Tool ULTIMATE Automizer 0.1.24-c78c21be
Limits timelimit: 900 s, memlimit: 8000 MB, CPU core limit: 2
Host struebli
OS Linux-4.16.18-gentoo-x86_64-AMD_EPYC_7351P_16-Core_Processor-with-gentoo-2.4.1
System CPU: AMD EPYC 7351P 16-Core Processor, cores: 32, frequency: 2400 MHz; RAM: 135158 MB
Date of execution 2018-12-03 15:07:28 CET
Run set Taipan EXP+CONG.Pdr Taipan Array-EXP+CONG.Pdr Taipan Array-OCT+CONG.Pdr Taipan Array-OCT.Pdr AbsInt EXP+CONG.Pdr AbsInt Array-EXP+CONG.Pdr AbsInt Array-OCT+CONG.Pdr AbsInt Array-OCT.Pdr
Options -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_compound_exp_cong.epf -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_compound_exp_cong.epf -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_compound_oct_cong.epf -tc ../../../trunk/examples/toolchains/AutomizerBplInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_oct.epf -tc ../../../trunk/examples/toolchains/AbstractInterpretationInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_compound_exp_cong.epf -tc ../../../trunk/examples/toolchains/AbstractInterpretationInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_compound_exp_cong.epf -tc ../../../trunk/examples/toolchains/AbstractInterpretationInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_compound_oct_cong.epf -tc ../../../trunk/examples/toolchains/AbstractInterpretationInline.xml -s ../../../trunk/examples/settings/ai/array-bench/reach_32bit_array_oct.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 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 901    858    3013787648 901    855    3043954688 901    841    2966429696 901    856    2921545728 18.7  11.2  689754112 17.6  10.7  685363200 17.6  10.3  703504384 15.8  9.43 695042048
real-life/DraegerElevator-FSEN2007.bpl 10.2  5.75 270143488 9.77 5.58 273547264 12.9  7.30 335331328 13.2  7.66 362319872 6.79 3.81 213147648 6.55 3.70 204099584 6.93 3.88 201498624 6.31 3.77 215138304
real-life/Elevator-Integer.bpl 56.8  34.9  1152020480 54.7  34.1  1153032192 89.8  53.0  1366913024 79.4  48.0  1110122496 9.44 5.08 368885760 9.31 5.07 383401984 10.3  5.71 455380992 8.93 4.79 395063296
real-life/Elevator.bpl 72.8  48.3  1334349824 74.5  48.7  1337901056 97.0  64.0  1424089088 89.4  60.1  1328984064 9.19 5.21 357646336 8.89 4.85 359243776 10.5  5.76 528535552 9.19 4.98 423231488
real-life/ElevatorWithAssignments.bpl 110    79.3  1258901504 104    77.4  1216684032 104    77.1  1364733952 104    77.5  1264361472 8.63 4.77 343212032 8.72 4.95 342704128 9.90 5.57 501940224 9.45 5.31 446328832
real-life/ElevatorWithSingleTransition.bpl 6.48 3.64 206995456 6.33 3.56 205447168 6.26 3.58 207630336 6.51 3.67 204795904 7.13 3.88 224194560 7.06 3.92 226582528 10.1  5.35 565821440 8.47 4.61 508784640
real-life/GateController.bpl 901    775    1857884160 901    779    1871380480 901    777    1597329408 901    777    2037190656 5.90 3.38 199667712 6.15 3.68 200945664 7.59 4.21 251555840 6.79 3.89 227352576
real-life/GateControllerIncorrect1.bpl 31.0  19.4  792850432 31.0  19.2  781221888 31.5  19.5  792440832 32.0  20.2  787218432 6.14 3.46 201560064 6.13 3.44 199991296 7.16 3.97 223436800 6.46 3.65 207257600
real-life/GripperTest-correct.bpl 6.96 3.89 206749696 6.84 4.17 218112000 6.41 3.66 211402752 6.36 3.64 214077440 7.33 4.23 220962816 6.93 3.83 211599360 10.3  5.51 459452416 8.62 4.69 360443904
real-life/GripperTest-incorrect.bpl 6.84 4.06 219639808 6.96 3.99 215379968 7.02 4.14 224903168 6.58 3.92 216743936 6.59 3.86 202362880 6.56 3.88 202457088 8.98 4.97 388141056 8.35 4.59 313327616
real-life/GuiTestExample.bpl 11.5  6.31 326803456 11.1  6.35 319889408 10.5  5.88 322707456 11.1  6.40 323375104 7.69 4.33 223936512 7.26 4.37 228298752 7.35 4.41 225374208 7.29 4.30 230031360
real-life/GuiTestExampleUnsafe.bpl 11.0  6.16 310558720 10.9  6.13 324251648 10.9  6.14 315617280 10.5  5.85 318078976 7.33 4.19 225579008 7.72 4.36 229978112 7.64 4.32 225472512 7.49 4.40 225406976
real-life/RailwayCrossing-Incorrenct.bpl 7.91 4.53 242860032 8.41 4.72 269365248 8.99 5.00 279982080 8.59 4.77 250372096 6.12 3.44 200916992 5.68 3.30 205570048 6.97 4.09 225660928 6.41 3.58 206848000
real-life/RailwayCrossing.bpl 901    779    1734524928 901    782    1783623680 901    777    1500184576 901    779    1827000320 5.74 3.27 198148096 5.97 3.35 201928704 7.73 4.34 280743936 7.45 4.02 250216448
real-life/USE_SimplifiedGripperTest.bpl 6.52 3.60 224628736 6.66 3.62 223268864 6.72 3.68 222945280 6.53 3.80 220233728 6.10 3.42 200851456 6.12 3.42 201420800 6.43 3.63 201818112 6.33 3.49 210984960
real-life/bank.bpl 6.20 3.43 201953280 6.02 3.38 201359360 5.79 3.28 201269248 5.71 3.24 199790592 5.36 3.13 196276224 5.81 3.33 202547200 5.71 3.22 200196096 5.79 3.29 199897088
real-life/divisibilityWithArray.bpl 901    783    1429659648 901    785    1438277632 901    781    1717051392 901    781    1459449856 8.33 4.66 237785088 8.70 4.87 244551680 23.7  13.0  1097146368 16.9  9.22 619700224
real-life/s3_clnt_1_Safe.bpl 71.4  38.4  1559924736 78.9  41.8  1625636864 115    66.4  3248480256 96.4  58.0  3142340608 21.8  11.4  1002541056 19.2  10.1  1047203840 81.2  49.2  2890588160 63.8  40.6  2936029184
real-life/s3_clnt_1_Unsafe.bpl 15.0  8.37 504643584 16.2  9.02 524328960 15.4  8.63 512372736 15.2  8.56 517140480 20.4  10.7  1045139456 19.8  10.4  1033117696 70.5  43.5  2946936832 58.5  36.3  2874372096
real-life/tcas-correct.bpl 8.22 4.62 245223424 8.42 4.71 239034368 8.22 4.57 239915008 8.43 4.71 248537088 6.57 3.71 218157056 6.85 3.81 217874432 7.56 4.22 434208768 7.43 4.14 424095744
real-life/tcas-incorrect.bpl 6.76 3.81 214233088 6.67 3.75 205611008 6.50 3.68 214192128 6.23 3.55 213049344 6.67 3.73 229392384 6.78 4.01 220897280 7.51 4.20 433410048 7.40 4.12 421912576
real-life/tcas-woAssumption.bpl 6.11 3.54 213839872 6.75 3.79 217063424 6.41 3.64 214831104 6.59 3.68 214048768 6.95 3.86 225857536 6.96 3.89 226832384 8.30 4.58 562663424 7.55 4.25 529506304
real-life/threadpooling_out.bpl 901    833    2967347200 901    834    2932518912 901    803    2909032448 901    800    2905169920 8.31 4.56 247414784 8.01 4.67 249204736 11.4  6.28 658092032 10.4  5.66 578727936
real-life/threadpooling_out2.mover.bpl 83.4  58.0  1345191936 82.8  57.6  1393008640 901    826    3912359936 901    818    3734040576 6.91 3.85 214417408 6.68 3.73 214843392 8.61 4.78 403058688 8.95 4.80 361631744
real-life/threadpooling_out3.bpl 901    833    3035955200 901    832    3024572416 901    832    2997813248 901    834    2979131392 21.5  11.7  850997248 21.0  11.4  852238336 91.7  70.5  3102912512 90.4  62.8  2830458880
real-life/threadpooling_out3.mover.bpl 901    845    2940133376 901    844    2893979648 901    845    2858844160 901    843    2947915776 10.3  5.53 345583616 9.84 5.35 340291584 27.4  14.2  1403961344 20.8  11.6  1123631104
real-life/threadpooling_out3_Reals.bpl 901    829    2998648832 901    827    3018784768 901    828    2985910272 901    828    3068452864 20.6  11.3  761114624 19.1  10.5  753029120 144    103    3100622848 113    93.5  2854653952
real-life/threadpooling_out_Reals.bpl 901    836    2965602304 901    837    2947342336 901    824    2984554496 901    814    2951753728 8.21 4.54 245780480 7.63 4.30 252407808 11.4  6.13 533381120 10.1  5.47 420274176
real-life/threadpooling_product.bpl 901    823    3016118272 901    823    3015589888 901    827    3725357056 901    840    3653140480 6.89 3.86 214048768 6.52 3.68 214192128 8.06 4.36 261304320 7.31 4.11 248938496
