bhmr2007.c.i_3.bpl 9.44 5.22 248463360 8.67 4.87 240771072 7.55 4.28 222945280 8.93 4.99 231026688
20170304-DifficultPathPrograms/cggmp2005.c.i_3.bpl 10.4  5.93 315510784 11.1  6.43 343638016 11.6  6.94 405176320 14.5  8.62 430825472
20170304-DifficultPathPrograms/cggmp2005_variant.c.i_3.bpl 9.72 5.43 259891200 9.81 5.57 272609280 8.65 4.96 243712000 11.2  6.31 288587776
20170304-DifficultPathPrograms/cggmp2005b.c.i_4.bpl 9.10 5.07 250146816 9.45 5.33 263495680 9.31 5.44 280776704 12.3  7.22 372932608
20170304-DifficultPathPrograms/const1.i_3.bpl 306    290    878428160 305    285    1031307264 301    260    1287553024 302    255    1405906944
20170304-DifficultPathPrograms/count_by_1.i_3.bpl 7.92 4.43 237432832 8.66 4.87 248131584 301    246    2887200768 303    248    1414205440
20170304-DifficultPathPrograms/count_by_1_variant.i_2.bpl 8.18 4.73 255840256 9.84 5.58 277790720 9.06 5.22 259457024 10.1  5.85 282292224
20170304-DifficultPathPrograms/count_by_2.i_3.bpl 301    237    1396649984 301    245    1551912960 300    245    2888372224 302    248    1425108992
20170304-DifficultPathPrograms/count_by_k.i_3.bpl 300    254    1393864704 301    260    1367650304 301    248    2859872256 306    268    1501048832
20170304-DifficultPathPrograms/count_by_nondet.i_3.bpl 301    237    1558233088 301    245    2557394944 301    239    2854453248 301    256    1456140288
20170304-DifficultPathPrograms/count_up_down.i_3.bpl 8.15 4.60 236752896 8.97 4.95 240558080 7.61 4.29 214892544 18.3  14.8  233771008
20170304-DifficultPathPrograms/ddlm2013.i_3.bpl 7.95 4.45 233308160 8.84 4.92 237064192 7.30 4.09 216395776 8.24 4.65 230264832
20170304-DifficultPathPrograms/diamond1.i_3.bpl 306    289    886362112 306    285    1065750528 301    259    1277018112 252    203    1421840384
20170304-DifficultPathPrograms/diamond2.i_4.bpl 34.2  28.0  419528704 28.2  21.7  503971840 244    239    496881664 34.4  28.0  392544256
20170304-DifficultPathPrograms/down.i_4.bpl 301    237    1369812992 301    241    1300692992 301    246    2795315200 305    263    1399406592
20170304-DifficultPathPrograms/eureka_01.i_3.bpl 8.46 4.69 239644672 7.33 4.06 227463168 9.49 5.35 265015296 8.94 5.10 251461632
20170304-DifficultPathPrograms/eureka_01.i_6.bpl 9.47 5.24 260366336 11.0  6.13 301809664 43.8  26.2  841703424 62.4  40.6  1037676544
20170304-DifficultPathPrograms/eureka_05.i_5.bpl 14.4  8.42 486551552 13.0  7.67 418308096 38.5  26.2  918728704 41.8  28.5  937754624
20170304-DifficultPathPrograms/fragtest_simple.i_4.bpl 301    237    1529933824 301    241    1335558144 301    246    2714394624 306    266    1430200320
20170304-DifficultPathPrograms/functions1.i_3.bpl 306    295    750772224 305    292    805572608 301    257    1314643968 302    251    1705005056
20170304-DifficultPathPrograms/gauss_sum.i_3.bpl 301    260    1288744960 301    257    1221595136 301    261    1663201280 300    247    1246973952
20170304-DifficultPathPrograms/gcd_2.i_4.bpl 300    275    3504422912 14.7  10.9  323190784 306    294    1121255424 30.7  26.3  272433152
20170304-DifficultPathPrograms/gj2007.c.i_4.bpl 157    102    1324388352 141    97.2  1360998400 301    241    1675845632 306    249    1438715904
