fond
Model Checking Contest @ Petri Nets 2016
6th edition, Toruń, Poland, June 21, 2016
Execution of r185kn-smll-146444129200529
Last Updated
June 30, 2016

About the Execution of Marcie for S_SafeBus-COL-06

Execution Summary
Max Memory
Used (MB)
Time wait (ms) CPU Usage (ms) I/O Wait (ms) Computed Result Execution
Status
9678.000 3600000.00 3599990.00 30.10 ?FFFT???TT???F?? 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 2-2979
Executing tool marcie
Input is S_SafeBus-COL-06, examination is ReachabilityCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r185kn-smll-146444129200529
=====================================================================


--------------------
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 SafeBus-COL-06-ReachabilityCardinality-0
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-1
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-10
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-11
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-12
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-13
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-14
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-15
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-2
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-3
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-4
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-5
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-6
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-7
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-8
FORMULA_NAME SafeBus-COL-06-ReachabilityCardinality-9

=== Now, execution of the tool begins

BK_START 1464612612044


Marcie rev. 8535M (built: crohr on 2016-04-27)
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=ReachabilityCardinality.xml --mcc-mode --memory=6 --suppress

parse successfull
net created successfully

Unfolding complete |P|=150|T|=463|A|=3022
Time for unfolding: 0m 1.712sec

Net: pnml_6009745974147788907
(NrP: 150 NrTr: 463 NrArc: 3022)

net check time: 0m 0.000sec

parse formulas
formulas created successfully
place and transition orderings generation:0m 0.014sec

init dd package: 0m 3.688sec


RS generation: 23m 8.688sec


-> reachability set: #nodes 606745 (6.1e+05) #states 6,816,756 (6)



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

checking: EF [3<=R_tout_dot]
normalized: E [true U 3<=R_tout_dot]

abstracting: (3<=R_tout_dot) states: 0
-> the formula is FALSE

FORMULA SafeBus-COL-06-ReachabilityCardinality-10 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 0.427sec

checking: AG [1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]
normalized: ~ [E [true U ~ [1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]

abstracting: (1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)) states: 6,816,756 (6)
-> the formula is TRUE

FORMULA SafeBus-COL-06-ReachabilityCardinality-3 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 0.705sec

checking: EF [2<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)]
normalized: E [true U 2<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)]

abstracting: (2<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)) states: 0
-> the formula is FALSE

FORMULA SafeBus-COL-06-ReachabilityCardinality-7 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 0.464sec

checking: EF [3<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)]
normalized: E [true U 3<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)]

abstracting: (3<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)) states: 0
-> the formula is FALSE

FORMULA SafeBus-COL-06-ReachabilityCardinality-11 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 0.464sec

checking: EF [~ [[~ [S_tout_dot<=T_out_dot] | 1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]
normalized: E [true U ~ [[1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1) | ~ [S_tout_dot<=T_out_dot]]]]

abstracting: (S_tout_dot<=T_out_dot) states: 3,871,338 (6)
abstracting: (1<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)) states: 6,816,756 (6)
-> the formula is FALSE

FORMULA SafeBus-COL-06-ReachabilityCardinality-1 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 2.322sec

checking: AG [[sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1) | FMCb_dot<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]
normalized: ~ [E [true U ~ [[sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1) | FMCb_dot<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]]

abstracting: (FMCb_dot<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)) states: 6,816,756 (6)
abstracting: (sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)) states: 6,816,756 (6)
-> the formula is TRUE