real-life/threadpooling_product_WithProcedures.bpl 11.8  6.82 352628736 11.6  6.76 347209728 12.3  7.06 351588352 12.3  6.96 353296384 6.06 3.46 212197376 6.43 3.65 212127744 6.63 3.70 212672512 6.30 3.59 213254144
real-life/threadpooling_product_WithoutIf.bpl 901    829    3008970752 901    829    3020427264 901    827    3058126848 901    833    2988724224 6.40 3.63 216473600 6.43 3.65 213045248 7.54 4.13 224690176 6.72 3.76 216100864
20170319-ConjunctivePathPrograms/bhmr2007.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.53 5.28 261373952 9.92 5.48 266088448 11.0  6.08 326021120 10.2  5.57 292397056 6.08 3.39 201990144 6.15 3.42 203509760 7.15 4.00 235778048 7.04 3.88 219377664
20170319-ConjunctivePathPrograms/cggmp2005.c.i_3.bplTransformedIcfg_BEv2_2.bpl 10.9  6.23 319107072 10.7  6.16 335929344 10.7  6.15 345939968 10.8  6.20 326942720 5.91 3.33 200237056 5.88 3.32 198856704 6.17 3.49 199536640 5.69 3.26 198324224
20170319-ConjunctivePathPrograms/cggmp2005_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 9.29 5.32 277946368 9.84 5.57 284250112 9.87 5.62 301535232 9.27 5.29 282648576 5.95 3.37 200798208 5.75 3.28 194248704 6.34 3.61 203816960 5.91 3.39 201400320
20170319-ConjunctivePathPrograms/const1.i_3.bplTransformedIcfg_BEv2_6.bpl 900    753    1714888704 900    752    1779351552 900    754    1584590848 900    752    1829679104 5.96 3.36 201469952 5.72 3.27 198438912 6.29 3.55 201957376 5.88 3.31 201375744
20170319-ConjunctivePathPrograms/count_by_1_variant.i_2.bplTransformedIcfg_BEv2_3.bpl 9.08 5.01 257789952 9.03 5.05 263634944 8.96 5.04 281776128 9.25 5.12 260120576 6.30 3.50 203120640 5.63 3.29 198959104 6.32 3.57 202207232 6.20 3.49 204070912
20170319-ConjunctivePathPrograms/count_by_2.i_3.bplTransformedIcfg_BEv2_3.bpl 900    755    1743269888 900    754    1805541376 901    757    1715851264 900    755    1791496192 5.96 3.38 195981312 5.93 3.35 200425472 6.02 3.40 201199616 6.03 3.38 200085504
20170319-ConjunctivePathPrograms/count_by_k.i_3.bplTransformedIcfg_BEv2_3.bpl 901    787    1731534848 901    788    2419068928 901    791    1499508736 901    789    1681489920 5.93 3.36 201666560 5.85 3.30 198594560 6.25 3.53 200658944 5.89 3.34 199565312
20170319-ConjunctivePathPrograms/count_by_nondet.i_3.bplTransformedIcfg_BEv2_3.bpl 900    753    1824976896 900    754    1760559104 900    754    1561665536 900    756    2306621440 6.15 3.45 199086080 5.84 3.25 200019968 6.39 3.62 205783040 6.82 3.78 205938688
20170319-ConjunctivePathPrograms/count_up_down.i_3.bplTransformedIcfg_BEv2_7.bpl 7.60 4.24 244576256 7.42 4.14 240484352 7.83 4.46 265486336 7.56 4.30 251031552 6.19 3.49 201216000 5.79 3.32 192958464 6.39 3.63 203870208 6.37 3.58 201682944
20170319-ConjunctivePathPrograms/ddlm2013.i_3.bplTransformedIcfg_BEv2_8.bpl 8.07 4.46 243048448 8.04 4.49 240308224 13.6  7.62 484429824 9.74 5.29 315777024 6.05 3.42 199249920 5.85 3.34 200499200 6.32 3.73 201097216 6.16 3.45 199626752
20170319-ConjunctivePathPrograms/down.i_4.bplTransformedIcfg_BEv2_5.bpl 901    764    1732898816 901    760    1811283968 14.7  8.30 411750400 14.2  8.02 368988160 6.25 3.51 204038144 5.91 3.37 200003584 6.65 3.71 213446656 6.45 3.59 205172736
20170319-ConjunctivePathPrograms/fragtest_simple.i_4.bplTransformedIcfg_BEv2_5.bpl 901    759    1592877056 901    759    1613381632 901    759    1526484992 901    755    1683468288 6.16 3.52 199540736 6.22 3.53 195112960 7.22 4.02 249528320 8.07 4.45 429326336
20170319-ConjunctivePathPrograms/functions1.i_3.bplTransformedIcfg_BEv2_8.bpl 901    755    1780609024 901    755    1822138368 901    756    1569714176 900    756    1798422528 5.88 3.34 200437760 6.11 3.38 201826304 6.09 3.48 205561856 6.20 3.50 202719232
20170319-ConjunctivePathPrograms/gauss_sum.i_3.bplTransformedIcfg_BEv2_3.bpl 15.5  11.5  292851712 22.1  17.1  362385408 18.6  14.1  328962048 17.9  13.0  409034752 5.81 3.23 199196672 5.97 3.33 201101312 6.58 3.72 212037632 6.43 3.60 202334208
20170319-ConjunctivePathPrograms/gcd_2.i_4.bplTransformedIcfg_BEv2_6.bpl 7.41 4.16 234409984 7.53 4.24 241418240 8.13 4.38 266268672 7.44 4.19 243404800 5.62 3.22 199098368 5.87 3.35 195014656 5.77 3.31 199987200 5.82 3.29 200675328
20170319-ConjunctivePathPrograms/gj2007.c.i_4.bplTransformedIcfg_BEv2_3.bpl 212    154    1552932864 216    156    1587150848 211    155    1626980352 211    153    1649147904 5.75 3.29 200323072 6.26 3.52 199557120 6.06 3.42 200699904 6.06 3.39 201904128
20170319-ConjunctivePathPrograms/gr2006.c.i_4.bplTransformedIcfg_BEv2_3.bpl 308    255    2808946688 312    258    2877124608 315    258    2786840576 312    259    2960445440 6.03 3.39 200302592 6.11 3.43 201687040 6.43 3.63 203128832 6.37 3.55 201846784
20170319-ConjunctivePathPrograms/half.i_3.bplTransformedIcfg_BEv2_4.bpl 9.24 5.19 249909248 8.28 4.60 245891072 9.06 5.11 265973760 8.01 4.55 246669312 6.03 3.59 199733248 5.75 3.27 203440128 6.09 3.40 201711616 5.91 3.33 200323072
20170319-ConjunctivePathPrograms/half_2.i_3.bplTransformedIcfg_BEv2_5.bpl 10.8  6.12 321896448 10.1  5.82 319508480 6.96 3.80 229642240 6.97 3.90 227545088 6.27 3.52 201482240 5.83 3.34 202813440 5.68 3.23 198184960 5.92 3.32 199118848
20170319-ConjunctivePathPrograms/hhk2008.c.i_3.bplTransformedIcfg_BEv2_3.bpl 10.9  6.07 307200000 10.5  5.93 305639424 12.0  6.69 339128320 11.0  6.18 318775296 5.89 3.29 199344128 5.78 3.24 202534912 6.48 3.62 201854976 5.79 3.32 203124736
20170319-ConjunctivePathPrograms/interleave_bits.i_3.bplTransformedIcfg_BEv2_4.bpl 21.0  12.8  621580288 19.9  12.2  648822784 20.4  12.5  690622464 20.6  12.6  638668800 6.12 3.44 201138176 6.04 3.57 199778304 6.24 3.51 202940416 6.15 3.51 200949760
20170319-ConjunctivePathPrograms/jain_5.i_2.bplTransformedIcfg_BEv2_4.bpl 9.26 5.20 275140608 9.56 5.31 258060288 11.4  6.28 306204672 9.88 5.48 289554432 6.06 3.38 202395648 5.93 3.34 200667136 6.74 3.76 202698752 6.02 3.40 200859648
20170319-ConjunctivePathPrograms/jm2006.c.i_3.bplTransformedIcfg_BEv2_3.bpl 11.7  6.57 330518528 10.9  6.24 328527872 12.8  7.17 341544960 12.2  6.93 361299968 5.75 3.21 198180864 5.64 3.23 195874816 6.15 3.45 201228288 6.32 3.54 199827456
20170319-ConjunctivePathPrograms/jm2006_variant.c.i_3.bplTransformedIcfg_BEv2_3.bpl 11.6  6.65 360558592 12.0  6.81 361684992 13.0  7.31 357617664 12.5  7.05 406192128 6.07 3.64 198524928 5.77 3.31 200966144 6.82 3.83 250765312 6.71 3.71 231309312
20170319-ConjunctivePathPrograms/large_const.i_3.bplTransformedIcfg_BEv2_2.bpl 7.62 4.31 239742976 7.53 4.23 247123968 9.64 5.37 284463104 9.53 5.24 283656192 6.26 3.55 206213120 5.77 3.24 201818112 6.30 3.53 200753152 6.30 3.53 201150464
20170319-ConjunctivePathPrograms/nested.i_4.bplTransformedIcfg_BEv2_3.bpl 320    271    3292332032 322    272    3289559040 325    273    3265961984 338    284    3289600000 6.11 3.46 201142272 6.00 3.41 201195520 8.98 4.89 464998400 8.01 4.30 325935104
20170319-ConjunctivePathPrograms/nested1.i_4.bplTransformedIcfg_BEv2_12.bpl 901    780    3009753088 901    780    3054063616 901    778    3064623104 901    779    3040272384 6.08 3.46 201945088 6.23 3.46 200507392 6.81 3.82 209358848 6.33 3.63 206024704
20170319-ConjunctivePathPrograms/nested9.i_3.bplTransformedIcfg_BEv2_4.bpl 11.6  6.65 353927168 11.5  6.56 347815936 14.5  8.05 488296448 13.4  7.45 448589824 6.15 3.49 209403904 5.93 3.37 213069824 6.64 3.87 211783680 7.40 3.99 344346624
20170319-ConjunctivePathPrograms/num_conversion_1.i_3.bplTransformedIcfg_BEv2_9.bpl 13.3  7.52 385601536 13.4  7.59 372379648 13.1  7.37 348323840 13.9  7.76 357969920 6.07 3.45 202956800 6.10 3.44 201764864 6.43 3.59 203886592 5.94 3.39 200695808
