fond
Model Checking Contest 2021
11th edition, Paris, France, June 23, 2021
Execution of r102-smll-162075331000066
Last Updated
Jun 28, 2021

About the Execution of ITS-Tools for FlexibleBarrier-PT-12a

Execution Summary
Max Memory
Used (MB)
Time wait (ms) CPU Usage (ms) I/O Wait (ms) Computed Result Execution
Status
1159.052 70236.00 86817.00 579.70 FTTTTTTTFFFFFFFT normal

Execution Chart

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

Trace from the execution

Formatting '/data/fkordon/mcc2021-input.r102-smll-162075331000066.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2021-input.qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
.............................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................
=====================================================================
Generated by BenchKit 2-4028
Executing tool itstools
Input is FlexibleBarrier-PT-12a, examination is CTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r102-smll-162075331000066
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 496K
-rw-r--r-- 1 mcc users 14K May 5 16:58 CTLCardinality.txt
-rw-r--r-- 1 mcc users 140K May 10 09:43 CTLCardinality.xml
-rw-r--r-- 1 mcc users 9.0K May 5 16:58 CTLFireability.txt
-rw-r--r-- 1 mcc users 79K May 10 09:43 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 6 14:48 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.5K May 6 14:48 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 3.0K Mar 28 16:11 LTLCardinality.txt
-rw-r--r-- 1 mcc users 21K Mar 28 16:11 LTLCardinality.xml
-rw-r--r-- 1 mcc users 1.9K Mar 28 16:11 LTLFireability.txt
-rw-r--r-- 1 mcc users 15K Mar 28 16:11 LTLFireability.xml
-rw-r--r-- 1 mcc users 3.2K Mar 23 11:10 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 15K Mar 23 11:10 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 2.4K Mar 22 19:29 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 12K Mar 22 19:29 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.7K Mar 22 09:15 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.7K Mar 22 09:15 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 May 5 16:51 equiv_col
-rw-r--r-- 1 mcc users 4 May 5 16:51 instance
-rw-r--r-- 1 mcc users 6 May 5 16:51 iscolored
-rw-r--r-- 1 mcc users 128K May 5 16:51 model.pnml

--------------------
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 FlexibleBarrier-PT-12a-CTLFireability-00
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-01
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-02
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-03
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-04
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-05
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-06
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-07
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-08
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-09
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-10
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-11
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-12
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-13
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-14
FORMULA_NAME FlexibleBarrier-PT-12a-CTLFireability-15

=== Now, execution of the tool begins

BK_START 1621135475538

Running Version 0
[2021-05-16 03:24:38] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, CTLFireability, -spotpath, /home/mcc/BenchKit/bin//..//ltlfilt, -z3path, /home/mcc/BenchKit/bin//..//z3/bin/z3, -yices2path, /home/mcc/BenchKit/bin//..//yices/bin/yices, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2021-05-16 03:24:38] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2021-05-16 03:24:38] [INFO ] Load time of PNML (sax parser for PT used): 182 ms
[2021-05-16 03:24:38] [INFO ] Transformed 147 places.
[2021-05-16 03:24:38] [INFO ] Transformed 448 transitions.
[2021-05-16 03:24:38] [INFO ] Found NUPN structural information;
[2021-05-16 03:24:38] [INFO ] Parsed PT model containing 147 places and 448 transitions in 283 ms.
Parsed 16 properties from file /home/mcc/execution/CTLFireability.xml in 30 ms.
[2021-05-16 03:24:38] [INFO ] Reduced 1 identical enabling conditions.
[2021-05-16 03:24:38] [INFO ] Reduced 1 identical enabling conditions.
[2021-05-16 03:24:38] [INFO ] Reduced 1 identical enabling conditions.
[2021-05-16 03:24:38] [INFO ] Reduced 1 identical enabling conditions.
[2021-05-16 03:24:38] [INFO ] Reduced 1 identical enabling conditions.
Ensure Unique test removed 122 transitions
Reduce redundant transitions removed 122 transitions.
Support contains 122 out of 147 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 147/147 places, 326/326 transitions.
Drop transitions removed 12 transitions
Redundant transition composition rules discarded 12 transitions
Iterating global reduction 0 with 12 rules applied. Total rules applied 12 place count 147 transition count 314
Applied a total of 12 rules in 39 ms. Remains 147 /147 variables (removed 0) and now considering 314/326 (removed 12) transitions.
// Phase 1: matrix 314 rows 147 cols
[2021-05-16 03:24:39] [INFO ] Computed 14 place invariants in 34 ms
[2021-05-16 03:24:39] [INFO ] Implicit Places using invariants in 378 ms returned []
// Phase 1: matrix 314 rows 147 cols
[2021-05-16 03:24:39] [INFO ] Computed 14 place invariants in 15 ms
[2021-05-16 03:24:39] [INFO ] State equation strengthened by 193 read => feed constraints.
[2021-05-16 03:24:39] [INFO ] Implicit Places using invariants and state equation in 461 ms returned []
Implicit Place search using SMT with State Equation took 901 ms to find 0 implicit places.
// Phase 1: matrix 314 rows 147 cols
[2021-05-16 03:24:40] [INFO ] Computed 14 place invariants in 15 ms
[2021-05-16 03:24:40] [INFO ] Dead Transitions using invariants and state equation in 402 ms returned []
Finished structural reductions, in 1 iterations. Remains : 147/147 places, 314/326 transitions.
[2021-05-16 03:24:40] [INFO ] Initial state reduction rules for CTL removed 1 formulas.
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 133 ms
FORMULA FlexibleBarrier-PT-12a-CTLFireability-10 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 59 ms
[2021-05-16 03:24:41] [INFO ] Input system was already deterministic with 314 transitions.
Finished random walk after 1325 steps, including 0 resets, run visited all 63 properties in 29 ms. (steps per millisecond=45 )
Graph (trivial) has 118 edges and 147 vertex of which 36 / 147 are part of one of the 12 SCC in 19 ms
Free SCC test removed 24 places
Ensure Unique test removed 79 transitions
Reduce isomorphic transitions removed 79 transitions.
Reduce places removed 1 places and 1 transitions.
Reduce places removed 2 places and 0 transitions.
Graph (trivial) has 165 edges and 120 vertex of which 118 / 120 are part of one of the 12 SCC in 1 ms
Free SCC test removed 106 places
Iterating post reduction 0 with 3 rules applied. Total rules applied 4 place count 14 transition count 234
Reduce places removed 11 places and 0 transitions.
Ensure Unique test removed 228 transitions
Reduce isomorphic transitions removed 228 transitions.
Iterating post reduction 1 with 239 rules applied. Total rules applied 243 place count 3 transition count 6
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 2 with 1 rules applied. Total rules applied 244 place count 3 transition count 5
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 2 with 2 rules applied. Total rules applied 246 place count 2 transition count 4
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 247 place count 2 transition count 3
Applied a total of 247 rules in 77 ms. Remains 2 /147 variables (removed 145) and now considering 3/314 (removed 311) transitions.
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 1 ms
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 0 ms
[2021-05-16 03:24:41] [INFO ] Input system was already deterministic with 3 transitions.
Finished random walk after 2 steps, including 0 resets, run visited all 1 properties in 1 ms. (steps per millisecond=2 )
FORMULA FlexibleBarrier-PT-12a-CTLFireability-04 TRUE TECHNIQUES TOPOLOGICAL RANDOM_WALK
Performed 30 Post agglomeration using F-continuation condition.Transition count delta: 30
Deduced a syphon composed of 30 places in 1 ms
Reduce places removed 30 places and 0 transitions.
Iterating global reduction 0 with 60 rules applied. Total rules applied 60 place count 117 transition count 284
Partial Post-agglomeration rule applied 8 times.
Drop transitions removed 8 transitions
Iterating global reduction 0 with 8 rules applied. Total rules applied 68 place count 117 transition count 284
Discarding 5 places :
Symmetric choice reduction at 0 with 5 rule applications. Total rules 73 place count 112 transition count 279
Iterating global reduction 0 with 5 rules applied. Total rules applied 78 place count 112 transition count 279
Applied a total of 78 rules in 111 ms. Remains 112 /147 variables (removed 35) and now considering 279/314 (removed 35) transitions.
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 49 ms
[2021-05-16 03:24:41] [INFO ] Flatten gal took : 35 ms
[2021-05-16 03:24:41] [INFO ] Input system was already deterministic with 279 transitions.
[2021-05-16 03:24:42] [INFO ] Flatten gal took : 32 ms
[2021-05-16 03:24:42] [INFO ] Flatten gal took : 47 ms
[2021-05-16 03:24:42] [INFO ] Time to serialize gal into /tmp/CTLFireability11243293606988942787.gal : 23 ms
[2021-05-16 03:24:42] [INFO ] Time to serialize properties into /tmp/CTLFireability15764041849368571109.ctl : 2 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64, --gc-threshold, 2000000, --quiet, -i, /tmp/CTLFireability11243293606988942787.gal, -t, CGAL, -ctl, /tmp/CTLFireability15764041849368571109.ctl, --gen-order, FOLLOW], workingDir=/home/mcc/execution]