20170304-DifficultPathPrograms/gr2006.c.i_4.bpl 176    135    2410573824 252    201    1892737024 301    243    2804289536 306    261    1617436672
20170304-DifficultPathPrograms/half.i_3.bpl 8.18 4.59 232841216 9.15 5.01 234258432 9.41 5.45 276717568 10.9  6.12 295731200
20170304-DifficultPathPrograms/half_2.i_3.bpl 9.08 5.16 268804096 11.2  6.21 301318144 10.3  5.98 306212864 12.1  7.01 342388736
20170304-DifficultPathPrograms/hhk2008.c.i_3.bpl 9.65 5.38 277766144 10.2  5.77 272678912 9.87 5.64 267956224 11.3  6.42 317730816
20170304-DifficultPathPrograms/insertion_sort.i_3.bpl 7.76 4.30 223760384 6.74 3.78 215560192 7.28 4.06 214786048 7.29 4.07 215625728
20170304-DifficultPathPrograms/interleave_bits.i_3.bpl 23.7  15.6  627052544 33.5  22.8  763502592 19.2  12.1  682061824 22.3  13.7  689508352
20170304-DifficultPathPrograms/invert_string.i_4.bpl 301    242    1678053376 8.27 4.64 241012736 301    247    2389790720 10.4  5.98 287879168
20170304-DifficultPathPrograms/jain_1.i_2.bpl 10.3  6.59 239501312 12.6  8.94 250912768 301    238    1217064960 300    240    1218854912
20170304-DifficultPathPrograms/jain_2.i_2.bpl 52.1  47.7  328953856 24.5  21.1  261656576 301    246    1260486656 300    245    1196638208
20170304-DifficultPathPrograms/jain_4.i_2.bpl 129    124    356773888 9.11 6.27 233086976 301    254    1295532032 300    240    1185779712
20170304-DifficultPathPrograms/jain_5.i_2.bpl 306    293    790450176 306    291    899297280 301    261    2645786624 306    270    1325703168
20170304-DifficultPathPrograms/jain_6.i_2.bpl 39.9  35.7  267030528 42.7  38.3  272539648 301    254    1395101696 300    244    1216249856
20170304-DifficultPathPrograms/jain_7.i_2.bpl 40.3  36.2  281632768 41.8  37.8  285880320 301    255    1150590976 306    248    1190051840
20170304-DifficultPathPrograms/jm2006.c.i_3.bpl 10.6  6.01 311189504 11.1  6.28 323657728 10.9  6.45 344272896 16.3  9.22 421535744
20170304-DifficultPathPrograms/jm2006_variant.c.i_3.bpl 10.6  5.97 311971840 11.7  6.56 336859136 11.4  6.69 350752768 15.4  8.68 429715456
20170304-DifficultPathPrograms/large_const.i_3.bpl 6.92 3.96 224366592 8.19 4.56 230105088 9.02 5.19 260165632 10.3  5.95 297967616
20170304-DifficultPathPrograms/linear_sea.ch.i_4.bpl 18.7  14.1  279064576 9.90 6.56 241881088 301    257    1311764480 305    270    1493733376
20170304-DifficultPathPrograms/linear_search.i_5.bpl 24.6  18.7  513388544 19.5  15.5  281153536 301    248    1616166912 306    274    1591562240
20170304-DifficultPathPrograms/matrix.i_4.bpl 10.3  5.83 304181248 7.44 4.20 227086336 13.4  7.98 447004672 11.2  6.32 318480384
20170304-DifficultPathPrograms/mcmillan2006.c.i_3.bpl 7.90 4.32 230309888 6.38 3.63 215248896 7.84 4.39 223494144 7.53 4.15 216539136
20170304-DifficultPathPrograms/n.c11.i_3.bpl 9.36 5.25 272568320 11.3  6.38 324116480 9.91 5.62 269606912 11.1  6.32 314667008
20170304-DifficultPathPrograms/nested.c_4.bpl 7.59 4.17 230825984 7.84 4.40 237309952 300    243    2854993920 306    266    1545195520
20170304-DifficultPathPrograms/nested.i_4.bpl 301    257    3346345984 301    261    3340918784 301    255    2830946304 306    269    1691873280
