Tool ULTIMATE Automizer 0.1.23-b2fde6a7
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 2018-09-28 09:55:24 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    268    2836635648 21.2  12.4  691466240 300    243    2869125120 28.4  16.6  710578176
real-life/DraegerElevator-FSEN2007.bpl 9.42 5.32 260964352 11.8  6.85 321433600 10.5  5.91 290697216 11.9  6.68 316592128
real-life/Elevator-Integer.bpl 54.4  33.7  1020350464 59.7  40.2  1072074752 278    239    1928019968 304    272    2877997056
real-life/Elevator.bpl 73.5  46.5  1066749952 84.1  54.9  1207115776 302    263    2480857088 305    272    2982133760
real-life/ElevatorWithAssignments.bpl 55.0  34.0  1019043840 72.4  49.4  1173278720 301    245    1954828288 306    272    2024701952
real-life/ElevatorWithSingleTransition.bpl 6.28 3.53 204898304 6.39 3.73 203112448 6.68 3.76 211476480 6.88 3.79 209719296
real-life/GateController.bpl 301    242    1489592320 301    258    1494097920 301    245    2134540288 306    254    1317126144
real-life/GateControllerIncorrect1.bpl 24.2  14.9  692535296 32.8  20.5  796540928 13.3  7.81 430600192 21.4  13.3  692609024
real-life/GripperTest-correct.bpl 6.51 3.65 209518592 6.54 3.74 213561344 10.4  6.08 283328512 11.3  6.52 326955008
real-life/GripperTest-incorrect.bpl 6.96 4.08 215183360 6.92 3.93 221990912 7.76 4.70 224088064 8.60 5.04 229765120
real-life/GuiTestExample.bpl 12.9  7.21 389820416 9.50 5.33 279785472 12.0  6.72 333213696 10.4  6.01 308981760
real-life/GuiTestExampleUnsafe.bpl 13.5  7.46 389963776 9.95 5.52 281812992 11.2  6.41 327651328 10.5  6.42 311132160
real-life/RailwayCrossing-Incorrenct.bpl 6.99 3.99 226004992 8.47 4.74 236040192 6.90 4.11 213737472 7.75 4.40 224202752
real-life/RailwayCrossing.bpl 300    244    1502875648 301    248    1473134592 302    250    2141822976 306    252    1312022528
real-life/USE_SimplifiedGripperTest.bpl 6.26 3.53 210448384 6.65 3.69 213983232 6.76 3.89 212180992 8.56 4.85 228487168
real-life/bank.bpl 6.14 3.39 199913472 5.92 3.55 199233536 6.17 3.47 208646144 6.15 3.46 209100800
real-life/divisibilityWithArray.bpl 301    249    1376382976 5.87 3.38 196972544 301    264    2694295552 6.16 3.49 209514496
real-life/s3_clnt_1_Safe.bpl 57.9  31.4  1206996992 62.4  36.5  1281458176 301    246    2866614272 305    283    1814171648
real-life/s3_clnt_1_Unsafe.bpl 15.6  8.69 518135808 17.2  10.3  690479104 300    245    2872967168 305    284    1803264000
real-life/tcas-correct.bpl 7.76 4.46 238301184 9.28 5.18 254656512 7.42 4.16 218132480 8.64 4.81 225148928
real-life/tcas-incorrect.bpl 6.36 3.59 212766720 6.37 3.55 211718144 7.10 3.99 217645056 7.14 4.01 215375872
real-life/tcas-woAssumption.bpl 6.44 3.65 212819968 6.61 3.72 205459456 6.83 3.87 219283456 6.93 3.87 217882624
real-life/threadpooling_out.bpl 303    256    1544515584 300    247    1306603520 300    251    2562093056 306    267    1463345152
real-life/threadpooling_out2.mover.bpl 79.6  55.9  1265188864 112    83.0  1315311616 301    255    2576211968 305    279    1418674176
real-life/threadpooling_out3.bpl 301    261    2733694976 301    259    1689370624 301    253    2287996928 305    264    1893560320
real-life/threadpooling_out3.mover.bpl 301    266    2644156416 301    259    1274605568 301    258    2506006528 305    276    1483214848
real-life/threadpooling_out3_Reals.bpl 301    260    2439393280 300    256    1662824448 300    246    2057715712 302    261    1791733760
real-life/threadpooling_out_Reals.bpl 301    258    1572249600 300    250    1319919616 300    251    2542190592 305    274    1448448000
real-life/threadpooling_product.bpl 304    258    1938075648 300    249    1304227840 301    260    2771578880 305    281    1564090368
real-life/threadpooling_product_WithProcedures.bpl 305    257    2896191488 302    253    1270157312 300    251    2789900288 305    279    1549582336
real-life/threadpooling_product_WithoutIf.bpl 303    257    2900582400 301    250    1394003968 301    262    2640252928 305    279    1461006336
20170319-ConjunctivePathPrograms/bhmr2007.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.80 4.88 237613056 8.12 4.53 231956480 7.86 4.38 218259456 8.49 4.69 222461952
20170319-ConjunctivePathPrograms/cggmp2005.c.i_3.bplTransformedIcfg_BEv2_2.bpl 10.4  5.78 299765760 10.7  6.15 317378560 11.0  6.61 394125312 13.6  7.99 418951168
20170319-ConjunctivePathPrograms/cggmp2005_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.01 5.04 252751872 9.59 5.41 254918656 8.39 4.72 237301760 8.93 5.12 248733696
20170319-ConjunctivePathPrograms/const1.i_3.bplTransformedIcfg_BEv2_6.bpl 301    234    1431973888 301    246    1376260096 301    244    2847326208 305    279    1709641728
