Execution Chart

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

Trace from the execution

Formatting '/mnt/tpsp/fkordon/mcc2020-input.r132-tajo-158961400300111.qcow2', fmt=qcow2 size=4294967296 backing_file='/mnt/tpsp/fkordon/mcc2020-input.qcow2' encryption=off cluster_size=65536 lazy_refcounts=off
Waiting for the VM to be ready (probing ssh)
...................
=====================================================================
Generated by BenchKit 2-4028
Executing tool itstools
Input is Philosophers-PT-005000, examination is ReachabilityDeadlock
Time confinement is 1800 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r132-tajo-158961400300111
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 79M
-rw-r--r-- 1 mcc users 2.6M Apr 27 15:14 CTLCardinality.txt
-rw-r--r-- 1 mcc users 8.4M Apr 27 15:14 CTLCardinality.xml
-rw-r--r-- 1 mcc users 1.3M Apr 27 15:14 CTLFireability.txt
-rw-r--r-- 1 mcc users 5.2M Apr 27 15:14 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.0K Apr 27 15:14 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 3.5M Apr 27 15:14 LTLCardinality.txt
-rw-r--r-- 1 mcc users 13M Apr 28 14:01 LTLCardinality.xml
-rw-r--r-- 1 mcc users 1.8M Apr 27 15:14 LTLFireability.txt
-rw-r--r-- 1 mcc users 7.9M Apr 28 14:01 LTLFireability.xml
-rw-r--r-- 1 mcc users 1.2M Apr 27 15:14 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 3.7M Apr 27 15:14 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 1.7M Apr 27 15:14 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 6.8M Apr 27 15:14 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 521K Apr 27 15:14 UpperBounds.txt
-rw-r--r-- 1 mcc users 1.3M Apr 27 15:14 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 Apr 27 15:14 equiv_col
-rw-r--r-- 1 mcc users 7 Apr 27 15:14 instance
-rw-r--r-- 1 mcc users 6 Apr 27 15:14 iscolored
-rw-r--r-- 1 mcc users 21M Apr 27 15:14 model.pnml

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

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

The expected result is a vector of booleans
BOOL_VECTOR

FORMULA_NAME ReachabilityDeadlock

=== Now, execution of the tool begins

BK_START 1589953032242

[2020-05-20 05:37:14] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, ReachabilityDeadlock, -z3path, /home/mcc/BenchKit//z3/bin/z3, -yices2path, /home/mcc/BenchKit//yices/bin/yices, -its, -ltsminpath, /home/mcc/BenchKit//lts_install_dir/, -greatspnpath, /home/mcc/BenchKit//greatspn/, -order, META, -manyOrder, -smt, -timeout, 1800]
[2020-05-20 05:37:14] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2020-05-20 05:37:15] [INFO ] Load time of PNML (sax parser for PT used): 902 ms
[2020-05-20 05:37:15] [INFO ] Transformed 25000 places.
[2020-05-20 05:37:15] [INFO ] Transformed 25000 transitions.
[2020-05-20 05:37:15] [INFO ] Parsed PT model containing 25000 places and 25000 transitions in 1161 ms.
Parsed 1 properties from file /home/mcc/execution/ReachabilityDeadlock.xml in 176 ms.
Working with output stream class java.io.PrintStream
Built sparse matrix representations for Structural reductions in 25 ms.65456KB memory used
Starting structural reductions, iteration 0 : 25000/25000 places, 25000/25000 transitions.
Performed 5000 Post agglomeration using F-continuation condition.Transition count delta: 5000
Deduced a syphon composed of 5000 places in 18 ms
Reduce places removed 5000 places and 0 transitions.
Iterating global reduction 0 with 10000 rules applied. Total rules applied 10000 place count 20000 transition count 20000
Applied a total of 10000 rules in 9196 ms. Remains 20000 /25000 variables (removed 5000) and now considering 20000/25000 (removed 5000) transitions.
Finished structural reductions, in 1 iterations. Remains : 20000/25000 places, 20000/25000 transitions.
Interrupted Parikh directed walk after 57805 steps, including 0 resets, run timeout after 30001 ms. (steps per millisecond=1 )
// Phase 1: matrix 20000 rows 20000 cols
[2020-05-20 05:37:55] [INFO ] Computed 10000 place invariants in 588 ms
[2020-05-20 05:42:55] [INFO ] SMT solver returned unknown. Retrying;
[2020-05-20 05:42:55] [INFO ] [Real]Absence check using 10000 positive place invariants in 147550 ms returned (error "Failed to check-sat")
[2020-05-20 05:42:55] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2020-05-20 05:42:55] [WARNING] SMT solver failed with error :java.lang.RuntimeException: SMT solver raised an error when submitting script. Raised (error "Error writing to Z3 solver: java.io.IOException: Stream closed") while checking Deadlocks.
Interrupted Parikh directed walk after 20000 steps, including 0 resets, run timeout after 33345 ms. (steps per millisecond=0 )
Interrupted Parikh directed walk after 58010 steps, including 0 resets, run timeout after 30001 ms. (steps per millisecond=1 )
Interrupted Parikh directed walk after 20000 steps, including 0 resets, run timeout after 33463 ms. (steps per millisecond=0 )
Interrupted Parikh directed walk after 63288 steps, including 0 resets, run timeout after 30001 ms. (steps per millisecond=2 )
[2020-05-20 05:45:04] [INFO ] Flatten gal took : 1209 ms
Using solver Z3 to compute partial order matrices.
Built C files in :
/home/mcc/execution
[2020-05-20 05:45:06] [INFO ] Applying decomposition
[2020-05-20 05:45:08] [INFO ] Input system was already deterministic with 25000 transitions.
[2020-05-20 05:45:08] [INFO ] Too many transitions (25000) to apply POR reductions. Disabling POR matrices.
[2020-05-20 05:45:08] [INFO ] Flatten gal took : 1716 ms
[2020-05-20 05:45:11] [INFO ] Built C files in 5680ms conformant to PINS in folder :/home/mcc/execution
Running compilation step : CommandLine [args=[gcc, -c, -I/home/mcc/BenchKit//lts_install_dir//include, -I., -std=c99, -fPIC, -O2, model.c], workingDir=/home/mcc/execution]
Converted graph to binary with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202005100927/bin/convert-linux64, -i, /tmp/graph3828650322302922538.txt, -o, /tmp/graph3828650322302922538.bin, -w, /tmp/graph3828650322302922538.weights], workingDir=null]
Built communities with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202005100927/bin/louvain-linux64, /tmp/graph3828650322302922538.bin, -l, -1, -v, -w, /tmp/graph3828650322302922538.weights, -q, 0, -e, 0.001], workingDir=null]
[2020-05-20 05:45:12] [INFO ] Decomposing Gal with order
[2020-05-20 05:45:15] [INFO ] Rewriting arrays to variables to allow decomposition.
[2020-05-20 05:46:14] [INFO ] Removed a total of 4949 redundant transitions.
[2020-05-20 05:46:15] [INFO ] Flatten gal took : 2907 ms
[2020-05-20 05:46:17] [INFO ] Fuse similar labels procedure discarded/fused a total of 13174 labels/synchronizations in 967 ms.
[2020-05-20 05:46:17] [INFO ] Time to serialize gal into /home/mcc/execution/ReachabilityDeadlock.pnml.gal : 354 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-ctl-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityDeadlock.pnml.gal, -t, CGAL, -ctl, DEADLOCK], workingDir=/home/mcc/execution]

