Tool ULTIMATE Automizer 0.1.23-00a86215
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 10:14:24 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    270    2858192896 20.2  11.6  697769984 301    242    2879303680 24.4  14.9  719855616
real-life/DraegerElevator-FSEN2007.bpl 9.19 5.37 254386176 12.1  7.06 320348160 10.4  5.95 294068224 11.2  6.34 316022784
real-life/Elevator-Integer.bpl 54.1  33.7  977776640 57.6  39.2  1061892096 277    237    1732587520 306    272    2941628416
real-life/Elevator.bpl 67.4  43.8  1063776256 77.0  51.0  1193926656 302    266    2563842048 306    273    3040514048
real-life/ElevatorWithAssignments.bpl 53.1  33.0  1034002432 73.2  49.3  1219473408 301    247    2090754048 306    268    2045710336
real-life/ElevatorWithSingleTransition.bpl 6.46 3.61 203735040 6.30 3.58 199712768 6.20 3.56 206094336 6.91 4.03 213700608
real-life/GateController.bpl 300    241    1504190464 301    254    1486987264 301    249    2017460224 303    248    1354379264
real-life/GateControllerIncorrect1.bpl 25.7  15.9  690675712 33.0  20.5  778883072 13.0  7.75 429678592 21.5  13.1  694018048
real-life/GripperTest-correct.bpl 6.69 3.70 214233088 6.75 3.89 212860928 10.6  5.96 288686080 11.7  6.70 338993152
real-life/GripperTest-incorrect.bpl 6.60 3.95 213671936 7.62 4.16 220745728 7.84 4.35 222937088 8.80 5.10 231809024
real-life/GuiTestExample.bpl 13.9  7.73 393170944 9.40 5.28 276176896 11.6  6.56 316850176 10.5  6.04 309559296
real-life/GuiTestExampleUnsafe.bpl 13.2  7.47 395624448 9.15 5.18 275013632 10.9  6.26 317300736 10.8  6.25 308289536
real-life/RailwayCrossing-Incorrenct.bpl 8.05 4.44 224960512 8.21 4.59 236466176 6.88 3.94 212164608 8.14 4.55 225267712
real-life/RailwayCrossing.bpl 300    238    1387905024 301    251    1453424640 300    242    2092240896 300    249    1337274368
real-life/USE_SimplifiedGripperTest.bpl 6.38 3.55 210825216 6.41 3.63 213319680 7.20 4.05 212054016 8.80 4.93 231407616
real-life/bank.bpl 5.72 3.34 200507392 6.20 3.50 199454720 6.16 3.49 209035264 6.07 3.48 210321408
real-life/divisibilityWithArray.bpl 301    249    1290522624 6.00 3.40 199761920 301    264    2689933312 6.61 3.63 218087424
real-life/s3_clnt_1_Safe.bpl 57.0  30.8  1195347968 57.5  34.1  1256275968 300    247    2875228160 305    282    1928572928
real-life/s3_clnt_1_Unsafe.bpl 15.1  8.53 522108928 17.0  10.2  685002752 301    244    2867453952 305    284    1991016448
real-life/tcas-correct.bpl 8.45 4.72 239579136 8.92 5.15 251596800 7.67 4.30 216301568 8.59 4.74 223903744
real-life/tcas-incorrect.bpl 6.32 3.57 213413888 6.46 3.63 213872640 7.43 4.03 216358912 7.05 3.94 216522752
real-life/tcas-woAssumption.bpl 6.53 3.68 213364736 6.55 3.67 212324352 6.83 3.83 216080384 7.00 3.89 215834624
real-life/threadpooling_out.bpl 301    256    1487728640 301    246    1278947328 301    253    2599845888 302    260    1403469824
real-life/threadpooling_out2.mover.bpl 83.8  57.2  1284603904 112    82.0  1275260928 300    254    2506629120 306    274    1471897600
real-life/threadpooling_out3.bpl 301    263    2863038464 301    258    1753796608 301    254    2676707328 304    262    1835532288
real-life/threadpooling_out3.mover.bpl 301    266    2474115072 300    256    1299484672 301    259    2541281280 303    271    1396445184
real-life/threadpooling_out3_Reals.bpl 301    260    2830766080 300    256    1674907648 300    250    2416078848 302    260    1879592960
real-life/threadpooling_out_Reals.bpl 301    263    1604493312 300    246    1289879552 300    251    2620682240 306    264    1469849600
real-life/threadpooling_product.bpl 301    258    1750999040 301    247    1283018752 301    256    2698092544 305    273    1413390336
real-life/threadpooling_product_WithProcedures.bpl 301    255    2972979200 302    253    1325674496 301    252    2799505408 303    269    1487511552
real-life/threadpooling_product_WithoutIf.bpl 301    253    2888331264 301    251    1282277376 301    262    2732662784 306    275    1367760896
20170319-ConjunctivePathPrograms/bhmr2007.c.i_3.bplTransformedIcfg_BEv2_3.bpl 8.58 4.70 237989888 8.26 4.68 235933696 7.78 4.32 217104384 8.04 4.49 223858688
20170319-ConjunctivePathPrograms/cggmp2005.c.i_3.bplTransformedIcfg_BEv2_2.bpl 10.1  5.78 301887488 10.6  6.07 317296640 11.3  6.71 397824000 13.6  7.91 420118528
20170319-ConjunctivePathPrograms/cggmp2005_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.02 5.08 257024000 9.82 5.48 258371584 8.58 4.89 238899200 9.16 5.20 248938496
20170319-ConjunctivePathPrograms/const1.i_3.bplTransformedIcfg_BEv2_6.bpl 301    235    1465462784 301    247    1406812160 301    244    2836148224 306    277    1619693568
