About the Execution of smart for DiscoveryGPU-PT-12b
| Execution Summary | |||||
| Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
| 1029.580 | 3600000.00 | 3599971.00 | 59.40 | [undef] | Time out reached |
Execution Chart
We display below the execution chart for this examination (boot time has been removed).
Trace from the execution
Waiting for the VM to be ready (probing ssh)
...................
/home/mcc/execution
total 268K
-rw-r--r-- 1 mcc users 3.8K May 30 20:54 CTLCardinality.txt
-rw-r--r-- 1 mcc users 22K May 30 20:54 CTLCardinality.xml
-rw-r--r-- 1 mcc users 2.8K May 29 14:42 CTLFireability.txt
-rw-r--r-- 1 mcc users 20K May 29 14:42 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.0K May 24 11:17 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.3K May 24 11:17 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 2.4K May 28 09:45 LTLCardinality.txt
-rw-r--r-- 1 mcc users 11K May 28 09:45 LTLCardinality.xml
-rw-r--r-- 1 mcc users 1.8K May 28 07:57 LTLFireability.txt
-rw-r--r-- 1 mcc users 8.1K May 28 07:57 LTLFireability.xml
-rw-r--r-- 1 mcc users 1 May 24 11:17 NewModel
-rw-r--r-- 1 mcc users 3.9K May 28 06:14 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 21K May 28 06:14 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 110 May 26 06:29 ReachabilityDeadlock.txt
-rw-r--r-- 1 mcc users 348 May 26 06:29 ReachabilityDeadlock.xml
-rw-r--r-- 1 mcc users 2.6K May 27 03:39 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 15K May 27 03:39 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.7K May 28 07:31 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.7K May 28 07:31 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 May 24 11:17 equiv_col
-rw-r--r-- 1 mcc users 4 May 24 11:17 instance
-rw-r--r-- 1 mcc users 6 May 24 11:17 iscolored
-rw-r--r-- 1 mcc users 89K May 24 11:17 model.pnml
=====================================================================
Generated by BenchKit 2-3637
Executing tool smart
Input is DiscoveryGPU-PT-12b, examination is UpperBounds
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r278-csrt-152749166700119
=====================================================================
--------------------
content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of positive values
NUM_VECTOR
here is the order used to build the result vector(from text file)
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-00
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-01
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-02
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-03
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-04
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-05
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-06
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-07
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-08
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-09
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-10
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-11
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-12
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-13
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-14
FORMULA_NAME DiscoveryGPU-PT-12b-UpperBounds-15
=== Now, execution of the tool begins
BK_START 1527751381016
======================================================
========== this is Smart for the MCC'2018 ============
======================================================
Running DiscoveryGPU (PT), instance 12b
Examination UpperBounds
Parser /home/mcc/BenchKit/bin/parser/UpperBoundParse.jar
Model checker /home/mcc/BenchKit/bin/upper_bound/smart
PNML FILE: model.pnml
Petri model created: 352 places, 374 transitions, 977 arcs.
