About the Execution of LoLA for BlocksWorld-PT-20
Execution Summary | |||||
Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
4508.140 | 1800000.00 | 5382688.00 | 3717.10 | [undef] | Time out reached |
Execution Chart
We display below the execution chart for this examination (boot time has been removed).
Trace from the execution
Formatting '/data/fkordon/mcc2024-input.r614-tall-171774432300200.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2024-input.qcow2 backing_fmt=qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
..............................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................
=====================================================================
Generated by BenchKit 2-5568
Executing tool lola
Input is BlocksWorld-PT-20, examination is OneSafe
Time confinement is 1800 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r614-tall-171774432300200
=====================================================================
--------------------
preparation of the directory to be used:
/home/mcc/execution
total 132M
-rw-r--r-- 1 mcc users 1.9M Jun 7 06:38 CTLCardinality.txt
-rw-r--r-- 1 mcc users 8.3M Jun 7 06:38 CTLCardinality.xml
-rw-r--r-- 1 mcc users 4.1M Jun 7 06:38 CTLFireability.txt
-rw-r--r-- 1 mcc users 21M Jun 7 06:38 CTLFireability.xml
-rw-r--r-- 1 mcc users 60K Jun 7 06:44 LTLCardinality.txt
-rw-r--r-- 1 mcc users 184K Jun 7 06:44 LTLCardinality.xml
-rw-r--r-- 1 mcc users 2.2M Jun 7 06:44 LTLFireability.txt
-rw-r--r-- 1 mcc users 8.8M Jun 7 06:44 LTLFireability.xml
-rw-r--r-- 1 mcc users 1 Jun 7 06:26 NewModel
-rw-r--r-- 1 mcc users 4.7M Jun 7 06:39 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 22M Jun 7 06:39 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 8.1M Jun 7 06:39 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 41M Jun 7 06:39 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 162K Jun 7 06:43 UpperBounds.txt
-rw-r--r-- 1 mcc users 388K Jun 7 06:43 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 Jun 7 06:26 equiv_col
-rw-r--r-- 1 mcc users 3 Jun 7 06:26 instance
-rw-r--r-- 1 mcc users 6 Jun 7 06:26 iscolored
-rw-r--r-- 1 mcc users 11M Jun 7 06:26 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 OneSafe
=== Now, execution of the tool begins
BK_START 1717782748676
starting LoLA
BK_EXAMINATION: OneSafe
BK_TIME_CONFINEMENT: 1800
BK_MEMORY_CONFINEMENT: 16384
BK_BIN_PATH: /home/mcc/BenchKit/bin/
current directory: /home/mcc/execution
BK_TIME_CONFINEMENT_REACHED
--------------------
content from stderr:
[[35mlola[0m][I] LoLA will run for 1800 seconds at most ([1m[36m--timelimit[0m)
[[35mlola[0m][W] [1m[33munknown unit in memory specification: using default[0m
[[35mlola[0m][I] MEM LIMIT 5
[[35mlola[0m][I] NET
[[35mlola[0m][I] reading [1m[34mnet[0m from [4m[34mmodel.pnml[0m
[[35mlola[0m][I] input: PNML file ([1m[36m--pnmlnet[0m)
[[35mlola[0m][I] reading pnml
[[35mlola[0m][I] PNML file contains place/transition net
[[35mlola[0m][I] closed [1m[34mnet[0m file [4m[34mmodel.pnml[0m
[[35mlola[0m][I] finished parsing
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10706
[[35mlola[0m][I] state equation: 4
[[35mlola[0m][I] symmetry: 1
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10701
[[35mlola[0m][I] state equation: 8
[[35mlola[0m][I] symmetry: 2
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10696
[[35mlola[0m][I] state equation: 13
[[35mlola[0m][I] symmetry: 2
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10689
[[35mlola[0m][I] state equation: 18
[[35mlola[0m][I] symmetry: 4
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10684
[[35mlola[0m][I] state equation: 23
[[35mlola[0m][I] symmetry: 4
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10678
[[35mlola[0m][I] state equation: 28
[[35mlola[0m][I] symmetry: 5
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10671
[[35mlola[0m][I] state equation: 33
[[35mlola[0m][I] symmetry: 7
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10664
[[35mlola[0m][I] state equation: 37
[[35mlola[0m][I] symmetry: 10
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10657
[[35mlola[0m][I] state equation: 42
[[35mlola[0m][I] symmetry: 12
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10648
[[35mlola[0m][I] state equation: 47
[[35mlola[0m][I] symmetry: 16
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10640
[[35mlola[0m][I] state equation: 52
[[35mlola[0m][I] symmetry: 19
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10632
[[35mlola[0m][I] state equation: 57
[[35mlola[0m][I] symmetry: 22
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10625
[[35mlola[0m][I] state equation: 62
[[35mlola[0m][I] symmetry: 24
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10617
[[35mlola[0m][I] state equation: 67
[[35mlola[0m][I] symmetry: 27
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10610
[[35mlola[0m][I] state equation: 71
[[35mlola[0m][I] symmetry: 30
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10602
[[35mlola[0m][I] state equation: 76
[[35mlola[0m][I] symmetry: 33
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10595
[[35mlola[0m][I] state equation: 80
[[35mlola[0m][I] symmetry: 36
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10586
[[35mlola[0m][I] state equation: 85
[[35mlola[0m][I] symmetry: 40
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10578
[[35mlola[0m][I] state equation: 90
[[35mlola[0m][I] symmetry: 43
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10569
[[35mlola[0m][I] state equation: 95
[[35mlola[0m][I] symmetry: 47
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10558
[[35mlola[0m][I] state equation: 101
[[35mlola[0m][I] symmetry: 52
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10549
[[35mlola[0m][I] state equation: 106
[[35mlola[0m][I] symmetry: 56
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10538
[[35mlola[0m][I] state equation: 112
[[35mlola[0m][I] symmetry: 61
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10526
[[35mlola[0m][I] state equation: 118
[[35mlola[0m][I] symmetry: 67
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10517
[[35mlola[0m][I] state equation: 123
[[35mlola[0m][I] symmetry: 71