20170304-DifficultPathPrograms/nested1.i_4.bpl 306    290    1169428480 305    282    1221885952 301    257    1940594688 306    263    1551962112
20170304-DifficultPathPrograms/nested9.i_3.bpl 10.3  5.79 297009152 11.5  6.51 317624320 11.1  6.62 383168512 13.1  7.79 414203904
20170304-DifficultPathPrograms/num_conversion_1.i_3.bpl 32.3  25.8  469573632 15.2  10.4  337113088 168    162    407654400 222    215    511574016
20170304-DifficultPathPrograms/num_conversion_2.i_3.bpl 27.8  21.5  460771328 18.7  12.9  474783744 205    200    404090880 306    298    683077632
20170304-DifficultPathPrograms/overflow1.i_3.bpl 306    297    696754176 306    296    865390592 301    255    1308127232 303    256    1411428352
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bpl 17.7  9.91 545001472 22.1  12.7  676089856 12.9  7.62 469606400 20.6  11.7  540942336
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bpl 15.9  9.03 537305088 18.5  10.5  597712896 11.4  6.48 343339008 15.2  8.57 406265856
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bpl 16.3  8.93 484184064 17.6  9.88 580976640 12.7  7.46 430215168 15.6  9.11 491626496
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.UNBOUNDED.pals.c_11.bpl 15.3  8.52 472268800 19.1  10.5  558137344 10.7  6.03 308277248 12.2  6.87 335577088
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bpl 18.4  10.3  556171264 22.1  12.6  649293824 13.7  8.12 481972224 17.9  10.3  515706880
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bpl 16.4  9.13 533762048 19.6  11.0  600285184 11.1  6.37 342818816 13.9  7.97 408104960
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bpl 18.8  10.1  547344384 28.8  15.6  676036608 12.6  7.33 431353856 16.7  9.66 487350272
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.UNBOUNDED.pals.c_10.bpl 20.7  11.5  649039872 28.0  15.2  672714752 13.9  8.20 480559104 16.9  9.93 516493312
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.BOUNDED-8.pals.c_10.bpl 16.6  9.00 550129664 21.1  11.4  675536896 14.7  8.54 485363712 17.7  10.3  549363712
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.UNBOUNDED.pals.c_11.bpl 22.7  12.3  681648128 24.5  13.7  699858944 13.2  7.79 431435776 16.6  9.54 489676800
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bpl 21.8  11.9  655540224 31.8  17.4  689975296 17.1  10.5  690921472 22.8  13.6  693841920
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.UNBOUNDED.pals.c_10.bpl 23.1  12.6  673505280 29.5  16.1  680210432 13.7  7.98 449380352 17.2  10.0  512978944
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.BOUNDED-10.pals.c_11.bpl 23.8  12.8  678252544 31.6  17.3  704487424 35.2  23.6  793145344 45.6  32.8  802648064
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.UNBOUNDED.pals.c_11.bpl 27.3  14.9  688050176 29.5  16.3  688345088 12.5  7.06 376107008 16.2  9.06 446001152
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.BOUNDED-10.pals.c_11.bpl 25.1  13.6  684441600 34.9  19.0  709623808 17.4  10.5  689758208 21.9  13.1  696123392
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.UNBOUNDED.pals.c_12.bpl 30.7  16.6  804941824 39.3  21.2  806432768 12.2  6.95 379604992 15.5  8.73 437223424