Bounds file is: UpperBounds.xml
P301 --> T374 : 1
Pre[0,12]: 1
T374: P301' := P301 - 1
IM[0,12]: -1
T374: P300' := P300 + 1
IM[0,5]: 1
P288 --> T373 : 1
Pre[1,251]: 1
T373: P288' := P288 - 1
IM[1,251]: -1
T373: P287' := P287 + 1
IM[1,279]: 1
P247 --> T372 : 1
Pre[2,154]: 1
T372: P247' := P247 - 1
IM[2,154]: -1
T372: P246' := P246 + 1
IM[2,159]: 1
P234 --> T371 : 1
Pre[3,307]: 1
T371: P234' := P234 - 1
IM[3,307]: -1
T371: P233' := P233 + 1
IM[3,311]: 1
P193 --> T370 : 1
Pre[4,59]: 1
T370: P193' := P193 - 1
IM[4,59]: -1
T370: P192' := P192 + 1
IM[4,44]: 1
P180 --> T369 : 1
Pre[5,324]: 1
T369: P180' := P180 - 1
IM[5,324]: -1
T369: P179' := P179 + 1
IM[5,335]: 1
P139 --> T368 : 1
Pre[6,315]: 1
T368: P139' := P139 - 1
IM[6,315]: -1
T368: P138' := P138 + 1
IM[6,49]: 1
P126 --> T367 : 1
Pre[7,319]: 1
T367: P126' := P126 - 1
IM[7,319]: -1
T367: P125' := P125 + 1
IM[7,325]: 1
P85 --> T366 : 1
Pre[8,3]: 1
T366: P85' := P85 - 1
IM[8,3]: -1
T366: P84' := P84 + 1
IM[8,6]: 1
P72 --> T365 : 1
Pre[9,127]: 1
T365: P72' := P72 - 1
IM[9,127]: -1
T365: P71' := P71 + 1
IM[9,126]: 1
P18 --> T364 : 1
Pre[10,333]: 1
T364: P18' := P18 - 1
IM[10,333]: -1
T364: P17' := P17 + 1
IM[10,336]: 1
P31 --> T363 : 1
Pre[11,33]: 1
T363: P31' := P31 - 1
IM[11,33]: -1
T363: P30' := P30 + 1
IM[11,19]: 1
P45 --> T362 : 1
Pre[12,147]: 1
T362: P45' := P45 - 1
IM[12,147]: -1
T362: P44' := P44 + 1
IM[12,142]: 1
P58 --> T361 : 1
Pre[13,26]: 1
T361: P58' := P58 - 1
IM[13,26]: -1
T361: P57' := P57 + 1
IM[13,16]: 1
P99 --> T360 : 1
Pre[14,208]: 1
T360: P99' := P99 - 1
IM[14,208]: -1
T360: P98' := P98 + 1
IM[14,192]: 1
P112 --> T359 : 1
Pre[15,350]: 1
T359: P112' := P112 - 1
IM[15,350]: -1
T359: P111' := P111 + 1
IM[15,351]: 1
P153 --> T358 : 1
Pre[16,198]: 1
T358: P153' := P153 - 1
IM[16,198]: -1
T358: P152' := P152 + 1
IM[16,260]: 1
P166 --> T357 : 1
Pre[17,119]: 1
T357: P166' := P166 - 1
IM[17,119]: -1
T357: P165' := P165 + 1
IM[17,76]: 1
P207 --> T356 : 1
Pre[18,227]: 1
T356: P207' := P207 - 1
IM[18,227]: -1
T356: P206' := P206 + 1
IM[18,261]: 1
P220 --> T355 : 1
Pre[19,78]: 1
T355: P220' := P220 - 1
IM[19,78]: -1
T355: P219' := P219 + 1
IM[19,73]: 1
P261 --> T354 : 1
Pre[20,176]: 1
T354: P261' := P261 - 1
IM[20,176]: -1
T354: P260' := P260 + 1
IM[20,152]: 1
P274 --> T353 : 1
Pre[21,87]: 1
T353: P274' := P274 - 1
IM[21,87]: -1
T353: P273' := P273 + 1
IM[21,67]: 1
P315 --> T352 : 1
Pre[22,177]: 1
T352: P315' := P315 - 1
IM[22,177]: -1
T352: P314' := P314 + 1
IM[22,187]: 1
P328 --> T351 : 1
Pre[23,53]: 1
T351: P328' := P328 - 1
IM[23,53]: -1
T351: P327' := P327 + 1
IM[23,24]: 1
P303 --> T350 : 1