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10505
[[35mlola[0m][I] state equation: 129
[[35mlola[0m][I] symmetry: 77
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10495
[[35mlola[0m][I] state equation: 135
[[35mlola[0m][I] symmetry: 81
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10485
[[35mlola[0m][I] state equation: 141
[[35mlola[0m][I] symmetry: 85
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10475
[[35mlola[0m][I] state equation: 146
[[35mlola[0m][I] symmetry: 90
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10463
[[35mlola[0m][I] state equation: 152
[[35mlola[0m][I] symmetry: 96
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10452
[[35mlola[0m][I] state equation: 158
[[35mlola[0m][I] symmetry: 101
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10442
[[35mlola[0m][I] state equation: 164
[[35mlola[0m][I] symmetry: 105
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10433
[[35mlola[0m][I] state equation: 170
[[35mlola[0m][I] symmetry: 108
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10424
[[35mlola[0m][I] state equation: 176
[[35mlola[0m][I] symmetry: 111
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10415
[[35mlola[0m][I] state equation: 182
[[35mlola[0m][I] symmetry: 114
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10403
[[35mlola[0m][I] state equation: 188
[[35mlola[0m][I] symmetry: 120
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10392
[[35mlola[0m][I] state equation: 194
[[35mlola[0m][I] symmetry: 125
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10384
[[35mlola[0m][I] state equation: 200
[[35mlola[0m][I] symmetry: 127
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10375
[[35mlola[0m][I] state equation: 206
[[35mlola[0m][I] symmetry: 130
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10369
[[35mlola[0m][I] state equation: 212
[[35mlola[0m][I] symmetry: 130
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10361
[[35mlola[0m][I] state equation: 218
[[35mlola[0m][I] symmetry: 132
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10352
[[35mlola[0m][I] state equation: 224
[[35mlola[0m][I] symmetry: 135
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10340
[[35mlola[0m][I] state equation: 230
[[35mlola[0m][I] symmetry: 141
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10333
[[35mlola[0m][I] state equation: 235
[[35mlola[0m][I] symmetry: 143
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10327
[[35mlola[0m][I] state equation: 239
[[35mlola[0m][I] symmetry: 145
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10323
[[35mlola[0m][I] state equation: 243
[[35mlola[0m][I] symmetry: 145
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10317
[[35mlola[0m][I] state equation: 248
[[35mlola[0m][I] symmetry: 146
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10310
[[35mlola[0m][I] state equation: 252
[[35mlola[0m][I] symmetry: 149
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10302
[[35mlola[0m][I] state equation: 256
[[35mlola[0m][I] symmetry: 153
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10293
[[35mlola[0m][I] state equation: 261
[[35mlola[0m][I] symmetry: 157
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10289
[[35mlola[0m][I] state equation: 265
[[35mlola[0m][I] symmetry: 157
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10285
[[35mlola[0m][I] state equation: 269
[[35mlola[0m][I] symmetry: 157
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10280
[[35mlola[0m][I] state equation: 274
[[35mlola[0m][I] symmetry: 157
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10276
[[35mlola[0m][I] state equation: 278
[[35mlola[0m][I] symmetry: 157
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10266
[[35mlola[0m][I] state equation: 283
[[35mlola[0m][I] symmetry: 162
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10256
[[35mlola[0m][I] state equation: 288
[[35mlola[0m][I] symmetry: 167
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10249
[[35mlola[0m][I] state equation: 293
[[35mlola[0m][I] symmetry: 169
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10244
[[35mlola[0m][I] state equation: 298
[[35mlola[0m][I] symmetry: 169
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10237
[[35mlola[0m][I] state equation: 303
[[35mlola[0m][I] symmetry: 171
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10231
[[35mlola[0m][I] state equation: 308
[[35mlola[0m][I] symmetry: 172
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10221
[[35mlola[0m][I] state equation: 313
[[35mlola[0m][I] symmetry: 177
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10212
[[35mlola[0m][I] state equation: 318
[[35mlola[0m][I] symmetry: 181
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10207
[[35mlola[0m][I] state equation: 323
[[35mlola[0m][I] symmetry: 181
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10198
[[35mlola[0m][I] state equation: 328
[[35mlola[0m][I] symmetry: 185
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10188
[[35mlola[0m][I] state equation: 333
[[35mlola[0m][I] symmetry: 190
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10181
[[35mlola[0m][I] state equation: 338
[[35mlola[0m][I] symmetry: 192
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10177
[[35mlola[0m][I] state equation: 342
[[35mlola[0m][I] symmetry: 192
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10168
[[35mlola[0m][I] state equation: 347
[[35mlola[0m][I] symmetry: 196
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10158
[[35mlola[0m][I] state equation: 352
[[35mlola[0m][I] symmetry: 201
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10151
[[35mlola[0m][I] state equation: 357
[[35mlola[0m][I] symmetry: 203
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10146
[[35mlola[0m][I] state equation: 362
[[35mlola[0m][I] symmetry: 203
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10134
[[35mlola[0m][I] state equation: 368
[[35mlola[0m][I] symmetry: 209
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10122
[[35mlola[0m][I] state equation: 374
[[35mlola[0m][I] symmetry: 215
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10110
[[35mlola[0m][I] state equation: 380
[[35mlola[0m][I] symmetry: 221