its-ctl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64 --gc-threshold 2000000 --quiet -i /tmp/CTLFireability11243293606988942787.gal -t CGAL -ctl /tmp/CTLFireability15764041849368571109.ctl --gen-order FOLLOW
No direction supplied, using forward translation only.
Parsed 1 CTL formulae.
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
reachable,2.89043e+11,1.51702,35768,2,3448,5,210792,6,0,725,88828,0


Converting to forward existential form...Done !
original formula: AG((((A(((((((((((p71==1)&&(p108==1))&&(p145==1))||((p110==1)&&(p146==1)))||(((p24==1)&&(p35==1))&&(p145==1)))||((p71==1)&&(p145==1)))||(((p84==1)&&(p143==1))&&(p145==1)))||((p126==1)&&(p145==1)))||((p47==1)&&(p145==1)))||(p109==1)) U ((p93==1)&&(p146==1))) + !(AG((((p89==1)&&(p146==1))&&(((((p24==1)&&(p35==1))&&(p145==1))||(((p36==1)&&(p95==1))&&(p145==1)))||((p81==1)&&(p146==1))))))) + ((((((((p97==0)&&(p116==0))&&(((p24==0)||(p95==0))||(p145==0)))&&(((p36==0)||(p59==0))||(p145==0)))&&((p79==0)||(p146==0)))&&(((p84==0)||(p107==0))||(p145==0)))&&(((p120==0)||(p143==0))||(p145==0)))&&(((p48==0)||(p95==0))||(p145==0)))) + (!(A((((p11==1)&&(p120==1))&&(p145==1)) U (((p24==1)&&(p83==1))&&(p145==1)))) * AF((((((p83==1)||((p52==1)&&(p146==1)))||(((p24==1)&&(p119==1))&&(p145==1)))||((p31==1)&&(p146==1)))||(((p48==1)&&(p131==1))&&(p145==1)))))))
=> equivalent forward existential formula: ([(((FwdU(Init,TRUE) * !(((!((E(!(((p93==1)&&(p146==1))) U (!(((((((((((p71==1)&&(p108==1))&&(p145==1))||((p110==1)&&(p146==1)))||(((p24==1)&&(p35==1))&&(p145==1)))||((p71==1)&&(p145==1)))||(((p84==1)&&(p143==1))&&(p145==1)))||((p126==1)&&(p145==1)))||((p47==1)&&(p145==1)))||(p109==1))) * !(((p93==1)&&(p146==1))))) + EG(!(((p93==1)&&(p146==1)))))) + !(!(E(TRUE U !((((p89==1)&&(p146==1))&&(((((p24==1)&&(p35==1))&&(p145==1))||(((p36==1)&&(p95==1))&&(p145==1)))||((p81==1)&&(p146==1))))))))) + ((((((((p97==0)&&(p116==0))&&(((p24==0)||(p95==0))||(p145==0)))&&(((p36==0)||(p59==0))||(p145==0)))&&((p79==0)||(p146==0)))&&(((p84==0)||(p107==0))||(p145==0)))&&(((p120==0)||(p143==0))||(p145==0)))&&(((p48==0)||(p95==0))||(p145==0)))))) * !(EG(!((((p24==1)&&(p83==1))&&(p145==1)))))) * !(E(!((((p24==1)&&(p83==1))&&(p145==1))) U (!((((p11==1)&&(p120==1))&&(p145==1))) * !((((p24==1)&&(p83==1))&&(p145==1)))))))] = FALSE * [FwdG((FwdU(Init,TRUE) * !(((!((E(!(((p93==1)&&(p146==1))) U (!(((((((((((p71==1)&&(p108==1))&&(p145==1))||((p110==1)&&(p146==1)))||(((p24==1)&&(p35==1))&&(p145==1)))||((p71==1)&&(p145==1)))||(((p84==1)&&(p143==1))&&(p145==1)))||((p126==1)&&(p145==1)))||((p47==1)&&(p145==1)))||(p109==1))) * !(((p93==1)&&(p146==1))))) + EG(!(((p93==1)&&(p146==1)))))) + !(!(E(TRUE U !((((p89==1)&&(p146==1))&&(((((p24==1)&&(p35==1))&&(p145==1))||(((p36==1)&&(p95==1))&&(p145==1)))||((p81==1)&&(p146==1))))))))) + ((((((((p97==0)&&(p116==0))&&(((p24==0)||(p95==0))||(p145==0)))&&(((p36==0)||(p59==0))||(p145==0)))&&((p79==0)||(p146==0)))&&(((p84==0)||(p107==0))||(p145==0)))&&(((p120==0)||(p143==0))||(p145==0)))&&(((p48==0)||(p95==0))||(p145==0)))))),!((((((p83==1)||((p52==1)&&(p146==1)))||(((p24==1)&&(p119==1))&&(p145==1)))||((p31==1)&&(p146==1)))||(((p48==1)&&(p131==1))&&(p145==1)))))] = FALSE)
Reverse transition relation is exact ! Faster fixpoint algorithm enabled.
Hit Full ! (commute/partial/dont) 196/0/83
Hit Full ! (commute/partial/dont) 141/0/138
(forward)formula 0,1,3.83061,73712,1,0,15,420828,52,4,4649,166064,20
FORMULA FlexibleBarrier-PT-12a-CTLFireability-06 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

Graph (trivial) has 81 edges and 147 vertex of which 9 / 147 are part of one of the 3 SCC in 1 ms
Free SCC test removed 6 places
Ensure Unique test removed 7 transitions
Reduce isomorphic transitions removed 7 transitions.
Performed 28 Post agglomeration using F-continuation condition.Transition count delta: 28
Deduced a syphon composed of 28 places in 1 ms
Reduce places removed 28 places and 0 transitions.
Iterating global reduction 0 with 56 rules applied. Total rules applied 57 place count 113 transition count 279
Drop transitions removed 6 transitions
Redundant transition composition rules discarded 6 transitions
Iterating global reduction 0 with 6 rules applied. Total rules applied 63 place count 113 transition count 273
Partial Post-agglomeration rule applied 7 times.
Drop transitions removed 7 transitions
Iterating global reduction 0 with 7 rules applied. Total rules applied 70 place count 113 transition count 273
Discarding 5 places :
Symmetric choice reduction at 0 with 5 rule applications. Total rules 75 place count 108 transition count 268
Iterating global reduction 0 with 5 rules applied. Total rules applied 80 place count 108 transition count 268
Applied a total of 80 rules in 72 ms. Remains 108 /147 variables (removed 39) and now considering 268/314 (removed 46) transitions.
[2021-05-16 03:24:46] [INFO ] Flatten gal took : 27 ms
[2021-05-16 03:24:46] [INFO ] Flatten gal took : 19 ms
[2021-05-16 03:24:46] [INFO ] Input system was already deterministic with 268 transitions.
[2021-05-16 03:24:46] [INFO ] Flatten gal took : 19 ms
[2021-05-16 03:24:46] [INFO ] Flatten gal took : 18 ms
[2021-05-16 03:24:46] [INFO ] Time to serialize gal into /tmp/CTLFireability5489149231691045579.gal : 5 ms
[2021-05-16 03:24:46] [INFO ] Time to serialize properties into /tmp/CTLFireability18255305477392888012.ctl : 1 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64, --gc-threshold, 2000000, --quiet, -i, /tmp/CTLFireability5489149231691045579.gal, -t, CGAL, -ctl, /tmp/CTLFireability18255305477392888012.ctl, --gen-order, FOLLOW], workingDir=/home/mcc/execution]

