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-50, examination is UpperBounds
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r185kn-smll-146444129300560
=====================================================================

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

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

The expected result is a vector of positive values
NUM_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME SafeBus-COL-50-UpperBounds-0
FORMULA_NAME SafeBus-COL-50-UpperBounds-1
FORMULA_NAME SafeBus-COL-50-UpperBounds-10
FORMULA_NAME SafeBus-COL-50-UpperBounds-11
FORMULA_NAME SafeBus-COL-50-UpperBounds-12
FORMULA_NAME SafeBus-COL-50-UpperBounds-13
FORMULA_NAME SafeBus-COL-50-UpperBounds-14
FORMULA_NAME SafeBus-COL-50-UpperBounds-15
FORMULA_NAME SafeBus-COL-50-UpperBounds-2
FORMULA_NAME SafeBus-COL-50-UpperBounds-3
FORMULA_NAME SafeBus-COL-50-UpperBounds-4
FORMULA_NAME SafeBus-COL-50-UpperBounds-5
FORMULA_NAME SafeBus-COL-50-UpperBounds-6
FORMULA_NAME SafeBus-COL-50-UpperBounds-7
FORMULA_NAME SafeBus-COL-50-UpperBounds-8
FORMULA_NAME SafeBus-COL-50-UpperBounds-9

=== Now, execution of the tool begins

BK_START 1464641934635


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=UpperBounds.xml --mcc-mode --memory=6 --suppress

parse successfull
net created successfully

Unfolding complete |P|=5606|T|=140251|A|=1083354
Time for unfolding: 0m 9.210sec

Net: pnml_5728823702757435556
(NrP: 5606 NrTr: 140251 NrArc: 1083354)

net check time: 0m 0.337sec

parse formulas
formulas created successfully
place and transition orderings generation:15m40.031sec

init dd package: 0m 3.631sec


BK_TIME_CONFINEMENT_REACHED

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

check for maximal unmarked siphon
found
The net has a maximal unmarked siphon:
wait_ack_It23_It23
wait_ack_It24_It24
wait_ack_It25_It25
wait_ack_It26_It26
wait_ack_It27_It27
wait_ack_It28_It28
wait_ack_It29_It29
wait_ack_It30_It30
wait_ack_It31_It31
wait_ack_It32_It32
wait_ack_It33_It33
wait_ack_It34_It34
wait_ack_It35_It35
wait_ack_It36_It36
wait_ack_It37_It37
wait_ack_It38_It38
wait_ack_It39_It39
wait_ack_It40_It40
wait_ack_It41_It41
wait_ack_It42_It42
wait_ack_It43_It43
wait_ack_It44_It44
wait_ack_It45_It45
wait_ack_It46_It46
wait_ack_It47_It47
wait_ack_It1_It1
wait_ack_It2_It2
wait_ack_It3_It3
wait_ack_It4_It4
wait_ack_It5_It5
wait_ack_It6_It6
wait_ack_It7_It7
wait_ack_It8_It8
wait_ack_It9_It9
wait_ack_It10_It10
wait_ack_It11_It11
wait_ack_It12_It12
wait_ack_It13_It13
wait_ack_It14_It14
wait_ack_It15_It15
wait_ack_It16_It16
wait_ack_It17_It17
wait_ack_It18_It18
wait_ack_It19_It19
wait_ack_It20_It20
wait_ack_It21_It21
wait_ack_It22_It22
wait_ack_It48_It48
wait_ack_It49_It49
wait_ack_It50_It50

