fond
Model Checking Contest @ Petri Nets 2015
Bruxelles, Belgium, June 23, 2015
Execution of r148st-smll-143305874200446
Last Updated
August 19, 2015

About the Execution of Marcie for S_Vasy2003-PT-none

Execution Summary
Max Memory
Used (MB)
Time wait (ms) CPU Usage (ms) I/O Wait (ms) Computed Result Execution
Status
4551.440 260126.00 260010.00 30.40 TTTTTTTTTTTTTTTT normal

Execution Chart

We display below the execution chart for this examination (boot time has been removed).

Trace from the execution

Waiting for the VM to be ready (probing ssh)
................
=====================================================================
Generated by BenchKit 2-2270
Executing tool marcie
Input is S_Vasy2003-PT-none, examination is CTLFireabilitySimple
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r148st-smll-143305874200446
=====================================================================


--------------------
content from stdout:

=== Data for post analysis generated by BenchKit (invocation template)

The expected result is a vector of booleans
BOOL_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-0
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-1
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-10
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-11
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-12
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-13
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-14
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-15
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-2
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-3
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-4
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-5
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-6
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-7
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-8
FORMULA_NAME Vasy2003-PT-none-CTLFireabilitySimple-9

=== Now, execution of the tool begins

BK_START 1433429925391

Model: S_Vasy2003-PT-none
reachability algorithm:
Saturation-based algorithm
variable ordering algorithm:
Calculated like in [Noa99]
--memory=6 --suppress --rs-algorithm=3 --place-order=5

Marcie rev. 1429:1432M (built: crohr on 2014-10-22)
A model checker for Generalized Stochastic Petri nets

authors: Alex Tovchigrechko (IDD package and CTL model checking)

Martin Schwarick (Symbolic numerical analysis and CSL model checking)

Christian Rohr (Simulative and approximative numerical model checking)

marcie@informatik.tu-cottbus.de

called as: marcie --net-file=model.pnml --mcc-file=CTLFireabilitySimple.xml --memory=6 --suppress --rs-algorithm=3 --place-order=5

parse successfull
net created successfully

(NrP: 485 NrTr: 776 NrArc: 2809)

net check time: 0m0sec

parse formulas successfull
formulas created successfully
place and transition orderings generation:0m0sec

init dd package: 0m3sec


RS generation: 0m51sec


-> reachability set: #nodes 11506 (1.2e+04) #states 9,794,739,147,610,899,087,361 (21)



starting MCC model checker
--------------------------

checking: EF [IS-FIREABLE [t13]]
normalized: E [true U IS-FIREABLE [t13]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-0 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m4sec

checking: EF [IS-FIREABLE [t466]]
normalized: E [true U IS-FIREABLE [t466]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-1 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m22sec

checking: EF [IS-FIREABLE [t419]]
normalized: E [true U IS-FIREABLE [t419]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-2 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m21sec

checking: EF [IS-FIREABLE [t377]]
normalized: E [true U IS-FIREABLE [t377]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-3 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m18sec

checking: EF [IS-FIREABLE [t539]]
normalized: E [true U IS-FIREABLE [t539]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-4 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m14sec

checking: EF [IS-FIREABLE [t142]]
normalized: E [true U IS-FIREABLE [t142]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-5 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m14sec

checking: EF [IS-FIREABLE [t305]]
normalized: E [true U IS-FIREABLE [t305]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-6 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m11sec

checking: EF [IS-FIREABLE [t451]]
normalized: E [true U IS-FIREABLE [t451]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-7 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m23sec

checking: EF [IS-FIREABLE [t209]]
normalized: E [true U IS-FIREABLE [t209]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-8 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m11sec

checking: EF [IS-FIREABLE [t538]]
normalized: E [true U IS-FIREABLE [t538]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-9 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m5sec

checking: EF [IS-FIREABLE [t202]]
normalized: E [true U IS-FIREABLE [t202]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-10 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m3sec

checking: EF [IS-FIREABLE [t449]]
normalized: E [true U IS-FIREABLE [t449]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-11 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: EF [IS-FIREABLE [t468]]
normalized: E [true U IS-FIREABLE [t468]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-12 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m20sec

checking: EF [IS-FIREABLE [t375]]
normalized: E [true U IS-FIREABLE [t375]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-13 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m17sec

checking: EF [IS-FIREABLE [t208]]
normalized: E [true U IS-FIREABLE [t208]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-14 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m8sec

checking: EF [IS-FIREABLE [t128]]
normalized: E [true U IS-FIREABLE [t128]]