its-ctl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64 --gc-threshold 2000000 --quiet -i /tmp/CTLFireability5489149231691045579.gal -t CGAL -ctl /tmp/CTLFireability18255305477392888012.ctl --gen-order FOLLOW
No direction supplied, using forward translation only.
Parsed 1 CTL formulae.
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
reachable,1.78234e+11,1.74574,40140,2,2781,5,206178,6,0,695,119059,0


Converting to forward existential form...Done !
original formula: !(AF(((((((((((((p60==1)&&(p95==1))&&(p145==1))||(p22==1))||(p70==1))||(((p24==1)&&(p35==1))&&(p145==1)))||(((p107==1)&&(p132==1))&&(p145==1)))||(p89==1))||((p86==1)&&(p146==1)))||(p13==1))||((p81==1)&&(p146==1))) + !(AF((((((((((((p40==1)&&(p146==1))||((p79==1)&&(p146==1)))||(p82==1))||((p76==1)&&(p146==1)))||(p106==1))||(((p60==1)&&(p107==1))&&(p145==1)))||(((p36==1)&&(p71==1))&&(p145==1)))||(((p96==1)&&(p107==1))&&(p145==1)))||(p15==1))||(((p60==1)&&(p119==1))&&(p145==1))))))))
=> equivalent forward existential formula: [FwdG(Init,!(((((((((((((p60==1)&&(p95==1))&&(p145==1))||(p22==1))||(p70==1))||(((p24==1)&&(p35==1))&&(p145==1)))||(((p107==1)&&(p132==1))&&(p145==1)))||(p89==1))||((p86==1)&&(p146==1)))||(p13==1))||((p81==1)&&(p146==1))) + !(!(EG(!((((((((((((p40==1)&&(p146==1))||((p79==1)&&(p146==1)))||(p82==1))||((p76==1)&&(p146==1)))||(p106==1))||(((p60==1)&&(p107==1))&&(p145==1)))||(((p36==1)&&(p71==1))&&(p145==1)))||(((p96==1)&&(p107==1))&&(p145==1)))||(p15==1))||(((p60==1)&&(p119==1))&&(p145==1))))))))))] != FALSE
Reverse transition relation is exact ! Faster fixpoint algorithm enabled.
(forward)formula 0,0,2.87568,45012,1,0,10,251801,24,3,3805,119059,8
FORMULA FlexibleBarrier-PT-12a-CTLFireability-13 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

[2021-05-16 03:24:49] [INFO ] Flatten gal took : 33 ms
[2021-05-16 03:24:49] [INFO ] Flatten gal took : 36 ms
[2021-05-16 03:24:49] [INFO ] Applying decomposition
[2021-05-16 03:24:49] [INFO ] Flatten gal took : 27 ms
Converted graph to binary with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202104292328/bin/convert-linux64, -i, /tmp/graph1956188527136505635.txt, -o, /tmp/graph1956188527136505635.bin, -w, /tmp/graph1956188527136505635.weights], workingDir=null]
Built communities with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202104292328/bin/louvain-linux64, /tmp/graph1956188527136505635.bin, -l, -1, -v, -w, /tmp/graph1956188527136505635.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-05-16 03:24:49] [INFO ] Decomposing Gal with order
[2021-05-16 03:24:49] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-05-16 03:24:49] [INFO ] Removed a total of 395 redundant transitions.
[2021-05-16 03:24:49] [INFO ] Flatten gal took : 130 ms
[2021-05-16 03:24:49] [INFO ] Fuse similar labels procedure discarded/fused a total of 56 labels/synchronizations in 28 ms.
[2021-05-16 03:24:49] [INFO ] Time to serialize gal into /tmp/CTLFireability13865828450586633419.gal : 12 ms
[2021-05-16 03:24:49] [INFO ] Time to serialize properties into /tmp/CTLFireability2131328531487684634.ctl : 14 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64, --gc-threshold, 2000000, --quiet, -i, /tmp/CTLFireability13865828450586633419.gal, -t, CGAL, -ctl, /tmp/CTLFireability2131328531487684634.ctl], workingDir=/home/mcc/execution]

its-ctl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ctl-linux64 --gc-threshold 2000000 --quiet -i /tmp/CTLFireability13865828450586633419.gal -t CGAL -ctl /tmp/CTLFireability2131328531487684634.ctl
No direction supplied, using forward translation only.
Parsed 12 CTL formulae.
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
reachable,8.9161e+12,0.131666,6488,65,23,3438,365,411,4079,57,941,0