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.BOUNDED-10.pals.c_11.bpl 24.0  12.7  696594432 32.8  17.7  700780544 30.2  20.0  786145280 34.8  22.6  815349760
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.UNBOUNDED.pals.c_11.bpl 27.2  14.8  674308096 29.8  16.6  703873024 15.2  9.24 609095680 22.5  13.0  664334336
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.BOUNDED-12.pals.c_12.bpl 31.3  16.8  837230592 48.1  27.2  989384704 54.2  37.4  892858368 61.6  44.5  996663296
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.UNBOUNDED.pals.c_12.bpl 35.4  19.1  891330560 38.3  21.0  940904448 15.6  9.22 572837888 20.8  12.0  610394112
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.2.ufo.BOUNDED-12.pals.c_12.bpl 35.7  19.0  913473536 46.7  25.8  1004142592 36.7  25.7  793272320 35.2  21.9  790032384
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.BOUNDED-12.pals.c_12.bpl 26.8  14.1  689745920 35.7  19.8  811638784 14.5  8.49 528977920 18.8  10.8  563003392
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.UNBOUNDED.pals.c_12.bpl 32.9  17.8  884670464 37.7  20.7  948490240 13.2  7.35 384376832 16.0  8.99 455016448
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.BOUNDED-6.pals.c_13.bpl 18.5  10.3  551239680 23.0  13.0  644218880 13.9  8.23 500568064 19.9  11.5  560156672
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.UNBOUNDED.pals.c_14.bpl 21.5  12.2  648417280 31.4  18.3  699322368 11.9  6.79 351350784 15.5  8.69 418013184
20170304-DifficultPathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bpl 21.0  11.8  642723840 27.2  15.7  675917824 13.7  8.19 509812736 17.3  10.3  552124416
20170304-DifficultPathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bpl 19.3  11.1  656125952 35.3  20.2  696696832 12.6  7.41 424091648 16.6  9.69 492290048
20170304-DifficultPathPrograms/pals_lcr.3_overflow.ufo.UNBOUNDED.pals.c_13.bpl 19.7  11.2  666841088 41.1  23.0  713687040 12.0  6.74 336338944 14.8  8.38 407461888
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.BOUNDED-8.pals.c_19.bpl 20.7  11.4  666501120 28.4  15.5  677281792 13.6  7.88 455962624 19.0  10.8  501952512
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.UNBOUNDED.pals.c_16.bpl 21.9  12.1  659927040 24.1  13.7  680169472 13.0  7.68 471281664 18.6  10.5  522813440
20170304-DifficultPathPrograms/pals_lcr.4.ufo.BOUNDED-8.pals.c_19.bpl 22.0  12.2  677515264 16.8  8.86 517599232 12.6  7.08 369659904 14.7  8.34 427098112
20170304-DifficultPathPrograms/pals_lcr.4.ufo.UNBOUNDED.pals.c_16.bpl 20.4  11.5  669057024 27.2  15.2  683040768 13.6  7.94 471363584 16.9  9.76 513572864
20170304-DifficultPathPrograms/pals_lcr.4_overflow.ufo.UNBOUNDED.pals.c_19.bpl 25.6  14.1  673665024 29.2  16.3  688156672 12.7  7.32 427008000 16.6  9.59 504115200
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.BOUNDED-10.pals.c_21.bpl 31.3  17.0  697737216 32.3  17.9  699064320 13.1  7.49 440582144 16.7  9.31 455708672
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.UNBOUNDED.pals.c_19.bpl 28.9  15.3  693968896 33.4  18.3  812724224 13.6  7.87 470528000 18.8  10.8  523448320
20170304-DifficultPathPrograms/pals_lcr.5.ufo.BOUNDED-10.pals.c_21.bpl 30.2  16.5  782192640 25.9  13.5  700547072 13.5  7.90 479309824 19.2  10.8  533434368