FORMULA SafeBus-COL-06-ReachabilityCardinality-2 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 1.157sec

checking: AG [[[sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1) | S_tout_dot<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)] | [[1<=sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1) | 3<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)] | 2<=sum(Cpt2_It6, Cpt2_It5, Cpt2_It4, Cpt2_It3, Cpt2_It2, Cpt2_It1)]]]
normalized: ~ [E [true U ~ [[[sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1) | S_tout_dot<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)] | [2<=sum(Cpt2_It6, Cpt2_It5, Cpt2_It4, Cpt2_It3, Cpt2_It2, Cpt2_It1) | [1<=sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1) | 3<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]]]]

abstracting: (3<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)) states: 6,816,756 (6)
abstracting: (1<=sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)) states: 1,406,016 (6)
abstracting: (2<=sum(Cpt2_It6, Cpt2_It5, Cpt2_It4, Cpt2_It3, Cpt2_It2, Cpt2_It1)) states: 0
abstracting: (S_tout_dot<=sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)) states: 6,816,756 (6)
abstracting: (sum(FMC_It6, FMC_It5, FMC_It4, FMC_It3, FMC_It2, FMC_It1)<=sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1)) states: 6,128,364 (6)
-> the formula is TRUE

FORMULA SafeBus-COL-06-ReachabilityCardinality-12 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m 2.945sec

checking: EF [[[~ [3<=sum(wait_msg_It6, wait_msg_It5, wait_msg_It4, wait_msg_It3, wait_msg_It2, wait_msg_It1)] & [sum(listen_It6, listen_It5, listen_It4, listen_It3, listen_It2, listen_It1)<=sum(loop_em_It6, loop_em_It5, loop_em_It4, loop_em_It3, loop_em_It2, loop_em_It1) & sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)<=ACK_dot]] | ~ [[sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1)<=sum(MSG_It6, MSG_It5, MSG_It4, MSG_It3, MSG_It2, MSG_It1) | 2<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]]
normalized: E [true U [[[sum(listen_It6, listen_It5, listen_It4, listen_It3, listen_It2, listen_It1)<=sum(loop_em_It6, loop_em_It5, loop_em_It4, loop_em_It3, loop_em_It2, loop_em_It1) & sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)<=ACK_dot] & ~ [3<=sum(wait_msg_It6, wait_msg_It5, wait_msg_It4, wait_msg_It3, wait_msg_It2, wait_msg_It1)]] | ~ [[sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1)<=sum(MSG_It6, MSG_It5, MSG_It4, MSG_It3, MSG_It2, MSG_It1) | 2<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)]]]]

abstracting: (2<=sum(msgl_It6, msgl_It5, msgl_It4, msgl_It3, msgl_It2, msgl_It1)) states: 6,816,756 (6)
abstracting: (sum(RMC_It6, RMC_It5, RMC_It4, RMC_It3, RMC_It2, RMC_It1)<=sum(MSG_It6, MSG_It5, MSG_It4, MSG_It3, MSG_It2, MSG_It1)) states: 3,708,924 (6)
abstracting: (3<=sum(wait_msg_It6, wait_msg_It5, wait_msg_It4, wait_msg_It3, wait_msg_It2, wait_msg_It1)) states: 240,000 (5)
abstracting: (sum(Cpt1_It6, Cpt1_It5, Cpt1_It4, Cpt1_It3, Cpt1_It2, Cpt1_It1)<=ACK_dot) states: 1,851,840 (6)
abstracting: (sum(listen_It6, listen_It5, listen_It4, listen_It3, listen_It2, listen_It1)<=sum(loop_em_It6, loop_em_It5, loop_em_It4, loop_em_It3, loop_em_It2, loop_em_It1)) states: 4,444,872 (6)

before gc: list nodes free: 1099499

after gc: idd nodes used:1318848, unused:62681152; list nodes free:271220167

BK_TIME_CONFINEMENT_REACHED

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

check for maximal unmarked siphon
found
The net has a maximal unmarked siphon:
wait_ack_It1_It1
wait_ack_It2_It2
wait_ack_It3_It3
wait_ack_It4_It4
wait_ack_It6_It6
wait_ack_It5_It5

The net has transition(s) that can never fire:
I_reemit_0_0
I_reemit_1_1
I_reemit_4_4
I_reemit_2_2
I_reemit_3_3
I_reemit_5_5
I_free_1_1
I_free_0_0
I_free_2_2
I_free_3_3
I_free_4_4
I_free_5_5