Converting to forward existential form...Done !
original formula: (!(EG((((((((((i1.u5.p23==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(((i4.u17.p72==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i1.u5.p22==1))||((i11.u33.p136==1)&&(i8.i1.u27.p146==1)))||(i3.u14.p58==1))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1))))) * E(EG((((EF(((((((((((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i3.u12.p49==1))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(((i4.u17.p72==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i1.u5.p24==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(i2.u11.p46==1))) + (((((((i2.u11.p47==0)||(i9.u29.p120==0))||(i9.u29.p145==0))&&(((i1.u5.p23==0)||(i2.u11.p48==0))||(i9.u29.p145==0)))&&(i4.u17.p70==0))&&(i3.u13.p56==0))&&(((i0.u2.p12==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))) + ((((i10.u31.p128==0)&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i4.u17.p71==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i9.u29.p119==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))) + ((((((((((((i9.u8.p35==0)||(i3.u14.p60==0))||(i9.u29.p145==0))&&(i4.u16.p65==0))&&(((i6.u23.p96==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&(i11.u33.p135==0))&&(i2.u9.p39==0))&&(i0.u1.p8==0))&&((i2.u10.p43==0)||(i8.i1.u27.p146==0)))&&(((i3.u14.p59==0)||(i4.u17.p72==0))||(i9.u29.p145==0)))&&(i3.u14.p60==0)) * A((((((((((i8.i0.u7.p30==1)&&(i9.u29.p145==1))||(i6.u23.p96==1))||(((i3.u14.p59==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||((i7.u25.p102==1)&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i1.u5.p24==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i5.u18.p73==1))||(((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))) U (((((i3.u13.p53==1)||((i8.i1.u27.p110==1)&&(i8.i1.u27.p146==1)))||((i3.u13.p55==1)&&(i8.i1.u27.p146==1)))||((i7.u24.p98==1)&&(i8.i1.u27.p146==1)))||((i8.i0.u7.p29==1)&&(i8.i1.u27.p146==1))))))) U AX(AG(((((((((((i7.u24.p97==1)||(i6.u23.p96==1))||(((i1.u5.p23==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i11.u33.p133==1))||((i10.u32.p131==1)&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||((i5.u19.p77==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p11==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))))))
=> equivalent forward existential formula: ([FwdG(Init,(((((((((i1.u5.p23==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(((i4.u17.p72==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i1.u5.p22==1))||((i11.u33.p136==1)&&(i8.i1.u27.p146==1)))||(i3.u14.p58==1))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1))))] = FALSE * [(Init * !(E(EG((((E(TRUE U ((((((((((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i3.u12.p49==1))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(((i4.u17.p72==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i1.u5.p24==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(i2.u11.p46==1))) + (((((((i2.u11.p47==0)||(i9.u29.p120==0))||(i9.u29.p145==0))&&(((i1.u5.p23==0)||(i2.u11.p48==0))||(i9.u29.p145==0)))&&(i4.u17.p70==0))&&(i3.u13.p56==0))&&(((i0.u2.p12==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))) + ((((i10.u31.p128==0)&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i4.u17.p71==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i9.u29.p119==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))) + ((((((((((((i9.u8.p35==0)||(i3.u14.p60==0))||(i9.u29.p145==0))&&(i4.u16.p65==0))&&(((i6.u23.p96==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&(i11.u33.p135==0))&&(i2.u9.p39==0))&&(i0.u1.p8==0))&&((i2.u10.p43==0)||(i8.i1.u27.p146==0)))&&(((i3.u14.p59==0)||(i4.u17.p72==0))||(i9.u29.p145==0)))&&(i3.u14.p60==0)) * !((E(!((((((i3.u13.p53==1)||((i8.i1.u27.p110==1)&&(i8.i1.u27.p146==1)))||((i3.u13.p55==1)&&(i8.i1.u27.p146==1)))||((i7.u24.p98==1)&&(i8.i1.u27.p146==1)))||((i8.i0.u7.p29==1)&&(i8.i1.u27.p146==1)))) U (!((((((((((i8.i0.u7.p30==1)&&(i9.u29.p145==1))||(i6.u23.p96==1))||(((i3.u14.p59==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||((i7.u25.p102==1)&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i1.u5.p24==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i5.u18.p73==1))||(((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))) * !((((((i3.u13.p53==1)||((i8.i1.u27.p110==1)&&(i8.i1.u27.p146==1)))||((i3.u13.p55==1)&&(i8.i1.u27.p146==1)))||((i7.u24.p98==1)&&(i8.i1.u27.p146==1)))||((i8.i0.u7.p29==1)&&(i8.i1.u27.p146==1)))))) + EG(!((((((i3.u13.p53==1)||((i8.i1.u27.p110==1)&&(i8.i1.u27.p146==1)))||((i3.u13.p55==1)&&(i8.i1.u27.p146==1)))||((i7.u24.p98==1)&&(i8.i1.u27.p146==1)))||((i8.i0.u7.p29==1)&&(i8.i1.u27.p146==1)))))))))) U !(EX(!(!(E(TRUE U !(((((((((((i7.u24.p97==1)||(i6.u23.p96==1))||(((i1.u5.p23==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i11.u33.p133==1))||((i10.u32.p131==1)&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||((i5.u19.p77==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p11==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1))))))))))))] = FALSE)
Reverse transition relation is exact ! Faster fixpoint algorithm enabled.
Using saturation style SCC detection
Using saturation style SCC detection
Fast SCC detection found an SCC at level 1
Fast SCC detection found an SCC at level 2
Fast SCC detection found an SCC at level 3
Fast SCC detection found an SCC at level 4
Fast SCC detection found an SCC at level 5
Fast SCC detection found an SCC at level 6
Fast SCC detection found an SCC at level 7
Fast SCC detection found an SCC at level 8
Fast SCC detection found an SCC at level 9
Fast SCC detection found an SCC at level 10
Fast SCC detection found an SCC at level 11
(forward)formula 0,0,0.278303,7600,1,0,3572,418,2124,5794,248,941,7238
FORMULA FlexibleBarrier-PT-12a-CTLFireability-00 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: E((EX(((((((i8.i0.u7.p32==0)&&(((i2.u11.p48==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))&&(i4.u17.p70==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(((i10.u32.p132==0)||(i11.u35.p143==0))||(i9.u29.p145==0)))||((((((((((((i3.u14.p60==0)||(i5.u20.p83==0))||(i9.u29.p145==0))&&(i9.u8.p34==0))&&(((i7.u26.p108==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&((i6.u22.p91==0)||(i8.i1.u27.p146==0)))&&(i1.u5.p22==0))&&((i1.u4.p18==0)||(i9.u29.p145==0)))&&(((i1.u5.p24==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))&&(((i2.u11.p47==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i6.u23.p96==0)||(i7.u26.p107==0))||(i9.u29.p145==0))))) * (EX(((((((((((((i9.u8.p35==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(i9.u8.p36==1))||(i4.u16.p68==1))||(((i0.u2.p12==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i2.u10.p44==1))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))) + EX((((((((((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1))||(((i1.u5.p24==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(i8.i0.u6.p25==1))||(i3.u14.p59==1))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i11.u34.p140==1))))) U ((!(A((A(((((i8.i0.u7.p32==1)||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1))) U ((((((((i5.u20.p83==1)||((i11.u34.p139==1)&&(i8.i1.u27.p146==1)))||((i1.u4.p17==1)&&(i8.i1.u27.p146==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i4.u15.p63==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))) * (((((((((((((((((((((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1))||(((i0.u2.p12==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||((i7.u25.p102==1)&&(i9.u29.p145==1)))||(i2.u9.p39==1))||(((i5.u20.p83==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(i10.u30.p121==1))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(i6.u22.p92==1))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))) U (((((i1.u5.p23==0)||(i6.u23.p96==0))||(i9.u29.p145==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(i10.u30.p121==0)))) * !(EG(((((((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1))||((i7.u25.p101==1)&&(i8.i1.u27.p146==1)))||(i1.u4.p20==1))||(i1.u5.p23==1))))) * EG(((((((((((((((((i9.u8.p35==0)||(i4.u17.p72==0))||(i9.u29.p145==0))&&(((i9.u8.p36==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))&&(((i7.u26.p107==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i2.u11.p48==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&((i1.u3.p14==0)||(i8.i1.u27.p146==0)))&&(((i1.u5.p24==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i0.u2.p12==0)||(i1.u5.p23==0))||(i9.u29.p145==0)))&&((i7.u26.p105==0)||(i8.i1.u27.p146==0)))&&((i1.u4.p19==0)||(i8.i1.u27.p146==0)))&&(((i6.u23.p95==0)||(i7.u26.p108==0))||(i9.u29.p145==0)))&&(i7.u26.p106==0))&&(((i1.u5.p23==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(i0.u2.p11==0))&&(((i3.u14.p60==0)||(i9.u29.p119==0))||(i9.u29.p145==0))))))
=> equivalent forward existential formula: [FwdG((FwdU(Init,(EX(((((((i8.i0.u7.p32==0)&&(((i2.u11.p48==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))&&(i4.u17.p70==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(((i10.u32.p132==0)||(i11.u35.p143==0))||(i9.u29.p145==0)))||((((((((((((i3.u14.p60==0)||(i5.u20.p83==0))||(i9.u29.p145==0))&&(i9.u8.p34==0))&&(((i7.u26.p108==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&((i6.u22.p91==0)||(i8.i1.u27.p146==0)))&&(i1.u5.p22==0))&&((i1.u4.p18==0)||(i9.u29.p145==0)))&&(((i1.u5.p24==0)||(i4.u17.p71==0))||(i9.u29.p145==0)))&&(((i2.u11.p47==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i6.u23.p96==0)||(i7.u26.p107==0))||(i9.u29.p145==0))))) * (EX(((((((((((((i9.u8.p35==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(i9.u8.p36==1))||(i4.u16.p68==1))||(((i0.u2.p12==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i2.u10.p44==1))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))) + EX((((((((((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1))||(((i1.u5.p24==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(i8.i0.u6.p25==1))||(i3.u14.p59==1))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i11.u34.p140==1)))))) * (!(!((E(!((((((i1.u5.p23==0)||(i6.u23.p96==0))||(i9.u29.p145==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(i10.u30.p121==0))) U (!((!((E(!(((((((((i5.u20.p83==1)||((i11.u34.p139==1)&&(i8.i1.u27.p146==1)))||((i1.u4.p17==1)&&(i8.i1.u27.p146==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i4.u15.p63==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))) U (!(((((i8.i0.u7.p32==1)||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))) * !(((((((((i5.u20.p83==1)||((i11.u34.p139==1)&&(i8.i1.u27.p146==1)))||((i1.u4.p17==1)&&(i8.i1.u27.p146==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i4.u15.p63==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))))) + EG(!(((((((((i5.u20.p83==1)||((i11.u34.p139==1)&&(i8.i1.u27.p146==1)))||((i1.u4.p17==1)&&(i8.i1.u27.p146==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i4.u15.p63==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))))))) * (((((((((((((((((((((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1))||(((i0.u2.p12==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||((i7.u25.p102==1)&&(i9.u29.p145==1)))||(i2.u9.p39==1))||(((i5.u20.p83==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(i10.u30.p121==1))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(i6.u22.p92==1))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1))))) * !((((((i1.u5.p23==0)||(i6.u23.p96==0))||(i9.u29.p145==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(i10.u30.p121==0))))) + EG(!((((((i1.u5.p23==0)||(i6.u23.p96==0))||(i9.u29.p145==0))&&((i4.u16.p66==0)||(i9.u29.p145==0)))&&(i10.u30.p121==0))))))) * !(EG(((((((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1))||((i7.u25.p101==1)&&(i8.i1.u27.p146==1)))||(i1.u4.p20==1))||(i1.u5.p23==1)))))),((((((((((((((((i9.u8.p35==0)||(i4.u17.p72==0))||(i9.u29.p145==0))&&(((i9.u8.p36==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))&&(((i7.u26.p107==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i2.u11.p48==0)||(i9.u29.p119==0))||(i9.u29.p145==0)))&&((i1.u3.p14==0)||(i8.i1.u27.p146==0)))&&(((i1.u5.p24==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i0.u2.p12==0)||(i1.u5.p23==0))||(i9.u29.p145==0)))&&((i7.u26.p105==0)||(i8.i1.u27.p146==0)))&&((i1.u4.p19==0)||(i8.i1.u27.p146==0)))&&(((i6.u23.p95==0)||(i7.u26.p108==0))||(i9.u29.p145==0)))&&(i7.u26.p106==0))&&(((i1.u5.p23==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(i0.u2.p11==0))&&(((i3.u14.p60==0)||(i9.u29.p119==0))||(i9.u29.p145==0))))] != FALSE
(forward)formula 1,1,42.8987,672544,1,0,1.04135e+06,516,2713,2.09729e+06,260,1849,913328
FORMULA FlexibleBarrier-PT-12a-CTLFireability-01 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************