20170304-DifficultPathPrograms/pals_lcr.5.ufo.UNBOUNDED.pals.c_19.bpl 21.9  11.6  684277760 32.9  17.4  683864064 11.5  6.39 350183424 13.5  7.58 372871168
20170304-DifficultPathPrograms/pals_lcr.5_overflow.ufo.UNBOUNDED.pals.c_21.bpl 38.2  21.0  807374848 43.0  25.1  860426240 14.7  8.35 457990144 18.7  10.7  535470080
20170304-DifficultPathPrograms/pals_lcr.6.1.ufo.UNBOUNDED.pals.c_23.bpl 34.0  18.3  843091968 36.3  20.4  832999424 14.5  8.39 522256384 19.9  11.2  558440448
20170304-DifficultPathPrograms/pals_lcr.6.ufo.UNBOUNDED.pals.c_23.bpl 32.2  17.6  819535872 34.6  19.5  812384256 11.6  6.50 352841728 14.8  8.17 395264000
20170304-DifficultPathPrograms/phases1.i_3.bpl 8.99 4.95 250662912 8.82 5.06 264798208 301    258    1310908416 303    254    1393647616
20170304-DifficultPathPrograms/s3_clnt_1.cil.c_16.bpl 19.7  10.7  585420800 21.9  12.3  691433472 44.2  28.6  1002758144 52.8  36.1  1010577408
20170304-DifficultPathPrograms/s3_clnt_2.cil.c_21.bpl 30.9  16.9  765829120 40.4  22.5  783556608 72.8  49.5  1238405120 87.4  63.8  1275822080
20170304-DifficultPathPrograms/s3_clnt_3.BV.c.cil.c_19.bpl 23.0  12.5  668610560 26.8  15.0  690356224 38.8  24.4  922537984 43.2  28.4  877215744
20170304-DifficultPathPrograms/s3_clnt_3.cil.c_21.bpl 26.2  14.4  690806784 31.9  17.9  708673536 52.1  35.0  1036210176 69.4  48.8  1155911680
20170304-DifficultPathPrograms/s3_clnt_4.cil.c_20.bpl 20.8  11.4  692387840 26.9  15.0  700030976 43.1  28.6  1007112192 51.8  35.6  1001955328
20170304-DifficultPathPrograms/s3_srvr_1.BV.c.cil.c_21.bpl 29.7  16.9  796975104 39.4  22.3  773935104 37.6  23.0  795537408 50.1  33.2  1020887040
20170304-DifficultPathPrograms/s3_srvr_1.cil.c_23.bpl 31.9  17.8  784683008 40.2  23.0  795619328 68.2  44.3  1085034496 96.8  67.5  1224736768
20170304-DifficultPathPrograms/s3_srvr_1_alt.BV.c.cil.c_14.bpl 16.4  9.10 508035072 18.4  10.6  607686656 41.6  27.2  991727616 61.7  42.0  1055891456
20170304-DifficultPathPrograms/s3_srvr_2.BV.c.cil.c_13.bpl 14.1  7.73 390938624 16.6  9.21 434683904 26.8  15.8  702291968 37.6  23.0  794079232
20170304-DifficultPathPrograms/s3_srvr_2.cil.c_16.bpl 13.8  7.73 421052416 17.2  9.60 478916608 14.5  8.99 645238784 19.9  12.2  700710912
20170304-DifficultPathPrograms/s3_srvr_2_alt.BV.c.cil.c_13.bpl 14.6  7.97 391782400 15.5  8.52 427200512 29.0  16.8  702013440 33.9  21.1  793411584
20170304-DifficultPathPrograms/s3_srvr_3.BV.c.cil.c_19.bpl 31.0  17.2  777281536 40.8  23.1  795201536 39.4  25.8  914386944 54.6  37.8  1057685504
20170304-DifficultPathPrograms/s3_srvr_3.cil.c_20.bpl 29.1  16.3  790896640 35.7  20.7  807235584 32.8  21.0  791060480 50.1  33.2  998424576
20170304-DifficultPathPrograms/s3_srvr_3_alt.BV.c.cil.c_19.bpl 31.0  17.3  800067584 36.4  20.9  800555008 39.8  25.9  909037568 54.4  37.7  1055617024
20170304-DifficultPathPrograms/s3_srvr_4.cil.c_14.bpl 13.4  7.37 398184448 14.2  8.04 455618560 14.1  8.38 483151872 16.3  9.85 629784576
20170304-DifficultPathPrograms/s3_srvr_7.cil.c_19.bpl 15.1  8.23 437440512 17.9  9.97 494993408 15.9  9.58 648941568 22.4  13.7  677433344
20170304-DifficultPathPrograms/seq.i_4.bpl 301    242    1446109184 301    243    1307353088 301    248    2731175936 306    268    1480544256