20170319-ConjunctivePathPrograms/num_conversion_2.i_3.bplTransformedIcfg_BEv2_7.bpl 12.9  7.40 370536448 12.8  7.38 372072448 13.4  7.66 371343360 12.5  7.28 412594176 6.18 3.48 214163456 6.14 3.45 201220096 6.36 3.57 203657216 5.92 3.33 192081920
20170319-ConjunctivePathPrograms/overflow1.i_3.bplTransformedIcfg_BEv2_4.bpl 901    757    1655959552 901    756    1622228992 901    759    1514086400 901    757    1641545728 6.66 3.63 201248768 6.40 3.52 201863168 6.32 3.54 202678272 6.03 3.41 203272192
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 26.7  14.1  703627264 21.2  11.3  711200768 576    468    2849644544 600    479    2838343680 8.35 4.65 350601216 8.85 4.72 334635008 11.9  6.66 980369408 13.0  7.19 1112584192
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_29.bpl 16.6  9.02 477184000 15.9  8.64 433889280 76.6  54.0  2854993920 73.0  48.8  2836824064 8.39 4.61 299614208 8.37 4.74 315985920 75.4  50.4  2849652736 61.6  43.6  2829172736
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 16.3  9.03 443547648 16.3  9.02 458330112 53.4  34.0  2841034752 53.0  35.0  2838720512 8.80 4.68 330747904 8.60 4.70 333103104 45.7  30.4  2807984128 42.5  30.5  2815770624
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bplTransformedIcfg_BEv2_24.bpl 16.1  8.72 381730816 15.3  8.34 402243584 18.7  10.1  1131454464 63.9  42.2  2849243136 7.88 4.38 304111616 8.79 4.77 327573504 17.7  9.66 1312006144 18.8  10.3  1347956736
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bplTransformedIcfg_BEv2_26.bpl 14.7  8.12 406982656 14.1  7.68 392245248 258    193    2842288128 267    203    2830237696 8.33 4.59 300085248 8.33 4.55 306085888 28.6  16.2  2196959232 23.6  13.3  1791750144
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_25.bpl 19.2  10.4  589045760 20.5  10.9  621084672 27.5  16.7  1934483456 15.5  8.57 982237184 9.31 5.09 466644992 9.88 5.30 452001792 25.8  15.7  2119819264 98.6  76.7  2845196288
20170319-ConjunctivePathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bplTransformedIcfg_BEv2_23.bpl 20.0  10.9  619618304 18.1  9.90 566460416 20.7  11.6  1343926272 612    491    2838708224 9.32 5.05 412266496 9.75 5.21 469856256 21.9  13.7  2014584832 19.2  11.9  1715142656
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bplTransformedIcfg_BEv2_23.bpl 10.8  6.01 329326592 10.9  6.02 327745536 10.9  5.97 327753728 11.2  6.13 330579968 8.24 4.60 339910656 8.59 4.63 324935680 15.0  8.13 1086955520 16.9  8.94 1111207936
20170319-ConjunctivePathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bplTransformedIcfg_BEv2_29.bpl 11.4  6.33 332107776 10.8  6.00 330690560 11.2  6.15 333377536 11.0  6.05 332193792 8.74 4.76 340926464 8.35 4.59 318554112 11.6  6.43 929841152 11.1  6.27 933572608
20170304-DifficultPathPrograms/afnp2014.c.i_3.bpl 8.34 4.59 252911616 8.54 4.77 251830272 9.27 5.16 290320384 9.13 5.03 266887168 6.13 3.41 200740864 6.01 3.46 201646080 6.57 3.68 205758464 6.22 3.50 202833920
20170304-DifficultPathPrograms/array.i_3.bpl 9.65 5.37 272691200 9.59 5.29 268824576 16.7  8.85 498708480 32.5  18.3  1005236224 6.73 3.76 213471232 6.56 3.70 215334912 14.2  7.50 432922624 40.5  26.0  1153232896
20170304-DifficultPathPrograms/array1.i_3.bpl 901    757    1602015232 901    761    1607536640 900    890    2808082432 900    758    2093338624 8.02 4.59 238952448 9.92 5.61 271720448 900    889    2810843136 22.1  12.0  692666368
20170304-DifficultPathPrograms/array2.i_3.bpl 901    760    1674874880 901    759    1725919232 901    758    1842442240 901    760    1987919872 6.46 3.68 212422656 6.98 3.90 217997312 19.3  11.0  613605376 19.6  11.7  674156544
20170304-DifficultPathPrograms/array3.i_4.bpl 901    774    1661534208 901    775    1697603584 901    765    2891673600 901    768    2887344128 8.61 4.76 252211200 8.08 4.52 235950080 38.6  24.7  1167405056 31.6  20.3  989945856
20170304-DifficultPathPrograms/array4.i_4.bpl 214    168    3445792768 220    173    3531243520 900    886    2844598272 254    197    4590379008 11.6  6.80 358092800 11.3  6.58 357523456 900    886    2810445824 49.5  34.9  1449746432
20170304-DifficultPathPrograms/bhmr2007.c.i_3.bpl 9.42 5.30 275136512 9.64 5.38 281808896 10.7  5.94 329633792 9.75 5.48 307032064 5.87 3.34 201871360 6.05 3.39 201523200 7.12 3.99 250699776 6.59 3.69 229158912
20170304-DifficultPathPrograms/cggmp2005.c.i_3.bpl 11.5  6.51 336277504 10.2  5.92 340156416 11.3  6.37 340721664 11.0  6.30 342081536 5.66 3.37 199426048 5.48 3.12 199630848 5.78 3.33 202522624 5.94 3.40 200974336
20170304-DifficultPathPrograms/cggmp2005_variant.c.i_3.bpl 10.1  5.75 295034880 9.44 5.40 297787392 10.9  6.08 284491776 9.82 5.61 301010944 5.94 3.38 202776576 5.89 3.37 198918144 6.69 3.74 204402688 5.90 3.34 196284416
20170304-DifficultPathPrograms/cggmp2005b.c.i_4.bpl 7.83 4.38 238850048 7.63 4.35 249520128 10.2  5.57 317140992 8.89 4.94 267575296 5.86 3.35 201723904 5.99 3.35 196620288 7.95 4.34 247058432 6.78 3.94 206118912
20170304-DifficultPathPrograms/const1.i_3.bpl 901    879    1063501824 900    880    1054093312 900    879    984834048 900    881    950050816 5.52 3.19 192106496 6.04 3.37 200888320 6.29 3.57 215072768 6.44 3.65 202350592
20170304-DifficultPathPrograms/count_by_1.i_3.bpl 10.7  6.07 325181440 9.73 5.62 317808640 6.87 3.91 230895616 6.98 3.93 223866880 5.72 3.23 200232960 5.74 3.27 200179712 5.85 3.32 201031680 5.86 3.29 199684096
20170304-DifficultPathPrograms/count_by_1_variant.i_2.bpl 9.56 5.54 290033664 9.59 5.48 292966400 9.51 5.27 259342336 8.69 4.85 262426624 5.86 3.31 200097792 6.24 3.49 201199616 6.13 3.44 200245248 5.98 3.39 199856128
20170304-DifficultPathPrograms/count_by_2.i_3.bpl 900    755    1866506240 900    757    1835454464 900    755    1651482624 901    757    1825464320 5.88 3.30 199557120 5.77 3.28 200843264 6.30 3.49 203350016 5.46 3.11 198336512
20170304-DifficultPathPrograms/count_by_k.i_3.bpl 901    789    1673023488 901    788    1634926592 901    783    1454661632 901    788    1588183040 5.57 3.24 203022336 6.03 3.38 199401472 6.73 3.72 204840960 5.93 3.37 198721536
20170304-DifficultPathPrograms/count_by_nondet.i_3.bpl 900    755    1882669056 900    753    1729085440 900    753    1641476096 900    752    1726083072 6.12 3.45 202469376 6.13 3.44 203993088 6.87 3.80 219979776 6.37 3.59 203149312
20170304-DifficultPathPrograms/count_up_down.i_3.bpl 12.2  6.96 357564416 12.9  7.23 346898432 12.4  7.06 312512512 11.9  6.83 341204992 5.79 3.30 202145792 5.84 3.31 201637888 6.33 3.55 202653696 6.02 3.38 202612736
20170304-DifficultPathPrograms/ddlm2013.i_3.bpl 10.0  5.62 291864576 10.4  5.75 290336768 12.1  6.57 342093824 10.8  5.96 359649280 6.51 3.62 201691136 6.56 3.58 202821632 7.75 4.30 346603520 7.36 4.07 265572352
20170304-DifficultPathPrograms/diamond1.i_3.bpl 901    860    1198706688 901    861    1280180224 901    861    1229357056 901    861    1185308672 6.44 3.59 204058624 6.10 3.36 202506240 7.48 4.06 236257280 7.01 3.91 217956352
20170304-DifficultPathPrograms/diamond2.i_4.bpl 54.7  47.8  469331968 52.9  45.8  457568256 47.6  40.3  546975744 49.4  42.1  484593664 6.91 3.78 227344384 6.75 3.81 221032448 8.47 4.62 322318336 7.43 4.12 256163840
20170304-DifficultPathPrograms/down.i_4.bpl 901    763    1692143616 901    760    1631793152 12.1  6.66 326316032 11.8  6.53 359477248 6.02 3.42 197709824 6.24 3.52 205418496 6.73 3.75 217763840 6.16 3.50 205123584
20170304-DifficultPathPrograms/eureka_01.i_3.bpl 900    835    2829729792 901    838    2820620288 901    864    3002638336 901    869    2986897408 894    826    1534652416 900    840    1546137600 901    869    3027427328 901    869    2920308736