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: 0m 0.001sec

584 805 1085 1377 1491 1565 1670 1882 2349 2465 2744 3051 3150 3232 3337 3464 3509 3576 3628 3728 3798 3900 3925 3968 4071 4219 6306 8523 9413 10227 9957 10062 10576 10722 10752 9977 9605 8544 7270 9766 10185 10657 10767 10883 11107 11184 11311 11257 11244 11142 11054 16908 18984 19635 20443 20149 20223 20285 20333 20268 19450 18804 17424 18959 19508 19763 20138 20172 20410 20540 20556 20590 20507 20472 20304 25929 28430 28881 29811 29484 29160 28785 28718 28619 27929 27146 25984 28016 28587 28897 29226 29221 29404 29469 29540 29494 29494 29407 29225 35732 37858 38215 38861 38339 37831 36873 36524 36410 36055 35235 34495 37199 37623 37881 38185 38196 38372 38442 38456 38395 38339 38314 43488 45452 46873 46943 47089 47362 47126 46839 45459 44230 43942 43801 45295 46262 46579 46858 47007 47206 47353 47469 47512 47491 47521 47386 50642 53955 54843 55958 55652 55706 56165 56271 56291 55634 55200 54066 52780 54910 55346 55743 55848 55977 56199 56331 56458 56402 56391 56385 56262 56157 56176 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291378 290575 290066 288012 285053 288929 290509 290903 290934 291279 291452 291473 291447 291481 291472 291427 291134 291379 291300 291194 290436 296179 302664 305886 307224 308568 308322 308589 307795 306047 303294 302189 300885 306201 306790 306979 307078 307227 307452 307513 307530 307485 307527 307433 307345 306976 307001 306833 306004 313466 316739 319311 320825 321553 322843 322634 322795 320631 319217 317117 315313 319552 320300 320344 320370 320426 320556 320654 320676 320598 320595 320507 320449 319394 319078 318845 318341 317885 318366 318565 323586 323074 327862 329475 330310 331575 331621 333417 333199 333551 333232 332325 329468 332874 334235 332402 335220 335016 336870 336367 336909 336354 335481 335742 336678 336939 338284 338234 340080 339717 340095 339718 338892 336679 339590 340022 341218 341208 342918 342724 342639 342439 341568 339020 340802 342278 342469 342343 343482 343094 342692 342075 341306 338003 335568 336284 333228 326674 321721 319009 316233 312160 311617 310086 308454 307890 306300 304434 300714 300749 300397 298681 298851 298479 296832 296793 296281 294777 294586 293332 291850 290192 289722 289574 289364 291183 296903 299549 299946 299158 301239 301430 301455 301397 301587 301287 300536 304898 308158 309204 309224 307931 310674 310830 310795 310982 310627 309976 315136 316535 318099 317999 316926 319604 319728 319729 319942 319574 318836 323660 324966 326195 326121 325282 327783 327945 327896 328179 327719 327054 329715 332043 332910 333003 332796 335110 335247 335232 335106 335051 334397 333427 332983 334480 331899 328130 327085 325587 327454 330148 330327 330029 330331 330870 330892 330806 334002 335325 335404 334483 335426 335312 335348 335212 338197 339456 339798 339107 339480 339472 339490 339337 340105 339978 341817 341178 343750 345084 345909 345763 345826 345391 345119 340794 339730 339412 339595 340070 341877 342357 343090 342743 342822 342838 342804 343620 343410 344140 343576 342863 343227 342872 341285 338981 336288 341315 343252 343736 343066 345278 345358 345393 345285 345432 345025 344159 348705 350232 350846 350465 351492 352627 352654 352573 352797 352464 351846 352308 354004 354092 354872 354859 354484 353824 352271 352644 352032 350917 349264 345529 342584 342480 339233 334364 333614 329242 327463 324388 324475 324085 324277 324079 323472 323348 322628 322555 322049 321854 321525 321083 320507 320255 319698 318904 318436 319569 321458 323016 323365 322210 324382 324438 324473 324406 324162 323761 327529 329074 329599 328629 330031 330315 330362 330314 329629 329259 332995 334922 335084 334246 335547 336007 336002 335973 335284 334829 339089 340716 340553 339475 341651 341711 341694 341336 340853 343246 344945 345896 345350 346750 347078 347152 347117 346334 345936 349361 349490 350285 350137 351516 351645 351652 351632 350640 350157 349798 350697 351283 352705 353583 352865 353476 353649 354792 355131 354097 355037 355865 356894 356176 356284 356159 357114 357363 356045 356677 357459 357505 356538 355624 354581 352274 352544 352369 352705 352858 353000 353083 351005 349558 349862 349867 350180 