The net has transition(s) that can never fire:
I_reemit_0_0
I_reemit_1_1
I_reemit_2_2
I_reemit_4_4
I_reemit_3_3
I_reemit_5_5
I_reemit_6_6
I_reemit_7_7
I_reemit_8_8
I_reemit_9_9
I_reemit_10_10
I_reemit_11_11
I_reemit_12_12
I_reemit_13_13
I_reemit_14_14
I_reemit_15_15
I_reemit_16_16
I_reemit_17_17
I_reemit_18_18
I_reemit_19_19
I_reemit_20_20
I_reemit_41_41
I_reemit_21_21
I_reemit_22_22
I_reemit_23_23
I_reemit_24_24
I_reemit_25_25
I_reemit_26_26
I_reemit_27_27
I_reemit_28_28
I_reemit_29_29
I_reemit_30_30
I_reemit_31_31
I_reemit_32_32
I_reemit_33_33
I_reemit_34_34
I_reemit_35_35
I_reemit_36_36
I_reemit_37_37
I_reemit_38_38
I_reemit_39_39
I_reemit_40_40
I_reemit_42_42
I_reemit_43_43
I_reemit_44_44
I_reemit_45_45
I_reemit_46_46
I_reemit_47_47
I_reemit_48_48
I_reemit_49_49
I_free_20_20
I_free_21_21
I_free_22_22
I_free_23_23
I_free_24_24
I_free_25_25
I_free_26_26
I_free_27_27
I_free_28_28
I_free_29_29
I_free_30_30
I_free_31_31
I_free_32_32
I_free_33_33
I_free_34_34
I_free_35_35
I_free_36_36
I_free_37_37
I_free_38_38
I_free_39_39
I_free_40_40
I_free_41_41
I_free_42_42
I_free_43_43
I_free_44_44
I_free_45_45
I_free_46_46
I_free_47_47
I_free_48_48
I_free_49_49
I_free_0_0
I_free_1_1
I_free_2_2
I_free_3_3
I_free_4_4
I_free_5_5
I_free_6_6
I_free_7_7
I_free_8_8
I_free_9_9
I_free_10_10
I_free_11_11
I_free_12_12
I_free_13_13
I_free_14_14
I_free_15_15
I_free_16_16
I_free_17_17
I_free_18_18
I_free_19_19