its-ctl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-ctl-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityDeadlock.pnml.gal -t CGAL -ctl DEADLOCK
No direction supplied, using forward translation only.
built 141 ordering constraints for composite.
built 50 ordering constraints for composite.
built 33 ordering constraints for composite.
built 44 ordering constraints for composite.
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built 5 ordering constraints for composite.
built 34 ordering constraints for composite.
built 35 ordering constraints for composite.
built 33 ordering constraints for composite.
built 34 ordering constraints for composite.
built 33 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 7 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 7 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 48 ordering constraints for composite.
built 36 ordering constraints for composite.
built 30 ordering constraints for composite.
built 34 ordering constraints for composite.
built 37 ordering constraints for composite.
built 40 ordering constraints for composite.
built 37 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 7 ordering constraints for composite.
built 7 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 7 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 7 ordering constraints for composite.
built 5 ordering constraints for composite.
built 7 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 6 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 7 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 5 ordering constraints for composite.
built 42 ordering constraints for composite.
built 33 ordering constraints for composite.
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,4.039e+2385,208.62,481896,122600,58,1.355e+06,1414,12518,938034,101,1645,0


Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
dead,2,219.507,702720,6717,31,1.71555e+06,1414,34587,1.58081e+06,372,1859,4039965

System contains 2 deadlocks (shown below if less than --print-limit option) !
FORMULA ReachabilityDeadlock TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
[ i93={[ u2970={[ Catch2_4399=1 ]
} u4191={[ Catch2_4398=1 ]
} u4189={[ Catch2_4400=1 ]
} u4195={[ Catch2_4415=1 ]
} u2596={[ Catch2_4414=1 ]
} u4180={[ Catch2_4397=1 ]
} u2595={[ Catch2_4416=1 ]
} u4186={[ Catch2_4413=1 ]
} u2594={[ Catch2_4417=1 ]
} u4190={[ Catch2_4401=1 ]
} u2585={[ Catch2_4396=1 ]
} u4194={[ Catch2_4418=1 ]
} u4185={[ Catch2_4412=1 ]
} u2973={[ Catch2_4395=1 ]
} u4187={[ Catch2_4408=1 ]
} u4188={[ Catch2_4407=1 ]
} u2971={[ Catch2_4409=1 ]
} u2593={[ Catch2_4419=1 ]
} u2590={[ Catch2_4411=1 ]
} u2586={[ Catch2_4402=1 ]
} u508={[ Catch2_4410=1 ]
} u2599={[ Catch2_4425=1 ]
} u2589={[ Catch2_4406=1 ]
} u2592={[ Catch2_4421=1 Catch2_4420=1 ]
} u2601={[ Catch2_4424=1 ]
} u2600={[ Catch2_4423=1 ]
} u2591={[ Catch2_4422=1 ]
} u2587={[ Catch2_4403=1 ]
} u2588={[ Catch2_4405=1 ]
} u507={[ Catch2_4404=1 ]
} ]
} i22={[ u4203={[ Catch2_4432=1 ]
} u2969={[ Catch2_4433=1 ]
} u4202={[ Catch2_4431=1 ]