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10098
[[35mlola[0m][I] state equation: 386
[[35mlola[0m][I] symmetry: 227
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10086
[[35mlola[0m][I] state equation: 392
[[35mlola[0m][I] symmetry: 233
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10074
[[35mlola[0m][I] state equation: 398
[[35mlola[0m][I] symmetry: 239
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10062
[[35mlola[0m][I] state equation: 404
[[35mlola[0m][I] symmetry: 245
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10050
[[35mlola[0m][I] state equation: 410
[[35mlola[0m][I] symmetry: 251
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10039
[[35mlola[0m][I] state equation: 416
[[35mlola[0m][I] symmetry: 256
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10029
[[35mlola[0m][I] state equation: 422
[[35mlola[0m][I] symmetry: 260
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10020
[[35mlola[0m][I] state equation: 428
[[35mlola[0m][I] symmetry: 263
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10010
[[35mlola[0m][I] state equation: 434
[[35mlola[0m][I] symmetry: 267
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 10000
[[35mlola[0m][I] state equation: 440
[[35mlola[0m][I] symmetry: 271
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9991
[[35mlola[0m][I] state equation: 446
[[35mlola[0m][I] symmetry: 274
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9982
[[35mlola[0m][I] state equation: 452
[[35mlola[0m][I] symmetry: 277
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9972
[[35mlola[0m][I] state equation: 458
[[35mlola[0m][I] symmetry: 281
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9962
[[35mlola[0m][I] state equation: 464
[[35mlola[0m][I] symmetry: 285
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9951
[[35mlola[0m][I] state equation: 470
[[35mlola[0m][I] symmetry: 290
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9941
[[35mlola[0m][I] state equation: 476
[[35mlola[0m][I] symmetry: 294
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9933
[[35mlola[0m][I] state equation: 481
[[35mlola[0m][I] symmetry: 297
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9923
[[35mlola[0m][I] state equation: 487
[[35mlola[0m][I] symmetry: 301
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9914
[[35mlola[0m][I] state equation: 493
[[35mlola[0m][I] symmetry: 304
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9904
[[35mlola[0m][I] state equation: 499
[[35mlola[0m][I] symmetry: 308
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9894
[[35mlola[0m][I] state equation: 505
[[35mlola[0m][I] symmetry: 312
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9883
[[35mlola[0m][I] state equation: 511
[[35mlola[0m][I] symmetry: 317
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9872
[[35mlola[0m][I] state equation: 517
[[35mlola[0m][I] symmetry: 322
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9864
[[35mlola[0m][I] state equation: 523
[[35mlola[0m][I] symmetry: 324
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9852
[[35mlola[0m][I] state equation: 529
[[35mlola[0m][I] symmetry: 330
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9842
[[35mlola[0m][I] state equation: 535
[[35mlola[0m][I] symmetry: 334
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9833
[[35mlola[0m][I] state equation: 541
[[35mlola[0m][I] symmetry: 337
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9824
[[35mlola[0m][I] state equation: 546
[[35mlola[0m][I] symmetry: 341
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9813
[[35mlola[0m][I] state equation: 552
[[35mlola[0m][I] symmetry: 346
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9803
[[35mlola[0m][I] state equation: 558
[[35mlola[0m][I] symmetry: 350
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9796
[[35mlola[0m][I] state equation: 563
[[35mlola[0m][I] symmetry: 352
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9787
[[35mlola[0m][I] state equation: 569
[[35mlola[0m][I] symmetry: 355
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9779
[[35mlola[0m][I] state equation: 575
[[35mlola[0m][I] symmetry: 357
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9772
[[35mlola[0m][I] state equation: 580
[[35mlola[0m][I] symmetry: 359
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9764
[[35mlola[0m][I] state equation: 586
[[35mlola[0m][I] symmetry: 361
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9757
[[35mlola[0m][I] state equation: 592
[[35mlola[0m][I] symmetry: 362
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9751
[[35mlola[0m][I] state equation: 597
[[35mlola[0m][I] symmetry: 363
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9745
[[35mlola[0m][I] state equation: 603
[[35mlola[0m][I] symmetry: 363
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9740
[[35mlola[0m][I] state equation: 608
[[35mlola[0m][I] symmetry: 363
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9733
[[35mlola[0m][I] state equation: 614
[[35mlola[0m][I] symmetry: 364
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9726
[[35mlola[0m][I] state equation: 620
[[35mlola[0m][I] symmetry: 365
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9719
[[35mlola[0m][I] state equation: 626
[[35mlola[0m][I] symmetry: 366
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9713
[[35mlola[0m][I] state equation: 631
[[35mlola[0m][I] symmetry: 367
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9707
[[35mlola[0m][I] state equation: 637
[[35mlola[0m][I] symmetry: 367
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9701
[[35mlola[0m][I] state equation: 643
[[35mlola[0m][I] symmetry: 367
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9695
[[35mlola[0m][I] state equation: 648
[[35mlola[0m][I] symmetry: 368
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9688
[[35mlola[0m][I] state equation: 654
[[35mlola[0m][I] symmetry: 369
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9682
[[35mlola[0m][I] state equation: 660
[[35mlola[0m][I] symmetry: 369
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9675
[[35mlola[0m][I] state equation: 665
[[35mlola[0m][I] symmetry: 371