-> the formula is TRUE

FORMULA Vasy2003-PT-none-CTLFireabilitySimple-15 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m2sec


Total processing time: 4m20sec


BK_STOP 1433430185517

--------------------
content from stderr:

check if there are places and transitions
ok
check if there are transitions without pre-places
ok
check if at least one transition is enabled in m0
ok
check if there are transitions that can never fire
ok


initing FirstDep: 0m0sec

1032 1317 2486 4390 6165 6421 6426 6430 6715 8431 8550 8527 8568 8532 8532 8620 8625 8929 8929 7069 7232 7249 7247 7278 7313 7292 7265 7370 7473 7574 7412 7423 7414 7514 7516 7558 7715 7584 7586 7586 7697 7699 7733 7638 8351 7695 7849 7886 7745 7741 7743 7745 7907 7914 7921 7848 7848 7850 7851 7852 7853 7854 7855 7866 7870 8039 8273 9935 9941 9951 10246 10258 10258 10287 10295 10256 10456 10588 10593 10592 10592 10592 10398 10626 10722 10723 10723 10718 10713 10854 10857 10858 10865 10863 10532 10746 11219 11182 10878 10879 10880 10896 10898 10864 10592 10766 10594 10769 10595 10771 10596 10611 10710 10631 10634 10992 10641 10829 11029 11002 10644 10835 11037 10872 10957 10959 11130 10767 10963 11171 10769 10967 10969 11140 10772 10973 11182 11155 10784 10988 10990 11197 11163 10788 10996 10998 11169 10791 11002 11204 10804 11017 11019 11192 10809 12931 16591 16638 16638 17115 18225 16798 16764 16702 16773 16778 16783 16667 16662 17169 17161 13235 13252 13258 13290 13304 13302 13246 13156 13449 13446 13230 13206 13206 13384 13138 13122 13194 12945 12946 12946 13160 13162 13209 12966 12968 12998 13191 13190 13206 13215 13223 13229 12960 12918 12944 12944 12946 12947 12948 12949 12950 12951 12960 12964 13016 14652 14652 14652 14914 13584 12975 12923 12864 12932 12855 12850 12829 12824 12799 12799 12799 13325 13319 11049 11276 11277 11278 11143 11144 11145 11144 11145 10873 10873 10873 10873 10873 10873 10873 10855 10855 10855 10579 10586 10586 10586 10960 10927 10587 10589 10590 9870 9870 9870 9875 9875 9694 9696 9755 9757 9759 9762 9773 9776 9778 9780 9794 9798 9659 11390 11780 11783 11823 11971 12109 14117 14117 14117 14416 14878 14234 14233 14233 14233 14233 14233 14233 14233 14671 14662 12550 12598 12580 12621 12585 12541 12525 12555 12742 12505 12505 12505 12681 12720 12719 12505 12505 12505 12505 12717 12756 12756 12751 12505 12792 12511 12835 13401 12564 12849 12864 12873 12881 12887 12604 12562 12565 12565 12565 12565 12565 12565 12565 12565 12574 12578 12945 12534 14591 14591 14591 14591 15229 14582 14511 14505 14502 14497 14492 14470 14443 14443 14443 14948 14962 14954 12616 12616 12616 12616 12480 12758 12759 12760 12761 12762 12762 12762 12763 12763 12763 12746 12725 12725 12593 12705 12709 12671 12331 12331 12331 12331 12714 12678 12331 12331 12683 12331 12331 12331 12331 12691 12728 12722 12331 12331 12331 12698 12736 12734 12331 12331 12331 12705 12743 12737 12331 12331 12457 12712 12750 12749 12331 12331 12331 12331 12467 11398 11398 11398 11398 11398 11402 11404 11405 11407 11408 11410 11412 11426 11415 11435 11437 11438 11440 11441 11465 11444 11445 11447 11448 11450 11452 11453 11489 11456 11479 11519 11482 11483 11485 11487 11488 11537 11491 11543 11494 11495 11496 11498 11499 11501 11503 11504 11505
iterations count:476549 (614), effective:6570 (8)