original formula: AG(EF((((AX(((((((i4.u17.p72==0)||(i11.u35.p143==0))||(i9.u29.p145==0))&&(((i0.u2.p12==0)||(i1.u5.p23==0))||(i9.u29.p145==0)))&&(((i3.u14.p60==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))&&(((i3.u14.p59==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))) + EG((((((((((((((((((((i2.u11.p48==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i6.u21.p87==1))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i3.u14.p58==1))||(i11.u35.p142==1))||(i8.i1.u27.p109==1))||(i2.u11.p48==1))||(i7.u24.p99==1))||(((i4.u17.p72==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i7.u25.p101==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||((i11.u35.p143==1)&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1))))) + !(EF(((((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))))) + (((((((i8.i1.u27.p116==0)&&(i8.i0.u6.p25==0))&&(i8.i1.u27.p109==0))&&(((((((((i6.u21.p87==1)||((i7.u25.p101==1)&&(i8.i1.u27.p146==1)))||(((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i5.u18.p76==1)&&(i8.i1.u27.p146==1)))||((i8.i1.u28.p115==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1))))&&(((i2.u11.p48==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i4.u17.p72==0))||(i9.u29.p145==0))))))
=> equivalent forward existential formula: [(FwdU(Init,TRUE) * !(E(TRUE U (((!(EX(!(((((((i4.u17.p72==0)||(i11.u35.p143==0))||(i9.u29.p145==0))&&(((i0.u2.p12==0)||(i1.u5.p23==0))||(i9.u29.p145==0)))&&(((i3.u14.p60==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))&&(((i3.u14.p59==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))))) + EG((((((((((((((((((((i2.u11.p48==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i6.u21.p87==1))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i3.u14.p58==1))||(i11.u35.p142==1))||(i8.i1.u27.p109==1))||(i2.u11.p48==1))||(i7.u24.p99==1))||(((i4.u17.p72==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i7.u25.p101==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||((i11.u35.p143==1)&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1))))) + !(E(TRUE U ((((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))))) + (((((((i8.i1.u27.p116==0)&&(i8.i0.u6.p25==0))&&(i8.i1.u27.p109==0))&&(((((((((i6.u21.p87==1)||((i7.u25.p101==1)&&(i8.i1.u27.p146==1)))||(((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i5.u18.p76==1)&&(i8.i1.u27.p146==1)))||((i8.i1.u28.p115==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i5.u20.p83==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1))))&&(((i2.u11.p48==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i0.u2.p11==0)||(i6.u23.p96==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i4.u17.p72==0))||(i9.u29.p145==0)))))))] = FALSE
(forward)formula 2,1,42.9807,674656,1,0,1.0463e+06,540,2881,2.10578e+06,263,1902,919596
FORMULA FlexibleBarrier-PT-12a-CTLFireability-02 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************

original formula: !(AG(EX((E(E((((((((((((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i9.u8.p36==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i7.u26.p107==1))||(((i7.u26.p107==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||((i9.u29.p119==1)&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||((i5.u20.p81==1)&&(i8.i1.u27.p146==1)))||(i8.i1.u27.p109==1)) U (((i0.u2.p12==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) U ((((((i7.u25.p104==1)||((i5.u20.p81==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p24==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i7.u25.p104==1))||(i3.u14.p60==1))) * EF(((((((((((((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||(i1.u4.p20==1))||((i4.u17.p69==1)&&(i8.i1.u27.p146==1)))||(i4.u17.p70==1))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))))))))
=> equivalent forward existential formula: [(FwdU(Init,TRUE) * !(EX((E(E((((((((((((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i9.u8.p36==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i7.u26.p107==1))||(((i7.u26.p107==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||((i9.u29.p119==1)&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||((i5.u20.p81==1)&&(i8.i1.u27.p146==1)))||(i8.i1.u27.p109==1)) U (((i0.u2.p12==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) U ((((((i7.u25.p104==1)||((i5.u20.p81==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p24==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i7.u25.p104==1))||(i3.u14.p60==1))) * E(TRUE U ((((((((((((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||(i1.u4.p20==1))||((i4.u17.p69==1)&&(i8.i1.u27.p146==1)))||(i4.u17.p70==1))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))))))))] != FALSE
(forward)formula 3,1,43.8678,702112,1,0,1.09726e+06,596,3014,2.23067e+06,263,1988,970311
FORMULA FlexibleBarrier-PT-12a-CTLFireability-03 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************