350289 350308 347037 346975 346852 347143 346971 343520 343449 343116 339589 337591 336933 335490 332548 333073 332392 331702 330921 330500 329586 327717 328320 328146 327422 327408 327252 326549 326520 326446 326023 325767 325016 324167 382152 387815 388081 388105 388093 387893 387491 386999 386423 385254 391154 391299 391175 391189 390967 390098 389518 388787 390536 393623 393909 393548 393481 392706 392200 391633 390820 393337 397389 398829 398155 399425 400131 401319 401584 400450 401514 402209 403140 404175 401889 403475 406725 407443 407274 408281 409549 410484 409804 409177 411740 412528 412849 411705 411140 412498 413192 414222 414826 415171 413711 412960 411717 410721 412523 413099 413911 414859 412363 411299 412714 413821 415046 413812 413193 413942 415327 415527 415274 413463 414326 415195 415251 414237 413047 413266 414597 414771 414441 412184 413489 414424 414051 412324 409412 404989 403209 399791 398313 395508 394859 394668 393917 393861 393731 393610 393438 392901 392624 392097 391861 391173 391152 390607 390307 389722 389545 388823 388130 387316 388337 392041 393217 393324 392069 395044 396589 397114 396144 397631 399757 400425 399874 401451 402717 403684 403567 402511 405149 406332 406361 405701 405588 405905 406813 406587 400386 401311 401703 401835 402401 402183 402240 401321 400464 397730 393878 393887 392523 391227 389233 388646 388439 387762 386723 386427 385189 384173 384242 384064 383686 383651 383058 382805 382906 382050 382145 381633 380889 379240 379367 379149 378262 377575 379700 379346 379634 378931 378847 378252 380092 380231 379413 379071 378401 378427 378447 377517 376998 376317 376594 376362 376332 375970 374892 374626 374474 373914 373072 372947 372720 372257 371652 371046 371339 371091 370888 370368 369610 369161 368397 367535 367186 366422 365766 365374 364898 364328 363675 362007 360029 358848 356988 356134 349637 360341 371628 376178 377916 378482 380402 381322 380711 377816 376173 374701 382789 384698 386258 386837 386862 387088 387106 387097 387082 387292 387060 389812 390153 389933 389497 389641 389686 387678 399470 406692 409946 411825 412357 413156 413562 411838 409803 407700 412254 415226 416341 417041 417037 417230 417329 417331 417568 417392 417284 418354 418893 418419 417946 417807 417688 414504 426445 433385 437791 440465 440330 440257 440249 439921 437004 434854 440416 442926 444780 444691 444889 445207 445112 445134 445130 445066 445340 446473 446535 446111 445392 445739 444874 441458 456339 462862 465941 467203 467355 466920 466108 465518 462883 466963 468879 470908 471900 472176 472311 472322 472662 472515 472447 472447 473445 473983 473663 473132 472853 472847 469499 479560 484569 487264 489852 490194 492207 492064 490897 489072 488237 494618 495594 496328 497481 497541 497760 497744 497786 497819 497812 497809 499140 499097 498641 498219 498040 497505 495575 503240 504718 505511 508058 508064 510873 511999 511941 511682 510762 514149 516730 517661 518262 518355 518515 518542 518546 518556 518606 518603 518528 518917 519066 518599 518179 517461 517051 513552 511208 515733 517952 519861 523138 524931 524103 523230 525932 528265 530467 530806 530373 528847 532442 535489 537273 536293 534891 536564 537588 540875 541182 540460 540137 541299 542493 542971 541495 539461 538547 534103 530131 530780 530083 530791 530987 531131 531276 531693 531700 525957 523175 523995 523461 524123 523746 524552 524493 518490 515570 516411 515837 516505 516095 511376 507008 507644 506810 500728 496063 490660 487922 483106 474291 476450 474353 471752 471575 469121 467047 464427 456908 459694 458442 456294 456128 456275 453430 453793 453412 452168 450849 449729 447605 446428 440835 444197 443852 443826 443148 443108 442032 441354 441895 442252 441199 441781 440981 439231 440066 440615 439646 439812 438890 437530 438199 438088 436568 436322 435582 433759 430677 453697 463484 468056 468942 469899 471931 472691 471572 469753 468118 466754 475025 475924 477037 477559 477906 478531 479337 479537 479585 479610 479680 479591 479668 482096 482740 483101 483103 482676 481932 482192 481227 479047 494980 499798 503283 504169 504833 505500 505808 504146 502176 500207 504578 507597 508227 509131 509512 509713 510119 510579 510635 