20170304-DifficultPathPrograms/eureka_01.i_6.bpl 198    173    1837760512 195    172    1876811776 901    865    3057381376 901    868    2936471552 103    90.5  1372729344 102    89.6  1355780096 901    868    3038932992 901    867    2891186176
20170304-DifficultPathPrograms/eureka_05.i_5.bpl 16.6  10.1  652787712 17.0  10.3  660643840 900    890    2809131008 70.3  49.4  2144632832 20.4  12.5  679686144 20.3  12.5  679804928 900    890    2802618368 36.5  23.0  1143566336
20170304-DifficultPathPrograms/fragtest_simple.i_4.bpl 900    765    1815449600 901    764    1828335616 901    763    1676353536 901    762    1773391872 6.41 3.61 201957376 6.31 3.57 203292672 7.11 3.95 249094144 7.63 4.11 300695552
20170304-DifficultPathPrograms/functions1.i_3.bpl 900    874    1205800960 900    875    1154412544 901    874    1164722176 900    874    1137033216 6.48 3.60 200216576 6.00 3.39 201699328 7.63 4.20 232513536 6.87 3.79 219529216
20170304-DifficultPathPrograms/gauss_sum.i_3.bpl 14.1  10.1  291074048 13.1  9.34 279949312 15.0  10.2  338935808 14.9  10.2  329650176 5.89 3.38 196231168 6.23 3.48 202280960 6.70 3.75 217407488 6.93 3.84 212283392
20170304-DifficultPathPrograms/gcd_2.i_4.bpl 900    876    3413639168 23.6  19.2  357007360 900    875    3381342208 900    875    3378311168 6.11 3.45 202313728 5.90 3.36 198860800 7.26 4.07 354385920 6.81 3.81 299798528
20170304-DifficultPathPrograms/gj2007.c.i_4.bpl 210    153    1576460288 218    157    1582112768 210    153    1608527872 205    150    1627156480 6.19 3.44 202313728 6.02 3.39 201281536 6.37 3.60 201830400 6.45 3.61 196915200
20170304-DifficultPathPrograms/gr2006.c.i_4.bpl 237    188    2388959232 238    190    2382782464 233    186    2512740352 246    193    2660859904 5.96 3.40 200306688 6.17 3.46 200921088 6.59 3.67 203694080 6.32 3.58 200994816
20170304-DifficultPathPrograms/half.i_3.bpl 8.93 4.98 253775872 8.86 5.01 252067840 8.62 4.88 263811072 8.83 4.93 247111680 5.67 3.29 199663616 5.83 3.32 199639040 6.14 3.42 200810496 6.25 3.46 201863168
20170304-DifficultPathPrograms/half_2.i_3.bpl 10.8  6.14 331862016 10.7  6.09 336515072 12.5  6.91 322527232 11.5  6.47 340512768 5.91 3.37 200642560 5.90 3.36 199815168 7.22 4.00 238501888 6.58 3.67 219844608
20170304-DifficultPathPrograms/hhk2008.c.i_3.bpl 11.0  6.14 304607232 11.3  6.27 305913856 11.7  6.50 308633600 11.3  6.33 340553728 5.76 3.26 199585792 5.42 3.12 197033984 6.56 3.69 206553088 5.84 3.34 203743232
20170304-DifficultPathPrograms/insertion_sort.i_3.bpl 11.2  6.24 296415232 10.9  6.02 296382464 24.1  14.1  765935616 24.9  14.7  760664064 7.46 4.36 226070528 7.50 4.18 226861056 20.7  11.9  685768704 17.5  10.2  677928960
20170304-DifficultPathPrograms/interleave_bits.i_3.bpl 6.93 3.84 222285824 7.49 4.21 223821824 7.56 4.19 229777408 7.42 4.05 227405824 5.84 3.29 200085504 5.82 3.29 197685248 5.68 3.28 199761920 5.52 3.16 198082560
20170304-DifficultPathPrograms/invert_string.i_4.bpl 901    771    1730211840 901    772    1625657344 900    889    2814042112 901    790    2882547712 15.2  9.31 557932544 15.6  9.64 556650496 900    892    2800574464 901    858    3022643200
20170304-DifficultPathPrograms/jain_1.i_2.bpl 27.9  24.1  277311488 31.5  27.4  269021184 30.3  26.4  280276992 33.2  29.2  273870848 5.72 3.25 193368064 5.71 3.27 200187904 5.90 3.33 201871360 5.80 3.30 193728512
20170304-DifficultPathPrograms/jain_2.i_2.bpl 50.4  46.0  285315072 38.0  33.6  287113216 38.0  33.6  316727296 35.6  31.7  286486528 5.80 3.26 202944512 6.09 3.41 203378688 5.78 3.28 200912896 5.56 3.16 200097792
20170304-DifficultPathPrograms/jain_4.i_2.bpl 8.33 4.63 243638272 8.70 4.86 242487296 8.77 4.87 266715136 26.0  21.5  300593152 5.80 3.26 198479872 5.41 3.10 201187328 5.94 3.36 201191424 5.48 3.17 200916992
20170304-DifficultPathPrograms/jain_5.i_2.bpl 8.14 4.51 237150208 8.31 4.69 259022848 9.24 5.17 272035840 901    877    1133248512 6.03 3.42 204034048 5.69 3.24 198512640 6.37 3.57 202678272 6.34 3.51 202899456
20170304-DifficultPathPrograms/jain_6.i_2.bpl 8.92 4.97 244858880 8.19 4.61 244015104 9.21 5.14 265883648 34.5  30.1  297738240 5.59 3.21 196800512 5.65 3.18 198688768 6.26 3.48 202252288 5.83 3.31 201527296
20170304-DifficultPathPrograms/jain_7.i_2.bpl 10.4  6.67 254177280 10.9  6.91 255250432 11.2  7.05 270409728 62.9  58.4  307830784 5.71 3.25 200028160 5.58 3.22 200179712 6.09 3.43 200892416 5.54 3.18 198221824
20170304-DifficultPathPrograms/jm2006.c.i_3.bpl 11.2  6.42 335192064 11.2  6.36 352481280 13.2  7.39 348332032 11.6  6.67 370003968 5.67 3.24 199081984 5.78 3.24 210804736 6.56 3.66 204156928 5.94 3.40 208998400
20170304-DifficultPathPrograms/jm2006_variant.c.i_3.bpl 11.7  6.75 359235584 11.3  6.61 369795072 13.1  7.61 373571584 13.5  7.59 420483072 5.72 3.27 198631424 6.15 3.45 200294400 7.31 4.04 259923968 6.58 3.67 228790272
20170304-DifficultPathPrograms/large_const.i_3.bpl 8.01 4.49 245084160 8.12 4.53 258912256 10.3  5.65 285265920 9.72 5.31 286117888 6.32 3.50 202215424 6.08 3.44 202366976 6.20 3.50 201138176 5.85 3.36 199495680
20170304-DifficultPathPrograms/linear_sea.ch.i_4.bpl 73.1  56.0  1270132736 72.9  57.5  1343631360 900    891    2750959616 901    864    2945261568 71.7  58.2  1151295488 72.2  57.7  1155788800 900    892    2802036736 901    859    2957443072
20170304-DifficultPathPrograms/linear_search.i_5.bpl 52.5  39.0  1136652288 55.7  40.4  1107673088 900    890    2815553536 901    864    3106410496 72.8  58.0  1150627840 45.4  35.5  1008222208 900    892    2797195264 901    863    2944233472
20170304-DifficultPathPrograms/matrix.i_4.bpl 12.8  7.17 328384512 11.9  6.74 331104256 24.6  14.0  809218048 125    83.9  2474835968 7.01 4.01 215015424 6.88 3.88 216887296 23.7  13.2  694263808 109    77.1  2128695296
20170304-DifficultPathPrograms/mcmillan2006.c.i_3.bpl 62.3  48.2  1065021440 47.2  35.6  1049305088 900    891    2802266112 901    856    2937020416 50.0  38.3  992899072 60.9  47.9  1030234112 900    892    2799456256 901    795    4255719424
20170304-DifficultPathPrograms/n.c11.i_3.bpl 14.3  8.24 389353472 14.2  8.07 384688128 900    889    2811682816 28.7  16.2  819191808 9.99 5.63 281837568 9.25 5.09 260149248 900    890    2807353344 28.6  15.4  697872384
20170304-DifficultPathPrograms/nested.c_4.bpl 7.40 4.22 232808448 7.33 4.09 239972352 11.2  6.04 294481920 10.2  5.63 326549504 5.72 3.24 201666560 5.81 3.29 198090752 5.57 3.18 200843264 6.19 3.46 204558336
20170304-DifficultPathPrograms/nested.i_4.bpl 328    279    3266547712 329    280    3276955648 329    276    3273093120 348    298    3288805376 6.10 3.45 204054528 5.93 3.38 199438336 9.94 5.28 517758976 8.42 4.50 391606272
20170304-DifficultPathPrograms/nested1.i_4.bpl 900    880    1212780544 901    875    1240117248 900    881    1216905216 901    876    1207836672 6.23 3.50 199434240 6.18 3.47 202133504 8.02 4.36 305418240 8.09 4.38 267554816
20170304-DifficultPathPrograms/nested9.i_3.bpl 11.8  6.62 330440704 12.1  6.81 345264128 14.0  7.75 461324288 12.6  7.07 434262016 6.09 3.43 203444224 6.19 3.46 202194944 6.10 3.49 199077888 7.23 3.97 325513216
20170304-DifficultPathPrograms/num_conversion_1.i_3.bpl 6.89 3.83 220422144 6.71 3.79 218750976 6.90 3.93 223825920 7.05 3.93 222420992 5.45 3.11 197906432 5.69 3.22 196706304 5.45 3.10 198762496 5.83 3.29 202395648
20170304-DifficultPathPrograms/num_conversion_2.i_3.bpl 7.54 4.22 221261824 7.53 4.16 221982720 7.54 4.20 223621120 7.47 4.18 226656256 5.96 3.33 198840320 5.70 3.24 199839744 6.00 3.39 199401472 5.81 3.27 200380416