20170319-ConjunctivePathPrograms/count_by_1_variant.i_2.bplTransformedIcfg_BEv2_3.bpl 8.83 4.92 250179584 10.0  5.58 291332096 300    245    2835578880 306    274    1619984384
20170319-ConjunctivePathPrograms/count_by_2.i_3.bplTransformedIcfg_BEv2_3.bpl 301    236    1502371840 301    250    1631080448 300    242    2878152704 303    264    1510621184
20170319-ConjunctivePathPrograms/count_by_k.i_3.bplTransformedIcfg_BEv2_3.bpl 301    258    1339969536 302    264    1369686016 301    246    2863038464 305    277    1589932032
20170319-ConjunctivePathPrograms/count_by_nondet.i_3.bplTransformedIcfg_BEv2_3.bpl 301    236    1505923072 301    248    1537675264 301    241    2838286336 305    278    1626791936
20170319-ConjunctivePathPrograms/count_up_down.i_3.bplTransformedIcfg_BEv2_7.bpl 6.46 3.53 214097920 6.72 3.75 214564864 6.56 3.71 212860928 7.53 4.23 213753856
20170319-ConjunctivePathPrograms/ddlm2013.i_3.bplTransformedIcfg_BEv2_8.bpl 7.96 4.42 231915520 8.13 4.55 236826624 7.42 4.21 216612864 8.64 4.89 232988672
20170319-ConjunctivePathPrograms/down.i_4.bplTransformedIcfg_BEv2_5.bpl 301    239    1514237952 301    238    1309138944 301    244    2801491968 305    280    1584115712
20170319-ConjunctivePathPrograms/fragtest_simple.i_4.bplTransformedIcfg_BEv2_5.bpl 301    238    1542987776 301    248    1526775808 301    251    2901082112 304    266    1505361920
20170319-ConjunctivePathPrograms/functions1.i_3.bplTransformedIcfg_BEv2_8.bpl 301    233    1543217152 301    245    1825759232 300    241    2888626176 302    264    1611436032
20170319-ConjunctivePathPrograms/gauss_sum.i_3.bplTransformedIcfg_BEv2_3.bpl 302    259    1281400832 301    258    1239982080 301    266    1605283840 301    264    1415356416
20170319-ConjunctivePathPrograms/gcd_2.i_4.bplTransformedIcfg_BEv2_6.bpl 6.93 3.94 219672576 6.76 3.87 222580736 8.23 4.64 231927808 8.92 5.02 241995776
20170319-ConjunctivePathPrograms/gj2007.c.i_4.bplTransformedIcfg_BEv2_3.bpl 137    92.4  1461366784 142    98.6  1405132800 301    241    1617436672 306    263    1502629888
20170319-ConjunctivePathPrograms/gr2006.c.i_4.bplTransformedIcfg_BEv2_3.bpl 173    129    1875558400 206    162    1734975488 301    241    2795622400 305    283    1661988864
20170319-ConjunctivePathPrograms/half.i_3.bplTransformedIcfg_BEv2_4.bpl 8.23 4.59 227835904 7.49 4.21 225263616 8.57 4.91 241016832 9.06 5.09 241315840
20170319-ConjunctivePathPrograms/half_2.i_3.bplTransformedIcfg_BEv2_5.bpl 9.27 5.22 255381504 10.4  5.87 287031296 10.4  6.11 302297088 12.0  7.00 335712256
20170319-ConjunctivePathPrograms/hhk2008.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.37 5.29 261124096 9.15 5.19 260202496 10.3  5.76 267440128 10.2  5.83 286875648
20170319-ConjunctivePathPrograms/interleave_bits.i_3.bplTransformedIcfg_BEv2_4.bpl 15.5  9.24 540684288 17.1  10.3  561483776 13.7  8.00 460009472 18.3  11.0  668147712
20170319-ConjunctivePathPrograms/jain_5.i_2.bplTransformedIcfg_BEv2_4.bpl 9.00 5.00 245501952 8.52 4.78 251162624 300    257    2813886464 302    274    1525694464
20170319-ConjunctivePathPrograms/jm2006.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.6  5.94 294998016 11.1  6.17 308441088 12.6  7.67 436133888 16.7  9.49 454651904
20170319-ConjunctivePathPrograms/jm2006_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.8  6.11 310153216 11.3  6.37 319471616 13.4  8.12 454864896 16.3  9.43 482873344
20170319-ConjunctivePathPrograms/large_const.i_3.bplTransformedIcfg_BEv2_2.bpl 7.07 4.04 225853440 7.32 4.14 225845248 9.47 5.48 255512576 9.96 5.67 273010688
20170319-ConjunctivePathPrograms/nested.i_4.bplTransformedIcfg_BEv2_3.bpl 262    218    3152818176 257    213    3152515072 301    258    2848722944 301    280    1792471040
20170319-ConjunctivePathPrograms/nested1.i_4.bplTransformedIcfg_BEv2_12.bpl 301    249    2901434368 301    246    2872655872 300    244    2870218752 306    271    1623101440
20170319-ConjunctivePathPrograms/nested9.i_3.bplTransformedIcfg_BEv2_4.bpl 10.4  5.91 311185408 11.8  6.82 344612864 11.5  6.98 386056192 12.7  7.57 429539328
20170319-ConjunctivePathPrograms/num_conversion_1.i_3.bplTransformedIcfg_BEv2_9.bpl 11.2  6.26 328966144 11.9  6.86 361762816 10.9  6.16 302342144 11.7  6.88 358662144
20170319-ConjunctivePathPrograms/num_conversion_2.i_3.bplTransformedIcfg_BEv2_7.bpl 11.4  6.41 325816320 12.5  7.08 363057152 14.5  8.93 622510080 18.9  11.9  678453248
20170319-ConjunctivePathPrograms/overflow1.i_3.bplTransformedIcfg_BEv2_4.bpl 301    235    1458937856 301    246    1473945600 301    237    2846736384 304    263    1518784512