20170304-DifficultPathPrograms/simple1.i_3.bpl 306    296    701050880 306    295    871055360 301    256    1315225600 301    254    1460813824
20170304-DifficultPathPrograms/simple4.i_3.bpl 305    296    696934400 306    296    933810176 301    257    1324257280 304    255    1363603456
20170304-DifficultPathPrograms/string.i_3.bpl 10.0  5.50 273637376 10.7  6.09 319582208 9.70 5.47 278814720 13.4  7.93 440303616
20170304-DifficultPathPrograms/string_concat-noarr.i_3.bpl 86.5  64.5  1428029440 56.3  39.9  1198063616 235    185    2558357504 264    217    1442099200
20170304-DifficultPathPrograms/sum01.i_3.bpl 8.54 4.75 236965888 8.35 4.67 239398912 9.62 5.47 250007552 11.4  6.44 311083008
20170304-DifficultPathPrograms/sum01_bug02.i_3.bpl 8.48 4.71 236113920 8.80 4.76 239468544 9.51 5.31 256516096 10.8  6.19 300765184
20170304-DifficultPathPrograms/sum01_bug02_sum01_bug02_base.case.i_4.bpl 8.36 4.63 235724800 8.32 4.65 240590848 9.61 5.38 254255104 10.4  5.99 294035456
20170304-DifficultPathPrograms/sum02.i_3.bpl 306    301    448700416 306    301    584642560 8.64 5.10 231612416 8.25 4.62 224886784
20170304-DifficultPathPrograms/sum03.i_3.bpl 87.3  78.6  590991360 90.2  79.7  687300608 31.9  21.2  783757312 33.9  21.1  757202944
20170304-DifficultPathPrograms/sum04.i_3.bpl 11.8  6.76 382091264 13.9  8.21 478650368 14.7  9.07 657756160 19.9  12.0  677126144
20170304-DifficultPathPrograms/sum04.i_4.bpl 8.97 5.05 269590528 10.5  6.04 318574592 10.3  5.90 307957760 14.0  8.13 447442944
20170304-DifficultPathPrograms/sum_array.i_3.bpl 9.56 5.33 265592832 8.29 4.64 243724288 301    255    2394980352 12.6  7.16 325165056
20170304-DifficultPathPrograms/toy.cil.c_34.bpl 36.7  21.7  879099904 54.4  31.9  959893504 40.8  26.6  896823296 51.7  34.7  992776192
20170304-DifficultPathPrograms/underapprox1.i_3.bpl 10.0  5.66 285913088 11.0  6.39 346304512 10.2  5.91 303788032 12.6  7.23 346247168
20170304-DifficultPathPrograms/underapprox2.i_3.bpl 10.8  5.97 296660992 11.4  6.56 354373632 10.7  6.37 311054336 12.6  7.22 343519232
20170304-DifficultPathPrograms/up.i_4.bpl 301    239    1401016320 301    243    1304854528 301    246    2544062464 302    262    1402003456
20170304-DifficultPathPrograms/veris.c_NetBSD-libc__loop.i_2.bpl 8.61 4.87 261914624 9.79 5.41 283262976 10.9  6.45 347095040 12.1  7.06 358821888
20170304-DifficultPathPrograms/verisec_NetBSD-libc__loop.i_2.bpl 8.47 4.76 245653504 8.65 4.80 251113472 8.88 4.98 259928064 10.3  5.85 279851008
20170304-DifficultPathPrograms/vogal.i_5.bpl 8.74 5.08 269787136 10.5  6.18 298655744 25.2  15.2  692449280 30.9  19.0  778141696
toy/tooDifficultLoopInvariant/AnnoyingVillain.bpl 300    278    980148224 45.8  34.4  889851904 302    298    670818304 189    182    674787328
toy/tooDifficultLoopInvariant/ArrayInit01.bpl 303    292    1971073024 6.60 3.58 212930560 301    267    2306928640 6.22 3.62 210137088
toy/tooDifficultLoopInvariant/ArrayInit02.bpl 301    248    1320837120 301    256    1223929856 301    266    1533075456 307    271    1280335872
toy/tooDifficultLoopInvariant/BeyerHenzingerMajumdarRybalchenko-PLDI2007-Figure4.bpl 205    160    2362941440 207    161    2313977856 301    240    1578708992 306    251    1590083584