20170304-DifficultPathPrograms/overflow1.i_3.bpl 901    871    1183006720 901    870    1193140224 901    870    1238007808 901    871    1111281664 5.73 3.27 201453568 6.13 3.41 202825728 6.72 3.68 211591168 6.30 3.58 201371648
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.BOUNDED-6.pals.c_9.bpl 22.5  12.5  647585792 24.5  13.5  653541376 49.8  29.1  2561024000 48.7  30.2  2843291648 8.40 4.63 344924160 8.32 4.45 291065856 33.2  21.5  2794147840 32.2  21.2  2798473216
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.1.ufo.UNBOUNDED.pals.c_9.bpl 18.6  10.3  581132288 18.7  10.4  579956736 32.6  18.2  1695985664 37.4  21.0  1815633920 8.04 4.48 302559232 8.59 4.70 350281728 23.6  13.2  1827373056 24.0  13.8  1825828864
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.BOUNDED-6.pals.c_9.bpl 19.8  10.9  576086016 20.6  11.3  589123584 54.3  32.9  2833727488 44.3  27.9  2809581568 8.47 4.64 350322688 8.50 4.64 345714688 31.8  20.7  2796371968 28.4  18.5  2800414720
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.2.ufo.UNBOUNDED.pals.c_11.bpl 18.7  10.3  533884928 18.7  10.2  522113024 32.1  17.9  1667661824 33.7  18.7  1684959232 8.19 4.45 317890560 8.41 4.66 341028864 21.3  12.5  1834455040 20.4  11.9  1927933952
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.BOUNDED-6.pals.c_9.bpl 22.4  12.6  638599168 22.0  12.2  654245888 57.2  35.3  2843770880 46.8  28.3  2604593152 8.55 4.65 319397888 8.45 4.57 333819904 44.9  27.1  2810109952 38.3  24.3  2798133248
20170304-DifficultPathPrograms/pals_lcr-var-start-time.3.ufo.UNBOUNDED.pals.c_9.bpl 21.1  11.7  580186112 19.8  11.0  587051008 35.3  19.6  1697038336 33.6  18.7  1668919296 8.35 4.68 293195776 8.15 4.41 313192448 20.8  12.2  1755832320 22.0  12.8  1788350464
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.BOUNDED-8.pals.c_10.bpl 24.4  13.2  661757952 22.3  12.3  688529408 84.1  59.1  2869202944 83.9  55.5  2847141888 8.62 4.70 396763136 9.19 4.99 457420800 58.2  44.8  2824654848 59.1  43.4  2821193728
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.1.ufo.UNBOUNDED.pals.c_10.bpl 27.2  14.8  744669184 23.9  13.2  731201536 48.4  31.3  2828726272 52.8  32.7  2834497536 9.08 4.96 427380736 9.31 5.06 408190976 33.3  22.1  2783637504 35.5  23.6  2792214528
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.BOUNDED-8.pals.c_10.bpl 21.8  12.0  689876992 22.2  12.1  729460736 72.0  50.6  2864099328 60.2  41.1  2834911232 9.67 5.16 452866048 9.56 5.29 466710528 61.9  45.2  2822385664 67.1  49.1  2819039232
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.2.ufo.UNBOUNDED.pals.c_11.bpl 28.0  15.1  772759552 31.1  16.6  810217472 50.2  31.6  2831536128 47.9  30.8  2834411520 9.39 5.01 439721984 8.61 4.69 364052480 32.8  22.0  2805895168 32.0  22.9  2781577216
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.BOUNDED-8.pals.c_10.bpl 26.8  14.4  777367552 26.6  14.3  772030464 85.5  60.2  2871496704 78.2  54.9  2856304640 9.05 4.93 408461312 9.14 4.99 414040064 58.7  44.8  2821144576 63.4  46.6  2823630848
20170304-DifficultPathPrograms/pals_lcr-var-start-time.4.ufo.UNBOUNDED.pals.c_10.bpl 25.9  14.1  750006272 23.2  12.9  698044416 52.9  33.5  2846302208 49.9  31.9  2835464192 9.48 5.17 471834624 8.50 4.67 369164288 30.1  20.5  2781560832 36.0  24.2  2789756928
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.BOUNDED-10.pals.c_11.bpl 31.5  16.9  807559168 29.0  15.6  823001088 145    104    2899566592 111    79.1  2874150912 10.8  5.78 556003328 10.1  5.38 515158016 129    104    2880147456 109    89.3  2851663872
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.1.ufo.UNBOUNDED.pals.c_11.bpl 30.5  16.7  827613184 27.7  15.2  801689600 82.1  55.0  2877784064 77.9  55.9  2862071808 10.5  5.69 496181248 10.7  5.74 568033280 55.7  41.3  2829967360 57.8  46.4  2822176768
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.BOUNDED-10.pals.c_11.bpl 32.8  17.8  817463296 31.4  17.1  804126720 152    110    2908434432 116    84.4  2866999296 10.2  5.49 583139328 10.5  5.61 501706752 93.1  75.0  2859393024 97.0  76.7  2847338496
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.2.ufo.UNBOUNDED.pals.c_12.bpl 33.4  18.2  833110016 35.8  19.5  830025728 73.8  49.8  2862268416 81.7  55.9  2857099264 10.4  5.55 548327424 10.3  5.56 470437888 49.4  36.3  2816929792 56.2  45.4  2814083072
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.BOUNDED-10.pals.c_11.bpl 34.6  18.7  806178816 30.6  16.8  819269632 151    112    2910900224 134    97.4  2879614976 10.8  5.85 554496000 9.13 4.97 411377664 117    95.0  2858369024 104    84.8  2849198080
20170304-DifficultPathPrograms/pals_lcr-var-start-time.5.ufo.UNBOUNDED.pals.c_11.bpl 29.3  16.1  814575616 28.2  15.6  803155968 81.6  52.7  2871844864 81.7  58.8  2855907328 10.6  5.68 556085248 10.4  5.53 500531200 53.9  41.0  2819657728 56.9  45.5  2814693376
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.BOUNDED-12.pals.c_12.bpl 39.3  21.3  1026105344 35.8  19.4  993562624 203    170    2976391168 220    184    2981421056 11.3  5.98 673697792 12.1  6.48 670838784 158    134    2922229760 176    153    2934980608
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.1.ufo.UNBOUNDED.pals.c_12.bpl 41.3  22.0  1022021632 37.6  20.6  993300480 111    83.3  2902290432 124    94.3  2920480768 11.4  6.16 632430592 11.5  6.13 653840384 100    83.3  2882220032 96.2  81.2  2883960832
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.2.ufo.BOUNDED-12.pals.c_12.bpl 39.6  21.2  1046204416 40.7  21.6  1109123072 211    169    2970574848 195    160    2942570496 11.3  5.99 675377152 11.5  6.16 658104320 217    184    2974248960 173    151    2927280128
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.BOUNDED-12.pals.c_12.bpl 33.7  18.2  1095376896 35.7  19.2  1127608320 196    163    2972708864 224    185    2961420288 11.2  6.01 657977344 11.3  6.18 671993856 238    210    2994970624 216    189    2961367040
20170304-DifficultPathPrograms/pals_lcr-var-start-time.6.ufo.UNBOUNDED.pals.c_12.bpl 41.3  22.2  976617472 37.2  20.1  1042796544 137    105    2922033152 123    94.5  2914574336 11.6  6.25 653881344 11.7  6.21 674328576 102    84.8  2896662528 101    87.3  2905096192
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.BOUNDED-6.pals.c_13.bpl 22.3  12.4  604307456 20.1  11.4  603344896 65.0  41.8  2847080448 63.3  41.3  2845851648 8.61 4.67 302960640 8.19 4.45 295596032 38.0  26.2  2798514176 45.4  31.2  2801725440
20170304-DifficultPathPrograms/pals_lcr.3.1.ufo.UNBOUNDED.pals.c_14.bpl 24.3  13.6  681242624 23.8  13.5  696655872 44.0  25.0  2019201024 42.3  24.1  2018115584 8.10 4.47 314818560 7.86 4.36 280907776 21.4  12.4  1780449280 28.1  16.2  2203693056
20170304-DifficultPathPrograms/pals_lcr.3.ufo.BOUNDED-6.pals.c_13.bpl 22.9  12.7  593002496 22.1  12.3  593469440 53.5  35.1  2844868608 60.9  37.8  2849579008 8.46 4.58 309657600 7.71 4.24 265773056 36.9  25.4  2808582144 44.5  29.8  2808950784
20170304-DifficultPathPrograms/pals_lcr.3.ufo.UNBOUNDED.pals.c_14.bpl 24.3  13.7  671399936 22.9  12.9  674148352 39.3  22.9  1966772224 38.8  23.1  2173317120 7.97 4.33 309313536 8.01 4.42 311623680 25.6  15.0  2119196672 32.8  17.9  2142289920
20170304-DifficultPathPrograms/pals_lcr.3_overflow.ufo.UNBOUNDED.pals.c_13.bpl 21.5  12.4  659623936 26.0  14.4  683945984 36.5  21.2  1765081088 36.5  21.5  1901346816 7.62 4.22 271450112 8.29 4.57 296157184 24.4  13.6  1760124928 20.4  12.6  1849020416