20170319-ConjunctivePathPrograms/count_by_1_variant.i_2.bplTransformedIcfg_BEv2_3.bpl 9.65 5.33 248557568 9.92 5.69 292126720 301    243    2829447168 306    275    1668399104
20170319-ConjunctivePathPrograms/count_by_2.i_3.bplTransformedIcfg_BEv2_3.bpl 301    235    1459744768 301    250    1425747968 301    241    2890518528 306    264    1456091136
20170319-ConjunctivePathPrograms/count_by_k.i_3.bplTransformedIcfg_BEv2_3.bpl 300    256    1388957696 302    263    1326329856 301    250    2879983616 306    279    1657036800
20170319-ConjunctivePathPrograms/count_by_nondet.i_3.bplTransformedIcfg_BEv2_3.bpl 301    235    1474465792 301    248    1506287616 301    236    2822995968 302    278    1647308800
20170319-ConjunctivePathPrograms/count_up_down.i_3.bplTransformedIcfg_BEv2_7.bpl 6.30 3.53 211361792 6.54 3.71 215818240 6.82 3.78 209526784 7.32 4.16 214204416
20170319-ConjunctivePathPrograms/ddlm2013.i_3.bplTransformedIcfg_BEv2_8.bpl 7.48 4.23 230436864 7.88 4.44 240816128 7.44 4.19 217993216 8.19 4.70 231567360
20170319-ConjunctivePathPrograms/down.i_4.bplTransformedIcfg_BEv2_5.bpl 301    240    1519280128 301    240    1283985408 301    244    2785435648 305    286    1649725440
20170319-ConjunctivePathPrograms/fragtest_simple.i_4.bplTransformedIcfg_BEv2_5.bpl 301    237    1564274688 301    250    1552662528 302    252    2895327232 306    262    1515810816
20170319-ConjunctivePathPrograms/functions1.i_3.bplTransformedIcfg_BEv2_8.bpl 301    235    1534595072 301    245    1943273472 300    242    2905726976 304    262    1527312384
20170319-ConjunctivePathPrograms/gauss_sum.i_3.bplTransformedIcfg_BEv2_3.bpl 301    259    1272958976 302    260    1200992256 301    265    1630195712 302    280    1574449152
20170319-ConjunctivePathPrograms/gcd_2.i_4.bplTransformedIcfg_BEv2_6.bpl 6.97 3.92 220340224 6.64 3.80 222101504 8.15 4.55 231804928 8.86 5.02 242163712
20170319-ConjunctivePathPrograms/gj2007.c.i_4.bplTransformedIcfg_BEv2_3.bpl 138    92.1  1411334144 149    102    1432039424 301    240    1628413952 301    263    1676021760
20170319-ConjunctivePathPrograms/gr2006.c.i_4.bplTransformedIcfg_BEv2_3.bpl 170    128    2175643648 212    166    1710567424 301    243    2728304640 305    285    1688588288
20170319-ConjunctivePathPrograms/half.i_3.bplTransformedIcfg_BEv2_4.bpl 8.24 4.62 227229696 7.47 4.21 225054720 8.54 4.83 244752384 8.76 4.93 239345664
20170319-ConjunctivePathPrograms/half_2.i_3.bplTransformedIcfg_BEv2_5.bpl 8.86 4.97 254590976 10.3  5.87 293289984 10.2  6.00 306839552 11.2  6.55 337952768
20170319-ConjunctivePathPrograms/hhk2008.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.71 5.49 261468160 9.72 5.43 259198976 9.61 5.50 261292032 10.7  5.97 291770368
20170319-ConjunctivePathPrograms/interleave_bits.i_3.bplTransformedIcfg_BEv2_4.bpl 15.4  9.14 539541504 18.0  10.8  554721280 13.0  7.79 459755520 20.2  11.9  659202048
20170319-ConjunctivePathPrograms/jain_5.i_2.bplTransformedIcfg_BEv2_4.bpl 8.63 4.82 246276096 9.09 5.08 251568128 300    257    2645352448 304    281    1588461568
20170319-ConjunctivePathPrograms/jm2006.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.83 5.59 285310976 10.5  5.95 308183040 12.6  7.66 435752960 16.6  9.49 464334848
20170319-ConjunctivePathPrograms/jm2006_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.4  5.91 304013312 11.5  6.45 321294336 13.4  8.08 454914048 17.0  9.76 471990272
20170319-ConjunctivePathPrograms/large_const.i_3.bplTransformedIcfg_BEv2_2.bpl 6.76 3.89 221741056 7.29 4.10 225705984 9.00 5.11 256684032 10.2  5.83 279023616
20170319-ConjunctivePathPrograms/nested.i_4.bplTransformedIcfg_BEv2_3.bpl 260    217    3142938624 256    212    3149045760 301    257    2850131968 306    292    1694105600
20170319-ConjunctivePathPrograms/nested1.i_4.bplTransformedIcfg_BEv2_12.bpl 302    248    2888683520 303    249    2859585536 301    244    2872705024 305    284    1603457024
20170319-ConjunctivePathPrograms/nested9.i_3.bplTransformedIcfg_BEv2_4.bpl 11.4  6.43 316157952 12.9  7.33 359231488 11.2  6.64 385548288 12.8  7.70 432742400
20170319-ConjunctivePathPrograms/num_conversion_1.i_3.bplTransformedIcfg_BEv2_9.bpl 11.7  6.45 330153984 12.1  6.91 363958272 10.6  5.96 302415872 11.5  6.73 356188160
20170319-ConjunctivePathPrograms/num_conversion_2.i_3.bplTransformedIcfg_BEv2_7.bpl 11.5  6.66 324730880 12.1  6.87 363302912 14.6  8.94 622649344 18.4  11.5  682205184
20170319-ConjunctivePathPrograms/overflow1.i_3.bplTransformedIcfg_BEv2_4.bpl 301    235    1447120896 301    247    1404452864 301    242    2853298176 305    265    1505140736