} u4257={[ Catch2_4459=1 ]
} u4256={[ Catch2_4460=1 ]
} u4200={[ Catch2_4434=1 ]
} u2614={[ Catch2_4462=1 Catch2_4461=1 ]
} u2613={[ Catch2_4458=1 ]
} u4201={[ Catch2_4430=1 ]
} u4193={[ Catch2_4426=1 ]
} u4199={[ Catch2_4440=1 ]
} u520={[ Catch2_4441=1 ]
} u4192={[ Catch2_4427=1 ]
} u2968={[ Catch2_4435=1 ]
} u2597={[ Catch2_4429=1 ]
} u2598={[ Catch2_4428=1 ]
} u2617={[ Catch2_4457=1 ]
} u4198={[ Catch2_4439=1 ]
} u4196={[ Catch2_4442=1 ]
} u2967={[ Catch2_4447=1 ]
} u2611={[ Catch2_4446=1 ]
} u2604={[ Catch2_4436=1 ]
} u2610={[ Catch2_4448=1 ]
} u2605={[ Catch2_4445=1 ]
} u519={[ Catch2_4443=1 ]
} u2603={[ Catch2_4438=1 ]
} u4197={[ Catch2_4444=1 ]
} u2602={[ Catch2_4437=1 ]
} u2616={[ Catch2_4456=1 ]
} u2612={[ Catch2_4449=1 ]
} u518={[ Catch2_4455=1 ]
} u2615={[ Catch2_4454=1 ]
} u2608={[ Catch2_4453=1 ]
} u2607={[ Catch2_4450=1 ]
} u2609={[ Catch2_4452=1 ]
} u2606={[ Catch2_4451=1 ]
} ]
} i122={[ i1={[ i1={[ i2={[ i1={[ u4211={[ Catch2_4345=1 ]
} u2565={[ Catch2_4346=1 ]
} ]
} i0={[ u2564={[ Catch2_4343=1 ]
} u2563={[ Catch2_4344=1 ]
} ]
} ]
} i1={[ i1={[ u4220={[ Catch2_4351=1 ]
} u4213={[ Catch2_4349=1 ]
} u2975={[ Catch2_4350=1 ]
} ]
} i0={[ u559={[ Catch2_4347=1 ]
} u558={[ Catch2_4348=1 ]
} ]
} ]
} i0={[ i1={[ u4221={[ Catch2_4355=1 ]
} u2566={[ Catch2_4354=1 ]
} ]
} i0={[ u2567={[ Catch2_4352=1 ]
} u513={[ Catch2_4353=1 ]
} ]
} ]
} ]
} i0={[ i2={[ i1={[ u4226={[ Catch2_4370=1 ]
} u4225={[ Catch2_4369=1 ]
} ]
} i0={[ u4224={[ Catch2_4366=1 ]
} u2573={[ Catch2_4367=1 ]
} u2572={[ Catch2_4368=1 ]
} ]
} ]
} i1={[ i1={[ u4219={[ Catch2_4365=1 ]
} u2571={[ Catch2_4364=1 ]
} ]
} i0={[ u4217={[ Catch2_4361=1 ]
} u516={[ Catch2_4362=1 ]
} u515={[ Catch2_4363=1 ]
} ]
} ]
} i0={[ i1={[ u2569={[ Catch2_4356=1 ]
} u2568={[ Catch2_4357=1 ]
} u514={[ Catch2_4358=1 ]
} ]
} i0={[ u4218={[ Catch2_4360=1 ]
} u2570={[ Catch2_4359=1 ]
} ]
} ]
} ]
} ]
} i0={[ i1={[ i1={[ i1={[ u4184={[ Catch2_4383=1 ]
} u2972={[ Catch2_4382=1 ]
} ]
} i0={[ u2582={[ Catch2_4386=1 ]
} u2580={[ Catch2_4385=1 ]
} u2579={[ Catch2_4384=1 ]
} ]
} ]
} i0={[ i2={[ u4182={[ Catch2_4390=1 ]
} u2583={[ Catch2_4391=1 ]
} ]
} i1={[ u4181={[ Catch2_4394=1 ]
} u2584={[ Catch2_4393=1 ]
} u510={[ Catch2_4392=1 ]
} ]
} i0={[ u4183={[ Catch2_4389=1 ]
} u2581={[ Catch2_4387=1 ]
} u509={[ Catch2_4388=1 ]
} ]
} ]
} ]
} i0={[ i1={[ i1={[ u2974={[ Catch2_4373=1 ]
} u2575={[ Catch2_4374=1 ]
} ]
} i0={[ u4227={[ Catch2_4371=1 ]
} u2574={[ Catch2_4372=1 ]
} ]
} ]
} i0={[ i2={[ u2577={[ Catch2_4379=1 ]
} u2576={[ Catch2_4378=1 ]
} ]
} i1={[ u2578={[ Catch2_4380=1 ]
} u512={[ Catch2_4381=1 ]
} ]
} i0={[ u4223={[ Catch2_4377=1 ]
} u4222={[ Catch2_4375=1 ]
} u511={[ Catch2_4376=1 ]
} ]
} ]
} ]
} ]
} ]
} i125={[ u4274={[ Catch2_4496=1 ]
} u4272={[ Catch2_4495=1 ]
} u2620={[ Catch2_4494=1 ]
} u4271={[ Catch2_4493=1 ]
} u4270={[ Catch2_4492=1 ]
} u2625={[ Catch2_4491=1 ]
} u526={[ Catch2_4485=1 ]
} u4267={[ Catch2_4486=1 ]
} u4266={[ Catch2_4484=1 ]
} u4259={[ Catch2_4468=1 ]
} u4260={[ Catch2_4467=1 ]
} u2966={[ Catch2_4469=1 ]
} u4268={[ Catch2_4487=1 ]
} u4269={[ Catch2_4490=1 ]