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 9.921sec

5606 5606 5606 5606 5606 6501 6501 7444 7444 7444 8337 8337 8337 8389 8389 9380 9380 9380 10270 10270 10270 11211 11211 12102 12102 12102 12154 12154 12154 12306 12306 12257 12257 12257 12310 12310 12310 12363 12363 13402 13402 13402 14289 14289 14289 15227 15227 16115 16115 16115 16167 16167 16167 17156 17156 18044 18044 18044 18983 18983 18983 19872 19872 19924 19924 19924 20076 20076 20076 20027 20027 20080 20080 20080 20133 20133 20133 20436 20436 20336 20336 20336 20439 20439 20439 20388 20388 20340 20340 20340 20492 20492 20492 20444 20444 20498 20498 20498 20552 20552 20552 20807 20807 20753 20753 20753 20656 20656 20656 20710 20710 20710 20764 20764 20764 21804 21804 22641 22641 22641 23529 23529 24367 24367 24367 24419 24419 24419 25358 25358 26196 26196 26196 27085 27085 27085 27924 27924 27976 27976 27976 28128 28128 28128 28079 28079 28132 28132 28132 28185 28185 28185 29175 29175 30013 30013 30013 30902 30902 30902 31741 31741 31793 31793 31793 32733 32733 32733 33572 33572 34462 34462 34462 35302 35302 35302 35354 35354 35506 35506 35506 35457 35457 35457 35510 35510 35563 35563 35563 35866 35866 35866 35766 35766 35869 35869 35869 35818 35818 35818 35770 35770 35770 35922 35922 35874 35874 35874 35928 35928 35928 35982 35982 36237 36237 36237 36183 36183 36183 36086 36086 36140 36140 36140 36194 36194 36194 36699 36699 36548 36548 36548 36701 36701 36701 36599 36599 36501 36501 36501 36754 36754 36754 36655 36655 36759 36759 36759 36708 36708 36708 36658 36658 36658 36813 36813 36762 36762 36762 36711 36711 36711 36664 36664 36966 36966 36966 36867 36867 36867 36971 36971 36920 36920 36920 36873 36873 36873 37025 37025 36978 36978 36978 37033 37033 37033 37088 37088 37344 37344 37344 37289 37289 37289 37193 37193 37248 37248 37248 37303 37303 37303 37962 37962 37962 37803 37803 37659 37659 37659 37608 37608 37608 37555 37555 37764 37764 37764 37709 37709 37709 37607 37607 37512 37512 37512 37767 37767 37767 37712 37712 37617 37617 37617 37672 37672 37672 37727 37727 37727 38191 38191 38133 38133 38133 37976 37976 37976 37832 37832 37832 37887 37887 37887 37942 37942 39030 39030 39030 39864 39864 40749 40749 40749 41584 41584 41584 41636 41636 41636 42572 42572 43407 43407 43407 44293 44293 45129 45129 45129 45181 45181 45181 45333 45333 45284 45284 45284 45337 45337 45337 45390 45390 45390 46377 46377 47212 47212 47212 48098 48098 48934 48934 48934 48986 48986 48986 49923 49923 50759 50759 50759 51646 51646 51646 52483 52483 52535 52535 52535 52687 52687 52687 52638 52638 52691 52691 52691 52744 52744 52744 53047 53047 53047 52947 52947 53050 53050 53050 52999 52999 52951 52951 52951 53103 53103 53103 53055 53055 53109 53109 53109 53163 53163 53163 53418 53418 53418 53364 53364 53267 53267 53267 53321 53321 53321 53375 53375 53375 54413 54413 55248 55248 55248 56134 56134 56970 56970 56970 57022 57022 57022 57959 57959 58795 58795 58795 59682 59682 59682 60519 60519 60571 60571 60571 60723 60723 60723 60674 60674 60727 60727 60727 60780 60780 60780 61768 61768 61768 62604 62604 63491 63491 63491 64328 64328 64328 64380 64380 65318 65318 65318 66155 66155 66155 67043 67043 67881 67881 67881 67933 67933 67933 68085 68085 68036 68036 68036 68089 68089 68089 68142 68142 68142 68445 68445 68345 68345 68345 68448 68448 68397 68397 68397 68349 68349 68349 68501 68501 68453 68453 68453 68507 68507 68507 68561 68561 68561 68816 68816 68762 68762 68762 68665 68665 68665 68719 68719 68773 68773 68773 69278 69278 69278 69127 69127 69280 69280 69280 69178 69178 69178 69080 69080 69080 69333 69333 69234 69234 69234 69338 69338 69287 69287 69287 69237 69237 69237 69392 69392 69341 69341 69341 69290 69290 69290 69243 69243 69243 69545 69545 69446 69446 69446 69550 69550 69499 69499 69499 69452 69452 69452 69604 69604 69557 69557 69557 69612 69612 69612 69667 69667 69667 69923 69923 69868 69868 69868 69772 69772 69772 69827 69827 69827 69882 69882 69882 70541 70541 70382 70382 70382 70238 70238 70187 70187 70187 70134 70134 70134 70343 70343 70288 70288 70288 70186 70186 70186 70091 70091 70091 70346 70346 70291 70291 70291 70196 70196 70196 70251 70251 70306 70306 70306 70770 70770 70770 70712 70712 70555 70555 70555 70411 70411 70411 70466 70466 70466 70521 70521 70521 71279 71279 71077 71077 71077 71280 71280 71127 71127 71127 70979 70979 70979 71333 71333 71183 71183 71183 71337 71337 71337 71235 71235 71135 71135 71135 71391 71391 71391 71289 71289 71187 71187 71187 71091 71091 71091 71545 71545 71545 71395 71395 71549 71549 71549 71447 71447 71447 71350 71350 71603 71603 71603 71505 71505 71505 71610 71610 71559 71559 71559 71509 71509 71509 71665 71665 71614 71614 71614 71563 71563 71563 71514 71514 72022 72022 72022 71865 71865 71865 71770 71770 71719 71719 71719 71669 71669 71669 71825 71825 71774 71774 71774 71723 71723 71723 71673 71673 71673 71932 71932 71878 71878 71878 71778 71778 71778 71727 71727 71681 71681 71681 72184 72184 72184 72034 72034 72188 72188 72188 72086 72086 72086 71989 71989 72242 72242 72242 72144 