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.6  7.04 392601600 16.8  9.46 514998272 13.2  7.50 397516800 15.6  8.81 425562112
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_29.bpl 13.2  7.29 373854208 14.9  8.48 475283456 12.5  7.14 336994304 13.2  7.36 363986944
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 15.4  8.42 412131328 18.6  10.6  552288256 12.1  6.78 328704000 12.3  6.98 355536896
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.4  6.97 385916928 15.6  8.63 440262656 12.2  6.79 336781312 13.4  7.53 363114496
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_26.bpl 15.8  8.71 462667776 18.3  10.4  558723072 12.4  6.99 347742208 14.0  7.75 357249024
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_25.bpl 14.4  7.98 463736832 14.8  8.24 505950208 12.9  7.46 384036864 15.0  8.54 446025728
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_23.bpl 14.4  8.02 447795200 16.8  9.50 512061440 13.9  8.05 489861120 16.2  9.35 537743360
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bplTransformedIcfg_BEv2_23.bpl 11.1  6.10 329363456 12.8  7.02 368504832 12.0  6.73 343040000 14.2  7.93 369057792
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bplTransformedIcfg_BEv2_29.bpl 10.9  5.97 342441984 13.8  7.57 381648896 10.9  6.08 300605440 12.2  6.76 318398464
20170304-DifficultPathPrograms/afnp2014.c.i_3.bpl 8.50 4.69 240263168 8.85 4.94 240988160 300    255    2786897920 301    274    1518444544
20170304-DifficultPathPrograms/array.i_3.bpl 8.27 4.59 235073536 6.72 3.68 214573056 8.55 4.95 246276096 7.03 3.94 215183360
20170304-DifficultPathPrograms/array1.i_3.bpl 300    245    1452855296 306    260    1360785408 301    244    2914873344 304    259    1441714176
20170304-DifficultPathPrograms/array2.i_3.bpl 301    249    1436504064 306    262    1374208000 300    247    2891993088 304    263    1445888000
20170304-DifficultPathPrograms/array3.i_4.bpl 300    249    1576022016 301    253    1529520128 301    244    2884579328 301    254    1497010176
20170304-DifficultPathPrograms/array4.i_4.bpl 199    118    8000000000 32.0  19.8  781619200 301    245    2904387584 305    258    1421074432
20170304-DifficultPathPrograms/bhmr2007.c.i_3.bpl 9.08 5.08 248528896 9.12 5.08 240185344 7.89 4.44 220471296 8.91 4.99 230330368
20170304-DifficultPathPrograms/cggmp2005.c.i_3.bpl 10.4  5.93 315506688 11.3  6.55 353595392 11.5  6.87 403001344 14.1  8.38 451125248
20170304-DifficultPathPrograms/cggmp2005_variant.c.i_3.bpl 9.23 5.21 260718592 9.99 5.67 270962688 8.87 4.97 239366144 11.3  6.32 289562624
20170304-DifficultPathPrograms/cggmp2005b.c.i_4.bpl 8.62 4.71 250191872 9.49 5.39 263311360 9.71 5.58 281395200 12.2  7.18 373583872
20170304-DifficultPathPrograms/const1.i_3.bpl 306    292    901578752 306    282    1055727616 301    257    1306832896 302    252    1431490560
20170304-DifficultPathPrograms/count_by_1.i_3.bpl 7.43 4.25 235819008 8.12 4.65 245329920 300    246    2889740288 306    264    1449574400
20170304-DifficultPathPrograms/count_by_1_variant.i_2.bpl 9.09 5.12 251310080 9.70 5.55 278425600 8.85 5.14 257921024 10.0  5.72 285392896
20170304-DifficultPathPrograms/count_by_2.i_3.bpl 301    238    1450504192 301    247    1424642048 301    245    2924240896 305    263    1412358144
20170304-DifficultPathPrograms/count_by_k.i_3.bpl 300    252    1334542336 301    258    1390129152 306    256    2868961280 306    271    1594642432
20170304-DifficultPathPrograms/count_by_nondet.i_3.bpl 301    235    1551290368 301    247    2236637184 301    240    2856333312 305    280    1659838464
20170304-DifficultPathPrograms/count_up_down.i_3.bpl 8.37 4.72 236752896 8.76 5.03 235327488 7.58 4.21 214179840 16.0  12.5  232665088
20170304-DifficultPathPrograms/ddlm2013.i_3.bpl 8.26 4.60 237670400 8.50 4.77 235847680 7.28 4.15 215441408 8.42 4.67 227876864
20170304-DifficultPathPrograms/diamond1.i_3.bpl 305    287    961949696 306    284    1080729600 301    259    1273815040 303    256    1444028416
20170304-DifficultPathPrograms/diamond2.i_4.bpl 32.4  26.1  424775680 27.8  21.4  502026240 246    241    498040832 34.0  27.8  388108288
20170304-DifficultPathPrograms/down.i_4.bpl 301    238    1354760192 301    240    1248579584 301    243    2797539328 303    282    1673465856
20170304-DifficultPathPrograms/eureka_01.i_3.bpl 8.34 4.54 242221056 7.05 3.98 226287616 9.50 5.39 268824576 8.91 5.07 254152704
20170304-DifficultPathPrograms/eureka_01.i_6.bpl 9.50 5.28 260435968 11.4  6.29 309469184 40.5  24.4  834973696 65.1  43.2  1128009728
20170304-DifficultPathPrograms/eureka_05.i_5.bpl 15.2  8.68 490184704 13.2  7.86 418869248 39.7  27.0  901013504 50.3  34.9  1128505344