initing FirstDep: 0m0sec

13561 13561 13561 11506
iterations count:4758 (6), effective:62 (0)
12213 13341 13819 13683 14032 15017 14032 14032 14792 15034 12847 13128 13132 12847 13130 13065 12847 13065 13039 13199 12265 12492 12265 12490 12495 12265 12495 12498 12391 12497 12265 12495 12499 12265 12500 12503 12265 12502 12265 12391 12504 12265 12873 12810 12684 12960 12684 12958 12963 12684 12964 12967 12810 12693 12693 12969 12977 12693 12976 12693 12699 12699 12767 12825 12920 12699 12920 12763 12825 12923 12699 12717 12688 12907 12688 13022 12607 12703 12835 12577 12836 12840 12703 12839 12577 12583 12582 12839 12847 12582 12846 12582 12586 12585 12549 12885 12900 12609 12900 12545 12899 12908 12545 12908 12545 12573 12572 12928 12939 12737 12939 12572 12578 12576 12575 12954 12272 12655 12272 12653 12658 12272 12660 12272 12658 12280 12266 12259 12441 12650 12259 12650 12259 12264 12250 11569
iterations count:136165 (175), effective:1235 (1)
2969 3103 7542 9770 9800 11092 10530 10530 11382 11346 12415 12700 10553 10838 10554 10836 10841 10554 11153 11158 11064 11715 11880 10946 11172 11177 10948 11177 11180 10948 11179 10948 11074 11181 10948 11182 11184 10948 11184 10998 11074 11186 10948 11184 11367 11706 12088 11368 12446 11368 12343 11380 11380 11659 11893 11380 11731 11380 11875 11380 11875 11380 11869 11605 11866 11599 11386 11386 11869 11599 11867 11593 11892 11386 11415 11639 11541 12439 12088 12006 11730 11990 11415 12081 11415 12075 11982 12073 11976 11423 11832 11426 11426 11686 11426 11426 11981 11426 11981 11783 11978 11777 11974 11837 11426 11966 11426 11432 11432 11972 11432 11969 11753 11924 11432 11462 11462 11624 11947 11899 11608 11462 11893 11462 11895 11462 11893 11532 11894 11529 11462 11468 11468 11894 11468 11468 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11495 11717 11495 11921 11497 11923 11535 11504 11504 11504 11927 11505 11931 11506 11970
iterations count:162917 (209), effective:1289 (1)
5184 7014 7288 9408 10505 10502 9719 10518 10556 10168 12075 12317 10483 10719 10881 10596 10882 10946 10729 10949 10963 10735 10964 10817 10884 10990 10761 10991 10999 10767 11002 11008 10899 11010 10776 11011 11019 10782 11022 11028 10914 11030 10791 11935 11788 12101 12285 11210 11210 11349 11349 11625 11862 11851 11598 11849 11696 11349 11841 11349 11838 11349 11835 11568 11355 11355 11838 11355 11835 11562 11861 11384 11384 11607 11384 11384 12056 11975 12054 11969 11697 11955 11384 12044 11384 12041 11945 11392 11392 11652 11392 11392 11950 11755 11948 11749 11946 11811 11392 11935 11392 11935 11392 11398 11398 11938 11725 11936 11719 11398 11398 11767 11434 11434 11793 11454 11454 11889 11454 11888 11533 11889 11691 11454 11882 11456 11886 11458 11464 11464 11894 11530 11896 11694 11468 11468 11476 11852 11488 11488 11874 11495 11495 11921 11495 11921 11537 11922 11536 11495 11918 11497 11923 11498 11504 11504 11932 11541 11505 11928 11506 11506
iterations count:162704 (209), effective:1290 (1)