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.BOUNDED-8.pals.c_19.bpl 25.3  13.8  689422336 21.8  12.2  677564416 100    72.0  2873372672 106    76.2  2850471936 8.92 4.84 406339584 8.92 4.86 364253184 66.7  49.4  2835656704 99.8  76.8  2833453056
20170304-DifficultPathPrograms/pals_lcr.4.1.ufo.UNBOUNDED.pals.c_16.bpl 23.1  12.9  699293696 27.0  14.8  704159744 54.7  34.3  2847223808 63.1  43.6  2856501248 8.85 4.74 344817664 9.13 4.96 385445888 41.7  27.5  2809368576 49.4  37.6  2815016960
20170304-DifficultPathPrograms/pals_lcr.4.ufo.BOUNDED-8.pals.c_19.bpl 30.7  17.8  790560768 33.0  19.0  820330496 117    83.1  2872938496 104    76.8  2868006912 8.99 4.78 352522240 8.87 4.77 370143232 99.7  71.9  2859700224 94.9  71.9  2843328512
20170304-DifficultPathPrograms/pals_lcr.4.ufo.UNBOUNDED.pals.c_16.bpl 22.9  12.8  727773184 26.8  14.7  709873664 56.3  36.7  2841042944 65.7  44.4  2857701376 9.06 4.91 384294912 9.22 4.98 388243456 43.6  31.5  2803142656 52.0  38.8  2819952640
20170304-DifficultPathPrograms/pals_lcr.4_overflow.ufo.UNBOUNDED.pals.c_19.bpl 25.3  14.1  729600000 22.9  12.9  710057984 57.3  35.0  2850799616 78.3  51.3  2856226816 8.78 4.72 370642944 8.89 4.81 335425536 37.3  24.5  2807791616 50.7  35.9  2816712704
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.BOUNDED-10.pals.c_21.bpl 32.4  17.9  811937792 30.5  16.9  806109184 197    162    2931347456 210    175    2935439360 9.81 5.33 487772160 9.84 5.32 523284480 131    105    2885095424 155    131    2897072128
20170304-DifficultPathPrograms/pals_lcr.5.1.ufo.UNBOUNDED.pals.c_19.bpl 37.6  20.7  826720256 41.0  22.4  854147072 96.5  68.6  2874957824 155    119    2931990528 9.10 4.92 434409472 9.75 5.23 445820928 66.0  52.7  2838814720 126    106    2906185728
20170304-DifficultPathPrograms/pals_lcr.5.ufo.BOUNDED-10.pals.c_21.bpl 34.0  18.7  833286144 30.7  17.1  832225280 190    154    2943537152 209    174    2939424768 10.1  5.36 471445504 10.3  5.55 508186624 152    124    2889719808 188    163    2913296384
20170304-DifficultPathPrograms/pals_lcr.5.ufo.UNBOUNDED.pals.c_19.bpl 23.8  12.6  714534912 25.5  13.5  734208000 83.6  60.5  2873856000 132    103    2919133184 10.3  5.51 564654080 10.7  5.75 545148928 81.0  65.0  2846130176 129    104    2896625664
20170304-DifficultPathPrograms/pals_lcr.5_overflow.ufo.UNBOUNDED.pals.c_21.bpl 37.7  20.9  838492160 34.8  19.6  796360704 89.5  62.6  2874941440 137    102    2897854464 9.31 5.07 432156672 10.4  5.61 500551680 61.5  47.4  2828677120 120    96.9  2875150336
20170304-DifficultPathPrograms/pals_lcr.6.1.ufo.UNBOUNDED.pals.c_23.bpl 37.8  20.4  1076297728 37.8  20.4  1076838400 168    136    2922889216 247    210    2982535168 10.8  5.73 549011456 9.82 5.26 496816128 143    123    2881724416 237    211    2985984000
20170304-DifficultPathPrograms/pals_lcr.6.ufo.UNBOUNDED.pals.c_23.bpl 37.4  20.3  1160269824 37.9  20.3  1096126464 168    137    2920005632 295    261    2983792640 10.6  5.72 547778560 11.5  6.15 628576256 119    103    2885206016 201    173    2973683712
20170304-DifficultPathPrograms/phases1.i_3.bpl 12.1  6.91 364507136 12.5  7.15 367566848 13.6  7.76 341590016 13.0  7.41 325025792 6.16 3.43 200069120 6.08 3.41 203644928 6.71 3.78 217010176 6.92 3.84 205197312
20170304-DifficultPathPrograms/s3_clnt_1.cil.c_16.bpl 20.2  11.0  522346496 21.8  11.7  519659520 294    264    2929106944 262    231    2901733376 8.17 4.50 317222912 8.47 4.59 302800896 284    262    2895228928 265    239    2868150272
20170304-DifficultPathPrograms/s3_clnt_2.cil.c_21.bpl 32.0  17.6  966086656 34.3  18.7  989478912 464    421    3000938496 419    382    2948345856 8.39 4.65 349032448 8.46 4.68 335085568 407    375    2987532288 365    333    2972491776
20170304-DifficultPathPrograms/s3_clnt_3.BV.c.cil.c_19.bpl 16.7  9.07 566218752 18.8  10.1  576118784 24.5  13.8  1577533440 24.3  13.7  1371086848 7.39 4.10 236294144 7.38 4.08 232214528 16.3  9.35 1415405568 16.4  9.39 1396797440
20170304-DifficultPathPrograms/s3_clnt_3.cil.c_21.bpl 30.3  16.5  752246784 28.6  15.6  733118464 29.8  17.5  2193440768 409    358    2959974400 8.88 4.86 398815232 8.98 4.93 355237888 426    398    3013455872 380    354    2955100160
20170304-DifficultPathPrograms/s3_clnt_4.cil.c_20.bpl 22.6  12.5  615645184 25.8  14.0  619048960 432    396    2991804416 407    362    2953097216 8.68 4.71 354586624 8.78 4.76 336359424 389    358    2959552512 408    372    2939858944
20170304-DifficultPathPrograms/s3_srvr_1.BV.c.cil.c_21.bpl 14.2  7.83 437616640 14.1  7.80 444948480 14.5  8.07 625967104 14.7  8.12 703754240 7.00 3.89 213159936 6.71 3.79 215818240 8.94 4.84 656195584 9.24 4.98 586489856
20170304-DifficultPathPrograms/s3_srvr_1.cil.c_23.bpl 42.6  23.0  1160646656 40.4  22.0  1154363392 466    404    3032522752 509    428    2979241984 8.46 4.64 318988288 8.53 4.61 316620800 71.2  59.7  2827997184 74.3  63.7  2826612736
20170304-DifficultPathPrograms/s3_srvr_1_alt.BV.c.cil.c_14.bpl 8.90 4.98 270688256 9.21 5.06 266948608 10.6  5.85 688238592 11.6  6.35 671748096 6.72 3.76 217325568 6.67 3.76 226152448 9.27 5.11 676007936 8.50 4.71 656785408
20170304-DifficultPathPrograms/s3_srvr_2.BV.c.cil.c_13.bpl 14.4  7.95 372449280 16.0  8.68 373870592 49.8  38.8  2833162240 46.3  37.1  2827165696 7.81 4.33 310247424 8.19 4.50 301174784 50.9  43.3  2805706752 41.4  34.1  2797080576
20170304-DifficultPathPrograms/s3_srvr_2.cil.c_16.bpl 16.2  8.98 384204800 16.1  8.81 383107072 57.5  46.3  2840051712 56.3  44.7  2823815168 8.25 4.51 290689024 8.22 4.49 277192704 50.8  42.4  2809421824 39.7  33.8  2802610176
20170304-DifficultPathPrograms/s3_srvr_2_alt.BV.c.cil.c_13.bpl 15.0  8.26 377294848 16.8  9.04 382644224 53.3  42.6  2840064000 47.7  37.6  2827255808 8.08 4.41 275079168 8.10 4.38 289153024 55.1  45.6  2811490304 35.4  28.8  2808696832
20170304-DifficultPathPrograms/s3_srvr_3.BV.c.cil.c_19.bpl 12.1  6.74 403468288 12.1  6.74 379813888 14.5  7.98 807170048 13.3  7.40 690126848 7.00 4.13 224665600 6.94 3.87 213983232 9.65 5.29 670875648 9.64 5.29 668893184
20170304-DifficultPathPrograms/s3_srvr_3.cil.c_20.bpl 35.0  19.5  989507584 42.9  23.3  959201280 452    388    3002675200 460    395    2943062016 8.74 4.73 315473920 8.37 4.60 316760064 78.7  67.7  2827804672 62.5  53.2  2817376256
20170304-DifficultPathPrograms/s3_srvr_3_alt.BV.c.cil.c_19.bpl 12.6  6.97 379936768 13.1  7.25 402526208 14.3  7.92 812224512 16.0  8.70 695468032 7.12 4.19 221818880 6.98 3.90 217518080 9.11 5.03 662601728 9.05 4.94 671354880
20170304-DifficultPathPrograms/s3_srvr_4.cil.c_14.bpl 14.8  8.13 379887616 14.7  8.11 382349312 58.0  46.4  2835849216 61.8  49.8  2822623232 7.84 4.32 277860352 7.95 4.32 278843392 54.3  46.9  2811236352 45.5  39.5  2805522432
20170304-DifficultPathPrograms/s3_srvr_7.cil.c_19.bpl 16.8  9.24 398000128 16.7  9.15 409460736 74.8  62.2  2855649280 69.8  57.5  2835464192 8.29 4.49 271880192 8.30 4.55 316137472 59.6  52.2  2816098304 53.8  47.1  2819690496
20170304-DifficultPathPrograms/seq.i_4.bpl 901    769    1506574336 901    770    1574187008 901    770    1596170240 901    768    1866383360 6.42 3.57 205877248 6.05 3.41 198266880 7.40 4.14 263950336 7.88 4.32 476680192
20170304-DifficultPathPrograms/simple1.i_3.bpl 900    878    1099067392 900    879    1121796096 902    877    1199353856 900    877    1160298496 6.17 3.44 197689344 6.17 3.45 198299648 7.38 4.02 215310336 7.26 3.97 206667776
20170304-DifficultPathPrograms/simple4.i_3.bpl 900    873    1098870784 900    873    1071071232 901    873    1131180032 901    874    1160941568 5.86 3.32 202231808 5.73 3.28 194084864 7.51 4.18 226521088 6.97 3.87 209616896