original formula: AG(EX(E((((((((((((i7.u24.p97==1)||(i3.u13.p53==1))||(i9.u29.p120==1)) + EF(((((((i9.u8.p36==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(i1.u5.p22==1))||(i5.u18.p73==1))||(i10.u30.p121==1)))) + (((i0.u2.p11==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))) + (((i9.u8.p35==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1))) + (((i4.u17.p72==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))) + (((i1.u5.p24==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) + (((i9.u8.p36==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))) + (((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1))) + (((((((((i2.u9.p37==0)&&(i9.u29.p120==0))&&(i9.u8.p34==0))&&(i6.u21.p85==0))&&(i4.u17.p71==0))&&(((i2.u11.p48==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i3.u14.p60==0))||(i9.u29.p145==0)))&&(((i0.u2.p12==0)||(i10.u32.p131==0))||(i9.u29.p145==0)))&&(((i5.u20.p84==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))) U EX(((((((((((i1.u4.p20==0)&&(i9.u8.p36==0))&&(i3.u14.p58==0))&&(((i9.u8.p35==0)||(i3.u14.p60==0))||(i9.u29.p145==0)))&&((i6.u21.p88==0)||(i8.i1.u27.p146==0)))&&(((i2.u11.p47==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&((i5.u18.p76==0)||(i8.i1.u27.p146==0)))&&(((i2.u11.p47==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i9.u8.p35==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))))))
=> equivalent forward existential formula: [(FwdU(Init,TRUE) * !(EX(E((((((((((((i7.u24.p97==1)||(i3.u13.p53==1))||(i9.u29.p120==1)) + E(TRUE U ((((((i9.u8.p36==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(i1.u5.p22==1))||(i5.u18.p73==1))||(i10.u30.p121==1)))) + (((i0.u2.p11==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))) + (((i9.u8.p35==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1))) + (((i4.u17.p72==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))) + (((i1.u5.p24==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) + (((i9.u8.p36==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))) + (((i1.u5.p23==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1))) + (((((((((i2.u9.p37==0)&&(i9.u29.p120==0))&&(i9.u8.p34==0))&&(i6.u21.p85==0))&&(i4.u17.p71==0))&&(((i2.u11.p48==0)||(i5.u20.p83==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i3.u14.p60==0))||(i9.u29.p145==0)))&&(((i0.u2.p12==0)||(i10.u32.p131==0))||(i9.u29.p145==0)))&&(((i5.u20.p84==0)||(i6.u23.p95==0))||(i9.u29.p145==0)))) U EX(((((((((((i1.u4.p20==0)&&(i9.u8.p36==0))&&(i3.u14.p58==0))&&(((i9.u8.p35==0)||(i3.u14.p60==0))||(i9.u29.p145==0)))&&((i6.u21.p88==0)||(i8.i1.u27.p146==0)))&&(((i2.u11.p47==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&((i5.u18.p76==0)||(i8.i1.u27.p146==0)))&&(((i2.u11.p47==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i9.u8.p35==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))&&(((i1.u5.p23==0)||(i5.u20.p84==0))||(i9.u29.p145==0))))))))] = FALSE
(forward)formula 4,1,43.8966,702640,1,0,1.0988e+06,596,3113,2.23235e+06,263,1988,972950
FORMULA FlexibleBarrier-PT-12a-CTLFireability-05 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************

original formula: E(E(!(AG(AX(((((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1))||(i2.u10.p41==1))))) U AX(E(EF((((((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))||((i5.u18.p74==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p23==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))) U (((i8.i0.u7.p32==0)&&(i2.u10.p41==0))&&(((i4.u17.p71==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))))) U EX(((AF(((((((((((((i1.u5.p23==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))||(((i0.u2.p11==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(i7.u25.p104==1))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i7.u26.p108==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) * AX(((((i5.u20.p82==1)||(((i9.u8.p36==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i6.u23.p94==1))))) * ((((i1.u5.p23==1)||((i10.u32.p129==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p36==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))) * (((((((((i4.u17.p70==1)||(((i1.u5.p23==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i1.u5.p24==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||(((i6.u23.p96==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))))))
=> equivalent forward existential formula: [(((EY(FwdU(Init,E(!(!(E(TRUE U !(!(EX(!(((((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1))||(i2.u10.p41==1))))))))) U !(EX(!(E(E(TRUE U (((((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))||((i5.u18.p74==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p23==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))) U (((i8.i0.u7.p32==0)&&(i2.u10.p41==0))&&(((i4.u17.p71==0)||(i5.u20.p84==0))||(i9.u29.p145==0)))))))))) * (((((((((i4.u17.p70==1)||(((i1.u5.p23==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i1.u5.p24==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||(((i6.u23.p96==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))) * ((((i1.u5.p23==1)||((i10.u32.p129==1)&&(i8.i1.u27.p146==1)))||(((i9.u8.p36==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))) * !(EG(!(((((((((((((i1.u5.p23==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))||(((i0.u2.p11==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(i7.u25.p104==1))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i7.u26.p108==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))) * !(EX(!(((((i5.u20.p82==1)||(((i9.u8.p36==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i6.u23.p94==1))))))))))] != FALSE
Using saturation style SCC detection
Using saturation style SCC detection
Using saturation style SCC detection
Using saturation style SCC detection
Using saturation style SCC detection
Fast SCC detection found a local SCC at level 2
Fast SCC detection found a local SCC at level 2
Fast SCC detection found an SCC at level 3
Fast SCC detection found an SCC at level 4
Fast SCC detection found an SCC at level 5
Fast SCC detection found an SCC at level 6
Fast SCC detection found an SCC at level 7
Fast SCC detection found an SCC at level 8
Fast SCC detection found an SCC at level 9
Fast SCC detection found an SCC at level 10
Fast SCC detection found an SCC at level 11
(forward)formula 5,1,44.0941,705280,1,0,1.10495e+06,672,3518,2.23987e+06,288,2417,982438
FORMULA FlexibleBarrier-PT-12a-CTLFireability-07 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************