20170304-DifficultPathPrograms/fragtest_simple.i_4.bpl 301    238    1497210880 300    247    1394974720 301    246    2789142528 305    285    1602588672
20170304-DifficultPathPrograms/functions1.i_3.bpl 306    295    758939648 306    291    789770240 301    257    1321881600 301    253    1686106112
20170304-DifficultPathPrograms/gauss_sum.i_3.bpl 302    260    1283350528 300    255    1204613120 301    262    1588211712 300    250    1346482176
20170304-DifficultPathPrograms/gcd_2.i_4.bpl 300    271    3460227072 10.2  6.64 256815104 303    297    506605568 19.0  15.1  270495744
20170304-DifficultPathPrograms/gj2007.c.i_4.bpl 141    93.0  1388498944 162    109    1379430400 301    241    1658736640 303    250    1428393984
20170304-DifficultPathPrograms/gr2006.c.i_4.bpl 174    134    2546356224 260    210    1918509056 301    243    2793529344 305    286    1700392960
20170304-DifficultPathPrograms/half.i_3.bpl 8.02 4.53 232333312 8.31 4.64 235732992 9.63 5.53 273694720 10.8  6.12 300224512
20170304-DifficultPathPrograms/half_2.i_3.bpl 9.92 5.60 274952192 10.8  6.03 281665536 9.77 5.72 304001024 12.2  7.16 345337856
20170304-DifficultPathPrograms/hhk2008.c.i_3.bpl 9.94 5.47 279674880 9.75 5.50 271306752 9.75 5.58 271163392 10.7  6.16 307003392
20170304-DifficultPathPrograms/insertion_sort.i_3.bpl 7.22 4.07 225771520 6.29 3.58 214224896 7.75 4.26 223744000 6.76 3.89 221274112
20170304-DifficultPathPrograms/interleave_bits.i_3.bpl 23.0  15.2  622985216 32.7  22.2  777003008 18.8  11.8  685694976 24.7  15.0  683364352
20170304-DifficultPathPrograms/invert_string.i_4.bpl 301    243    1869905920 8.92 4.98 240824320 301    244    2296619008 10.5  5.97 278249472
20170304-DifficultPathPrograms/jain_1.i_2.bpl 10.2  6.62 245485568 9.36 6.30 233119744 301    257    1344290816 300    242    1183842304
20170304-DifficultPathPrograms/jain_2.i_2.bpl 47.2  43.1  361410560 24.6  21.1  256294912 301    253    1358835712 306    248    1258500096
20170304-DifficultPathPrograms/jain_4.i_2.bpl 276    270    393068544 9.85 6.60 227360768 301    252    1305812992 10.3  5.76 267354112
20170304-DifficultPathPrograms/jain_5.i_2.bpl 306    294    796598272 305    289    893599744 302    261    2646298624 305    282    1547911168
20170304-DifficultPathPrograms/jain_6.i_2.bpl 39.2  35.4  268783616 41.6  37.6  267255808 301    258    1337585664 301    244    1249665024
20170304-DifficultPathPrograms/jain_7.i_2.bpl 44.1  40.1  283754496 41.4  37.3  283037696 301    256    1010540544 300    242    1214996480
20170304-DifficultPathPrograms/jm2006.c.i_3.bpl 10.8  6.04 317304832 11.8  6.58 321708032 10.7  6.28 341192704 15.3  8.67 414699520
20170304-DifficultPathPrograms/jm2006_variant.c.i_3.bpl 10.5  6.01 308604928 11.5  6.52 338522112 11.4  6.65 350085120 15.5  8.86 428277760
20170304-DifficultPathPrograms/large_const.i_3.bpl 7.61 4.27 228495360 7.43 4.21 237887488 8.97 5.12 260902912 10.3  5.88 288210944
20170304-DifficultPathPrograms/linear_sea.ch.i_4.bpl 17.9  13.9  271773696 10.4  6.88 246083584 301    258    1311637504 305    274    1592545280
20170304-DifficultPathPrograms/linear_search.i_5.bpl 25.2  18.9  511475712 18.0  13.7  284606464 301    248    1445220352 305    281    1715744768
20170304-DifficultPathPrograms/matrix.i_4.bpl 10.7  5.98 304730112 7.13 3.98 227016704 12.7  7.64 446226432 11.6  6.59 317202432
20170304-DifficultPathPrograms/mcmillan2006.c.i_3.bpl 7.86 4.35 230555648 6.74 3.78 216010752 7.81 4.46 225026048 6.72 3.86 216502272
20170304-DifficultPathPrograms/n.c11.i_3.bpl 9.90 5.55 272142336 10.3  5.87 309030912 9.50 5.43 267259904 11.3  6.44 321708032
20170304-DifficultPathPrograms/nested.c_4.bpl 7.67 4.25 231833600 7.99 4.48 237940736 301    244    2858336256 303    270    1669779456
20170304-DifficultPathPrograms/nested.i_4.bpl 301    258    3330117632 301    260    3349860352 300    254    2836242432 305    288    1824378880
20170304-DifficultPathPrograms/nested1.i_4.bpl 306    290    1173590016 305    282    1300791296 301    255    2035326976 305    277    1652293632
20170304-DifficultPathPrograms/nested9.i_3.bpl 10.6  5.93 296472576 11.4  6.50 327327744 11.1  6.60 392613888 13.4  7.90 425058304
20170304-DifficultPathPrograms/num_conversion_1.i_3.bpl 33.2  26.6  466063360 28.5  20.7  610045952 174    169    407117824 306    298    563843072
20170304-DifficultPathPrograms/num_conversion_2.i_3.bpl 27.4  21.0  467398656 25.8  19.5  562061312 214    209    406663168 197    191    506052608
20170304-DifficultPathPrograms/overflow1.i_3.bpl 306    298    690647040 306    295    846118912 301    258    1345933312 302    256    1442078720