20170304-DifficultPathPrograms/string.i_3.bpl 8.48 4.74 262160384 8.94 4.94 255631360 33.7  20.1  1187012608 67.2  45.2  1498673152 8.69 4.81 246517760 8.45 4.74 248557568 35.7  21.6  1160642560 55.0  39.7  1469333504
20170304-DifficultPathPrograms/string_concat-noarr.i_3.bpl 108    81.6  1728819200 107    80.7  1877184512 10.0  5.50 293068800 9.73 5.41 282537984 6.17 3.43 198995968 6.14 3.47 201981952 6.75 3.76 208130048 6.90 3.81 202895360
20170304-DifficultPathPrograms/sum01.i_3.bpl 9.04 5.05 254644224 9.18 5.11 255172608 10.2  5.69 304750592 10.8  5.86 292159488 6.07 3.40 201515008 5.66 3.20 199798784 7.99 4.38 224747520 6.76 3.81 211988480
20170304-DifficultPathPrograms/sum01_bug02.i_3.bpl 8.88 5.04 255045632 8.93 5.04 256774144 11.2  6.13 333393920 10.5  5.79 318107648 5.94 3.37 201715712 5.94 3.35 201519104 8.24 4.49 248467456 7.59 4.10 244084736
20170304-DifficultPathPrograms/sum01_bug02_sum01_bug02_base.case.i_4.bpl 9.15 5.10 253521920 8.53 4.81 253050880 10.3  5.77 307761152 10.4  5.72 287318016 6.02 3.40 194469888 5.90 3.32 201838592 7.01 3.94 202862592 7.16 3.94 215982080
20170304-DifficultPathPrograms/sum02.i_3.bpl 900    894    739119104 229    224    510177280 900    894    831541248 301    294    515215360 6.00 3.40 200093696 6.18 3.47 206090240 8.05 4.34 274927616 8.09 4.35 262885376
20170304-DifficultPathPrograms/sum03.i_3.bpl 170    161    708210688 178    169    696295424 179    170    750202880 177    168    736874496 5.93 3.36 196952064 5.98 3.37 201166848 8.17 4.45 227385344 7.57 4.14 216920064
20170304-DifficultPathPrograms/sum04.i_3.bpl 13.4  7.97 462401536 13.5  7.96 456671232 14.7  8.60 403222528 14.6  8.56 421298176 5.63 3.24 197935104 5.71 3.25 202039296 6.12 3.45 203194368 5.97 3.33 199249920
20170304-DifficultPathPrograms/sum04.i_4.bpl 11.3  6.31 344817664 11.3  6.40 351457280 12.5  6.93 319393792 10.7  6.06 356950016 6.17 3.44 201478144 5.76 3.33 194392064 6.89 3.89 203100160 6.57 3.61 201699328
20170304-DifficultPathPrograms/sum_array.i_3.bpl 15.7  8.44 343691264 15.4  8.37 320421888 21.3  11.5  636563456 58.4  35.2  1263255552 9.61 5.39 300130304 9.80 5.38 286375936 23.3  12.5  691441664 57.2  37.7  1304866816
20170304-DifficultPathPrograms/toy.cil.c_34.bpl 70.8  42.3  1339125760 80.6  47.3  1347305472 901    836    3276718080 901    857    3214831616 12.3  6.57 676913152 11.5  6.26 615616512 901    857    3286179840 856    806    3200258048
20170304-DifficultPathPrograms/underapprox1.i_3.bpl 11.4  6.62 384827392 11.8  6.89 382537728 13.1  7.44 337354752 12.6  7.26 388661248 6.04 3.41 201330688 5.71 3.24 201875456 6.77 3.69 200601600 6.60 3.65 201293824
20170304-DifficultPathPrograms/underapprox2.i_3.bpl 12.4  7.08 383111168 12.0  6.95 380420096 13.1  7.45 349003776 12.1  7.00 368889856 5.61 3.20 198754304 5.84 3.31 200208384 6.64 3.69 201609216 6.39 3.57 202661888
20170304-DifficultPathPrograms/up.i_4.bpl 901    764    1565392896 901    765    1547849728 901    761    1623650304 901    765    1727569920 6.12 3.42 202272768 6.37 3.58 200429568 7.21 3.96 253513728 6.89 3.84 220905472
20170304-DifficultPathPrograms/veris.c_NetBSD-libc__loop.i_2.bpl 55.6  42.8  1064718336 103    81.1  1480101888 900    889    2801823744 181    160    2932174848 54.0  42.4  1038286848 99.8  82.6  1282646016 900    891    2798956544 205    182    2913333248
20170304-DifficultPathPrograms/verisec_NetBSD-libc__loop.i_2.bpl 55.8  43.8  1064161280 83.7  68.5  1234423808 900    889    2806550528 901    865    2989113344 57.4  44.6  1048141824 55.5  43.8  1046970368 900    889    2800148480 901    864    2985639936
20170304-DifficultPathPrograms/vogal.i_5.bpl 40.5  28.7  935931904 38.7  26.6  808857600 900    887    2846789632 901    852    2952269824 87.4  73.2  1320947712 88.4  73.3  1310875648 900    884    2840047616 901    856    2917269504
toy/tooDifficultLoopInvariant/AnnoyingVillain.bpl 901    879    1280479232 901    879    1359732736 901    877    1188622336 901    877    1285951488 5.78 3.29 199593984 5.67 3.24 200056832 5.96 3.35 201662464 6.00 3.39 200241152
toy/tooDifficultLoopInvariant/ArrayInit01.bpl 124    113    2486558720 109    99.6  2269843456 900    891    2793791488 25.9  14.8  774197248 10.6  5.89 313769984 10.3  5.73 316190720 900    892    2795192320 25.7  14.0  823619584
toy/tooDifficultLoopInvariant/ArrayInit02.bpl 901    783    1459765248 901    784    1450364928 901    783    1553989632 901    780    1458896896 5.94 3.39 203010048 6.60 3.71 200962048 7.65 4.22 220098560 6.66 3.72 200765440
toy/tooDifficultLoopInvariant/BeyerHenzingerMajumdarRybalchenko-PLDI2007-Figure4.bpl 287    225    2244485120 291    228    2298265600 283    223    2125983744 901    778    2472308736 5.94 3.38 200916992 5.95 3.38 201625600 5.92 3.39 200712192 5.93 3.33 199303168
toy/tooDifficultLoopInvariant/CountTillBound-Jupiter.bpl 8.15 4.56 231911424 7.80 4.39 230830080 8.98 5.00 273924096 8.15 4.55 241868800 5.75 3.26 198656000 5.87 3.30 199913472 6.44 3.63 202309632 6.34 3.55 201027584
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired01-BackwardSuccess.bpl 6.37 3.59 213778432 6.59 3.63 216748032 7.09 3.86 214233088 6.30 3.56 215433216 5.75 3.26 200003584 5.41 3.14 196575232 6.33 3.49 197844992 6.23 3.44 200228864
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired02-ForwardSuccess.bpl 6.30 3.55 211693568 5.98 3.41 210354176 6.70 3.80 214863872 6.58 3.69 217358336 5.63 3.20 197005312 5.68 3.20 199241728 6.12 3.58 198082560 5.77 3.24 196456448
toy/tooDifficultLoopInvariant/DivisibilityInterpolantRequired03-FPBPCannibalizationSuccess.bpl 6.32 3.66 215973888 6.53 3.73 216936448 7.40 4.10 215621632 6.46 3.67 216784896 5.70 3.23 200622080 6.01 3.37 200630272 5.93 3.38 199208960 5.96 3.37 194052096
toy/tooDifficultLoopInvariant/HiddenEquality-Safe.bpl 515    419    1989476352 499    408    1862639616 506    412    2108866560 502    411    1917661184 5.73 3.26 200859648 5.94 3.37 201568256 6.19 3.50 201756672 6.26 3.50 202506240
toy/tooDifficultLoopInvariant/HiddenEqualityWithBranches.bpl 901    757    1647800320 901    758    1649967104 900    756    2134614016 900    756    2143469568 6.09 3.61 202182656 5.85 3.32 201084928 6.97 3.90 196771840 6.40 3.58 203534336
toy/tooDifficultLoopInvariant/HiddenInequality.bpl 12.1  7.20 405929984 12.9  7.60 440078336 8.08 4.45 233422848 7.85 4.37 240951296 5.63 3.23 199208960 5.84 3.28 198615040 6.37 3.58 201314304 5.90 3.34 195506176
toy/tooDifficultLoopInvariant/INT_add_vs_inc.bpl 10.7  6.15 322297856 10.9  6.21 323305472 11.7  6.68 342487040 10.6  6.12 323203072 5.85 3.27 197853184 5.79 3.26 198549504 6.12 3.45 203886592 5.90 3.38 200077312
toy/tooDifficultLoopInvariant/InvariantSynthesisWpOverapproxIntRealNegationBug.bpl 5.72 3.17 202190848 5.63 3.28 201936896 6.33 3.56 205365248 5.86 3.35 204021760 5.74 3.25 197554176 5.81 3.24 198541312 5.93 3.37 197332992 6.11 3.35 195014656
toy/tooDifficultLoopInvariant/LargeConstant-ForwardSuccess.bpl 10.9  6.39 351588352 11.9  6.86 370515968 29.9  16.8  779100160 23.5  13.1  713117696 7.00 3.95 215040000 7.00 3.98 218714112 21.8  11.9  684015616 16.2  8.90 591306752
toy/tooDifficultLoopInvariant/LexIndexValue-Pointer-Reduced.bpl 901    765    1893191680 901    767    1959157760 901    761    1800994816 901    763    1835495424 5.40 3.11 196882432 5.82 3.27 198209536 6.39 3.59 201502720 6.08 3.36 198209536
toy/tooDifficultLoopInvariant/Luxembourg-ArraysIntegefied.bpl 901    757    1637449728 901    756    1643712512 360    280    8000000000 495    426    8000000000 6.11 3.46 201519104 6.24 3.50 205676544 428    351    8000000000 703    641    8000000000