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9669
[[35mlola[0m][I] state equation: 671
[[35mlola[0m][I] symmetry: 371
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9664
[[35mlola[0m][I] state equation: 676
[[35mlola[0m][I] symmetry: 371
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9656
[[35mlola[0m][I] state equation: 682
[[35mlola[0m][I] symmetry: 373
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9650
[[35mlola[0m][I] state equation: 688
[[35mlola[0m][I] symmetry: 373
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9644
[[35mlola[0m][I] state equation: 694
[[35mlola[0m][I] symmetry: 373
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9637
[[35mlola[0m][I] state equation: 700
[[35mlola[0m][I] symmetry: 374
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9632
[[35mlola[0m][I] state equation: 705
[[35mlola[0m][I] symmetry: 374
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9624
[[35mlola[0m][I] state equation: 711
[[35mlola[0m][I] symmetry: 376
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9617
[[35mlola[0m][I] state equation: 717
[[35mlola[0m][I] symmetry: 377
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9611
[[35mlola[0m][I] state equation: 723
[[35mlola[0m][I] symmetry: 377
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9606
[[35mlola[0m][I] state equation: 728
[[35mlola[0m][I] symmetry: 377
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9599
[[35mlola[0m][I] state equation: 734
[[35mlola[0m][I] symmetry: 378
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9591
[[35mlola[0m][I] state equation: 740
[[35mlola[0m][I] symmetry: 380
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9583
[[35mlola[0m][I] state equation: 746
[[35mlola[0m][I] symmetry: 382
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9576
[[35mlola[0m][I] state equation: 752
[[35mlola[0m][I] symmetry: 383
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9568
[[35mlola[0m][I] state equation: 758
[[35mlola[0m][I] symmetry: 385
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9560
[[35mlola[0m][I] state equation: 764
[[35mlola[0m][I] symmetry: 387
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9553
[[35mlola[0m][I] state equation: 770
[[35mlola[0m][I] symmetry: 388
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9549
[[35mlola[0m][I] state equation: 774
[[35mlola[0m][I] symmetry: 388
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9544
[[35mlola[0m][I] state equation: 778
[[35mlola[0m][I] symmetry: 389
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9538
[[35mlola[0m][I] state equation: 782
[[35mlola[0m][I] symmetry: 391
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9528
[[35mlola[0m][I] state equation: 787
[[35mlola[0m][I] symmetry: 396
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9521
[[35mlola[0m][I] state equation: 791
[[35mlola[0m][I] symmetry: 399
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9513
[[35mlola[0m][I] state equation: 796
[[35mlola[0m][I] symmetry: 402
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9508
[[35mlola[0m][I] state equation: 800
[[35mlola[0m][I] symmetry: 403
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9501
[[35mlola[0m][I] state equation: 805
[[35mlola[0m][I] symmetry: 405
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9493
[[35mlola[0m][I] state equation: 809
[[35mlola[0m][I] symmetry: 409
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9483
[[35mlola[0m][I] state equation: 814
[[35mlola[0m][I] symmetry: 414
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9475
[[35mlola[0m][I] state equation: 818
[[35mlola[0m][I] symmetry: 418
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9467
[[35mlola[0m][I] state equation: 822
[[35mlola[0m][I] symmetry: 422
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9459
[[35mlola[0m][I] state equation: 827
[[35mlola[0m][I] symmetry: 425
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9454
[[35mlola[0m][I] state equation: 831
[[35mlola[0m][I] symmetry: 426
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9447
[[35mlola[0m][I] state equation: 835
[[35mlola[0m][I] symmetry: 429
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9440
[[35mlola[0m][I] state equation: 840
[[35mlola[0m][I] symmetry: 431
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9434
[[35mlola[0m][I] state equation: 844
[[35mlola[0m][I] symmetry: 433
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9429
[[35mlola[0m][I] state equation: 848
[[35mlola[0m][I] symmetry: 434
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9420
[[35mlola[0m][I] state equation: 853
[[35mlola[0m][I] symmetry: 438
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9412
[[35mlola[0m][I] state equation: 857
[[35mlola[0m][I] symmetry: 442
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9404
[[35mlola[0m][I] state equation: 861
[[35mlola[0m][I] symmetry: 446
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9398
[[35mlola[0m][I] state equation: 865
[[35mlola[0m][I] symmetry: 448
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9392
[[35mlola[0m][I] state equation: 869
[[35mlola[0m][I] symmetry: 450
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9382
[[35mlola[0m][I] state equation: 874
[[35mlola[0m][I] symmetry: 455
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9376
[[35mlola[0m][I] state equation: 878
[[35mlola[0m][I] symmetry: 457
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9369
[[35mlola[0m][I] state equation: 882
[[35mlola[0m][I] symmetry: 460
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9359
[[35mlola[0m][I] state equation: 887
[[35mlola[0m][I] symmetry: 465
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9351
[[35mlola[0m][I] state equation: 891
[[35mlola[0m][I] symmetry: 469
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9345
[[35mlola[0m][I] state equation: 895
[[35mlola[0m][I] symmetry: 471
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9339
[[35mlola[0m][I] state equation: 899
[[35mlola[0m][I] symmetry: 473
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9333
[[35mlola[0m][I] state equation: 903
[[35mlola[0m][I] symmetry: 475
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9326