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bpl 18.8  10.4  538198016 22.1  12.5  656539648 13.5  7.91 469528576 21.9  12.3  558534656
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bpl 16.2  9.20 538951680 18.7  10.7  599867392 11.9  6.73 354250752 13.8  7.94 408018944
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bpl 16.1  8.79 487497728 18.2  10.2  579387392 13.0  7.56 434831360 15.8  9.18 492957696
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.UNBOUNDED.pals.c_11.bpl 14.8  8.26 482238464 17.6  9.95 551059456 10.8  6.07 319983616 12.3  6.81 337764352
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bpl 18.2  10.2  557510656 22.1  12.5  666578944 13.3  7.94 492498944 17.0  9.90 537681920
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bpl 17.7  9.89 536670208 19.9  11.3  598904832 11.5  6.59 351645696 14.8  8.38 405815296
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bpl 18.0  9.69 557416448 29.8  16.1  681181184 12.5  7.42 429355008 16.6  9.48 501538816
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.UNBOUNDED.pals.c_10.bpl 23.6  12.9  653189120 25.0  13.9  686673920 13.6  7.93 484974592 17.1  9.91 532664320
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.BOUNDED-8.pals.c_10.bpl 17.4  9.36 560427008 22.7  12.3  654589952 13.7  8.11 480194560 19.2  11.0  557383680
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.UNBOUNDED.pals.c_11.bpl 20.3  11.2  666890240 29.9  16.3  683069440 12.6  7.40 422633472 20.8  14.2  472973312
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bpl 24.0  13.0  662884352 32.3  17.6  694214656 17.1  10.5  690663424 24.8  14.5  695021568
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.UNBOUNDED.pals.c_10.bpl 19.6  11.1  662700032 26.1  14.6  671076352 13.5  8.00 473755648 17.5  10.0  530927616
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.BOUNDED-10.pals.c_11.bpl 22.5  12.3  676569088 33.8  18.3  706134016 36.2  24.0  780161024 54.8  36.6  1156464640
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.UNBOUNDED.pals.c_11.bpl 25.2  13.9  672247808 34.1  18.7  699813888 12.4  7.05 387928064 16.2  9.05 445456384
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.BOUNDED-10.pals.c_11.bpl 23.6  12.8  694267904 29.6  16.5  697544704 17.3  10.4  688750592 25.6  15.0  686112768
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.UNBOUNDED.pals.c_12.bpl 29.2  15.9  814039040 37.5  20.4  797167616 12.1  6.96 392953856 15.3  8.66 446316544
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.BOUNDED-10.pals.c_11.bpl 24.3  12.8  688168960 31.4  17.2  698445824 31.0  20.5  783790080 41.6  26.6  920039424
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.UNBOUNDED.pals.c_11.bpl 27.6  15.1  680747008 29.4  16.5  691580928 15.3  9.22 620417024 22.9  13.2  681664512
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.BOUNDED-12.pals.c_12.bpl 32.6  17.3  813244416 51.2  29.3  919347200 52.0  36.1  884056064 82.8  60.1  1282326528
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.UNBOUNDED.pals.c_12.bpl 33.0  17.9  896462848 41.3  22.4  948375552 15.5  9.14 580227072 22.1  12.6  616198144
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.2.ufo.BOUNDED-12.pals.c_12.bpl 36.4  19.2  924463104 55.5  30.0  959676416 37.1  26.1  809230336 42.2  26.6  915509248
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.BOUNDED-12.pals.c_12.bpl 25.7  13.6  698953728 37.0  20.2  827568128 14.5  8.53 530231296 18.5  10.7  596729856
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.UNBOUNDED.pals.c_12.bpl 33.2  17.9  894480384 40.2  21.9  930902016 13.8  7.65 391794688 17.0  9.48 461967360
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.BOUNDED-6.pals.c_13.bpl 16.4  9.29 574844928 21.7  12.3  653152256 13.5  8.08 493035520 19.5  11.3  567209984
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.UNBOUNDED.pals.c_14.bpl 21.1  12.0  653152256 34.8  20.1  709959680 11.7  6.62 349487104 14.8  8.41 406638592
20170304-DifficultPathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bpl 22.5  12.4  645144576 28.3  15.8  675930112 13.1  7.86 493096960 17.8  10.3  566603776
20170304-DifficultPathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bpl 20.0  11.4  657301504 35.1  20.0  708005888 13.1  7.66 427966464 16.0  9.34 496766976
20170304-DifficultPathPrograms/pals_lcr.3_overflow.ufo.UNBOUNDED.pals.c_13.bpl 21.0  12.0  651841536 33.5  19.4  706400256 11.8  6.71 347648000 14.6  8.24 410562560
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.BOUNDED-8.pals.c_19.bpl 20.6  11.6  660889600 26.9  14.8  677195776 13.1  7.65 454836224 15.9  9.33 510894080