72144 72144 72249 72249 72198 72198 72198 72148 72148 72148 72304 72304 72253 72253 72253 72202 72202 72202 72156 72156 72156 72457 72457 72359 72359 72359 72464 72464 72413 72413 72413 72367 72367 72367 72519 72519 72473 72473 72473 72529 72529 72529 72585 72585 72585 72842 72842 72786 72786 72786 72691 72691 72691 72747 72747 72747 72803 72803 73463 73463 73463 73302 73302 73302 73160 73160 73109 73109 73109 73055 73055 73055 73266 73266 73210 73210 73210 73108 73108 73108 73014 73014 73270 73270 73270 73214 73214 73214 73120 73120 73176 73176 73176 73232 73232 73232 73699 73699 73699 73640 73640 73481 73481 73481 73338 73338 73338 73394 73394 73394 73450 73450 73450 74766 74766 74451 74451 74451 74310 74310 74157 74157 74157 74001 74001 74001 74466 74466 74305 74305 74305 74151 74151 74151 74100 74100 74050 74050 74050 73961 73961 73961 73910 73910 73859 73859 73859 73807 73807 73807 74418 74418 74257 74257 74257 74117 74117 74117 74066 74066 74012 74012 74012 74223 74223 74223 74167 74167 74065 74065 74065 73965 73965 73965 74334 74334 74334 74274 74274 74120 74120 74120 74018 74018 74018 73925 73925 73925 74582 74582 74421 74421 74421 74281 74281 74281 74230 74230 74176 74176 74176 74387 74387 74387 74331 74331 74229 74229 74229 74136 74136 74136 74391 74391 74335 74335 74335 74242 74242 74242 74298 74298 74298 74354 74354 74354 74821 74821 74761 74761 74761 74602 74602 74460 74460 74460 74516 74516 74516 74572 74572 74572 76056 76056 75831 75831 75831 75423 75423 75423 75372 75372 75315 75315 75315 75239 75239 75239 75179 75179 75026 75026 75026 74872 74872 74872 75294 75294 75294 75234 75234 75077 75077 75077 74924 74924 74924 74783 74783 74783 75247 75247 75187 75187 75187 75030 75030 75030 74889 74889 74889 74945 74945 75001 75001 75001 75890 75890 75890 75827 75827 75606 75606 75606 75297 75297 75297 75107 75107 75107 75163 75163 75163 75219 75219 75219 76355 76355 77186 77186 77186 78068 78068 78900 78900 78900 78952 78952 78952 79885 79885 80717 80717 80717 81600 81600 81600 82433 82433 82485 82485 82485 82637 82637 82637 82588 82588 82641 82641 82641 82694 82694 82694 83678 83678 84510 84510 84510 85393 85393 85393 86226 86226 86278 86278 86278 87212 87212 87212 88045 88045 88929 88929 88929 89763 89763 89763 89815 89815 89967 89967 89967 89918 89918 89918 89971 89971 90024 90024 90024 90327 90327 90327 90227 90227 90227 90330 90330 90279 90279 90279 90231 90231 90231 90383 90383 90335 90335 90335 90389 90389 90389 90443 90443 90698 90698 90698 90644 90644 90644 90547 90547 90601 90601 90601 90655 90655 90655 91690 91690 91690 92522 92522 93405 93405 93405 94238 94238 94238 94290 94290 95224 95224 95224 96057 96057 96057 96941 96941 97775 97775 97775 97827 97827 97827 97979 97979 97930 97930 97930 97983 97983 97983 98036 98036 99021 99021 99021 99854 99854 99854 100738 100738 101572 101572 101572 101624 101624 101624 102559 102559 103393 103393 103393 104278 104278 105113 105113 105113 105165 105165 105165 105317 105317 105317 105268 105268 105321 105321 105321 105374 105374 105374 105677 105677 105577 105577 105577 105680 105680 105680 105629 105629 105581 105581 105581 105733 105733 105733 105685 105685 105739 105739 105739 105793 105793 105793 106048 106048 105994 105994 105994 105897 105897 105897 105951 105951 105951 106005 106005 106005 106510 106510 106359 106359 106359 106512 106512 106410 106410 106410 106312 106312 106312 106565 106565 106466 106466 106466 106570 106570 106570 106519 106519 106469 106469 106469 106624 106624 106624 106573 106573 106522 106522 106522 106475 106475 106475 106777 106777 106678 106678 106678 106782 106782 106782 106731 106731 106684 106684 106684 106836 106836 106836 106789 106789 106789 106844 106844 106899 106899 106899 107155 107155 107155 107100 107100 107004 107004 107004 107059 107059 107059 107114 107114 107114 107773 107773 107614 107614 107614 107470 107470 107470 107419 107419 107366 107366 107366 107575 107575 107575 107520 107520 107418 107418 107418 107323 107323 107323 107578 107578 107523 107523 107523 107428 107428 107428 107483 107483 107483 107538 107538 107538 108002 108002 107944 107944 107944 107787 107787 107643 107643 107643 107698 107698 107698 107753 107753 107753 108839 108839 109671 109671 109671 110554 110554 110554 111387

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-50"
export BK_EXAMINATION="UpperBounds"
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-50.tgz
mv S_SafeBus-COL-50 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-50, examination is UpperBounds"
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-146444129300560"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "UpperBounds" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "UpperBounds" != "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 "UpperBounds.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property UpperBounds.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "UpperBounds.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 '' UpperBounds.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 ;