[[35mlola[0m][I] state equation: 908
[[35mlola[0m][I] symmetry: 477
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9318
[[35mlola[0m][I] state equation: 912
[[35mlola[0m][I] symmetry: 481
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9310
[[35mlola[0m][I] state equation: 916
[[35mlola[0m][I] symmetry: 485
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9302
[[35mlola[0m][I] state equation: 920
[[35mlola[0m][I] symmetry: 489
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9294
[[35mlola[0m][I] state equation: 925
[[35mlola[0m][I] symmetry: 492
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9287
[[35mlola[0m][I] state equation: 929
[[35mlola[0m][I] symmetry: 495
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9281
[[35mlola[0m][I] state equation: 933
[[35mlola[0m][I] symmetry: 497
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9274
[[35mlola[0m][I] state equation: 938
[[35mlola[0m][I] symmetry: 499
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9266
[[35mlola[0m][I] state equation: 942
[[35mlola[0m][I] symmetry: 503
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9256
[[35mlola[0m][I] state equation: 947
[[35mlola[0m][I] symmetry: 508
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9248
[[35mlola[0m][I] state equation: 951
[[35mlola[0m][I] symmetry: 512
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9240
[[35mlola[0m][I] state equation: 955
[[35mlola[0m][I] symmetry: 516
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9230
[[35mlola[0m][I] state equation: 960
[[35mlola[0m][I] symmetry: 521
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9222
[[35mlola[0m][I] state equation: 964
[[35mlola[0m][I] symmetry: 525
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9212
[[35mlola[0m][I] state equation: 969
[[35mlola[0m][I] symmetry: 530
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9204
[[35mlola[0m][I] state equation: 973
[[35mlola[0m][I] symmetry: 534
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9196
[[35mlola[0m][I] state equation: 977
[[35mlola[0m][I] symmetry: 538
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9186
[[35mlola[0m][I] state equation: 982
[[35mlola[0m][I] symmetry: 543
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9178
[[35mlola[0m][I] state equation: 986
[[35mlola[0m][I] symmetry: 547
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9166
[[35mlola[0m][I] state equation: 992
[[35mlola[0m][I] symmetry: 553
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9156
[[35mlola[0m][I] state equation: 997
[[35mlola[0m][I] symmetry: 558
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9146
[[35mlola[0m][I] state equation: 1002
[[35mlola[0m][I] symmetry: 563
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9136
[[35mlola[0m][I] state equation: 1007
[[35mlola[0m][I] symmetry: 568
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9124
[[35mlola[0m][I] state equation: 1013
[[35mlola[0m][I] symmetry: 574
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9114
[[35mlola[0m][I] state equation: 1018
[[35mlola[0m][I] symmetry: 579
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9102
[[35mlola[0m][I] state equation: 1024
[[35mlola[0m][I] symmetry: 585
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9092
[[35mlola[0m][I] state equation: 1029
[[35mlola[0m][I] symmetry: 590
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9080
[[35mlola[0m][I] state equation: 1035
[[35mlola[0m][I] symmetry: 596
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9070
[[35mlola[0m][I] state equation: 1040
[[35mlola[0m][I] symmetry: 601
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9058
[[35mlola[0m][I] state equation: 1046
[[35mlola[0m][I] symmetry: 607
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9048
[[35mlola[0m][I] state equation: 1051
[[35mlola[0m][I] symmetry: 612
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9038
[[35mlola[0m][I] state equation: 1057
[[35mlola[0m][I] symmetry: 616
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9030
[[35mlola[0m][I] state equation: 1062
[[35mlola[0m][I] symmetry: 619
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9022
[[35mlola[0m][I] state equation: 1067
[[35mlola[0m][I] symmetry: 622
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9012
[[35mlola[0m][I] state equation: 1073
[[35mlola[0m][I] symmetry: 626
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 9004
[[35mlola[0m][I] state equation: 1078
[[35mlola[0m][I] symmetry: 629
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8997
[[35mlola[0m][I] state equation: 1083
[[35mlola[0m][I] symmetry: 631
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8990
[[35mlola[0m][I] state equation: 1088
[[35mlola[0m][I] symmetry: 633
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8980
[[35mlola[0m][I] state equation: 1094
[[35mlola[0m][I] symmetry: 637
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8972
[[35mlola[0m][I] state equation: 1099
[[35mlola[0m][I] symmetry: 640
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8961
[[35mlola[0m][I] state equation: 1105
[[35mlola[0m][I] symmetry: 645
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8953
[[35mlola[0m][I] state equation: 1110
[[35mlola[0m][I] symmetry: 648
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8944
[[35mlola[0m][I] state equation: 1115
[[35mlola[0m][I] symmetry: 652
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8936
[[35mlola[0m][I] state equation: 1120
[[35mlola[0m][I] symmetry: 655
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8929
[[35mlola[0m][I] state equation: 1125
[[35mlola[0m][I] symmetry: 657
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8921
[[35mlola[0m][I] state equation: 1131
[[35mlola[0m][I] symmetry: 659
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8912
[[35mlola[0m][I] state equation: 1136
[[35mlola[0m][I] symmetry: 663
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8906
[[35mlola[0m][I] state equation: 1141
[[35mlola[0m][I] symmetry: 664
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8898
[[35mlola[0m][I] state equation: 1147
[[35mlola[0m][I] symmetry: 666
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8891