toy/tooDifficultLoopInvariant/CountTillBound-Jupiter.bpl 7.34 4.13 226873344 7.89 4.46 230400000 8.80 5.05 251990016 9.86 5.71 282746880
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired01-BackwardSuccess.bpl 301    246    1286131712 301    251    1210626048 301    257    1299566592 302    255    1406083072
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired02-ForwardSuccess.bpl 6.40 3.57 213008384 6.35 3.50 212889600 6.07 3.45 211165184 6.64 3.71 212692992
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired03-FPBPCannibalizationSuccess.bpl 301    250    1284161536 300    255    1218633728 301    264    2807373824 306    277    1621512192
toy/tooDifficultLoopInvariant/HiddenEquality-Safe.bpl 257    198    1435594752 201    152    1391464448 285    224    2784890880 275    224    1426530304
toy/tooDifficultLoopInvariant/HiddenEqualityWithBranches.bpl 301    234    1361911808 301    236    1271238656 301    241    2776969216 306    249    1335603200
toy/tooDifficultLoopInvariant/HiddenInequality.bpl 10.7  6.29 349401088 12.1  7.15 378191872 12.5  8.01 576069632 16.2  9.78 566431744
toy/tooDifficultLoopInvariant/INT_add_vs_inc.bpl 10.2  5.85 297254912 10.5  5.95 295907328 10.1  5.88 303181824 11.5  6.60 328187904
toy/tooDifficultLoopInvariant/InvariantSynthesisWpOverapproxIntRealNegationBug.bpl 6.03 3.38 201003008 5.84 3.34 201023488 6.02 3.38 217432064 6.04 3.43 212365312
toy/tooDifficultLoopInvariant/LargeConstant-ForwardSuccess.bpl 7.39 4.17 237400064 7.99 4.55 245125120 301    246    2906791936 301    244    1383157760
toy/tooDifficultLoopInvariant/LexIndexValue-Pointer-Reduced.bpl 301    239    1387110400 300    245    1287397376 301    248    2867752960 301    250    1365409792
toy/tooDifficultLoopInvariant/Luxembourg-ArraysIntegefied.bpl 301    238    1564430336 301    244    1581740032 301    244    2838773760 305    269    1402368000
toy/tooDifficultLoopInvariant/Luxembourg-WithArrays.bpl 300    246    1870618624 6.41 3.66 214016000 301    234    2847092736 5.67 3.23 199122944
toy/tooDifficultLoopInvariant/Luxembourg-sophisticated.bpl 301    261    1387540480 301    259    1331884032 305    282    3264307200 306    278    3493040128
toy/tooDifficultLoopInvariant/Luxembourg.bpl 301    237    1447321600 300    245    1377136640 301    248    2874044416 302    245    1439604736
toy/tooDifficultLoopInvariant/LuxembourgOctopus.bpl 301    238    1382436864 301    243    1360973824 301    247    2862698496 303    247    1659125760
toy/tooDifficultLoopInvariant/Modulo-Ihringen-ModuloResolved.bpl 6.11 3.46 213495808 6.28 3.56 213979136 6.15 3.52 213016576 6.51 3.68 214298624
toy/tooDifficultLoopInvariant/Modulo-Ihringen.bpl 5.97 3.37 211386368 6.61 3.70 214683648 6.09 3.48 210321408 6.68 3.75 212914176
toy/tooDifficultLoopInvariant/ModuloInvariant-Breisach.bpl 5.86 3.32 199979008 6.17 3.49 199606272 5.65 3.17 198742016 6.35 3.57 210837504
toy/tooDifficultLoopInvariant/MonadicInvariant01.bpl 301    241    1423319040 300    245    1332482048 302    250    2874748928 304    252    1432629248
toy/tooDifficultLoopInvariant/NeonAngel01.bpl 306    294    773840896 306    294    766709760 300    246    2868490240 301    245    1480101888