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.UNBOUNDED.pals.c_16.bpl 21.6  12.1  659070976 26.3  14.8  685715456 13.8  8.08 481165312 17.8  10.3  525312000
20170304-DifficultPathPrograms/pals_lcr.4.ufo.BOUNDED-8.pals.c_19.bpl 22.9  12.7  679890944 33.4  19.2  718954496 12.6  7.11 380674048 14.9  8.48 420233216
20170304-DifficultPathPrograms/pals_lcr.4.ufo.UNBOUNDED.pals.c_16.bpl 20.9  11.8  662863872 32.8  17.9  686608384 13.7  8.09 470040576 17.8  10.2  521039872
20170304-DifficultPathPrograms/pals_lcr.4_overflow.ufo.UNBOUNDED.pals.c_19.bpl 23.5  13.1  668495872 24.4  14.1  685871104 13.0  7.53 439705600 16.7  9.66 500187136
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.BOUNDED-10.pals.c_21.bpl 29.1  15.9  701997056 32.2  17.8  707690496 13.8  7.78 429522944 17.2  9.63 480595968
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.UNBOUNDED.pals.c_19.bpl 26.0  14.0  708870144 32.1  17.8  813682688 14.0  8.05 456966144 18.7  10.6  524804096
20170304-DifficultPathPrograms/pals_lcr.5.ufo.BOUNDED-10.pals.c_21.bpl 31.4  17.1  782086144 39.9  22.6  818139136 13.0  7.54 488697856 18.8  10.6  537436160
20170304-DifficultPathPrograms/pals_lcr.5.ufo.UNBOUNDED.pals.c_19.bpl 23.3  12.3  693981184 27.6  14.8  690556928 12.2  6.74 354066432 13.4  7.49 372166656
20170304-DifficultPathPrograms/pals_lcr.5_overflow.ufo.UNBOUNDED.pals.c_21.bpl 34.2  19.2  806469632 44.6  25.9  870223872 13.2  7.70 469299200 18.9  10.7  530157568
20170304-DifficultPathPrograms/pals_lcr.6.1.ufo.UNBOUNDED.pals.c_23.bpl 34.1  18.6  825622528 38.3  21.2  818323456 15.0  8.72 511569920 19.9  11.2  580984832
20170304-DifficultPathPrograms/pals_lcr.6.ufo.UNBOUNDED.pals.c_23.bpl 37.1  19.9  840220672 38.3  21.3  845930496 12.1  6.79 372875264 14.8  8.16 403714048
20170304-DifficultPathPrograms/phases1.i_3.bpl 8.38 4.75 249573376 9.70 5.48 266838016 301    260    1325342720 301    254    1469227008
20170304-DifficultPathPrograms/s3_clnt_1.cil.c_16.bpl 17.7  9.75 571592704 25.5  14.1  682766336 45.1  29.0  986746880 166    147    1715937280
20170304-DifficultPathPrograms/s3_clnt_2.cil.c_21.bpl 28.2  15.6  770134016 40.2  22.4  789823488 69.4  47.9  1225293824 305    286    1949401088
20170304-DifficultPathPrograms/s3_clnt_3.BV.c.cil.c_19.bpl 21.6  11.8  683036672 23.9  13.4  698060800 38.8  24.3  877338624 59.2  41.9  1338867712
20170304-DifficultPathPrograms/s3_clnt_3.cil.c_21.bpl 26.9  14.8  708800512 34.4  19.2  706043904 56.5  37.2  1081692160 265    243    1922850816
20170304-DifficultPathPrograms/s3_clnt_4.cil.c_20.bpl 24.7  13.4  684666880 28.4  15.8  705228800 43.4  28.8  1054056448 167    149    1767260160
20170304-DifficultPathPrograms/s3_srvr_1.BV.c.cil.c_21.bpl 29.7  16.8  803209216 35.8  20.8  827416576 35.0  21.9  791678976 109    92.5  1749397504
20170304-DifficultPathPrograms/s3_srvr_1.cil.c_23.bpl 31.8  17.9  797429760 39.6  22.8  795918336 67.0  43.9  1078992896 305    283    1691615232
20170304-DifficultPathPrograms/s3_srvr_1_alt.BV.c.cil.c_14.bpl 15.4  8.67 519217152 19.3  11.0  613285888 43.7  28.5  965140480 125    105    1706098688
20170304-DifficultPathPrograms/s3_srvr_2.BV.c.cil.c_13.bpl 12.4  6.77 392138752 14.8  8.34 443158528 28.3  16.5  697155584 43.3  26.6  951095296
20170304-DifficultPathPrograms/s3_srvr_2.cil.c_16.bpl 13.7  7.65 419475456 17.9  9.89 467857408 14.7  9.05 639934464 21.5  13.0  699478016
20170304-DifficultPathPrograms/s3_srvr_2_alt.BV.c.cil.c_13.bpl 12.9  7.25 395214848 14.2  7.99 440250368 27.4  16.1  701739008 39.0  25.0  950472704
20170304-DifficultPathPrograms/s3_srvr_3.BV.c.cil.c_19.bpl 30.7  17.0  764059648 38.0  21.9  816701440 41.2  26.6  904286208 205    185    1817939968
20170304-DifficultPathPrograms/s3_srvr_3.cil.c_20.bpl 30.2  17.0  788516864 36.5  21.1  803635200 33.8  21.3  798269440 110    93.4  1728827392
20170304-DifficultPathPrograms/s3_srvr_3_alt.BV.c.cil.c_19.bpl 32.4  17.9  800108544 37.2  21.4  778694656 40.0  26.2  935772160 201    182    1826971648
20170304-DifficultPathPrograms/s3_srvr_4.cil.c_14.bpl 12.8  7.08 400019456 15.1  8.44 455528448 13.5  8.03 481316864 17.3  10.4  661147648
20170304-DifficultPathPrograms/s3_srvr_7.cil.c_19.bpl 14.0  7.72 434995200 18.2  10.1  495312896 16.0  9.68 636862464 23.3  14.4  692854784
20170304-DifficultPathPrograms/seq.i_4.bpl 301    240    1439580160 300    245    1345495040 301    248    2783453184 306    286    1596772352
20170304-DifficultPathPrograms/simple1.i_3.bpl 306    297    696438784 306    295    786657280 301    258    1334210560 302    259    1444659200
20170304-DifficultPathPrograms/simple4.i_3.bpl 306    298    685805568 306    294    865579008 301    257    1273982976 301    257    1405571072