[[35mlola[0m][I] state equation: 1152
[[35mlola[0m][I] symmetry: 668
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8884
[[35mlola[0m][I] state equation: 1157
[[35mlola[0m][I] symmetry: 670
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8875
[[35mlola[0m][I] state equation: 1163
[[35mlola[0m][I] symmetry: 673
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8867
[[35mlola[0m][I] state equation: 1168
[[35mlola[0m][I] symmetry: 676
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8859
[[35mlola[0m][I] state equation: 1174
[[35mlola[0m][I] symmetry: 678
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8851
[[35mlola[0m][I] state equation: 1179
[[35mlola[0m][I] symmetry: 681
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8844
[[35mlola[0m][I] state equation: 1184
[[35mlola[0m][I] symmetry: 683
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8838
[[35mlola[0m][I] state equation: 1190
[[35mlola[0m][I] symmetry: 683
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8831
[[35mlola[0m][I] state equation: 1195
[[35mlola[0m][I] symmetry: 685
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8824
[[35mlola[0m][I] state equation: 1200
[[35mlola[0m][I] symmetry: 687
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8818
[[35mlola[0m][I] state equation: 1206
[[35mlola[0m][I] symmetry: 687
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8810
[[35mlola[0m][I] state equation: 1212
[[35mlola[0m][I] symmetry: 689
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8803
[[35mlola[0m][I] state equation: 1218
[[35mlola[0m][I] symmetry: 690
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8796
[[35mlola[0m][I] state equation: 1224
[[35mlola[0m][I] symmetry: 691
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8790
[[35mlola[0m][I] state equation: 1230
[[35mlola[0m][I] symmetry: 691
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8784
[[35mlola[0m][I] state equation: 1236
[[35mlola[0m][I] symmetry: 691
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8775
[[35mlola[0m][I] state equation: 1243
[[35mlola[0m][I] symmetry: 693
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8768
[[35mlola[0m][I] state equation: 1249
[[35mlola[0m][I] symmetry: 694
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8761
[[35mlola[0m][I] state equation: 1255
[[35mlola[0m][I] symmetry: 695
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8754
[[35mlola[0m][I] state equation: 1262
[[35mlola[0m][I] symmetry: 695
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8747
[[35mlola[0m][I] state equation: 1268
[[35mlola[0m][I] symmetry: 696
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8740
[[35mlola[0m][I] state equation: 1274
[[35mlola[0m][I] symmetry: 697
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8734
[[35mlola[0m][I] state equation: 1280
[[35mlola[0m][I] symmetry: 697
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8728
[[35mlola[0m][I] state equation: 1286
[[35mlola[0m][I] symmetry: 697
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8722
[[35mlola[0m][I] state equation: 1292
[[35mlola[0m][I] symmetry: 697
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8715
[[35mlola[0m][I] state equation: 1298
[[35mlola[0m][I] symmetry: 698
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8708
[[35mlola[0m][I] state equation: 1304
[[35mlola[0m][I] symmetry: 699
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8703
[[35mlola[0m][I] state equation: 1309
[[35mlola[0m][I] symmetry: 699
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8694
[[35mlola[0m][I] state equation: 1315
[[35mlola[0m][I] symmetry: 702
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8683
[[35mlola[0m][I] state equation: 1321
[[35mlola[0m][I] symmetry: 707
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8673
[[35mlola[0m][I] state equation: 1327
[[35mlola[0m][I] symmetry: 711
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8663
[[35mlola[0m][I] state equation: 1333
[[35mlola[0m][I] symmetry: 715
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8653
[[35mlola[0m][I] state equation: 1339
[[35mlola[0m][I] symmetry: 719
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8641
[[35mlola[0m][I] state equation: 1346
[[35mlola[0m][I] symmetry: 724
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8633
[[35mlola[0m][I] state equation: 1353
[[35mlola[0m][I] symmetry: 725
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8621
[[35mlola[0m][I] state equation: 1359
[[35mlola[0m][I] symmetry: 731
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8610
[[35mlola[0m][I] state equation: 1365
[[35mlola[0m][I] symmetry: 736
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8598
[[35mlola[0m][I] state equation: 1372
[[35mlola[0m][I] symmetry: 741
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8588
[[35mlola[0m][I] state equation: 1378
[[35mlola[0m][I] symmetry: 745
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8577
[[35mlola[0m][I] state equation: 1386
[[35mlola[0m][I] symmetry: 748
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8567
[[35mlola[0m][I] state equation: 1393
[[35mlola[0m][I] symmetry: 751
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8555
[[35mlola[0m][I] state equation: 1399
[[35mlola[0m][I] symmetry: 757
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8544
[[35mlola[0m][I] state equation: 1406
[[35mlola[0m][I] symmetry: 761
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8534
[[35mlola[0m][I] state equation: 1412
[[35mlola[0m][I] symmetry: 765
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8525
[[35mlola[0m][I] state equation: 1418
[[35mlola[0m][I] symmetry: 768
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8516
[[35mlola[0m][I] state equation: 1426
[[35mlola[0m][I] symmetry: 769
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8505
[[35mlola[0m][I] state equation: 1433
[[35mlola[0m][I] symmetry: 773
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8493
[[35mlola[0m][I] state equation: 1439
[[35mlola[0m][I] symmetry: 779
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8485
[[35mlola[0m][I] state equation: 1446
[[35mlola[0m][I] symmetry: 780