6457 8712 8699 9730 10022 9460 10259 10316 9467 11823 12065 10231 10622 10629 10344 10630 10947 10729 10949 10963 10861 10964 10737 10983 10991 10761 10994 11000 10823 11002 10770 11003 11010 10776 11014 11019 10782 11022 10837 10914 11030 10791 11935 11834 11210 12288 11210 11210 11349 11349 11625 11862 11852 11585 11349 11696 11349 11841 11349 11838 11349 11835 11568 11355 11355 11838 11568 11835 11562 11861 11384 11384 11607 11384 11384 12056 11975 12055 11969 11384 12047 11384 12044 11384 12041 11945 11392 11637 11392 11392 11649 11891 11952 11723 11392 11944 11392 11944 11392 11938 11731 11936 11725 11392 11398 11627 11801 11398 11935 11398 11890 11428 11764 11434 11434 11790 11939 11454 11886 11454 11888 11454 11887 11530 11886 11526 11456 11688 11458 11464 11464 11893 11466 11894 11529 11946 11468 11855 11488 11488 11876 11670 11966 11923 11538 11495 11918 11495 11921 11495 11922 11535 11925 11719 11498 11504 11504 11930 11541 11932 11541 11506 11506
iterations count:163325 (210), effective:1294 (1)
5973 6651 6880 9135 10296 10290 9634 11950 12235 10397 10792 10508 10793 10801 10514 10939 10944 10850 11501 11666 10732 10958 10983 10755 10987 10993 10761 10995 10764 10893 11003 10770 11004 11012 10776 11015 10832 10908 11023 10785 11024 11207 11930 11785 12286 12098 12182 11207 11346 11626 11346 11346 11847 11595 11844 11589 11842 11583 11837 11681 11346 11829 11346 11352 11352 11679 11352 11829 11352 11352 11381 11381 12405 12054 11972 11381 12047 11381 12047 11381 12041 11948 12039 11942 11381 11798 11392 11392 11652 11392 11392 11950 11392 11947 11749 11945 11743 11940 11803 11392 11932 11392 11398 11398 11938 11398 11935 11719 11890 11398 11767 11434 11434 11793 11454 11454 11889 11536 11888 11533 11889 11691 11454 11882 11456 11886 11458 11464 11464 11894 11530 11896 11694 11468 11468 11476 11852 11488 11488 11874 11495 11495 11921 11495 11921 11537 11922 11536 11495 11918 11497 11923 11498 11504 11504 11932 11541 11505 11928 11506 11506
iterations count:161705 (208), effective:1279 (1)
6321 7217 9400 10432 10737 10175 10985 12187 12195 10208 10619 10334 10622 10627 10340 10939 10793 10850 11526 11666 10732 10958 10984 10755 10987 10993 10887 10995 10764 10996 11004 10770 11007 11013 10776 11015 10779 11016 11023 10785 11027 11207 11930 11785 12287 12098 11207 11207 11346 11626 11346 11346 11847 11595 11844 11589 11842 11583 11541 11681 11346 11829 11346 11352 11837 11565 11352 11675 11352 11352 11381 11381 11603 12405 11698 12050 11381 12050 11381 12047 11960 12042 11948 11688 11940 11381 11799 11392 11392 11652 11392 11392 11950 11755 11948 11749 11946 11811 11392 11935 11392 11935 11392 11398 11398 11938 11725 11937 11719 11398 11398 11768 11434 11434 11794 11454 11454 11889 11536 11890 11693 11454 11884 11454 11885 11456 11886 11525 11464 11464 11895 11694 11466 11891 11468 11946 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11495 11717 11495 11921 11497 11923 11535 11504 11504 11504 11927 11505 11931 11506 11970
iterations count:162931 (209), effective:1291 (1)
2970 3060 7547 9795 9782 11117 11117 10555 11408 11421 10573 12727 12585 10865 10582 10864 10867 10705 11178 10961 11178 11765 11905 10971 11200 11203 11099 11202 10973 11200 11204 10973 11205 11208 10973 11207 11025 11099 11209 10973 11207 11212 10973 11212 11392 11393 12116 11393 12471 12284 12368 11404 11404 11683 11404 11404 11905 11404 11902 11404 11899 11641 11894 11629 11892 11615 11404 11410 11894 11623 11892 11733 11410 11410 11439 11439 11658 12463 11756 12018 11439 12108 11439 12105 12018 12100 12006 12098 11998 11439 11857 11450 11450 11710 11450 11450 12008 11450 12005 11807 12004 11869 11450 11993 11450 11993 11450 11456 11456 11996 11783 11994 11777 11456 11456 11825 11486 11486 11846 11486 11486 11921 11568 11922 11565 11486 11916 11486 11917 11486 11916 11553 11492 11492 11923 11632 11492 11917 11492 11492 11500 11500 11887 11500 11971 11927 11543 11500 11722 11500 11926 11500 11926 11538 11927 11537 11500 11506 11506 11932 11506 11970