} u4265={[ Catch2_4483=1 ]
} u2965={[ Catch2_4470=1 ]
} u2624={[ Catch2_4488=1 ]
} u2623={[ Catch2_4489=1 ]
} u4261={[ Catch2_4466=1 ]
} u2629={[ Catch2_4471=1 ]
} u527={[ Catch2_4482=1 ]
} u2964={[ Catch2_4472=1 ]
} u4262={[ Catch2_4473=1 ]
} u4264={[ Catch2_4481=1 ]
} u2619={[ Catch2_4465=1 ]
} u2630={[ Catch2_4474=1 ]
} u2628={[ Catch2_4480=1 ]
} u2627={[ Catch2_4479=1 ]
} u2631={[ Catch2_4475=1 ]
} u2626={[ Catch2_4478=1 ]
} u4263={[ Catch2_4477=1 ]
} u517={[ Catch2_4476=1 ]
} u4258={[ Catch2_4464=1 ]
} u2618={[ Catch2_4463=1 ]
} ]
} i63={[ u4695={[ Catch2_3050=1 ]
} u4693={[ Catch2_3049=1 ]
} u4694={[ Catch2_3051=1 ]
} u1808={[ Catch2_3048=1 ]
} u4464={[ Catch2_3026=1 ]
} u4463={[ Catch2_3027=1 ]
} u1809={[ Catch2_3052=1 ]
} u4462={[ Catch2_3025=1 ]
} u4465={[ Catch2_3029=1 Catch2_3028=1 ]
} u1810={[ Catch2_3053=1 ]
} u4690={[ Catch2_3042=1 Catch2_3041=1 ]
} u4692={[ Catch2_3047=1 ]
} u4683={[ Catch2_3054=1 ]
} u4691={[ Catch2_3043=1 ]
} u1797={[ Catch2_3040=1 ]
} u355={[ Catch2_3055=1 ]
} u4458={[ Catch2_3030=1 ]
} u4684={[ Catch2_3056=1 ]
} u1804={[ Catch2_3057=1 ]
} u4689={[ Catch2_3039=1 ]
} u2828={[ Catch2_3058=1 ]
} u1798={[ Catch2_3044=1 ]
} u1805={[ Catch2_3059=1 ]
} u353={[ Catch2_3046=1 ]
} u1799={[ Catch2_3045=1 ]
} u1806={[ Catch2_3060=1 ]
} u1796={[ Catch2_3038=1 ]
} u1800={[ Catch2_3031=1 ]
} u1802={[ Catch2_3037=1 ]
} u1803={[ Catch2_3036=1 ]
} u4459={[ Catch2_3035=1 ]
} u1807={[ Catch2_3061=1 ]
} u1801={[ Catch2_3034=1 ]
} u360={[ Catch2_3032=1 ]
} u1766={[ Catch2_3062=1 ]
} u361={[ Catch2_3033=1 ]
} ]
} i123={[ u4210={[ Catch2_4318=1 ]
} u4215={[ Catch2_4337=1 ]
} u4209={[ Catch2_4319=1 ]
} u4214={[ Catch2_4336=1 ]
} u4212={[ Catch2_4342=1 ]
} u4353={[ Catch2_4317=1 ]
} u4204={[ Catch2_4329=1 ]
} u4205={[ Catch2_4328=1 ]
} u2562={[ Catch2_4327=1 ]
} u4216={[ Catch2_4338=1 ]
} u4207={[ Catch2_4330=1 ]
} u2558={[ Catch2_4335=1 ]
} u2557={[ Catch2_4341=1 ]
} u4208={[ Catch2_4320=1 ]
} u4206={[ Catch2_4326=1 ]
} u560={[ Catch2_4339=1 ]
} u2556={[ Catch2_4340=1 ]
} u2552={[ Catch2_4316=1 ]
} u2559={[ Catch2_4334=1 ]
} u2560={[ Catch2_4331=1 ]
} u2891={[ Catch2_4325=1 ]
} u2561={[ Catch2_4333=1 ]
} u555={[ Catch2_4332=1 ]
} u2550={[ Catch2_4321=1 ]
} u2551={[ Catch2_4315=1 ]
} u2554={[ Catch2_4312=1 ]
} u2555={[ Catch2_4313=1 ]
} u566={[ Catch2_4314=1 ]
} u2549={[ Catch2_4324=1 ]
} u556={[ Catch2_4322=1 ]
} u557={[ Catch2_4323=1 ]
} ]
} i135={[ u4475={[ Catch2_2997=1 ]
} u2849={[ Catch2_3024=1 ]
} u4470={[ Catch2_2998=1 ]
} u4460={[ Catch2_3023=1 ]
} u4461={[ Catch2_3022=1 ]
} u4471={[ Catch2_3004=1 ]
} u4472={[ Catch2_3003=1 ]
} u1792={[ Catch2_2999=1 ]
} u1795={[ Catch2_3021=1 ]
} u357={[ Catch2_3020=1 ]
} u4455={[ Catch2_3019=1 ]
} u4454={[ Catch2_3018=1 ]
} u1793={[ Catch2_3005=1 ]
} u348={[ Catch2_3002=1 ]
} u1791={[ Catch2_3000=1 ]
} u2847={[ Catch2_3001=1 ]
} u1794={[ Catch2_3017=1 ]
} u1788={[ Catch2_3006=1 ]
} u4456={[ Catch2_3009=1 ]
} u1790={[ Catch2_3010=1 ]
} u356={[ Catch2_3016=1 ]
} u1786={[ Catch2_3008=1 ]
} u1787={[ Catch2_3007=1 ]
} u4457={[ Catch2_3011=1 ]