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.8  7.16 392433664 15.5  8.92 511942656 13.2  7.50 397627392 15.6  8.84 423268352
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_29.bpl 14.3  7.84 382181376 15.0  8.64 463376384 12.4  6.91 338268160 13.2  7.39 364838912
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 14.3  7.91 413777920 16.9  9.81 547483648 11.3  6.37 323956736 13.3  7.41 371159040
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 12.0  6.71 373841920 14.9  8.28 428613632 12.2  6.85 336166912 13.3  7.53 377708544
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_26.bpl 14.4  8.12 473362432 17.2  9.92 565522432 12.3  6.85 350048256 14.5  7.97 375730176
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_25.bpl 15.4  8.47 454074368 17.3  9.64 503418880 13.0  7.31 395116544 16.3  9.14 434823168
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_23.bpl 13.8  7.71 448372736 14.9  8.54 510828544 13.4  7.99 478945280 16.4  9.55 539635712
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bplTransformedIcfg_BEv2_23.bpl 11.2  6.15 327512064 13.2  7.39 374542336 12.3  6.91 340881408 15.2  8.32 379650048
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bplTransformedIcfg_BEv2_29.bpl 10.6  5.90 334622720 13.5  7.46 382226432 10.5  5.86 305577984 12.8  7.05 320036864
20170304-DifficultPathPrograms/afnp2014.c.i_3.bpl 8.50 4.69 232685568 8.25 4.68 240508928 300    255    2798350336 302    270    1410977792
20170304-DifficultPathPrograms/array.i_3.bpl 8.27 4.58 235016192 6.57 3.70 214958080 8.79 5.00 247427072 7.04 4.04 211226624
20170304-DifficultPathPrograms/array1.i_3.bpl 301    246    1414324224 306    261    1339240448 301    244    2888294400 306    268    1441267712
20170304-DifficultPathPrograms/array2.i_3.bpl 306    247    1443590144 306    262    1383321600 300    246    2903920640 302    265    1444773888
20170304-DifficultPathPrograms/array3.i_4.bpl 301    250    1544970240 301    254    1483079680 301    245    2896920576 302    263    1471496192
20170304-DifficultPathPrograms/array4.i_4.bpl 198    116    8000000000 31.3  19.5  789082112 301    244    2899103744 302    264    1423888384
20170304-DifficultPathPrograms/bhmr2007.c.i_3.bpl 8.74 4.90 242933760 9.29 5.12 240353280 7.78 4.36 220762112 9.10 5.10 231604224
20170304-DifficultPathPrograms/cggmp2005.c.i_3.bpl 10.9  6.17 318779392 11.9  6.77 354672640 11.3  6.89 402440192 14.4  8.57 463835136
20170304-DifficultPathPrograms/cggmp2005_variant.c.i_3.bpl 9.43 5.26 260718592 9.82 5.53 269520896 8.54 4.86 240164864 10.8  6.05 284172288
20170304-DifficultPathPrograms/cggmp2005b.c.i_4.bpl 9.41 5.21 251457536 9.66 5.43 272576512 9.64 5.59 280608768 12.3  7.27 380485632
20170304-DifficultPathPrograms/const1.i_3.bpl 306    289    902344704 306    284    1028661248 301    257    1301475328 301    259    1454383104
20170304-DifficultPathPrograms/count_by_1.i_3.bpl 7.80 4.47 236601344 8.75 4.91 246931456 300    246    2896089088 304    267    1425821696
20170304-DifficultPathPrograms/count_by_1_variant.i_2.bpl 9.50 5.37 253624320 10.2  5.76 284631040 9.03 5.18 256864256 10.1  5.85 290177024
20170304-DifficultPathPrograms/count_by_2.i_3.bpl 301    238    1495158784 301    246    1458032640 301    246    2896080896 304    261    1449910272
20170304-DifficultPathPrograms/count_by_k.i_3.bpl 301    252    1405493248 301    259    1394016256 307    258    2877554688 305    274    1512652800
20170304-DifficultPathPrograms/count_by_nondet.i_3.bpl 301    236    1572114432 301    246    2436714496 300    241    2848157696 306    271    1626599424
20170304-DifficultPathPrograms/count_up_down.i_3.bpl 8.72 4.90 238870528 8.53 4.98 235241472 7.69 4.33 215773184 13.7  10.0  229920768
20170304-DifficultPathPrograms/ddlm2013.i_3.bpl 8.08 4.49 231710720 8.54 4.73 236965888 7.21 4.09 214540288 8.12 4.52 226484224
20170304-DifficultPathPrograms/diamond1.i_3.bpl 305    287    891584512 306    283    1123012608 301    259    1286742016 301    260    1452875776
20170304-DifficultPathPrograms/diamond2.i_4.bpl 33.0  26.8  407072768 31.0  23.7  504201216 185    179    499777536 26.0  18.9  424484864
20170304-DifficultPathPrograms/down.i_4.bpl 301    238    1393426432 301    239    1271640064 301    242    2796048384 305    281    1593036800
20170304-DifficultPathPrograms/eureka_01.i_3.bpl 8.63 4.78 242126848 7.42 4.09 226062336 9.45 5.31 273223680 9.08 5.14 253435904
20170304-DifficultPathPrograms/eureka_01.i_6.bpl 8.87 5.00 257605632 11.4  6.28 306888704 41.0  24.8  839491584 68.8  45.5  1171214336
20170304-DifficultPathPrograms/eureka_05.i_5.bpl 14.8  8.53 487608320 13.6  8.06 422936576 39.8  27.0  974692352 50.2  34.7  1102073856