iterations count:162892 (209), effective:1289 (1)
5920 8154 6667 6831 9114 10406 10406 9844 10697 10710 10110 12264 12158 10620 10334 10622 10628 10466 10939 10722 10939 11526 11666 10732 10961 10985 10755 10987 10761 10995 11001 10767 11003 10826 10899 11011 10776 11012 11020 10782 11023 11029 10914 11207 11930 11207 12285 12098 12182 11346 11346 11625 11346 11346 11847 11346 11844 11346 11841 11583 11836 11571 11834 11677 11346 11352 11836 11565 11541 11675 11352 11352 11381 11381 11600 12405 11698 11960 11381 12050 11381 12047 11960 12042 11948 12040 11940 11381 11799 11392 11392 11652 11392 11392 11950 11755 11947 11749 11946 11811 11392 11935 11392 11935 11392 11398 11398 11938 11725 11936 11719 11398 11398 11767 11434 11434 11794 11454 11454 11889 11536 11890 11533 11454 11884 11454 11885 11456 11886 11525 11464 11464 11895 11694 11466 11891 11468 11468 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11923 11717 11495 11921 11497 11923 11535 11504 11504 11504 11726 11505 11931 11506 11970
iterations count:164884 (212), effective:1305 (1)
6453 8704 8704 9722 10015 9453 9617 9460 11814 12061 10224 10615 10623 10337 10626 10941 10722 10942 11502 11666 11566 10961 10734 10980 10988 10758 10991 10997 10890 10999 10767 11000 11008 10773 11011 11017 10905 11019 10782 11020 11027 10788 11647 11831 11207 12285 11207 11207 11346 11346 11625 11859 11849 11697 11346 11841 11346 11841 11346 11835 11571 11832 11565 11352 11352 11835 11565 11833 11559 11858 11352 11381 11605 11446 12405 12054 11972 12052 11956 11381 12044 11381 12041 11948 12038 11942 11389 11798 11392 11392 11652 11891 11392 11947 11392 11947 11392 11944 11743 11940 11731 11392 11932 11392 11398 11398 11938 11398 11935 11719 11890 11428 11767 11434 11434 11793 11454 11454 11889 11454 11888 11533 11888 11530 11454 11688 11456 11886 11458 11464 11464 11893 11530 11896 11529 11468 11468 11857 11654 11488 11488 11871 11966 11495 11918 11495 11921 11495 11922 11536 11923 11717 11497 11923 11498 11504 11504 11931 11541 11505 11727 11506 11506
iterations count:163591 (210), effective:1292 (1)
5963 8208 8208 6891 6891 9153 10279 10241 9621 9865 10071 12225 12220 10782 10622 10784 10499 10628 10939 10722 11501 11663 10794 10860 10983 10755 10984 10992 10761 10995 11001 10893 11003 10770 11004 11012 10776 11015 11021 10908 11023 10785 11024 11207 11930 11207 12286 12098 12182 11346 11346 11625 11346 11346 11847 11346 11844 11589 11841 11583 11837 11571 11346 11677 11346 11352 11837 11679 11352 11829 11352 11352 11381 11381 11603 12405 11381 12050 11381 12050 11381 12047 11960 12043 11948 11381 12035 11381 11800 11567 11392 11653 11392 11392 11950 11755 11948 11749 11392 11811 11392 11938 11392 11935 11725 11398 11398 11938 11725 11937 11797 11398 11398 11768 11434 11434 11795 11454 11939 11890 11536 11890 11693 11454 11884 11454 11885 11526 11886 11525 11464 11464 11464 11694 11466 11894 11468 11946 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11495 11918 11495 11921 11497 11923 11535 11504 11504 11504 11927 11505 11931 11506 11970