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8478
[[35mlola[0m][I] state equation: 1452
[[35mlola[0m][I] symmetry: 781
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8469
[[35mlola[0m][I] state equation: 1459
[[35mlola[0m][I] symmetry: 783
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8461
[[35mlola[0m][I] state equation: 1466
[[35mlola[0m][I] symmetry: 784
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8447
[[35mlola[0m][I] state equation: 1473
[[35mlola[0m][I] symmetry: 791
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8438
[[35mlola[0m][I] state equation: 1479
[[35mlola[0m][I] symmetry: 794
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8430
[[35mlola[0m][I] state equation: 1485
[[35mlola[0m][I] symmetry: 796
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8423
[[35mlola[0m][I] state equation: 1492
[[35mlola[0m][I] symmetry: 796
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8415
[[35mlola[0m][I] state equation: 1499
[[35mlola[0m][I] symmetry: 797
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8404
[[35mlola[0m][I] state equation: 1506
[[35mlola[0m][I] symmetry: 801
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8390
[[35mlola[0m][I] state equation: 1513
[[35mlola[0m][I] symmetry: 808
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8384
[[35mlola[0m][I] state equation: 1519
[[35mlola[0m][I] symmetry: 808
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8376
[[35mlola[0m][I] state equation: 1525
[[35mlola[0m][I] symmetry: 810
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8368
[[35mlola[0m][I] state equation: 1532
[[35mlola[0m][I] symmetry: 811
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8360
[[35mlola[0m][I] state equation: 1539
[[35mlola[0m][I] symmetry: 812
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8349
[[35mlola[0m][I] state equation: 1546
[[35mlola[0m][I] symmetry: 816
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8335
[[35mlola[0m][I] state equation: 1553
[[35mlola[0m][I] symmetry: 823
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8328
[[35mlola[0m][I] state equation: 1559
[[35mlola[0m][I] symmetry: 824
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8320
[[35mlola[0m][I] state equation: 1567
[[35mlola[0m][I] symmetry: 824
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8308
[[35mlola[0m][I] state equation: 1574
[[35mlola[0m][I] symmetry: 829
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8295
[[35mlola[0m][I] state equation: 1581
[[35mlola[0m][I] symmetry: 835
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8288
[[35mlola[0m][I] state equation: 1587
[[35mlola[0m][I] symmetry: 836
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8278
[[35mlola[0m][I] state equation: 1595
[[35mlola[0m][I] symmetry: 838
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8267
[[35mlola[0m][I] state equation: 1601
[[35mlola[0m][I] symmetry: 843
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8254
[[35mlola[0m][I] state equation: 1608
[[35mlola[0m][I] symmetry: 849
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8247
[[35mlola[0m][I] state equation: 1614
[[35mlola[0m][I] symmetry: 850
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8237
[[35mlola[0m][I] state equation: 1622
[[35mlola[0m][I] symmetry: 852
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8225
[[35mlola[0m][I] state equation: 1628
[[35mlola[0m][I] symmetry: 858
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8211
[[35mlola[0m][I] state equation: 1635
[[35mlola[0m][I] symmetry: 865
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8197
[[35mlola[0m][I] state equation: 1642
[[35mlola[0m][I] symmetry: 872
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8191
[[35mlola[0m][I] state equation: 1648
[[35mlola[0m][I] symmetry: 872
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8184
[[35mlola[0m][I] state equation: 1655
[[35mlola[0m][I] symmetry: 872
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8176
[[35mlola[0m][I] state equation: 1661
[[35mlola[0m][I] symmetry: 874
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8169
[[35mlola[0m][I] state equation: 1668
[[35mlola[0m][I] symmetry: 874
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8161
[[35mlola[0m][I] state equation: 1675
[[35mlola[0m][I] symmetry: 875
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8155
[[35mlola[0m][I] state equation: 1681
[[35mlola[0m][I] symmetry: 875
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8146
[[35mlola[0m][I] state equation: 1688
[[35mlola[0m][I] symmetry: 877
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8139
[[35mlola[0m][I] state equation: 1694
[[35mlola[0m][I] symmetry: 878
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8132
[[35mlola[0m][I] state equation: 1701
[[35mlola[0m][I] symmetry: 878
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8125
[[35mlola[0m][I] state equation: 1708
[[35mlola[0m][I] symmetry: 878
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8117
[[35mlola[0m][I] state equation: 1714
[[35mlola[0m][I] symmetry: 880
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8108
[[35mlola[0m][I] state equation: 1721
[[35mlola[0m][I] symmetry: 882
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8099
[[35mlola[0m][I] state equation: 1728
[[35mlola[0m][I] symmetry: 884
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8090
[[35mlola[0m][I] state equation: 1734
[[35mlola[0m][I] symmetry: 887
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8083
[[35mlola[0m][I] state equation: 1740
[[35mlola[0m][I] symmetry: 888
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8075
[[35mlola[0m][I] state equation: 1747
[[35mlola[0m][I] symmetry: 889
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8067
[[35mlola[0m][I] state equation: 1753
[[35mlola[0m][I] symmetry: 891
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8055
[[35mlola[0m][I] state equation: 1760
[[35mlola[0m][I] symmetry: 896
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8046
[[35mlola[0m][I] state equation: 1766
[[35mlola[0m][I] symmetry: 899
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8034
[[35mlola[0m][I] state equation: 1772
[[35mlola[0m][I] symmetry: 905