20170304-DifficultPathPrograms/fragtest_simple.i_4.bpl 301    237    1470410752 300    242    1382363136 301    247    2790072320 301    277    1584840704
20170304-DifficultPathPrograms/functions1.i_3.bpl 306    296    752173056 306    294    887050240 301    254    1292214272 306    265    1523724288
20170304-DifficultPathPrograms/gauss_sum.i_3.bpl 301    258    1283936256 300    257    1183064064 301    261    1549897728 306    281    1530695680
20170304-DifficultPathPrograms/gcd_2.i_4.bpl 305    282    2973073408 10.1  6.66 254337024 302    296    554135552 19.4  15.2  294604800
20170304-DifficultPathPrograms/gj2007.c.i_4.bpl 150    97.9  1426919424 155    106    1388154880 301    240    1626361856 306    263    1484894208
20170304-DifficultPathPrograms/gr2006.c.i_4.bpl 176    134    2572263424 260    208    1840308224 300    245    2801414144 305    284    1615077376
20170304-DifficultPathPrograms/half.i_3.bpl 8.11 4.55 232624128 8.92 4.92 238215168 9.57 5.50 276807680 10.8  6.13 301740032
20170304-DifficultPathPrograms/half_2.i_3.bpl 9.60 5.38 265891840 11.0  6.15 303112192 9.84 5.73 304390144 12.4  7.23 355303424
20170304-DifficultPathPrograms/hhk2008.c.i_3.bpl 9.65 5.55 269934592 9.89 5.57 271876096 9.77 5.52 267055104 11.5  6.52 323338240
20170304-DifficultPathPrograms/insertion_sort.i_3.bpl 7.65 4.26 224804864 6.48 3.67 213970944 7.32 4.10 213659648 7.34 4.16 214392832
20170304-DifficultPathPrograms/interleave_bits.i_3.bpl 25.5  16.4  627793920 34.3  23.4  760938496 18.9  11.9  680722432 24.4  14.9  687976448
20170304-DifficultPathPrograms/invert_string.i_4.bpl 301    244    1562173440 8.75 4.91 241618944 301    245    2417569792 10.2  5.93 288620544
20170304-DifficultPathPrograms/jain_1.i_2.bpl 9.76 6.40 240197632 9.43 6.30 232017920 301    251    1312866304 300    242    1195339776
20170304-DifficultPathPrograms/jain_2.i_2.bpl 46.0  42.0  363491328 25.1  21.3  258121728 301    255    1292828672 300    243    1196355584
20170304-DifficultPathPrograms/jain_4.i_2.bpl 168    163    360468480 9.81 6.83 234172416 301    262    1486057472 9.94 5.70 268546048
20170304-DifficultPathPrograms/jain_5.i_2.bpl 306    293    792248320 305    289    862056448 301    261    2591027200 306    278    1560125440
20170304-DifficultPathPrograms/jain_6.i_2.bpl 21.4  18.3  231735296 41.7  37.7  269524992 301    256    1380495360 300    248    1174470656
20170304-DifficultPathPrograms/jain_7.i_2.bpl 40.1  36.1  285224960 42.4  38.1  282333184 301    251    1039888384 306    249    1188622336
20170304-DifficultPathPrograms/jm2006.c.i_3.bpl 10.7  6.02 302575616 10.9  6.20 324456448 11.3  6.59 344948736 16.5  9.24 429670400
20170304-DifficultPathPrograms/jm2006_variant.c.i_3.bpl 10.6  6.00 306401280 12.1  6.74 331075584 11.5  6.80 351092736 15.6  8.85 431575040
20170304-DifficultPathPrograms/large_const.i_3.bpl 7.67 4.25 223195136 8.14 4.58 233259008 8.97 5.14 259485696 10.5  6.05 300687360
20170304-DifficultPathPrograms/linear_sea.ch.i_4.bpl 21.8  17.4  276033536 9.92 6.59 246140928 301    257    1252810752 301    267    1514508288
20170304-DifficultPathPrograms/linear_search.i_5.bpl 22.6  16.7  508805120 21.7  17.6  280043520 301    249    1652387840 305    277    1687650304
20170304-DifficultPathPrograms/matrix.i_4.bpl 11.0  6.11 302522368 7.42 4.14 227758080 12.2  7.44 443740160 11.8  6.66 320606208
20170304-DifficultPathPrograms/mcmillan2006.c.i_3.bpl 8.45 4.64 234283008 6.96 3.85 215392256 7.66 4.34 227221504 7.18 4.03 216825856
20170304-DifficultPathPrograms/n.c11.i_3.bpl 9.69 5.48 273829888 11.3  6.29 326365184 9.61 5.49 268320768 11.3  6.39 314626048
20170304-DifficultPathPrograms/nested.c_4.bpl 7.60 4.25 231006208 8.88 4.89 241545216 301    243    2863931392 301    267    1585475584
20170304-DifficultPathPrograms/nested.i_4.bpl 300    257    3339448320 301    257    3349434368 301    255    2838564864 305    284    1746219008
20170304-DifficultPathPrograms/nested1.i_4.bpl 306    290    1181347840 305    280    1353834496 301    257    1876021248 306    275    1575993344
20170304-DifficultPathPrograms/nested9.i_3.bpl 11.1  6.25 293171200 11.4  6.51 335134720 11.0  6.60 386248704 13.4  7.94 431075328
20170304-DifficultPathPrograms/num_conversion_1.i_3.bpl 34.7  28.6  462082048 26.6  19.9  547676160 190    185    408154112 185    179    514125824
20170304-DifficultPathPrograms/num_conversion_2.i_3.bpl 24.8  18.6  466489344 28.4  20.9  610439168 203    197    407896064 170    164    460345344
20170304-DifficultPathPrograms/overflow1.i_3.bpl 306    297    697425920 306    294    863977472 301    257    1268469760 301    261    1512599552