toy/tooDifficultLoopInvariant/Octopussy.bpl 301    237    1451450368 300    244    1384583168 300    246    2870435840 301    246    1481117696
toy/tooDifficultLoopInvariant/PointerIncrement-simplified01.bpl 301    239    2100674560 6.25 3.48 212520960 300    245    2797817856 6.48 3.64 218333184
toy/tooDifficultLoopInvariant/PointerIncrement-simplified02.bpl 301    240    1443491840 6.49 3.70 212897792 301    242    2824871936 6.09 3.44 209113088
toy/tooDifficultLoopInvariant/PointerIncrement-simplified03.bpl 301    240    2010386432 6.83 3.83 217812992 289    234    2431840256 6.15 3.47 214900736
toy/tooDifficultLoopInvariant/PointerIncrement.bpl 301    242    2557591552 6.43 3.63 211230720 301    244    2791428096 6.60 3.74 217538560
toy/tooDifficultLoopInvariant/Sandman01.bpl 301    244    1842651136 6.72 3.80 216076288 300    237    2870837248 5.84 3.28 198348800
toy/tooDifficultLoopInvariant/ValueTerminatedArrayIteration01.bpl 11.1  6.23 300699648 6.46 3.65 213905408 8.15 4.56 223051776 6.80 3.84 213372928
toy/tooDifficultLoopInvariant/codeblockAssertOrder01.bpl 7.36 4.16 226263040 7.18 4.31 227819520 301    243    2906664960 302    247    1454530560
toy/tooDifficultLoopInvariant/doubleLoopUniformIterations.bpl 301    239    1336242176 301    241    1267032064 300    250    2691526656 303    264    1538859008
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalCake.bpl 301    272    1183391744 301    268    1195626496 301    261    2457518080 302    272    1492934656
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCake.bpl 8.74 4.79 242319360 8.88 4.97 245350400 9.57 5.53 280330240 11.3  6.61 323817472
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCakeWithArray.bpl 11.0  6.16 300019712 6.83 3.87 217030656 9.54 5.40 261541888 5.72 3.28 197591040
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/SkatingStrawberry.bpl 4.34 2.37 174129152 4.61 2.46 174432256 4.84 2.58 177139712 4.82 2.54 175833088
toy/nonlinear/ConstantValue-Safe.bpl 6.59 3.75 220749824 6.98 3.93 218402816 6.63 3.72 212844544 7.62 4.29 218189824
toy/nonlinear/InterpolationPaperExampleCandidate01.bpl 5.81 3.30 203112448 6.25 3.44 223899648 5.75 3.25 197963776 6.53 3.66 213204992
toy/nonlinear/Mult1-Safe.bpl 306    272    1213759488 301    261    1196351488 302    273    1402953728 306    279    1287032832
toy/nonlinear/NonlinearInvariant1-Safe.bpl 6.16 3.55 211161088 7.28 4.08 227655680 6.54 3.65 208531456 7.10 3.96 212488192
toy/nonlinear/PositiveValue-Safe.bpl 6.69 3.71 216354816 6.71 3.80 219873280 6.85 3.89 212283392 7.51 4.28 216870912
toy/nonlinear/Power1-Safe.bpl 6.72 3.79 216481792 7.24 4.05 220700672 7.65 4.38 225247232 8.97 5.08 242180096
toy/nonlinear/Power2-Unsafe.bpl 7.80 4.40 234749952 8.20 4.59 246255616 9.79 5.46 266489856 9.57 5.44 260349952
toy/nonlinear/Power3-Safe.bpl 301    295    1721131008 16.1  11.9  347701248 306    285    944050176 34.8  29.0  460021760
../../../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 25600 20800 208995221504 251 21800 17500 175865823232 251 32600 26800 299291320320 251 29300 24300 208489562112
local summary 23000 1680 19800 1380 29600 2090 24500 1860
    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