Pre[24,123]: 1
P344 --> T350 : 1
Pre[24,113]: 1
T350: P303' := P303 - 1
IM[24,123]: -1
T350: P344' := P344 - 1
IM[24,113]: -1
T350: P302' := P302 + 1
IM[24,137]: 1
T350: P340' := P340 + 1
IM[24,124]: 1
P289 --> T349 : 1
Pre[25,72]: 1
P344 --> T349 : 1
Pre[25,113]: 1
T349: P289' := P289 - 1
IM[25,72]: -1
T349: P344' := P344 - 1
IM[25,113]: -1
T349: P288' := P288 + 1
IM[25,251]: 1
T349: P340' := P340 + 1
IM[25,124]: 1
P249 --> T348 : 1
Pre[26,108]: 1
P344 --> T348 : 1
Pre[26,113]: 1
T348: P249' := P249 - 1
IM[26,108]: -1
T348: P344' := P344 - 1
IM[26,113]: -1
T348: P248' := P248 + 1
IM[26,134]: 1
T348: P340' := P340 + 1
IM[26,124]: 1
P235 --> T347 : 1
Pre[27,269]: 1
P344 --> T347 : 1
Pre[27,113]: 1
T347: P235' := P235 - 1
IM[27,269]: -1
T347: P344' := P344 - 1
IM[27,113]: -1
T347: P234' := P234 + 1
IM[27,307]: 1
T347: P340' := P340 + 1
IM[27,124]: 1
P195 --> T346 : 1
Pre[28,236]: 1
P344 --> T346 : 1
Pre[28,113]: 1
T346: P195' := P195 - 1
IM[28,236]: -1
T346: P344' := P344 - 1
IM[28,113]: -1
T346: P194' := P194 + 1
IM[28,151]: 1
T346: P340' := P340 + 1
IM[28,124]: 1
P181 --> T345 : 1
Pre[29,252]: 1
P344 --> T345 : 1
Pre[29,113]: 1
T345: P181' := P181 - 1
IM[29,252]: -1
T345: P344' := P344 - 1
IM[29,113]: -1
T345: P180' := P180 + 1
IM[29,324]: 1
T345: P340' := P340 + 1
IM[29,124]: 1
P141 --> T344 : 1
Pre[30,330]: 1
P344 --> T344 : 1
Pre[30,113]: 1
T344: P141' := P141 - 1
IM[30,330]: -1
T344: P344' := P344 - 1
IM[30,113]: -1
T344: P140' := P140 + 1
IM[30,305]: 1
T344: P340' := P340 + 1
IM[30,124]: 1
P127 --> T343 : 1
Pre[31,265]: 1
P344 --> T343 : 1
Pre[31,113]: 1
T343: P127' := P127 - 1
IM[31,265]: -1
T343: P344' := P344 - 1
IM[31,113]: -1
T343: P126' := P126 + 1
IM[31,319]: 1
T343: P340' := P340 + 1
IM[31,124]: 1
P87 --> T342 : 1
Pre[32,149]: 1
P344 --> T342 : 1
Pre[32,113]: 1
T342: P87' := P87 - 1
IM[32,149]: -1
T342: P344' := P344 - 1
IM[32,113]: -1
T342: P86' := P86 + 1
IM[32,92]: 1
T342: P340' := P340 + 1
IM[32,124]: 1
P73 --> T341 : 1
Pre[33,51]: 1
P344 --> T341 : 1
Pre[33,113]: 1
T341: P73' := P73 - 1
IM[33,51]: -1
T341: P344' := P344 - 1
IM[33,113]: -1
T341: P72' := P72 + 1
IM[33,127]: 1
T341: P340' := P340 + 1
IM[33,124]: 1
P19 --> T340 : 1
Pre[34,264]: 1
P344 --> T340 : 1
Pre[34,113]: 1
T340: P19' := P19 - 1
IM[34,264]: -1
T340: P344' := P344 - 1
IM[34,113]: -1
T340: P18' := P18 + 1
IM[34,333]: 1
T340: P340' := P340 + 1
IM[34,124]: 1
P33 --> T339 : 1
Pre[35,136]: 1
P344 --> T339 : 1
Pre[35,113]: 1
T339: P33' := P33 - 1
IM[35,136]: -1
T339: P344' := P344 - 1
IM[35,113]: -1
T339: P32' := P32 + 1
IM[35,135]: 1
T339: P340' := P340 + 1
IM[35,124]: 1
P46 --> T338 : 1