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bpl 19.5  10.7  539025408 21.4  12.2  659959808 13.7  8.04 470900736 19.9  11.3  567939072
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bpl 16.2  9.17 546787328 19.4  11.1  615227392 11.9  6.78 350932992 14.9  8.44 413544448
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bpl 16.0  8.81 477380608 20.2  11.2  578367488 13.0  7.62 432988160 15.8  9.21 499191808
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.UNBOUNDED.pals.c_11.bpl 16.0  8.77 476921856 17.1  9.69 547983360 11.3  6.31 311848960 12.7  7.05 338067456
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bpl 18.1  10.1  558231552 21.7  12.5  660013056 14.0  8.24 499908608 19.2  11.0  532754432
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bpl 15.9  9.02 535883776 18.4  10.4  597348352 12.0  6.81 348385280 15.7  8.85 412430336
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bpl 17.1  9.28 545730560 29.4  15.9  689561600 12.9  7.47 424521728 17.0  9.73 486342656
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.UNBOUNDED.pals.c_10.bpl 21.7  12.0  645472256 27.0  14.9  678256640 13.4  7.80 476934144 17.8  10.2  533282816
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.BOUNDED-8.pals.c_10.bpl 17.6  9.45 564551680 22.9  12.3  665395200 13.1  7.69 478588928 16.4  9.73 552202240
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.UNBOUNDED.pals.c_11.bpl 21.0  11.6  682790912 26.4  14.6  693551104 13.2  7.74 432308224 20.2  13.0  490631168
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bpl 23.5  12.7  655839232 31.5  17.3  695185408 16.4  10.1  684683264 24.1  14.4  701370368
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.UNBOUNDED.pals.c_10.bpl 20.3  11.4  673116160 28.8  15.7  674619392 14.1  8.24 471478272 17.7  10.2  519528448
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.BOUNDED-10.pals.c_11.bpl 24.4  13.2  689815552 29.6  16.2  713588736 37.8  24.9  811839488 49.4  33.2  991432704
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.UNBOUNDED.pals.c_11.bpl 24.8  13.7  686153728 34.5  18.8  698867712 12.3  6.98 387891200 15.6  8.77 441692160
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.BOUNDED-10.pals.c_11.bpl 22.9  12.4  685895680 30.3  16.8  706580480 17.6  10.7  690040832 25.0  14.8  679510016
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.UNBOUNDED.pals.c_12.bpl 30.0  16.4  793399296 36.5  20.0  825708544 12.6  7.09 377344000 15.6  8.75 440946688
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.BOUNDED-10.pals.c_11.bpl 23.1  12.2  685436928 30.0  16.4  702091264 33.1  21.3  777199616 39.3  25.3  852865024
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.UNBOUNDED.pals.c_11.bpl 28.4  15.5  697909248 34.9  19.0  688795648 15.3  9.21 615460864 22.6  13.2  664547328
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.BOUNDED-12.pals.c_12.bpl 33.1  17.7  830078976 51.0  28.4  968781824 54.8  37.4  896212992 81.2  60.1  1159716864
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.UNBOUNDED.pals.c_12.bpl 35.0  18.8  909271040 46.3  24.9  974110720 15.0  8.92 571781120 22.9  13.0  613441536
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.2.ufo.BOUNDED-12.pals.c_12.bpl 34.8  18.6  924213248 44.8  25.0  997728256 37.3  26.1  800063488 43.2  26.7  907563008
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.BOUNDED-12.pals.c_12.bpl 26.2  13.8  694775808 36.4  20.1  853569536 15.3  8.87 529829888 18.0  10.5  591380480
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.UNBOUNDED.pals.c_12.bpl 33.6  18.3  899686400 42.8  23.3  931549184 13.2  7.43 388460544 16.2  9.13 452546560
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.BOUNDED-6.pals.c_13.bpl 18.0  10.0  555180032 21.9  12.3  643629056 13.8  8.22 503791616 17.8  10.5  558620672
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.UNBOUNDED.pals.c_14.bpl 20.4  11.6  660131840 33.7  19.5  700751872 12.5  7.02 351072256 14.8  8.35 414371840
20170304-DifficultPathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bpl 20.0  11.2  637054976 24.8  14.3  674926592 14.1  8.31 497676288 18.4  10.8  563814400
20170304-DifficultPathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bpl 20.2  11.6  663396352 35.4  20.3  704065536 13.1  7.71 428449792 18.1  10.4  496721920
20170304-DifficultPathPrograms/pals_lcr.3_overflow.ufo.UNBOUNDED.pals.c_13.bpl 22.2  12.5  661078016 34.0  19.5  707756032 12.2  6.94 346001408 15.5  8.78 405880832
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.BOUNDED-8.pals.c_19.bpl 21.6  11.9  656293888 22.4  12.6  667435008 13.3  7.67 451624960 15.8  9.12 500875264