} u4453={[ Catch2_3015=1 ]
} u359={[ Catch2_3012=1 ]
} u358={[ Catch2_3013=1 ]
} u1789={[ Catch2_3014=1 ]
} ]
} i136={[ u1768={[ Catch2_3075=1 ]
} u4710={[ Catch2_3076=1 ]
} u4711={[ Catch2_3074=1 ]
} u4709={[ Catch2_3077=1 ]
} u4697={[ Catch2_3089=1 ]
} u4707={[ Catch2_3073=1 ]
} u1767={[ Catch2_3078=1 ]
} u4713={[ Catch2_3079=1 ]
} u1773={[ Catch2_3080=1 ]
} u4696={[ Catch2_3088=1 ]
} u1769={[ Catch2_3072=1 ]
} u4712={[ Catch2_3081=1 ]
} u4708={[ Catch2_3071=1 ]
} u4688={[ Catch2_3070=1 Catch2_3069=1 ]
} u4698={[ Catch2_3087=1 ]
} u4687={[ Catch2_3068=1 ]
} u1772={[ Catch2_3082=1 ]
} u1770={[ Catch2_3086=1 ]
} u4686={[ Catch2_3067=1 ]
} u4685={[ Catch2_3063=1 ]
} u2827={[ Catch2_3085=1 ]
} u1771={[ Catch2_3083=1 ]
} u407={[ Catch2_3084=1 ]
} u1764={[ Catch2_3066=1 ]
} u354={[ Catch2_3064=1 ]
} u1765={[ Catch2_3065=1 ]
} ]
} i79={[ u4278={[ Catch2_4507=1 ]
} u4279={[ Catch2_4506=1 ]
} u4280={[ Catch2_4508=1 ]
} u4277={[ Catch2_4505=1 ]
} u2643={[ Catch2_4504=1 ]
} u2644={[ Catch2_4509=1 ]
} u4276={[ Catch2_4503=1 ]
} u2963={[ Catch2_4502=1 ]
} u2645={[ Catch2_4510=1 ]
} u2622={[ Catch2_4501=1 ]
} u4237={[ Catch2_4527=1 ]
} u523={[ Catch2_4526=1 ]
} u4230={[ Catch2_4525=1 ]
} u4273={[ Catch2_4497=1 ]
} u2639={[ Catch2_4511=1 ]
} u2637={[ Catch2_4524=1 ]
} u2638={[ Catch2_4523=1 ]
} u4275={[ Catch2_4500=1 ]
} u4231={[ Catch2_4522=1 ]
} u2621={[ Catch2_4498=1 ]
} u4229={[ Catch2_4512=1 ]
} u525={[ Catch2_4499=1 ]
} u4232={[ Catch2_4521=1 ]
} u524={[ Catch2_4513=1 ]
} u4228={[ Catch2_4514=1 ]
} u2642={[ Catch2_4515=1 ]
} u2634={[ Catch2_4520=1 ]
} u2640={[ Catch2_4516=1 ]
} u2641={[ Catch2_4517=1 ]
} u2635={[ Catch2_4519=1 ]
} u2636={[ Catch2_4518=1 ]
} ]
} i14={[ u4474={[ Catch2_2991=1 ]
} u1835={[ Catch2_2992=1 ]
} u4468={[ Catch2_2990=1 ]
} u4473={[ Catch2_2993=1 ]
} u1838={[ Catch2_2989=1 ]
} u2848={[ Catch2_2994=1 ]
} u1836={[ Catch2_2986=1 ]
} u1837={[ Catch2_2988=1 ]
} u2851={[ Catch2_2987=1 ]
} u4467={[ Catch2_2985=1 ]
} u2850={[ Catch2_2967=1 ]
} u1833={[ Catch2_2968=1 ]
} u4434={[ Catch2_2966=1 ]
} u1834={[ Catch2_2969=1 ]
} u4432={[ Catch2_2970=1 ]
} u4466={[ Catch2_2984=1 ]
} u4476={[ Catch2_2995=1 ]
} u4431={[ Catch2_2971=1 ]
} u4435={[ Catch2_2965=1 ]
} u4426={[ Catch2_2955=1 ]
} u2852={[ Catch2_2975=1 ]
} u1830={[ Catch2_2976=1 ]
} u1832={[ Catch2_2977=1 ]
} u350={[ Catch2_2972=1 ]
} u1831={[ Catch2_2974=1 ]
} u4433={[ Catch2_2973=1 ]
} u1823={[ Catch2_2956=1 ]
} u4469={[ Catch2_2978=1 ]
} u349={[ Catch2_2996=1 ]
} u1839={[ Catch2_2983=1 ]
} u1824={[ Catch2_2957=1 ]
} u347={[ Catch2_2979=1 ]
} u1822={[ Catch2_2958=1 ]
} u1820={[ Catch2_2964=1 ]
} u346={[ Catch2_2982=1 ]
} u4436={[ Catch2_2959=1 ]
} u1828={[ Catch2_2980=1 ]
} u1829={[ Catch2_2981=1 ]
} u1821={[ Catch2_2960=1 ]
} u351={[ Catch2_2963=1 ]
} u1819={[ Catch2_2962=1 ]
} u352={[ Catch2_2961=1 ]
} ]
} i78={[ i1={[ i1={[ i2={[ i1={[ u4347={[ Catch2_4268=1 ]
} u2535={[ Catch2_4269=1 ]
} ]
} i0={[ u4346={[ Catch2_4267=1 ]
} u4345={[ Catch2_4266=1 ]
} u2534={[ Catch2_4265=1 ]
} ]
} ]
} i1={[ i1={[ u2890={[ Catch2_4278=1 ]
} u2532={[ Catch2_4277=1 ]
} ]