510658 510680 510723 511030 511882 512942 513137 513201 512850 511978 511117 510346 507476 522691 528564 532342 534770 534744 534626 534449 534355 531599 529832 535382 536139 538458 539135 539913 539874 540502 540425 540529 540678 540618 540574 540663 542089 543278 543260 542952 542573 540948 540973 537967 536760 551991 559262 562846 563733 563117 563862 563201 562874 560287 559231 566069 566340 567471 569530 569802 570500 570431 570428 570566 570684 570651 570719 570678 572476 573447 573135 572986 572150 571350 570914 567440 580840 583056 586293 589161 589634 590695 591164 590679 589460 588247 587474 594963 595323 595960 596160 596761 598331 598329 598311 598403 598379 598492 598417 598458 600668 601146 601179 600459 600049 599440 598516 596038 594251 604133 607017 608710 608854 608770 611840 612591 612194 612182 611292 617012 617956 618068 618827 619241 619638 619789 620135 620585 620543 620503 620557 620510 620544 621696 621833 621951 621924 621481 620025 619449 618418 614641 617202 618908 620207 622133 620679 624042 626412 627616 627103 628614 631245 630406 632412 633538 634400 632878 634779 635595 634851 633630 628949 625181 625292 625615 624990 626000 626003 626638 626813 627000 627092 618627 618279 619117 618424 619476 619399 620057 619963 614722 610568 611551 610788 611250 611927 611220 602469 601904 602831 601085 589976 587212 584817 581312 575311 565917 568776 566836 565098 563792 563316 559715 558175 556029 547894 552994 552519 551407 549620 550057 550001 547439 547887 548126 546820 545584 545330 544274 542849 540745 534877 539779 540130 539426 538973 538851 538235 536409 537524 538002 537402 537422 537097 536341 534423 535651 535858 535500 535202 535200 533725 533016 533890 533540 531726 531543 530693 529468 527896 539212 549907 554392 557527 558186 559091 559792 559158 556767 556023 553686 560789 561717 562021 562498 562823 562990 563084 563232 564023 564233 564516 564493 564642 565186 565229 565286 565638 565806 568143 568922 569166 568922 569109 568762 568420 569018 568519 567288 565832 575564 582362 587187 589317 589859 590537 590752 590372 587787 585795 584430 591938 592950 593229 593571 593783 594041 594098 594149 594580 594697 594698 594828 594955 595277 595298 595317 595440 597168 598092 598488 597920 598070 597546 597085 597353 596851 595184 593420 604342 611323 616299 618726 618654 618936 618759 618665 615848 613895 619025 619369 622207 622758 623134 622956 623357 623435 623552 623524 623996 624071 624025 624142 624117 624518 624400 624326 626552 627049 627523 626989 627093 626334 625845 626395 625056 623592 632877 634921 641766 645442 646491 646893 646594 645834 645245 642763 646494 648347 648614 648729 649567 651267 652097 652295 652307 652367 652287 652527 652510 652959 652891 652968 652874 652885 654272 654896 655723 655938 656094 655185 654599 654564 654863 652601 650608 660360 664148 667871 670615 670956 672585 672738 671931 670269 669360 675107 675910 676063 676197 676314 676530 677099 677275 677526 677869 678042 679503 679533 679565 679535 679505 679541 679556 679503 681591 681798 682131 682289 681581 681229 680922 681264 679851 678301 687058 685352 688262 690745 690828 691070 693602 694124 693684 693676 692386 698507 699012 699096 699574 699692 699799 699836 699879 700365 700442 700472 700678 700865 700941 701215 701421 701455 701628 701716 703384 703865 703941 703396 703539 703028 702738 702327 701726 700369 698267 696941 696314 697051 697454 699040 700326 701619 702427 702930 703535 703910 703865 703921 697062 697293 697690 697087 697882 697610 698214 698605 698955 699280 699334 692255 692471 692868 691945 693038 692795 693660 693824 693880 686518 686393 687159 686416 687236 686925 686778 679299 679085 679807 678487 672355 668663 665776 662722 659495 656042 647337 649584 646387 646058 644881 644373 642251 641675 639130 635979 633690 634843 634274 633182 632060 632015 631705 629503 630503 629959 629851 627373 628301 627173 626555 625166 623302 618673 621276 621319 621151 619992 620646 620058 619185 618198 618987 619289 618809 618769 618762 618125 617173 616137 616950 616946 616282 616179 615704 614885 614029 614816 614545 613252 613335 611839 611242 610089 606745
iterations count:2845087 (6144), effective:37708 (81)