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.UNBOUNDED.pals.c_16.bpl 19.7  11.2  671371264 33.3  18.1  683663360 13.3  7.86 481271808 19.9  11.2  534220800
20170304-DifficultPathPrograms/pals_lcr.4.ufo.BOUNDED-8.pals.c_19.bpl 22.0  12.2  667844608 31.1  18.1  708853760 13.1  7.25 370384896 15.7  8.83 440832000
20170304-DifficultPathPrograms/pals_lcr.4.ufo.UNBOUNDED.pals.c_16.bpl 22.7  12.6  667799552 25.6  14.4  674078720 13.4  7.87 473325568 18.2  10.5  520409088
20170304-DifficultPathPrograms/pals_lcr.4_overflow.ufo.UNBOUNDED.pals.c_19.bpl 22.7  12.8  670298112 29.9  16.6  673607680 12.9  7.58 431931392 17.8  10.1  512446464
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.BOUNDED-10.pals.c_21.bpl 28.5  15.6  695185408 33.4  18.4  702492672 13.4  7.72 428093440 17.1  9.54 461176832
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.UNBOUNDED.pals.c_19.bpl 24.5  13.3  689045504 35.9  19.5  807735296 13.7  7.93 466444288 18.1  10.3  542408704
20170304-DifficultPathPrograms/pals_lcr.5.ufo.BOUNDED-10.pals.c_21.bpl 31.0  17.0  785428480 41.3  23.3  823435264 13.8  7.90 486494208 18.2  10.4  540147712
20170304-DifficultPathPrograms/pals_lcr.5.ufo.UNBOUNDED.pals.c_19.bpl 21.7  11.6  692551680 28.2  15.1  700878848 12.1  6.75 354684928 13.3  7.52 382083072
20170304-DifficultPathPrograms/pals_lcr.5_overflow.ufo.UNBOUNDED.pals.c_21.bpl 36.3  20.3  807559168 50.2  28.5  884715520 13.8  8.03 458252288 19.3  11.0  533807104
20170304-DifficultPathPrograms/pals_lcr.6.1.ufo.UNBOUNDED.pals.c_23.bpl 30.6  16.8  821936128 33.7  19.1  818511872 14.8  8.52 519503872 19.0  10.9  567521280
20170304-DifficultPathPrograms/pals_lcr.6.ufo.UNBOUNDED.pals.c_23.bpl 30.9  17.0  832831488 40.8  22.4  838914048 12.5  6.89 361459712 16.7  8.94 409538560
20170304-DifficultPathPrograms/phases1.i_3.bpl 8.66 4.84 252809216 9.10 5.21 263884800 301    255    1398403072 303    264    1393520640
20170304-DifficultPathPrograms/s3_clnt_1.cil.c_16.bpl 19.4  10.5  578052096 22.8  12.7  692994048 41.8  27.6  998113280 153    136    1867374592
20170304-DifficultPathPrograms/s3_clnt_2.cil.c_21.bpl 31.0  17.0  770048000 41.1  22.9  805924864 70.9  48.7  1235755008 305    285    2028113920
20170304-DifficultPathPrograms/s3_clnt_3.BV.c.cil.c_19.bpl 19.9  11.0  682307584 25.3  14.2  682545152 38.3  24.4  875528192 64.8  48.2  1474469888
20170304-DifficultPathPrograms/s3_clnt_3.cil.c_21.bpl 26.3  14.3  694820864 34.4  19.3  708030464 56.4  37.0  1047494656 272    251    1812733952
20170304-DifficultPathPrograms/s3_clnt_4.cil.c_20.bpl 21.8  12.0  676925440 24.9  14.1  695042048 44.8  29.6  1012441088 196    178    1709510656
20170304-DifficultPathPrograms/s3_srvr_1.BV.c.cil.c_21.bpl 28.9  16.3  802062336 37.7  21.7  814104576 32.4  20.5  811495424 86.9  71.2  1703124992
20170304-DifficultPathPrograms/s3_srvr_1.cil.c_23.bpl 31.4  17.7  806301696 41.2  23.6  804589568 67.4  43.9  1096015872 305    282    1663471616
20170304-DifficultPathPrograms/s3_srvr_1_alt.BV.c.cil.c_14.bpl 15.4  8.60 513298432 19.7  11.2  612749312 42.7  27.9  990859264 136    115    1634058240
20170304-DifficultPathPrograms/s3_srvr_2.BV.c.cil.c_13.bpl 13.6  7.50 391639040 15.6  8.70 433459200 29.7  17.3  699203584 40.2  25.0  905342976
20170304-DifficultPathPrograms/s3_srvr_2.cil.c_16.bpl 14.9  8.11 429961216 16.1  8.96 478904320 15.1  9.18 645681152 21.2  13.0  688599040
20170304-DifficultPathPrograms/s3_srvr_2_alt.BV.c.cil.c_13.bpl 14.6  7.92 392114176 14.2  7.93 430288896 26.4  15.6  703090688 38.4  24.4  887701504
20170304-DifficultPathPrograms/s3_srvr_3.BV.c.cil.c_19.bpl 28.6  16.1  778395648 39.4  22.4  810225664 41.3  26.9  923746304 144    124    1829752832
20170304-DifficultPathPrograms/s3_srvr_3.cil.c_20.bpl 27.8  15.8  801931264 37.7  21.6  787161088 34.5  21.6  794783744 85.3  69.4  1719156736
20170304-DifficultPathPrograms/s3_srvr_3_alt.BV.c.cil.c_19.bpl 32.5  18.0  786477056 35.9  20.8  815181824 40.9  26.7  924209152 172    153    1714991104
20170304-DifficultPathPrograms/s3_srvr_4.cil.c_14.bpl 12.3  6.81 411381760 15.4  8.67 446873600 13.0  7.66 475725824 17.6  10.6  672464896
20170304-DifficultPathPrograms/s3_srvr_7.cil.c_19.bpl 14.0  7.75 437485568 17.5  9.79 504705024 16.0  9.60 630886400 24.3  14.8  687677440
20170304-DifficultPathPrograms/seq.i_4.bpl 301    239    1427349504 301    244    1268658176 301    250    2406588416 305    284    1592971264
20170304-DifficultPathPrograms/simple1.i_3.bpl 306    297    689864704 301    290    782008320 301    257    1333207040 304    262    1449926656
20170304-DifficultPathPrograms/simple4.i_3.bpl 306    297    702918656 306    296    942071808 301    255    1291878400 304    258    1435385856