} i0={[ u2531={[ Catch2_4275=1 ]
} u2530={[ Catch2_4276=1 ]
} ]
} ]
} i0={[ i1={[ u4336={[ Catch2_4272=1 ]
} u2889={[ Catch2_4274=1 ]
} u2529={[ Catch2_4273=1 ]
} ]
} i0={[ u4335={[ Catch2_4270=1 ]
} u2528={[ Catch2_4271=1 ]
} ]
} ]
} ]
} i0={[ i1={[ i2={[ u4339={[ Catch2_4279=1 ]
} u2540={[ Catch2_4280=1 ]
} ]
} i1={[ u4338={[ Catch2_4284=1 ]
} u4337={[ Catch2_4283=1 ]
} ]
} i0={[ u4340={[ Catch2_4281=1 ]
} u552={[ Catch2_4282=1 ]
} ]
} ]
} i0={[ i2={[ u2538={[ Catch2_4287=1 ]
} u2537={[ Catch2_4288=1 ]
} ]
} i1={[ u2539={[ Catch2_4285=1 ]
} u564={[ Catch2_4286=1 ]
} ]
} i0={[ u565={[ Catch2_4289=1 ]
} u563={[ Catch2_4290=1 ]
} ]
} ]
} ]
} ]
} i0={[ i1={[ i2={[ i1={[ u4354={[ Catch2_4292=1 ]
} u2536={[ Catch2_4291=1 ]
} ]
} i0={[ u4355={[ Catch2_4293=1 ]
} u2888={[ Catch2_4294=1 ]
} ]
} ]
} i1={[ i1={[ u2548={[ Catch2_4298=1 ]
} u562={[ Catch2_4297=1 ]
} ]
} i0={[ u4356={[ Catch2_4296=1 ]
} u561={[ Catch2_4295=1 ]
} ]
} ]
} i0={[ i1={[ u2547={[ Catch2_4299=1 ]
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} u2872={[ Catch1_2346=1 ]
} u3413={[ Catch1_2353=1 ]
} u3411={[ Catch1_2356=1 ]
} u1656={[ Catch1_2350=1 ]
} u1654={[ Catch1_2345=1 ]
} u3418={[ Catch1_2344=1 ]
} u1648={[ Catch1_2365=1 ]
} u1657={[ Catch1_2352=1 ]
} u3414={[ Catch1_2351=1 ]
} u1658={[ Catch1_2357=1 ]
} u3410={[ Catch1_2358=1 ]
} u3408={[ Catch1_2364=1 ]
} u1649={[ Catch1_2359=1 ]
} u3409={[ Catch1_2360=1 ]
} u2870={[ Catch1_2363=1 ]
} u1650={[ Catch1_2361=1 ]
} u309={[ Catch1_2362=1 ]
} ]
} i48={[ u3570={[ Catch1_2065=1 ]
} u3569={[ Catch1_2064=1 ]
} u3572={[ Catch1_2066=1 ]
} u1320={[ Catch1_2073=1 ]
} u3571={[ Catch1_2063=1 ]
} u3566={[ Catch1_2072=1 ]
} u3564={[ Catch1_2051=1 ]
} u3563={[ Catch1_2052=1 ]
} u3567={[ Catch1_2071=1 ]
} u3565={[ Catch1_2050=1 ]
} u1315={[ Catch1_2056=1 ]
} u1314={[ Catch1_2057=1 ]
} u3562={[ Catch1_2053=1 ]
} u1309={[ Catch1_2062=1 ]
} u1308={[ Catch1_2067=1 ]
} u3560={[ Catch1_2055=1 ]
} u1313={[ Catch1_2058=1 ]
} u1300={[ Catch1_2054=1 ]
} u1301={[ Catch1_2049=1 ]
} u1312={[ Catch1_2059=1 ]
} u1310={[ Catch1_2061=1 ]
} u1306={[ Catch1_2070=1 ]
} u1311={[ Catch1_2060=1 ]
} u1307={[ Catch1_2068=1 ]
} u269={[ Catch1_2069=1 ]
} u3561={[ Catch1_2048=1 ]
} u272={[ Catch1_2047=1 ]
} u1302={[ Catch1_2046=1 ]
} u1304={[ Catch1_2045=1 ]
} u1303={[ Catch1_2044=1 ]
} ]
} i6={[ u3169={[ Catch1_1986=1 ]
} u3168={[ Catch1_1985=1 ]
} u3167={[ Catch1_1984=1 ]
} u3170={[ Catch1_1987=1 ]
} u3165={[ Catch1_2007=1 ]
} u2775={[ Catch1_2008=1 ]
} u1387={[ Catch1_2006=1 ]
} u3171={[ Catch1_1988=1 ]
} u1389={[ Catch1_2009=1 ]
} u1388={[ Catch1_2010=1 ]
} u3164={[ Catch1_2005=1 ]
} u240={[ Catch1_2004=1 ]
} u3163={[ Catch1_2003=1 ]
} u241={[ Catch1_1989=1 ]
} u1386={[ Catch1_2002=1 ]
} u3162={[ Catch1_2001=1 ]
} u1380={[ Catch1_1990=1 ]
} u239={[ Catch1_2000=1 ]
} u3172={[ Catch1_1991=1 ]
} u3161={[ Catch1_1999=1 ]
} u1384={[ Catch1_1998=1 ]
} u1383={[ Catch1_1997=1 ]
} u1381={[ Catch1_1992=1 ]
} u243={[ Catch1_1996=1 ]
} u242={[ Catch1_1993=1 ]
} u1385={[ Catch1_1995=1 ]
} u1382={[ Catch1_1994=1 ]
} ]
} i5={[ u3558={[ Catch1_2034=1 ]