Pre[36,22]: 1
P344 --> T338 : 1
Pre[36,113]: 1
T338: P46' := P46 - 1
IM[36,22]: -1
T338: P344' := P344 - 1
IM[36,113]: -1
T338: P45' := P45 + 1
IM[36,147]: 1
T338: P340' := P340 + 1
IM[36,124]: 1
P60 --> T337 : 1
Pre[37,65]: 1
P344 --> T337 : 1
Pre[37,113]: 1
T337: P60' := P60 - 1
IM[37,65]: -1
T337: P344' := P344 - 1
IM[37,113]: -1
T337: P59' := P59 + 1
IM[37,122]: 1
T337: P340' := P340 + 1
IM[37,124]: 1
P100 --> T336 : 1
Pre[38,276]: 1
P344 --> T336 : 1
Pre[38,113]: 1
T336: P100' := P100 - 1
IM[38,276]: -1
T336: P344' := P344 - 1
IM[38,113]: -1
T336: P99' := P99 + 1
IM[38,208]: 1
T336: P340' := P340 + 1
IM[38,124]: 1
P114 --> T335 : 1
Pre[39,347]: 1
P344 --> T335 : 1
Pre[39,113]: 1
T335: P114' := P114 - 1
IM[39,347]: -1
T335: P344' := P344 - 1
IM[39,113]: -1
T335: P113' := P113 + 1
IM[39,349]: 1
T335: P340' := P340 + 1
IM[39,124]: 1
P154 --> T334 : 1
Pre[40,99]: 1
P344 --> T334 : 1
Pre[40,113]: 1
T334: P154' := P154 - 1
IM[40,99]: -1
T334: P344' := P344 - 1
IM[40,113]: -1
T334: P153' := P153 + 1
IM[40,198]: 1
T334: P340' := P340 + 1
IM[40,124]: 1
P168 --> T333 : 1
Pre[41,270]: 1
P344 --> T333 : 1
Pre[41,113]: 1
T333: P168' := P168 - 1
IM[41,270]: -1
T333: P344' := P344 - 1
IM[41,113]: -1
T333: P167' := P167 + 1
IM[41,275]: 1
T333: P340' := P340 + 1
IM[41,124]: 1
P208 --> T332 : 1
Pre[42,161]: 1
P344 --> T332 : 1
Pre[42,113]: 1
T332: P208' := P208 - 1
IM[42,161]: -1
T332: P344' := P344 - 1
IM[42,113]: -1
T332: P207' := P207 + 1
IM[42,227]: 1
T332: P340' := P340 + 1
IM[42,124]: 1
P222 --> T331 : 1
Pre[43,223]: 1
P344 --> T331 : 1
Pre[43,113]: 1
T331: P222' := P222 - 1
IM[43,223]: -1
T331: P344' := P344 - 1
IM[43,113]: -1
T331: P221' := P221 + 1
IM[43,207]: 1
T331: P340' := P340 + 1
IM[43,124]: 1
P262 --> T330 : 1
Pre[44,103]: 1
P344 --> T330 : 1
Pre[44,113]: 1
T330: P262' := P262 - 1
IM[44,103]: -1
T330: P344' := P344 - 1
IM[44,113]: -1
T330: P261' := P261 + 1
IM[44,176]: 1
T330: P340' := P340 + 1
IM[44,124]: 1
P276 --> T329 : 1
Pre[45,120]: 1
P344 --> T329 : 1
Pre[45,113]: 1
T329: P276' := P276 - 1
IM[45,120]: -1
T329: P344' := P344 - 1
IM[45,113]: -1
T329: P275' := P275 + 1
IM[45,117]: 1
T329: P340' := P340 + 1
IM[45,124]: 1
P316 --> T328 : 1
Pre[46,107]: 1
P344 --> T328 : 1
Pre[46,113]: 1
T328: P316' := P316 - 1
IM[46,107]: -1
T328: P344' := P344 - 1
IM[46,113]: -1
T328: P315' := P315 + 1
IM[46,177]: 1
T328: P340' := P340 + 1
IM[46,124]: 1
P330 --> T327 : 1
Pre[47,52]: 1
P344 --> T327 : 1
Pre[47,113]: 1
T327: P330' := P330 - 1
IM[47,52]: -1
T327: P344' := P344 - 1
IM[47,113]: -1
T327: P329' := P329 + 1
IM[47,75]: 1
T327: P340' := P340 + 1
IM[47,124]: 1