toy/tooDifficultLoopInvariant/Luxembourg-WithArrays.bpl 900    838    1432432640 901    840    1454231552 900    890    2589216768 13.9  7.51 387321856 6.96 3.95 214753280 7.08 4.00 215822336 900    890    2794807296 8.89 4.91 259219456
toy/tooDifficultLoopInvariant/Luxembourg-sophisticated.bpl 901    848    2301104128 901    850    1523281920 7.30 4.10 235024384 7.70 4.29 229548032 5.74 3.28 199905280 5.79 3.28 200593408 6.74 3.80 202498048 6.00 3.37 200163328
toy/tooDifficultLoopInvariant/Luxembourg.bpl 900    755    1849368576 900    754    1854361600 8.19 4.51 237150208 7.66 4.26 231104512 5.49 3.16 196509696 5.70 3.23 198696960 6.39 3.57 199999488 5.86 3.32 197996544
toy/tooDifficultLoopInvariant/LuxembourgOctopus.bpl 901    764    2275823616 901    762    1957675008 901    772    1365282816 900    759    1806045184 5.85 3.27 200609792 5.75 3.31 200146944 6.09 3.42 202641408 6.09 3.41 198479872
toy/tooDifficultLoopInvariant/Modulo-Ihringen-ModuloResolved.bpl 6.21 3.51 213323776 6.31 3.56 210935808 6.95 3.76 221995008 7.04 3.76 224915456 5.34 3.05 196313088 5.79 3.24 198094848 6.17 3.48 199606272 5.60 3.18 196386816
toy/tooDifficultLoopInvariant/Modulo-Ihringen.bpl 6.04 3.47 216535040 6.47 3.59 217169920 6.80 3.76 216305664 6.46 3.70 215539712 5.80 3.27 196448256 5.59 3.15 199045120 5.79 3.27 197959680 5.61 3.16 197148672
toy/tooDifficultLoopInvariant/ModuloInvariant-Breisach.bpl 5.76 3.30 200658944 5.92 3.33 202956800 6.12 3.46 203493376 6.48 3.56 203083776 5.40 3.07 195289088 5.60 3.11 195149824 5.73 3.23 199884800 5.83 3.23 196751360
toy/tooDifficultLoopInvariant/MonadicInvariant01.bpl 901    761    1933930496 901    764    1780944896 901    763    1790017536 901    760    1865166848 5.91 3.33 198742016 5.77 3.23 197447680 5.93 3.39 201318400 5.68 3.24 197021696
toy/tooDifficultLoopInvariant/NeonAngel01.bpl 901    869    1247772672 901    870    1210998784 901    869    1239162880 901    868    1189433344 5.74 3.25 200208384 5.49 3.18 199544832 6.56 3.60 199856128 6.05 3.41 200970240
toy/tooDifficultLoopInvariant/Octopussy.bpl 900    754    1836417024 900    751    1896042496 900    752    1660051456 900    752    1825804288 5.68 3.23 202084352 5.68 3.20 201170944 6.22 3.43 200658944 6.19 3.47 200400896
toy/tooDifficultLoopInvariant/PointerIncrement-simplified01.bpl 7.13 4.03 229306368 7.37 4.11 241913856 7.46 4.20 233373696 7.95 4.44 230838272 5.69 3.24 200679424 5.77 3.21 205684736 6.11 3.45 208277504 6.16 3.41 207142912
toy/tooDifficultLoopInvariant/PointerIncrement-simplified02.bpl 7.22 4.03 223567872 7.19 4.03 232251392 7.18 3.88 223145984 7.33 4.12 222167040 5.65 3.23 199979008 5.31 3.06 193617920 5.56 3.17 198590464 5.53 3.12 196521984
toy/tooDifficultLoopInvariant/PointerIncrement-simplified03.bpl 7.32 4.06 221134848 7.31 4.07 225177600 6.87 3.78 223080448 7.08 3.96 220893184 5.75 3.24 197607424 5.47 3.11 195887104 5.87 3.34 196747264 5.65 3.19 197013504
toy/tooDifficultLoopInvariant/PointerIncrement.bpl 7.86 4.25 231542784 7.37 4.14 231190528 7.51 4.22 236900352 8.13 4.53 231223296 6.05 3.42 213942272 5.91 3.29 200871936 6.15 3.49 211611648 6.02 3.41 211075072
toy/tooDifficultLoopInvariant/Sandman01.bpl 901    833    1594892288 901    834    1598369792 901    833    1544945664 901    832    1498509312 7.63 4.23 214089728 7.35 4.11 213151744 8.63 4.77 225480704 8.76 4.78 232103936
toy/tooDifficultLoopInvariant/ValueTerminatedArrayIteration01.bpl 13.1  7.42 348176384 11.8  6.78 325529600 33.0  17.5  1136377856 22.0  11.9  709066752 8.72 4.85 255995904 9.08 5.05 263188480 32.2  16.9  1112240128 21.4  11.5  687456256
toy/tooDifficultLoopInvariant/codeblockAssertOrder01.bpl 9.88 5.56 296853504 9.03 5.19 295485440 900    888    2813722624 11.2  6.09 337453056 7.02 3.94 215478272 6.95 3.87 215121920 900    891    2802745344 9.18 5.03 280621056
toy/tooDifficultLoopInvariant/doubleLoopUniformIterations.bpl 901    760    1509912576 901    757    1605525504 9.18 5.12 249323520 8.02 4.54 247877632 5.85 3.30 198774784 5.62 3.28 199639040 6.55 3.65 201789440 5.56 3.13 196911104
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalCake.bpl 6.29 3.59 207368192 6.43 3.65 218284032 901    839    1441898496 901    840    1535430656 5.54 3.16 195510272 5.70 3.23 195137536 5.92 3.32 202248192 5.85 3.34 200622080
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCake.bpl 8.74 4.96 255467520 9.21 5.18 257241088 9.26 5.15 260448256 9.30 5.24 257515520 5.64 3.21 196542464 5.70 3.24 196628480 5.90 3.32 200359936 5.37 3.05 191979520
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/GeometricalIntegerCakeWithArray.bpl 11.8  6.64 326549504 11.7  6.58 323534848 12.4  7.00 312250368 12.4  7.00 363118592 6.79 3.79 214482944 6.87 3.81 214679552 7.79 4.35 220745728 9.22 5.06 239575040
toy/tooDifficultLoopInvariant/HierarchicalTraceAbstraction/SkatingStrawberry.bpl 4.50 2.43 175378432 4.49 2.44 177786880 4.29 2.34 174739456 4.73 2.51 178663424 4.45 2.42 177315840 4.68 2.50 177278976 4.99 2.66 176558080 4.66 2.50 177074176
toy/nonlinear/ConstantValue-Safe.bpl 7.11 4.04 237694976 7.09 3.99 235745280 6.94 3.93 229613568 7.09 3.87 228884480 5.48 3.12 197332992 5.54 3.16 197013504 5.69 3.22 188526592 5.69 3.24 195145728
toy/nonlinear/InterpolationPaperExampleCandidate01.bpl 6.16 3.51 206393344 6.26 3.51 217473024 6.53 3.58 206696448 6.55 3.59 219176960 5.56 3.14 199749632 5.38 3.08 197308416 5.67 3.25 196313088 5.39 3.05 196960256
toy/nonlinear/Mult1-Safe.bpl 196    175    1260060672 197    175    1283936256 193    173    1769836544 193    173    1515933696 5.82 3.26 198508544 5.84 3.34 198418432 6.47 3.59 201072640 6.00 3.37 199065600
toy/nonlinear/NonlinearInvariant1-Safe.bpl 6.64 3.78 226013184 6.58 3.74 225722368 7.20 3.94 225013760 6.89 3.86 223375360 5.77 3.26 198889472 5.58 3.18 196829184 6.87 3.80 203608064 6.37 3.57 204541952
toy/nonlinear/PositiveValue-Safe.bpl 6.39 3.65 230817792 6.71 3.82 229265408 7.18 4.05 237207552 6.72 3.79 232833024 5.80 3.26 195985408 5.56 3.15 198258688 5.60 3.20 194445312 5.56 3.16 192831488
toy/nonlinear/Power1-Safe.bpl 6.91 3.99 243007488 7.72 4.35 249831424 8.04 4.48 241688576 7.18 4.01 239575040 5.42 3.14 197070848 5.93 3.32 199303168 5.87 3.39 200818688 5.70 3.22 199593984
toy/nonlinear/Power2-Unsafe.bpl 10.5  6.78 275169280 10.4  6.89 276516864 11.5  7.41 283049984 10.7  6.99 279351296 5.74 3.24 200773632 5.82 3.28 198807552 6.00 3.37 203190272 5.59 3.15 194826240
toy/nonlinear/Power3-Safe.bpl 191    186    2345324544 147    142    2258415616 157    152    2345590784 187    182    2357628928 5.70 3.21 197193728 5.77 3.27 199565312 5.95 3.32 201490432 5.69 3.23 201363456
../../../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 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 56700 49300 225695916032 251 55200 47800 223086772224 251 70000 62400 374190616576 251 66900 58600 375792779264 251 3200 2240 77388972032 251 3230 2280 77180669952 251 22600 20700 275356385280 251 16400 14200 263993774080
local summary 31700 3820 31200 3720 47900 4840 42800 4620 3200 853 3090 868 22100 1900 14500 1460
    correct results 0 0 0 0 0 0 0 0
        correct true 0 0 0 0 0 0 0 0
        correct false 0 0 0 0 0 0 0 0
    incorrect results 0 0 0 0 0 0 0 0
        incorrect true 0 0 0 0 0 0 0 0
        incorrect false 0 0 0 0 0 0 0 0
Run set Taipan EXP+CONG.Pdr Taipan Array-EXP+CONG.Pdr Taipan Array-OCT+CONG.Pdr Taipan Array-OCT.Pdr AbsInt EXP+CONG.Pdr AbsInt Array-EXP+CONG.Pdr AbsInt Array-OCT+CONG.Pdr AbsInt Array-OCT.Pdr