} u3557={[ Catch1_2033=1 ]
} u3556={[ Catch1_2043=1 ]
} u3551={[ Catch1_2018=1 ]
} u3550={[ Catch1_2019=1 ]
} u3559={[ Catch1_2035=1 ]
} u1397={[ Catch1_2032=1 ]
} u3549={[ Catch1_2017=1 ]
} u3552={[ Catch1_2020=1 ]
} u2795={[ Catch1_2031=1 ]
} u3555={[ Catch1_2042=1 ]
} u235={[ Catch1_2036=1 ]
} u1392={[ Catch1_2021=1 ]
} u1398={[ Catch1_2037=1 ]
} u2773={[ Catch1_2016=1 ]
} u1396={[ Catch1_2030=1 ]
} u3553={[ Catch1_2038=1 ]
} u3545={[ Catch1_2022=1 ]
} u3547={[ Catch1_2029=1 ]
} u1305={[ Catch1_2041=1 ]
} u3554={[ Catch1_2039=1 ]
} u236={[ Catch1_2040=1 ]
} u1393={[ Catch1_2023=1 ]
} u238={[ Catch1_2028=1 ]
} u3548={[ Catch1_2015=1 ]
} u3546={[ Catch1_2027=1 ]
} u2774={[ Catch1_2024=1 ]
} u1395={[ Catch1_2026=1 ]
} u1394={[ Catch1_2025=1 ]
} u237={[ Catch1_2014=1 ]
} u1391={[ Catch1_2013=1 ]
} u3166={[ Catch1_2012=1 ]
} u1390={[ Catch1_2011=1 ]
} ]
} i103={[ u3429={[ Catch1_2386=1 ]
} u3430={[ Catch1_2387=1 ]
} u3433={[ Catch1_2385=1 ]
} u3431={[ Catch1_2388=1 ]
} u3437={[ Catch1_2367=1 ]
} u1646={[ Catch1_2389=1 ]
} u1647={[ Catch1_2384=1 ]
} u3393={[ Catch1_2408=1 ]
} u3426={[ Catch1_2390=1 ]
} u1653={[ Catch1_2368=1 ]
} u2868={[ Catch1_2407=1 ]
} u3434={[ Catch1_2375=1 ]
} u3435={[ Catch1_2374=1 ]
} u3432={[ Catch1_2383=1 ]
} u3427={[ Catch1_2391=1 ]
} u3394={[ Catch1_2406=1 ]
} u311={[ Catch1_2369=1 ]
} u1652={[ Catch1_2373=1 ]
} u3391={[ Catch1_2399=1 ]
} u3390={[ Catch1_2398=1 ]
} u1644={[ Catch1_2376=1 ]
} u3436={[ Catch1_2370=1 ]
} u1636={[ Catch1_2392=1 ]
} u3389={[ Catch1_2400=1 ]
} u310={[ Catch1_2372=1 ]
} u1651={[ Catch1_2371=1 ]
} u1642={[ Catch1_2382=1 ]
} u1638={[ Catch1_2405=1 ]
} u3425={[ Catch1_2397=1 ]
} u1640={[ Catch1_2401=1 ]
} u3428={[ Catch1_2393=1 ]
} u1645={[ Catch1_2377=1 ]
} u1639={[ Catch1_2402=1 ]
} u1637={[ Catch1_2404=1 ]
} u3392={[ Catch1_2403=1 ]
} u1643={[ Catch1_2381=1 Catch1_2380=1 ]
} u1633={[ Catch1_2396=1 ]
} u1634={[ Catch1_2394=1 ]
} u312={[ Catch1_2378=1 ]
} u1641={[ Catch1_2379=1 ]
} u1635={[ Catch1_2395=1 ]
} ]
} i10={[ u3379={[ Catch1_2519=1 ]
} u298={[ Catch1_2518=1 ]
} u3374={[ Catch1_2517=1 ]
} u3375={[ Catch1_2516=1 ]
} u2873={[ Catch1_2487=1 ]
} u1589={[ Catch1_2486=1 ]
} u3367={[ Catch1_2488=1 ]
} u1605={[ Catch1_2485=1 ]
} u3364={[ Catch1_2484=1 ]
} u1604={[ Catch1_2483=1 ]
} u1590={[ Catch1_2515=1 ]
} u3366={[ Catch1_2489=1 ]
} u1603={[ Catch1_2482=1 ]
} u1602={[ Catch1_2481=1 ]
} u1584={[ Catch1_2496=1 ]
} u3380={[ Catch1_2495=1 ]
} u3376={[ Catch1_2511=1 ]
} u3377={[ Catch1_2510=1 ]
} u3383={[ Catch1_2504=1 ]
} u297={[ Catch1_2505=1 ]
} u1588={[ Catch1_2490=1 ]
} u1593={[ Catch1_2506=1 ]
} u3382={[ Catch1_2503=1 ]
} u3373={[ Catch1_2514=1 ]
} u3381={[ Catch1_2497=1 ]
} u1591={[ Catch1_2512=1 ]
} u1585={[ Catch1_2494=1 ]
} u296={[ Catch1_2509=1 ]
} u299={[ Catch1_2513=1 ]
} u2874={[ Catch1_2507=1 ]
} u1580={[ Catch1_2502=1 ]
} u1592={[ Catch1_2508=1 ]
} u1587={[ Catch1_2491=1 ]
} u3365={[ Catch1_2493=1 ]
} u1583={[ Catch1_2498=1 ]
} u1586={[ Catch1_2492=1 ]
} u1581={[ Catch1_2501=1 Catch1_2500=1 ]
} u1582={[ Catch1_2499=1 ]
} ]