iterations count:164996 (212), effective:1305 (1)
2970 3060 7547 9795 9782 11117 11117 10555 11408 11421 10573 12727 12585 10865 10582 10864 10867 10705 11178 10961 11178 11765 11905 10971 11200 11203 11099 11202 10973 11200 11204 10973 11205 11208 10973 11207 11025 11099 11209 10973 11207 11212 10973 11212 11392 11393 12116 11393 12471 12284 12368 11404 11404 11683 11404 11404 11905 11404 11902 11404 11899 11641 11894 11629 11892 11615 11404 11410 11894 11623 11892 11733 11410 11410 11439 11439 11658 12463 11756 12018 11439 12108 11439 12105 12018 12100 12006 12098 11998 11439 11857 11450 11450 11710 11450 11450 12008 11450 12005 11807 12004 11869 11450 11993 11450 11993 11450 11456 11456 11996 11783 11994 11777 11456 11456 11825 11486 11486 11846 11486 11486 11921 11568 11922 11565 11486 11916 11486 11917 11486 11916 11553 11492 11492 11923 11632 11492 11917 11492 11492 11500 11500 11887 11500 11971 11927 11543 11500 11722 11500 11926 11500 11926 11538 11927 11537 11500 11506 11506 11932 11506 11970
iterations count:162892 (209), effective:1289 (1)
12213 13341 13819 13683 14032 15017 14032 14032 14792 15034 12847 13128 13132 12847 13130 13065 12847 13065 13039 13199 12265 12492 12265 12490 12495 12265 12495 12498 12391 12497 12265 12495 12499 12265 12500 12503 12265 12502 12265 12391 12504 12265 12873 12810 12684 12960 12684 12958 12963 12684 12964 12967 12810 12693 12693 12969 12977 12693 12976 12693 12699 12699 12767 12825 12920 12699 12920 12763 12825 12923 12699 12717 12688 12907 12688 13022 12607 12703 12835 12577 12836 12840 12703 12839 12577 12583 12582 12839 12847 12582 12846 12582 12586 12585 12549 12885 12900 12609 12900 12545 12899 12908 12545 12908 12545 12573 12572 12928 12939 12737 12939 12572 12578 12576 12575 12954 12272 12655 12272 12653 12658 12272 12660 12272 12658 12280 12266 12259 12441 12650 12259 12650 12259 12264 12250 11569
iterations count:136165 (175), effective:1235 (1)
5886 9311 9311 10329 10404 9719 10495 10559 9719 12049 12320 10483 10877 10883 10722 10885 10799 10855 10949 10731 10958 10965 10737 10986 10992 10887 10994 10764 10995 11003 10770 11006 11012 10902 11014 10779 11015 11023 10785 11026 11032 10791 11210 11930 11210 12288 12101 12185 11349 11349 11628 11349 11349 11847 11349 11847 11349 11844 11586 11838 11574 11836 11568 11355 11355 11839 11568 11837 11556 11355 11355 11384 11384 11603 12408 12058 11963 11384 12050 11384 12050 11384 12044 11951 12043 11945 11384 11392 11419 11518 11891 11951 11755 11392 11944 11392 11944 11392 11938 11731 11936 11725 11398 11398 11940 11801 11398 11932 11398 11398 11428 11764 11434 11434 11790 11939 11602 11695 11454 11888 11454 11887 11530 11886 11526 11888 11688 11458 11464 11464 11893 11466 11894 11529 11946 11468 11855 11488 11488 11876 11584 11966 11922 11538 11495 11918 11495 11921 11495 11921 11535 11925 11719 11498 11504 11504 11930 11505 11932 11541 11506 11506
iterations count:162258 (209), effective:1282 (1)