20170304-DifficultPathPrograms/string.i_3.bpl 9.37 5.27 272543744 10.6  6.00 320131072 10.0  5.54 285999104 13.6  8.07 445333504
20170304-DifficultPathPrograms/string_concat-noarr.i_3.bpl 83.1  62.6  1420107776 65.5  47.2  1445490688 232    184    2678906880 301    259    1517166592
20170304-DifficultPathPrograms/sum01.i_3.bpl 8.10 4.57 235618304 8.64 4.70 239382528 9.37 5.31 253890560 11.2  6.36 309264384
20170304-DifficultPathPrograms/sum01_bug02.i_3.bpl 8.88 4.95 236797952 9.00 5.03 247316480 9.71 5.46 256430080 10.9  6.21 301596672
20170304-DifficultPathPrograms/sum01_bug02_sum01_bug02_base.case.i_4.bpl 8.19 4.59 235950080 8.58 4.79 239263744 9.35 5.28 255979520 10.7  6.16 295346176
20170304-DifficultPathPrograms/sum02.i_3.bpl 306    301    445288448 306    300    584622080 8.53 5.02 236986368 7.89 4.51 225710080
20170304-DifficultPathPrograms/sum03.i_3.bpl 83.0  74.8  600735744 98.6  87.7  703705088 33.4  21.7  780599296 39.3  23.9  780394496
20170304-DifficultPathPrograms/sum04.i_3.bpl 12.4  7.14 394760192 14.9  8.80 491130880 15.2  9.55 656580608 24.1  14.1  685621248
20170304-DifficultPathPrograms/sum04.i_4.bpl 8.84 5.05 268357632 10.5  6.08 319279104 10.3  5.88 307015680 14.2  8.28 454184960
20170304-DifficultPathPrograms/sum_array.i_3.bpl 9.43 5.26 264204288 8.10 4.55 233570304 301    258    2515902464 12.7  7.29 332943360
20170304-DifficultPathPrograms/toy.cil.c_34.bpl 37.3  22.0  887631872 48.6  28.7  898101248 43.3  27.9  907632640 73.6  55.2  1678770176
20170304-DifficultPathPrograms/underapprox1.i_3.bpl 10.5  5.82 286232576 10.9  6.37 350879744 10.8  6.10 303423488 12.5  7.16 346189824
20170304-DifficultPathPrograms/underapprox2.i_3.bpl 9.93 5.61 296955904 11.7  6.70 358715392 11.1  6.33 314597376 12.3  7.09 344928256
20170304-DifficultPathPrograms/up.i_4.bpl 301    240    1387753472 300    244    1325158400 301    246    2801627136 300    279    1689841664
20170304-DifficultPathPrograms/veris.c_NetBSD-libc__loop.i_2.bpl 9.33 5.20 263176192 9.71 5.38 282517504 10.1  5.98 346341376 12.2  7.10 382029824
20170304-DifficultPathPrograms/verisec_NetBSD-libc__loop.i_2.bpl 8.48 4.65 247615488 8.61 4.83 248942592 8.77 4.98 255868928 10.4  5.85 278487040
20170304-DifficultPathPrograms/vogal.i_5.bpl 9.60 5.41 270745600 10.3  5.87 309837824 27.8  16.4  699936768 34.3  20.6  773672960
toy/tooDifficultLoopInvariant/AnnoyingVillain.bpl 300    282    987156480 36.2  26.4  771059712 304    299    687935488 37.1  31.5  399802368
toy/tooDifficultLoopInvariant/ArrayInit01.bpl 303    291    1922424832 6.27 3.49 215736320 301    267    2417942528 6.68 3.78 213725184
toy/tooDifficultLoopInvariant/ArrayInit02.bpl 301    249    1318412288 300    253    1205071872 301    266    1543155712 305    285    1576411136
toy/tooDifficultLoopInvariant/BeyerHenzingerMajumdarRybalchenko-PLDI2007-Figure4.bpl 203    159    2410823680 210    165    2279837696 301    237    1514881024 301    262    1612173312
toy/tooDifficultLoopInvariant/CountTillBound-Jupiter.bpl 7.59 4.23 228323328 7.45 4.19 229056512 9.04 5.15 256606208 10.4  5.94 290185216
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired01-BackwardSuccess.bpl 301    246    1311514624 301    249    1244921856 301    254    1279041536 304    262    1472114688
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired02-ForwardSuccess.bpl 5.89 3.34 210886656 6.30 3.50 211972096 6.24 3.48 211402752 6.49 3.72 214470656
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired03-FPBPCannibalizationSuccess.bpl 301    252    1283014656 300    253    1220370432 301    263    2774589440 306    292    1618759680
toy/tooDifficultLoopInvariant/HiddenEquality-Safe.bpl 260    200    1418145792 205    156    1446694912 272    218    2737303552 302    262    1494499328
toy/tooDifficultLoopInvariant/HiddenEqualityWithBranches.bpl 301    239    1453514752 302    249    1415237632 301    243    2811293696 302    256    1451950080
toy/tooDifficultLoopInvariant/HiddenInequality.bpl 11.0  6.29 351956992 12.2  7.15 389406720 12.5  7.87 575119360 16.6  10.2  674664448
toy/tooDifficultLoopInvariant/INT_add_vs_inc.bpl 10.1  5.80 298176512 10.2  5.79 287248384 10.2  5.95 308191232 12.0  6.88 330792960
toy/tooDifficultLoopInvariant/InvariantSynthesisWpOverapproxIntRealNegationBug.bpl 5.78 3.31 194502656 5.88 3.37 203018240 5.94 3.35 210984960 6.16 3.50 214577152
toy/tooDifficultLoopInvariant/LargeConstant-ForwardSuccess.bpl 8.01 4.43 242208768 8.35 4.73 245792768 300    243    2895933440 306    264    1444040704
toy/tooDifficultLoopInvariant/LexIndexValue-Pointer-Reduced.bpl 301    242    1415667712 301    251    1436086272 302    250    2868998144 306    263    1434984448