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8020
[[35mlola[0m][I] state equation: 1779
[[35mlola[0m][I] symmetry: 912
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 8010
[[35mlola[0m][I] state equation: 1785
[[35mlola[0m][I] symmetry: 916
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7999
[[35mlola[0m][I] state equation: 1791
[[35mlola[0m][I] symmetry: 921
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7989
[[35mlola[0m][I] state equation: 1797
[[35mlola[0m][I] symmetry: 925
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7978
[[35mlola[0m][I] state equation: 1803
[[35mlola[0m][I] symmetry: 930
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7968
[[35mlola[0m][I] state equation: 1809
[[35mlola[0m][I] symmetry: 934
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7958
[[35mlola[0m][I] state equation: 1815
[[35mlola[0m][I] symmetry: 938
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7945
[[35mlola[0m][I] state equation: 1822
[[35mlola[0m][I] symmetry: 944
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7934
[[35mlola[0m][I] state equation: 1828
[[35mlola[0m][I] symmetry: 949
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7922
[[35mlola[0m][I] state equation: 1835
[[35mlola[0m][I] symmetry: 954
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7910
[[35mlola[0m][I] state equation: 1842
[[35mlola[0m][I] symmetry: 959
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7900
[[35mlola[0m][I] state equation: 1848
[[35mlola[0m][I] symmetry: 963
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7889
[[35mlola[0m][I] state equation: 1855
[[35mlola[0m][I] symmetry: 967
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7877
[[35mlola[0m][I] state equation: 1862
[[35mlola[0m][I] symmetry: 972
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7867
[[35mlola[0m][I] state equation: 1868
[[35mlola[0m][I] symmetry: 976
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7854
[[35mlola[0m][I] state equation: 1875
[[35mlola[0m][I] symmetry: 982
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7841
[[35mlola[0m][I] state equation: 1882
[[35mlola[0m][I] symmetry: 988
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7831
[[35mlola[0m][I] state equation: 1889
[[35mlola[0m][I] symmetry: 991
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7819
[[35mlola[0m][I] state equation: 1896
[[35mlola[0m][I] symmetry: 996
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7808
[[35mlola[0m][I] state equation: 1903
[[35mlola[0m][I] symmetry: 1000
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7797
[[35mlola[0m][I] state equation: 1910
[[35mlola[0m][I] symmetry: 1004
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7788
[[35mlola[0m][I] state equation: 1916
[[35mlola[0m][I] symmetry: 1007
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7776
[[35mlola[0m][I] state equation: 1923
[[35mlola[0m][I] symmetry: 1012
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7765
[[35mlola[0m][I] state equation: 1930
[[35mlola[0m][I] symmetry: 1016
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7755
[[35mlola[0m][I] state equation: 1937
[[35mlola[0m][I] symmetry: 1019
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7744
[[35mlola[0m][I] state equation: 1943
[[35mlola[0m][I] symmetry: 1024
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7730
[[35mlola[0m][I] state equation: 1950
[[35mlola[0m][I] symmetry: 1031
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7716
[[35mlola[0m][I] state equation: 1957
[[35mlola[0m][I] symmetry: 1038
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7702
[[35mlola[0m][I] state equation: 1964
[[35mlola[0m][I] symmetry: 1045
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7688
[[35mlola[0m][I] state equation: 1971
[[35mlola[0m][I] symmetry: 1052
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7679
[[35mlola[0m][I] state equation: 1978
[[35mlola[0m][I] symmetry: 1054
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7671
[[35mlola[0m][I] state equation: 1985
[[35mlola[0m][I] symmetry: 1055
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7664
[[35mlola[0m][I] state equation: 1991
[[35mlola[0m][I] symmetry: 1056
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7657
[[35mlola[0m][I] state equation: 1998
[[35mlola[0m][I] symmetry: 1056
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7651
[[35mlola[0m][I] state equation: 2004
[[35mlola[0m][I] symmetry: 1056
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7641
[[35mlola[0m][I] state equation: 2011
[[35mlola[0m][I] symmetry: 1059
[[35mlola[0m][I] reporting
[[35mlola[0m][I] not produced: 7632
[[35mlola[0m][I] state equation: 2018
[[35mlola[0m][I] symmetry: 1061
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="BlocksWorld-PT-20"
export BK_EXAMINATION="OneSafe"
export BK_TOOL="lola"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="1800"
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 2-5568"
echo " Executing tool lola"
echo " Input is BlocksWorld-PT-20, examination is OneSafe"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r614-tall-171774432300200"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"
tar xzf /home/mcc/BenchKit/INPUTS/BlocksWorld-PT-20.tgz
mv BlocksWorld-PT-20 execution
cd execution
if [ "OneSafe" = "ReachabilityDeadlock" ] || [ "OneSafe" = "UpperBounds" ] || [ "OneSafe" = "QuasiLiveness" ] || [ "OneSafe" = "StableMarking" ] || [ "OneSafe" = "Liveness" ] || [ "OneSafe" = "OneSafe" ] || [ "OneSafe" = "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 [ "OneSafe" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "OneSafe" != "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 "OneSafe.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property OneSafe.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "OneSafe.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 '
echo "FORMULA_NAME $x"
done
elif [ "OneSafe" = "ReachabilityDeadlock" ] || [ "OneSafe" = "QuasiLiveness" ] || [ "OneSafe" = "StableMarking" ] || [ "OneSafe" = "Liveness" ] || [ "OneSafe" = "OneSafe" ] ; then
echo "FORMULA_NAME OneSafe"
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 ;