5922 8156 6669 6835 9120 10412 10412 9850 10703 10716 10113 12267 12160 10620 10334 10622 10628 10466 10939 10722 10939 11526 11666 10732 10961 10985 10755 10987 10818 10887 11001 10767 11003 10826 10899 11011 10776 11012 11020 10782 11023 11029 10914 11207 11930 11207 12285 12098 12182 11346 11346 11625 11346 11346 11847 11346 11844 11346 11841 11583 11836 11571 11834 11677 11346 11352 11836 11565 11541 11675 11352 11352 11381 11381 11600 12405 11698 11960 11381 12050 11381 12047 11960 12042 11948 12040 11940 11381 11799 11392 11392 11652 11392 11392 11950 11755 11947 11749 11946 11811 11392 11935 11392 11935 11392 11398 11398 11938 11725 11936 11719 11398 11398 11767 11434 11434 11794 11454 11454 11889 11536 11890 11533 11454 11884 11454 11885 11456 11886 11525 11464 11464 11895 11694 11466 11891 11468 11468 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11923 11717 11495 11921 11497 11923 11535 11504 11504 11504 11726 11505 11931 11506 11970
iterations count:164885 (212), effective:1305 (1)
6298 6918 9320 10613 10613 10051 11975 12059 11987 10084 10618 10334 10619 10626 10340 10936 10943 10724 11501 11663 10963 10860 10983 10755 10984 10992 10761 10995 11001 10822 11003 10770 11004 11011 10776 11015 11021 10782 11023 10836 10914 11207 11930 11207 12285 12098 12182 11346 11346 11625 11346 11346 11847 11346 11844 11589 11841 11583 11836 11571 11834 11677 11346 11352 11837 11565 11352 11675 11352 11352 11381 11381 11603 12405 11698 12050 11381 12050 11381 12047 11960 12042 11948 11688 11940 11381 11799 11392 11392 11652 11392 11392 11950 11755 11948 11749 11946 11811 11392 11935 11392 11935 11392 11398 11398 11938 11725 11937 11719 11398 11398 11768 11434 11434 11794 11454 11454 11889 11536 11890 11693 11454 11884 11454 11885 11456 11886 11525 11464 11464 11895 11694 11466 11891 11468 11946 11476 11855 11488 11488 11874 11495 11495 11921 11538 11922 11537 11495 11717 11495 11921 11497 11923 11535 11504 11504 11504 11927 11505 11931 11506 11970
iterations count:162932 (209), effective:1291 (1)

Sequence of Actions to be Executed by the VM

This is useful if one wants to reexecute the tool in the VM from the submitted image disk.

set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="S_Vasy2003-PT-none"
export BK_EXAMINATION="CTLFireabilitySimple"
export BK_TOOL="marcie"
export BK_RESULT_DIR="/root/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"

# this is specific to your benchmark or test

export BIN_DIR="$HOME/BenchKit/bin"

# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi

tar xzf /home/mcc/BenchKit/INPUTS/S_Vasy2003-PT-none.tgz
mv S_Vasy2003-PT-none execution

# this is for BenchKit: explicit launching of the test

cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-2270"
echo " Executing tool marcie"
echo " Input is S_Vasy2003-PT-none, examination is CTLFireabilitySimple"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 1"
echo " Run identifier is r148st-smll-143305874200446"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "CTLFireabilitySimple" = "ReachabilityComputeBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "CTLFireabilitySimple" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "CTLFireabilitySimple.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property CTLFireabilitySimple.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "CTLFireabilitySimple.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '' CTLFireabilitySimple.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;