toy/tooDifficultLoopInvariant/Luxembourg-ArraysIntegefied.bpl 301    239    1618309120 301    248    1637814272 301    246    2830671872 305    279    1663864832
toy/tooDifficultLoopInvariant/Luxembourg-WithArrays.bpl 301    244    1898758144 6.14 3.46 214228992 300    238    2835177472 5.34 3.09 196395008
toy/tooDifficultLoopInvariant/Luxembourg-sophisticated.bpl 301    264    1397899264 301    261    1322446848 304    277    3294707712 306    273    3553054720
toy/tooDifficultLoopInvariant/Luxembourg.bpl 301    237    1338003456 301    249    1489170432 300    245    2862637056 303    261    1468878848
toy/tooDifficultLoopInvariant/LuxembourgOctopus.bpl 301    238    1384964096 301    248    1403174912 300    249    2868195328 302    261    1513017344
toy/tooDifficultLoopInvariant/Modulo-Ihringen-ModuloResolved.bpl 6.40 3.55 212668416 6.21 3.51 214323200 5.89 3.40 210980864 6.35 3.63 212144128
toy/tooDifficultLoopInvariant/Modulo-Ihringen.bpl 6.11 3.46 212570112 6.33 3.54 213000192 5.99 3.49 211415040 6.36 3.62 211673088
toy/tooDifficultLoopInvariant/ModuloInvariant-Breisach.bpl 5.90 3.34 201621504 5.91 3.38 207425536 6.00 3.41 199413760 6.72 3.78 209158144
toy/tooDifficultLoopInvariant/MonadicInvariant01.bpl 301    243    1353641984 301    253    1395367936 301    251    2874007552 306    261    1426329600
toy/tooDifficultLoopInvariant/NeonAngel01.bpl 306    292    785846272 306    294    790257664 300    242    2863177728 304    262    1524654080
toy/tooDifficultLoopInvariant/Octopussy.bpl 301    238    1474052096 301    251    1442758656 300    248    2871828480 305    262    1481760768
toy/tooDifficultLoopInvariant/PointerIncrement-simplified01.bpl 300    242    2137546752 5.95 3.36 210165760 300    247    2788442112 6.23 3.53 216145920
toy/tooDifficultLoopInvariant/PointerIncrement-simplified02.bpl 301    242    1528164352 6.63 3.75 214724608 301    243    2821533696 6.02 3.40 211595264
toy/tooDifficultLoopInvariant/PointerIncrement-simplified03.bpl 301    241    1981665280 6.46 3.63 212291584 287    233    2766053376 5.98 3.38 209870848
toy/tooDifficultLoopInvariant/PointerIncrement.bpl 300    240    2358116352 6.30 3.55 210874368 301    247    2799927296 6.60 3.72 213037056
toy/tooDifficultLoopInvariant/Sandman01.bpl 300    246    1826693120 6.29 3.58 216313856 301    241    2878144512 6.04 3.36 199385088
toy/tooDifficultLoopInvariant/ValueTerminatedArrayIteration01.bpl 10.8  6.07 296402944 6.37 3.63 214216704 8.13 4.62 223252480 6.83 3.86 213561344
toy/tooDifficultLoopInvariant/codeblockAssertOrder01.bpl 6.74 3.89 226062336 6.79 4.10 224985088 300    240    2898128896 306    262    1523990528
toy/tooDifficultLoopInvariant/doubleLoopUniformIterations.bpl 301    240    1262043136 301    238    1251930112 300    250    2748272640 305    282    1609265152
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalCake.bpl 301    270    1173172224 301    266    1167777792 301    266    2542731264 305    284    1669476352
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCake.bpl 9.10 5.03 238264320 8.35 4.72 242130944 9.90 5.69 278335488 11.2  6.49 320737280
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCakeWithArray.bpl 10.7  6.06 299667456 7.02 3.92 217649152 9.30 5.31 261685248 5.73 3.24 198926336
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/SkatingStrawberry.bpl 4.61 2.44 177512448 4.63 2.47 178421760 4.76 2.55 178171904 4.60 2.45 176979968
toy/nonlinear/ConstantValue-Safe.bpl 6.59 3.73 232366080 6.81 3.85 218144768 6.50 3.68 213942272 7.74 4.40 219172864
toy/nonlinear/InterpolationPaperExampleCandidate01.bpl 6.16 3.45 208662528 6.15 3.44 215523328 5.90 3.38 209326080 6.54 3.70 211894272
toy/nonlinear/Mult1-Safe.bpl 300    265    1180938240 301    259    1188896768 301    272    1365368832 305    282    1517195264
toy/nonlinear/NonlinearInvariant1-Safe.bpl 6.55 3.71 222109696 6.99 3.95 228917248 6.29 3.54 214028288 7.06 3.95 212074496
toy/nonlinear/PositiveValue-Safe.bpl 6.56 3.70 215912448 6.67 3.75 218615808 6.73 3.78 215822336 7.52 4.26 217776128
toy/nonlinear/Power1-Safe.bpl 7.04 3.92 218075136 6.72 3.80 223686656 7.70 4.42 223801344 8.41 4.86 242221056
toy/nonlinear/Power2-Unsafe.bpl 7.74 4.26 237891584 8.13 4.52 249442304 9.37 5.35 265310208 9.80 5.60 267489280
toy/nonlinear/Power3-Safe.bpl 301    295    1739046912 12.6  8.40 343031808 313    289    881725440 34.7  29.7  365150208
../../../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 25700 20900 209743273984 251 22100 17800 177329893376 251 32600 26800 299060121600 251 30500 26400 220240093184
local summary 23500 1700 19700 1400 30200 2100 26700 2030
    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