original formula: EF((((!(AX(AF((((((((((((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1))||(((i6.u23.p96==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i5.u20.p82==1))||(((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(i4.u17.p70==1))||(((i6.u23.p95==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i0.u2.p12==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))))) * AG((((((((((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(i9.u29.p119==1))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1))))) * ((((((i2.u11.p48==1)||(((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i1.u5.p23==1)&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))) * ((((((((((i9.u8.p34==1)||(i5.u20.p83==1))||(i7.u25.p104==1))||(i3.u14.p58==1))||(i10.u30.p121==1))||(i6.u23.p94==1))||(((i7.u24.p97==0)&&(((i0.u2.p11==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i5.u20.p83==0)||(i9.u29.p120==0))||(i9.u29.p145==0))))||(((i4.u17.p71==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))))
=> equivalent forward existential formula: [((((FwdU(Init,TRUE) * ((((((((((i9.u8.p34==1)||(i5.u20.p83==1))||(i7.u25.p104==1))||(i3.u14.p58==1))||(i10.u30.p121==1))||(i6.u23.p94==1))||(((i7.u24.p97==0)&&(((i0.u2.p11==0)||(i10.u32.p132==0))||(i9.u29.p145==0)))&&(((i5.u20.p83==0)||(i9.u29.p120==0))||(i9.u29.p145==0))))||(((i4.u17.p71==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1)))||((i10.u31.p125==1)&&(i8.i1.u27.p146==1)))) * ((((((i2.u11.p48==1)||(((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i1.u5.p23==1)&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))) * !(!(EX(!(!(EG(!((((((((((((i9.u8.p35==1)&&(i2.u11.p48==1))&&(i9.u29.p145==1))||(((i6.u23.p96==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i5.u20.p82==1))||(((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(i4.u17.p70==1))||(((i6.u23.p95==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i0.u2.p12==1))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1))))))))))) * !(E(TRUE U !((((((((((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(i9.u29.p119==1))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i4.u17.p71==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))))))] != FALSE
(forward)formula 6,0,44.1065,705808,1,0,1.1052e+06,672,3539,2.24009e+06,288,2417,982787
FORMULA FlexibleBarrier-PT-12a-CTLFireability-08 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: !(AG(E((((EF((((((i0.u2.p12==0)||(i9.u8.p35==0))||(i9.u29.p145==0))&&(i3.u14.p58==0))&&(((i0.u2.p11==0)||(i9.u29.p120==0))||(i9.u29.p145==0)))) * EX(((((i4.u16.p65==1)||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i6.u22.p92==1))||(i10.u31.p125==1)))) * (((((((((((((((i0.u1.p7==1)&&(i8.i1.u27.p146==1))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i11.u34.p140==1))||(((i3.u14.p60==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i0.u0.p3==1))||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i11.u35.p142==1))||(i8.i1.u27.p109==1))) * AX(((((((((i9.u8.p35==1)&&(i9.u29.p145==1))||(((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i3.u12.p51==1))||(i10.u31.p128==1))||(((i1.u5.p24==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||((i10.u31.p127==1)&&(i8.i1.u27.p146==1)))||(i2.u10.p44==1)))) U ((((((((((i7.u24.p97==1)||(((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(i1.u4.p20==1))||((i10.u30.p124==1)&&(i8.i1.u27.p146==1)))||((i11.u34.p137==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||((i7.u25.p103==1)&&(i8.i1.u27.p146==1))) + EF(((((((((i3.u14.p60==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||((i6.u21.p86==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))&&((((((((((((i3.u14.p60==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(i4.u16.p65==1))||(i8.i0.u7.p32==1))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(i1.u5.p22==1))||(((i2.u11.p47==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i11.u35.p142==1))||(i7.u26.p108==1))||(i10.u31.p125==1))))))))
=> equivalent forward existential formula: [(FwdU(Init,TRUE) * !(E((((E(TRUE U (((((i0.u2.p12==0)||(i9.u8.p35==0))||(i9.u29.p145==0))&&(i3.u14.p58==0))&&(((i0.u2.p11==0)||(i9.u29.p120==0))||(i9.u29.p145==0)))) * EX(((((i4.u16.p65==1)||(((i9.u8.p35==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i6.u22.p92==1))||(i10.u31.p125==1)))) * (((((((((((((((i0.u1.p7==1)&&(i8.i1.u27.p146==1))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i3.u14.p59==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1)))||(i11.u34.p140==1))||(((i3.u14.p60==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i0.u0.p3==1))||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i11.u35.p142==1))||(i8.i1.u27.p109==1))) * !(EX(!(((((((((i9.u8.p35==1)&&(i9.u29.p145==1))||(((i3.u14.p60==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i3.u12.p51==1))||(i10.u31.p128==1))||(((i1.u5.p24==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||((i10.u31.p127==1)&&(i8.i1.u27.p146==1)))||(i2.u10.p44==1)))))) U ((((((((((i7.u24.p97==1)||(((i0.u2.p12==1)&&(i9.u8.p35==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(i1.u4.p20==1))||((i10.u30.p124==1)&&(i8.i1.u27.p146==1)))||((i11.u34.p137==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||((i7.u25.p103==1)&&(i8.i1.u27.p146==1))) + E(TRUE U ((((((((i3.u14.p60==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||((i6.u21.p86==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))&&((((((((((((i3.u14.p60==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1))||(i4.u16.p65==1))||(i8.i0.u7.p32==1))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(i1.u5.p22==1))||(((i2.u11.p47==1)&&(i3.u14.p60==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||(i11.u35.p142==1))||(i7.u26.p108==1))||(i10.u31.p125==1))))))))] != FALSE
(forward)formula 7,0,44.2521,707656,1,0,1.11087e+06,675,3684,2.24893e+06,288,2433,990434
FORMULA FlexibleBarrier-PT-12a-CTLFireability-09 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: AG(EX((((((((((i10.u30.p121==1)||(i11.u35.p143==1))||(i8.i1.u27.p109==1))||(((i0.u2.p12==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i9.u8.p33==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||((i8.i1.u28.p113==1)&&(i8.i1.u27.p146==1)))))
=> equivalent forward existential formula: [(FwdU(Init,TRUE) * !(EX((((((((((i10.u30.p121==1)||(i11.u35.p143==1))||(i8.i1.u27.p109==1))||(((i0.u2.p12==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||(((i4.u17.p72==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))||((i9.u8.p33==1)&&(i8.i1.u27.p146==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||((i8.i1.u28.p113==1)&&(i8.i1.u27.p146==1))))))] = FALSE
(forward)formula 8,0,44.2838,708184,1,0,1.11188e+06,675,3728,2.25161e+06,288,2437,991301
FORMULA FlexibleBarrier-PT-12a-CTLFireability-11 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: A(AX(((i11.u35.p142==1)||((i11.u35.p143==1)&&(i9.u29.p145==1)))) U (A((((((((!(AF(((((((((i5.u20.p83==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i7.u26.p106==1))||(i9.u29.p120==1))||(((i6.u23.p96==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))) + (i0.u1.p5==1)) + (((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))) + ((i8.i0.u6.p28==1)&&(i8.i1.u27.p146==1))) + (i4.u15.p61==1)) + (((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))) + (((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))) + (((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))) U ((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))) * ((((i8.i1.u28.p113==1)||(i1.u5.p24==1))||(i11.u34.p140==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))
=> equivalent forward existential formula: [((Init * !(EG(!((!((E(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))) U (!((((((((!(!(EG(!(((((((((i5.u20.p83==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i7.u26.p106==1))||(i9.u29.p120==1))||(((i6.u23.p96==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))))) + (i0.u1.p5==1)) + (((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))) + ((i8.i0.u6.p28==1)&&(i8.i1.u27.p146==1))) + (i4.u15.p61==1)) + (((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))) + (((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))) + (((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))) * !(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))))) + EG(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))))) * ((((i8.i1.u28.p113==1)||(i1.u5.p24==1))||(i11.u34.p140==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))))) * !(E(!((!((E(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))) U (!((((((((!(!(EG(!(((((((((i5.u20.p83==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i7.u26.p106==1))||(i9.u29.p120==1))||(((i6.u23.p96==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))))) + (i0.u1.p5==1)) + (((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))) + ((i8.i0.u6.p28==1)&&(i8.i1.u27.p146==1))) + (i4.u15.p61==1)) + (((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))) + (((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))) + (((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))) * !(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))))) + EG(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))))) * ((((i8.i1.u28.p113==1)||(i1.u5.p24==1))||(i11.u34.p140==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))) U (!(!(EX(!(((i11.u35.p142==1)||((i11.u35.p143==1)&&(i9.u29.p145==1))))))) * !((!((E(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))) U (!((((((((!(!(EG(!(((((((((i5.u20.p83==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1))||(i7.u26.p106==1))||(i9.u29.p120==1))||(((i6.u23.p96==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i1.u3.p13==1))||(((i1.u5.p23==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))))) + (i0.u1.p5==1)) + (((i0.u2.p11==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))) + ((i8.i0.u6.p28==1)&&(i8.i1.u27.p146==1))) + (i4.u15.p61==1)) + (((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))) + (((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1))) + (((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))) * !(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1))))))) + EG(!(((i8.i1.u27.p109==0)&&((((((((((((((i9.u8.p34==1)||((i0.u1.p7==1)&&(i8.i1.u27.p146==1)))||(((i7.u26.p108==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(i2.u9.p37==1))||(((i0.u2.p12==1)&&(i5.u20.p83==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u8.p36==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i3.u14.p59==1))&&(i9.u29.p145==1)))||(((i2.u11.p47==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(((i10.u32.p132==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i9.u8.p36==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p24==1)&&(i2.u11.p47==1))&&(i9.u29.p145==1)))||((i7.u24.p100==1)&&(i8.i1.u27.p146==1)))||(((i0.u2.p12==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u8.p35==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))))) * ((((i8.i1.u28.p113==1)||(i1.u5.p24==1))||(i11.u34.p140==1))||(((i4.u17.p71==1)&&(i6.u23.p96==1))&&(i9.u29.p145==1)))))))))] != FALSE
Fast SCC detection found an SCC at level 1
Fast SCC detection found an SCC at level 2
Fast SCC detection found an SCC at level 3
Fast SCC detection found an SCC at level 4
Fast SCC detection found an SCC at level 5
Fast SCC detection found an SCC at level 6
Fast SCC detection found an SCC at level 7
Fast SCC detection found an SCC at level 8
Fast SCC detection found an SCC at level 9
Fast SCC detection found an SCC at level 10
Fast SCC detection found an SCC at level 11
(forward)formula 9,0,53.8595,929416,1,0,1.49643e+06,711,3853,3.1831e+06,288,2751,1434528
FORMULA FlexibleBarrier-PT-12a-CTLFireability-12 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: EX(AF((((((((((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))||(((i2.u11.p48==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i9.u29.p119==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))) + (EX((((((((((((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(i11.u35.p0==1))||((i10.u32.p129==1)&&(i8.i1.u27.p146==1)))||(((i6.u23.p96==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i0.u0.p3==1))||(((i9.u8.p35==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))) * (((((((((i2.u9.p37==1)||(i1.u5.p22==1))||(i7.u26.p106==1))||(i11.u35.p142==1))||((i3.u12.p52==1)&&(i8.i1.u27.p146==1)))||(((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))))))
=> equivalent forward existential formula: [(EY(Init) * !(EG(!((((((((((i6.u23.p96==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1))||(((i2.u11.p48==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(((i2.u11.p48==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i0.u2.p11==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i9.u29.p119==1)&&(i10.u32.p132==1))&&(i9.u29.p145==1))) + (EX((((((((((((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(i11.u35.p0==1))||((i10.u32.p129==1)&&(i8.i1.u27.p146==1)))||(((i6.u23.p96==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))||(i0.u0.p3==1))||(((i9.u8.p35==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))||(((i6.u23.p95==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i4.u17.p71==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))) * (((((((((i2.u9.p37==1)||(i1.u5.p22==1))||(i7.u26.p106==1))||(i11.u35.p142==1))||((i3.u12.p52==1)&&(i8.i1.u27.p146==1)))||(((i2.u11.p48==1)&&(i4.u17.p71==1))&&(i9.u29.p145==1)))||(((i9.u29.p120==1)&&(i10.u32.p131==1))&&(i9.u29.p145==1)))||((i2.u9.p38==1)&&(i8.i1.u27.p146==1)))||(((i5.u20.p84==1)&&(i6.u23.p95==1))&&(i9.u29.p145==1)))))))))] != FALSE
Fast SCC detection found an SCC at level 1
Fast SCC detection found an SCC at level 2
Fast SCC detection found an SCC at level 3
Fast SCC detection found an SCC at level 4
Fast SCC detection found an SCC at level 5
Fast SCC detection found an SCC at level 6
Fast SCC detection found an SCC at level 7
Fast SCC detection found an SCC at level 8
Fast SCC detection found an SCC at level 9
Fast SCC detection found an SCC at level 10
Fast SCC detection found an SCC at level 11
(forward)formula 10,0,54.3828,941032,1,0,1.52152e+06,711,3932,3.23386e+06,288,2752,1451819
FORMULA FlexibleBarrier-PT-12a-CTLFireability-14 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is FALSE !