initing FirstDep: 0m 0.001sec

217763 257941 277128 281738 291438 294660 295780 304866 306074 311280 314534 315889 318954 320290 328048 326459 322186 321840 321713 326242 315809 313527 313873 314126 314552 317811 311379 345760 393197 393036 392226 392284 391973 449241 470767 469715 542537 549573 551928 558310 564677 564594 564401 594736 593580 593349 593516 593272 592943 594520 595459 593951 687592 687153 685295 684499 693941 703190 702113 707252 707088 711824 712460 714383 714866 714689 714384 731842 731599 730673 730866 730549 730547 730505 734913 735039 734493 735166 735249 735046 734899 734421 733886 742258 749630 748330 752626 752353 751701 751494 751143 751085 750865 750716 750616 754966 755661 755309 758340 757414 756738 760213 759719 761321 760184 762226 761905 763909 763156 764259 764063 762788 761234 760747 760308 758895 757480 755469 843993 843422 842326 841420 841152 839893 839675 838394 836472 835716 834181 833667 832542 830338 829462 827921 826600 825072 822370 821512 819481 817915 815237 812772 809693 806992 803824 807541 808184 811563 812195 814099 815482 817752 818434 819109 821956 822606 824743 825334 873147 873005 870620 869875 870056 870097 870286 868536 867865 868630 868785 868415 868215 867385 867524 865928 865304 863738 862505 860959 859036 858178 858041 857382 857137 856011 855258 854558 853516 852928 850908 850242 848842 849028 848384 848042 847110 845894 845311 844640 842886 842138 841181 839921 838718 838239 836532 835310 834266 833109 830896 828910 827671 893339 893265 893072 891693 891684 890517 888909 887586 887502 887251 886465 886118 884895 883344 881968 881794 881691 880964 880411 880345 880070 879256 878447 877856 876445 875390 873318 873149 871831 870506 869315 867419 866424 866182 864920 863060 861345 860411 859676 858798 858762 858563 857550 856944 855211 853513 852676 851452 850684 848728 847570 845658 845007 843794 843040 842039 839106 838072 836898 836538 836434 834938 834493 833788 832520 830602 829440 829212 827490 826571 824813 822409 821555 821309 819912 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740785 740757 740669 740459 739514 739103 737796 736045 735141 734526 734047 733628 733577 732192 731822 731763 731644 729876 728680 727341 727087 726181 725667 725354 725272 724049 723524 723014 722815 720556 719556 718697 717809 717346 717223 716929 716790 715329 715096 714549 712235 710471 709568 708728 707937 707818 707588 707434 706007 705385 704732 706083 708843 712753 717156 720943 723601 728411 730553 777386 776908 775812 775857 775892 775871 775823 775872 775924 775946 773238 772744 772347 772295 771666 770226 770084 768587 768499 766951 764384 764027 763639 763094 761811 761256 759334 758783 756834 756265 753754 753137 750140 749493 748053 747489 746998 746021 745285 744492 742810 742369 740968 739522 738607 737531 736006 735075 732077 731454 730328 729000 728114 728226 727502 727448 726634 725588 724842 724006 723241 723150 722523 720847 720234 719177 719090 717864 716759 715944 715292 714238 713415 712622 711344 710301 709322 709204 708074 706059 705250 703555 703079 701789 701033 700009 699681 