20170304-DifficultPathPrograms/string.i_3.bpl 9.67 5.37 272097280 10.7  6.06 327495680 9.60 5.44 276496384 13.6  8.03 449368064
20170304-DifficultPathPrograms/string_concat-noarr.i_3.bpl 82.5  62.7  1391738880 66.6  48.2  1509703680 231    182    2638356480 305    269    1548230656
20170304-DifficultPathPrograms/sum01.i_3.bpl 8.28 4.64 235458560 8.69 4.91 239493120 9.55 5.39 252555264 10.7  6.12 297271296
20170304-DifficultPathPrograms/sum01_bug02.i_3.bpl 8.30 4.70 240087040 8.55 4.84 238989312 9.25 5.24 257261568 11.2  6.37 308252672
20170304-DifficultPathPrograms/sum01_bug02_sum01_bug02_base.case.i_4.bpl 7.84 4.46 234127360 8.43 4.78 237608960 9.34 5.30 250232832 10.6  6.15 293244928
20170304-DifficultPathPrograms/sum02.i_3.bpl 306    301    444297216 306    300    583004160 8.48 4.97 229752832 7.94 4.60 228196352
20170304-DifficultPathPrograms/sum03.i_3.bpl 73.7  65.1  599040000 83.1  72.0  698544128 30.8  20.4  787988480 36.3  22.6  804257792
20170304-DifficultPathPrograms/sum04.i_3.bpl 11.7  6.77 381411328 14.4  8.52 480702464 15.8  9.79 647884800 23.8  14.1  682430464
20170304-DifficultPathPrograms/sum04.i_4.bpl 8.74 5.01 269824000 9.84 5.68 310657024 10.7  6.09 301039616 14.3  8.31 462811136
20170304-DifficultPathPrograms/sum_array.i_3.bpl 9.39 5.19 265474048 8.13 4.58 232689664 300    256    2364063744 13.5  7.68 345890816
20170304-DifficultPathPrograms/toy.cil.c_34.bpl 34.2  20.5  928153600 50.6  29.6  953417728 42.8  27.6  911753216 66.8  49.0  1409298432
20170304-DifficultPathPrograms/underapprox1.i_3.bpl 10.3  5.79 285839360 11.5  6.61 356794368 10.7  6.05 299487232 12.9  7.37 350969856
20170304-DifficultPathPrograms/underapprox2.i_3.bpl 9.87 5.56 296390656 11.9  6.81 359878656 10.5  5.95 300797952 13.0  7.42 348995584
20170304-DifficultPathPrograms/up.i_4.bpl 301    239    1405841408 301    239    1263992832 301    246    2785517568 305    281    1625051136
20170304-DifficultPathPrograms/veris.c_NetBSD-libc__loop.i_2.bpl 8.98 5.06 259219456 9.67 5.36 282722304 10.6  6.34 346726400 11.8  6.93 376541184
20170304-DifficultPathPrograms/verisec_NetBSD-libc__loop.i_2.bpl 7.99 4.49 254545920 8.95 4.97 250691584 8.81 5.06 260796416 10.8  6.09 281157632
20170304-DifficultPathPrograms/vogal.i_5.bpl 10.0  5.62 272023552 10.9  6.31 307404800 26.8  15.9  693055488 36.2  21.9  787275776
toy/tooDifficultLoopInvariant/AnnoyingVillain.bpl 302    283    996974592 39.2  28.8  791945216 303    299    688787456 222    214    697479168
toy/tooDifficultLoopInvariant/ArrayInit01.bpl 301    290    1946800128 5.83 3.34 211812352 301    268    2503294976 6.62 3.80 214343680
toy/tooDifficultLoopInvariant/ArrayInit02.bpl 301    246    1280520192 300    254    1236021248 301    264    1550802944 305    281    1490624512
toy/tooDifficultLoopInvariant/BeyerHenzingerMajumdarRybalchenko-PLDI2007-Figure4.bpl 216    166    2306678784 208    163    2294169600 301    242    1568624640 301    258    1638772736
toy/tooDifficultLoopInvariant/CountTillBound-Jupiter.bpl 7.32 4.21 228110336 7.56 4.33 229924864 8.45 4.92 259145728 10.0  5.69 290267136
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired01-BackwardSuccess.bpl 303    246    1261273088 301    249    1226670080 301    257    1287159808 303    262    1438867456
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired02-ForwardSuccess.bpl 6.19 3.49 211853312 6.46 3.61 212082688 5.83 3.37 212353024 6.45 3.64 212189184
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired03-FPBPCannibalizationSuccess.bpl 300    250    1285066752 300    251    1255968768 301    263    2764574720 305    287    1811910656
toy/tooDifficultLoopInvariant/HiddenEquality-Safe.bpl 254    196    1466617856 209    159    1459679232 275    219    2716135424 306    260    1455570944
toy/tooDifficultLoopInvariant/HiddenEqualityWithBranches.bpl 301    237    1382621184 301    252    1367212032 301    244    2772250624 303    258    1414733824
toy/tooDifficultLoopInvariant/HiddenInequality.bpl 10.8  6.21 345743360 11.8  6.98 377749504 12.7  8.05 574697472 17.2  10.4  668954624
toy/tooDifficultLoopInvariant/INT_add_vs_inc.bpl 10.7  6.02 298749952 10.2  5.83 286699520 9.86 5.76 307879936 12.5  7.14 333508608
toy/tooDifficultLoopInvariant/InvariantSynthesisWpOverapproxIntRealNegationBug.bpl 6.00 3.40 200114176 5.71 3.27 200450048 6.11 3.42 206954496 6.54 3.63 211066880
toy/tooDifficultLoopInvariant/LargeConstant-ForwardSuccess.bpl 7.69 4.28 238563328 8.10 4.63 244633600 301    247    2907770880 306    269    1471668224
toy/tooDifficultLoopInvariant/LexIndexValue-Pointer-Reduced.bpl 301    242    1384448000 301    254    1421242368 301    250    2870804480 306    270    1404952576