***************************************

original formula: AF(!(A(AX(((((((((((((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i3.u12.p51==1))||(i2.u9.p37==1))||(i7.u25.p101==1))||(((i5.u20.p84==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i3.u14.p58==1))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1)))) U EX(AG((((((i8.i0.u7.p32==1)||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))))))
=> equivalent forward existential formula: [FwdG(Init,!(!(!((E(!(EX(!(E(TRUE U !((((((i8.i0.u7.p32==1)||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))))))) U (!(!(EX(!(((((((((((((i4.u17.p72==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1))||(((i2.u11.p47==1)&&(i9.u29.p120==1))&&(i9.u29.p145==1)))||(i3.u12.p51==1))||(i2.u9.p37==1))||(i7.u25.p101==1))||(((i5.u20.p84==1)&&(i7.u26.p107==1))&&(i9.u29.p145==1)))||(((i1.u5.p23==1)&&(i5.u20.p84==1))&&(i9.u29.p145==1)))||(i3.u14.p58==1))||(((i9.u29.p120==1)&&(i11.u35.p143==1))&&(i9.u29.p145==1)))||(((i3.u14.p60==1)&&(i9.u29.p119==1))&&(i9.u29.p145==1))))))) * !(EX(!(E(TRUE U !((((((i8.i0.u7.p32==1)||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1)))))))))) + EG(!(EX(!(E(TRUE U !((((((i8.i0.u7.p32==1)||(((i2.u11.p47==1)&&(i7.u26.p108==1))&&(i9.u29.p145==1)))||(((i0.u2.p12==1)&&(i1.u5.p23==1))&&(i9.u29.p145==1)))||(i9.u29.p118==1))||(((i9.u8.p35==1)&&(i4.u17.p72==1))&&(i9.u29.p145==1))))))))))))))] = FALSE
(forward)formula 11,1,54.4261,941824,1,0,1.52286e+06,711,3972,3.23578e+06,288,2752,1453451
FORMULA FlexibleBarrier-PT-12a-CTLFireability-15 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
Formula is TRUE !

***************************************


BK_STOP 1621135545774

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

+ export BINDIR=/home/mcc/BenchKit/bin//../
+ BINDIR=/home/mcc/BenchKit/bin//../
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ CTLFireability = StateSpace ]]
+ /home/mcc/BenchKit/bin//..//runeclipse.sh /home/mcc/execution CTLFireability -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600
+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
++ cut -d . -f 9
++ ls /home/mcc/BenchKit/bin//..//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202104292328.jar
+ VERSION=0
+ echo 'Running Version 0'
+ /home/mcc/BenchKit/bin//..//itstools/its-tools -data /home/mcc/execution/workspace -pnfolder /home/mcc/execution -examination CTLFireability -spotpath /home/mcc/BenchKit/bin//..//ltlfilt -z3path /home/mcc/BenchKit/bin//..//z3/bin/z3 -yices2path /home/mcc/BenchKit/bin//..//yices/bin/yices -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600 -vmargs -Dosgi.locking=none -Declipse.stateSaveDelayInterval=-1 -Dosgi.configuration.area=/tmp/.eclipse -Xss128m -Xms40m -Xmx16000m

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="FlexibleBarrier-PT-12a"
export BK_EXAMINATION="CTLFireability"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"

# 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

# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-4028"
echo " Executing tool itstools"
echo " Input is FlexibleBarrier-PT-12a, examination is CTLFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r102-smll-162075331000066"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/FlexibleBarrier-PT-12a.tgz
mv FlexibleBarrier-PT-12a execution
cd execution
if [ "CTLFireability" = "ReachabilityDeadlock" ] || [ "CTLFireability" = "UpperBounds" ] || [ "CTLFireability" = "QuasiLiveness" ] || [ "CTLFireability" = "StableMarking" ] || [ "CTLFireability" = "Liveness" ] || [ "CTLFireability" = "OneSafe" ] || [ "CTLFireability" = "StateSpace" ]; then
rm -f GenericPropertiesVerdict.xml
fi
pwd
ls -lh

echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "CTLFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "CTLFireability" != "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 "CTLFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property CTLFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "CTLFireability.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 '' CTLFireability.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "CTLFireability" = "ReachabilityDeadlock" ] || [ "CTLFireability" = "QuasiLiveness" ] || [ "CTLFireability" = "StableMarking" ] || [ "CTLFireability" = "Liveness" ] || [ "CTLFireability" = "OneSafe" ] ; then
echo "FORMULA_NAME CTLFireability"
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 ;