699802 699762 699292 698490 698729 698361 698554 698250 697551 697043 696799 696291 695972 693934 693045 691901 691860 691330 690603 690503 690482 690436 690284 689501 689302 689026 686856 685599 684697 684418 683256 682919 682892 682859 681880 681325 681236 681209 680631 679292 678007 677078 676084 675342 674614 674566 674364 674311 673477 672901 672694 672101 671913 669863 668530 667661 667574 666630 666043 666048 665867 665777 664753 664277 664183 663694 661059 659881 658631 657351 656061 655420 655371 655231 655198 655093 653596 653354 652750 652398 656293 659895 662446 666349 668982 672473 676442 678963 681739 728924 728553 724601 723770 723676 723646 723616 723505 723467 723431 723352 723299 720020 719506 719110 719057 718396 718352 717025 717004 715769 715767 714586 714479 712770 712411 712213 711532 710540 709994 709539 707930 707338 706349 705311 704847 703018 702266 701268 699472 699139 698022 697371 697082 696584 695657 695055 694132 693021 692446 692109 691157 689827 689386 688805 687137 686575 686247 685015 683356 682937 682116 681064 680448 679999 680075 679617 679276 678729 677764 677125 676617 676163 675366 675308 674705 673386 672865 672420 671587 670940 670434 669557 668935 668438 667614 667248 666281 665814 664895 664388 663815 662938 662831 661861 660421 659679 658983 658063 657974 656945 656354 655074 654389 654353 653824 653928 653516 652898 652745 652734 652735 652472 652133 651723 651223 650983 650636 650283 648585 647634 646487 645782 645741 645213 644530 644419 644361 644323 644321 644187 644155 643191 642935 641686 640579 639485 638591 638333 637415 637125 636837 636794 636760 635540 635244 635169 635118 635071 634532 633116 631801 630873 629958 629877 628890 628381 628375 628184 628131 628098 627045 626544 626189 625926 625759 623676 622638 621653 621293 620596 620022 619777 619782 619647 619582 619482 618480 618006 617923 617441 615623 614450 612940 611794 611740 610456 609767 609725 609543 609553 609469 608612 607957 607713 607300 606870
iterations count:861387 (1860), effective:5616 (12)

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_SafeBus-COL-06"
export BK_EXAMINATION="ReachabilityCardinality"
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_SafeBus-COL-06.tgz
mv S_SafeBus-COL-06 execution

# this is for BenchKit: explicit launching of the test

cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-2979"
echo " Executing tool marcie"
echo " Input is S_SafeBus-COL-06, examination is ReachabilityCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 1"
echo " Run identifier is r185kn-smll-146444129200529"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "ReachabilityCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "ReachabilityCardinality" != "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 "ReachabilityCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property ReachabilityCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "ReachabilityCardinality.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 '' ReachabilityCardinality.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 ;