toy/tooDifficultLoopInvariant/Luxembourg-ArraysIntegefied.bpl 301    237    1540059136 300    244    1556013056 300    244    2830209024 306    275    1527099392
toy/tooDifficultLoopInvariant/Luxembourg-WithArrays.bpl 301    244    2839097344 6.54 3.71 215908352 301    239    2857938944 6.09 3.38 200687616
toy/tooDifficultLoopInvariant/Luxembourg-sophisticated.bpl 301    261    1420144640 301    261    1301745664 303    277    3260817408 306    276    3458920448
toy/tooDifficultLoopInvariant/Luxembourg.bpl 301    238    1387900928 301    251    1476415488 301    243    2872414208 306    267    1535418368
toy/tooDifficultLoopInvariant/LuxembourgOctopus.bpl 301    241    1423249408 301    251    1440677888 300    245    2865283072 305    260    1448079360
toy/tooDifficultLoopInvariant/Modulo-Ihringen-ModuloResolved.bpl 6.15 3.45 213753856 6.60 3.69 214159360 6.25 3.49 211185664 6.31 3.56 211918848
toy/tooDifficultLoopInvariant/Modulo-Ihringen.bpl 6.41 3.55 217014272 6.81 3.69 214892544 5.89 3.37 211374080 6.85 3.88 215863296
toy/tooDifficultLoopInvariant/ModuloInvariant-Breisach.bpl 5.83 3.31 200114176 6.22 3.51 207474688 5.19 3.06 197398528 6.40 3.62 211218432
toy/tooDifficultLoopInvariant/MonadicInvariant01.bpl 301    242    1368440832 301    254    1451937792 301    250    2876157952 301    263    1474142208
toy/tooDifficultLoopInvariant/NeonAngel01.bpl 306    293    782352384 306    293    763609088 300    243    2855276544 301    261    1562984448
toy/tooDifficultLoopInvariant/Octopussy.bpl 301    236    1390587904 301    250    1480482816 302    248    2874765312 305    262    1490845696
toy/tooDifficultLoopInvariant/PointerIncrement-simplified01.bpl 300    241    1957707776 6.11 3.42 211582976 300    246    2824679424 6.23 3.49 216924160
toy/tooDifficultLoopInvariant/PointerIncrement-simplified02.bpl 301    241    2080391168 7.14 3.89 217956352 301    245    2819637248 5.83 3.35 209293312
toy/tooDifficultLoopInvariant/PointerIncrement-simplified03.bpl 301    240    1461063680 7.15 3.88 220594176 287    233    2408939520 6.25 3.51 211709952
toy/tooDifficultLoopInvariant/PointerIncrement.bpl 300    241    2532347904 6.09 3.47 219652096 300    248    2825052160 6.19 3.52 212951040
toy/tooDifficultLoopInvariant/Sandman01.bpl 301    246    1841274880 6.39 3.60 214622208 301    234    2857611264 5.71 3.26 194891776
toy/tooDifficultLoopInvariant/ValueTerminatedArrayIteration01.bpl 10.7  5.98 298008576 6.81 3.74 214781952 8.18 4.79 223526912 6.48 3.70 213516288
toy/tooDifficultLoopInvariant/codeblockAssertOrder01.bpl 7.50 4.20 228331520 6.89 4.12 225808384 300    243    2901303296 302    262    1514807296
toy/tooDifficultLoopInvariant/doubleLoopUniformIterations.bpl 301    241    1308442624 301    239    1295351808 300    247    2147868672 303    277    1542176768
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalCake.bpl 301    270    1235365888 301    266    1198710784 301    265    2468958208 302    274    1594462208
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCake.bpl 7.99 4.55 241201152 8.41 4.82 242245632 10.1  5.73 281346048 11.0  6.50 325533696
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCakeWithArray.bpl 11.0  6.01 298012672 6.85 3.85 217186304 9.55 5.43 263532544 6.06 3.39 199696384
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/SkatingStrawberry.bpl 4.68 2.48 177549312 4.50 2.41 176656384 4.46 2.41 174637056 4.59 2.43 175861760
toy/nonlinear/ConstantValue-Safe.bpl 7.07 3.81 220659712 6.96 3.90 225763328 6.46 3.71 213278720 7.34 4.20 218054656
toy/nonlinear/InterpolationPaperExampleCandidate01.bpl 5.82 3.33 205074432 6.19 3.49 215388160 6.31 3.53 210186240 6.38 3.65 212369408
toy/nonlinear/Mult1-Safe.bpl 306    272    1192398848 302    258    1183731712 301    271    1393442816 306    281    1438990336
toy/nonlinear/NonlinearInvariant1-Safe.bpl 6.58 3.69 223248384 7.30 4.11 228175872 6.41 3.60 213827584 7.22 4.06 212365312
toy/nonlinear/PositiveValue-Safe.bpl 6.50 3.68 215756800 6.87 3.90 218394624 6.95 3.88 212262912 7.27 4.11 217575424
toy/nonlinear/Power1-Safe.bpl 6.65 3.77 216748032 6.83 3.85 219971584 7.99 4.49 223383552 9.17 5.22 243171328
toy/nonlinear/Power2-Unsafe.bpl 7.61 4.29 238153728 8.11 4.54 247042048 9.57 5.40 263540736 9.47 5.42 275226624
toy/nonlinear/Power3-Safe.bpl 301    294    1737035776 19.0  14.3  406536192 306    281    899665920 27.5  22.2  373825536
../../../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 209659650048 251 22100 17800 178126102528 251 32500 26800 298659151872 251 30400 26300 218524188672
local summary 23600 1680 20100 1400 29900 2090 25700 2000
    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