} i9={[ u1610={[ Catch1_2433=1 ]
} u3406={[ Catch1_2434=1 ]
} u3405={[ Catch1_2432=1 ]
} u3404={[ Catch1_2431=1 ]
} u1611={[ Catch1_2430=1 ]
} u3407={[ Catch1_2435=1 ]
} u3387={[ Catch1_2429=1 ]
} u2877={[ Catch1_2420=1 ]
} u1631={[ Catch1_2419=1 ]
} u3388={[ Catch1_2428=1 ]
} u3385={[ Catch1_2421=1 ]
} u1630={[ Catch1_2409=1 ]
} u1629={[ Catch1_2410=1 ]
} u3386={[ Catch1_2418=1 ]
} u1628={[ Catch1_2411=1 ]
} u1618={[ Catch1_2427=1 ]
} u1617={[ Catch1_2422=1 ]
} u1613={[ Catch1_2436=1 ]
} u315={[ Catch1_2417=1 ]
} u3395={[ Catch1_2412=1 ]
} u1632={[ Catch1_2416=1 ]
} u1619={[ Catch1_2426=1 ]
} u1616={[ Catch1_2423=1 ]
} u3384={[ Catch1_2415=1 ]
} u313={[ Catch1_2413=1 ]
} u1614={[ Catch1_2425=1 ]
} u314={[ Catch1_2414=1 ]
} u1615={[ Catch1_2424=1 ]
} u1612={[ Catch1_2438=1 Catch1_2437=1 ]
} ]
} i102={[ u3399={[ Catch1_2450=1 ]
} u3398={[ Catch1_2451=1 ]
} u3397={[ Catch1_2449=1 ]
} u3400={[ Catch1_2452=1 ]
} u3402={[ Catch1_2459=1 ]
} u3403={[ Catch1_2458=1 ]
} u1621={[ Catch1_2448=1 ]
} u2875={[ Catch1_2460=1 ]
} u292={[ Catch1_2461=1 ]
} u3372={[ Catch1_2474=1 ]
} u1609={[ Catch1_2475=1 ]
} u1624={[ Catch1_2439=1 ]
} u3369={[ Catch1_2462=1 ]
} u1620={[ Catch1_2447=1 ]
} u1622={[ Catch1_2453=1 ]
} u1608={[ Catch1_2473=1 ]
} u3401={[ Catch1_2457=1 ]
} u1625={[ Catch1_2440=1 ]
} u3370={[ Catch1_2463=1 ]
} u2876={[ Catch1_2472=1 ]
} u3371={[ Catch1_2476=1 ]
} u3396={[ Catch1_2446=1 ]
} u291={[ Catch1_2456=1 ]
} u1607={[ Catch1_2471=1 ]
} u289={[ Catch1_2445=1 ]
} u1600={[ Catch1_2454=1 ]
} u1626={[ Catch1_2444=1 ]
} u1599={[ Catch1_2455=1 ]
} u1623={[ Catch1_2441=1 ]
} u1594={[ Catch1_2464=1 ]
} u1627={[ Catch1_2443=1 ]
} u290={[ Catch1_2442=1 ]
} u1606={[ Catch1_2470=1 ]
} u1595={[ Catch1_2465=1 ]
} u293={[ Catch1_2477=1 ]
} u3368={[ Catch1_2466=1 ]
} u1597={[ Catch1_2469=1 ]
} u1596={[ Catch1_2467=1 ]
} u1598={[ Catch1_2468=1 ]
} u294={[ Catch1_2478=1 ]
} u1601={[ Catch1_2480=1 ]
} u295={[ Catch1_2479=1 ]
} ]
} ]
WARNING : LTS min runner thread was asked to interrupt. Dying gracefully.

BK_STOP 1589953798883

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

+ export BINDIR=/home/mcc/BenchKit/
+ BINDIR=/home/mcc/BenchKit/
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ ReachabilityDeadlock = StateSpace ]]
+ /home/mcc/BenchKit//runeclipse.sh /home/mcc/execution ReachabilityDeadlock -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -greatspnpath /home/mcc/BenchKit//greatspn/ -order META -manyOrder -smt -timeout 1800
+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
+ /home/mcc/BenchKit//itstools/its-tools -data /home/mcc/execution/workspace -pnfolder /home/mcc/execution -examination ReachabilityDeadlock -z3path /home/mcc/BenchKit//z3/bin/z3 -yices2path /home/mcc/BenchKit//yices/bin/yices -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -greatspnpath /home/mcc/BenchKit//greatspn/ -order META -manyOrder -smt -timeout 1800 -vmargs -Dosgi.locking=none -Declipse.stateSaveDelayInterval=-1 -Dosgi.configuration.area=/tmp/.eclipse -Xss128m -Xms40m -Xmx16000m -Dfile.encoding=UTF-8 -Dosgi.requiredJavaVersion=1.6