P307 --> T326 : 1
Pre[48,196]: 1
P344 --> T326 : 1
Pre[48,113]: 1
T326: P307' := P307 - 1
IM[48,196]: -1
T326: P344' := P344 - 1
IM[48,113]: -1
T326: P306' := P306 + 1
IM[48,225]: 1
T326: P341' := P341 + 1
IM[48,118]: 1
P296 --> T325 : 1
Pre[49,288]: 1
P344 --> T325 : 1
Pre[49,113]: 1
T325: P296' := P296 - 1
IM[49,288]: -1
T325: P344' := P344 - 1
IM[49,113]: -1
T325: P295' := P295 + 1
IM[49,172]: 1
T325: P341' := P341 + 1
IM[49,118]: 1
P253 --> T324 : 1
Pre[50,210]: 1
P344 --> T324 : 1
Pre[50,113]: 1
T324: P253' := P253 - 1
IM[50,210]: -1
T324: P344' := P344 - 1
IM[50,113]: -1
T324: P252' := P252 + 1
IM[50,209]: 1
T324: P341' := P341 + 1
IM[50,118]: 1
P242 --> T323 : 1
Pre[51,170]: 1
P344 --> T323 : 1
Pre[51,113]: 1
T323: P242' := P242 - 1
IM[51,170]: -1
T323: P344' := P344 - 1
IM[51,113]: -1
T323: P241' := P241 + 1
IM[51,190]: 1
T323: P341' := P341 + 1
IM[51,118]: 1
P199 --> T322 : 1
Pre[52,284]: 1
P344 --> T322 : 1
Pre[52,113]: 1
T322: P199' := P199 - 1
IM[52,284]: -1
T322: P344' := P344 - 1
IM[52,113]: -1
T322: P198' := P198 + 1
IM[52,242]: 1
T322: P341' := P341 + 1
IM[52,118]: 1
P188 --> T321 : 1
Pre[53,250]: 1
P344 --> T321 : 1
Pre[53,113]: 1
T321: P188' := P188 - 1
IM[53,250]: -1
T321: P344' := P344 - 1
IM[53,113]: -1
T321: P187' := P187 + 1
IM[53,249]: 1
T321: P341' := P341 + 1
IM[53,118]: 1
P145 --> T320 : 1
Pre[54,322]: 1
P344 --> T320 : 1
Pre[54,113]: 1
T320: P145' := P145 - 1
IM[54,322]: -1
T320: P344' := P344 - 1
IM[54,113]: -1
T320: P144' := P144 + 1
IM[54,320]: 1
T320: P341' := P341 + 1
IM[54,118]: 1
P134 --> T319 : 1
Pre[55,241]: 1
P344 --> T319 : 1
Pre[55,113]: 1
T319: P134' := P134 - 1
IM[55,241]: -1
T319: P344' := P344 - 1
IM[55,113]: -1
T319: P133' := P133 + 1
IM[55,109]: 1
T319: P341' := P341 + 1
IM[55,118]: 1
P91 --> T318 : 1
Pre[56,20]: 1
P344 --> T318 : 1
Pre[56,113]: 1
T318: P91' := P91 - 1
IM[56,20]: -1
T318: P344' := P344 - 1
IM[56,113]: -1
T318: P90' := P90 + 1
IM[56,27]: 1
T318: P341' := P341 + 1
IM[56,118]: 1
P80 --> T317 : 1
Pre[57,191]: 1
P344 --> T317 : 1
Pre[57,113]: 1
T317: P80' := P80 - 1
IM[57,191]: -1
T317: P344' := P344 - 1
IM[57,113]: -1
T317: P79' := P79 + 1
IM[57,204]: 1
T317: P341' := P341 + 1
IM[57,118]: 1
P26 --> T316 : 1
Pre[58,283]: 1
P344 --> T316 : 1
Pre[58,113]: 1
T316: P26' := P26 - 1
IM[58,283]: -1
T316: P344' := P344 - 1
IM[58,113]: -1
T316: P25' := P25 + 1
IM[58,239]: 1
T316: P341' := P341 + 1
IM[58,118]: 1
P37 --> T315 : 1
Pre[59,189]: 1
P344 --> T315 : 1
Pre[59,113]: 1
T315: P37' := P37 - 1
IM[59,189]: -1
T315: P344' := P344 - 1
IM[59,113]: -1
T315: P36' := P36 + 1
IM[59,217]: 1
T315: P341' := P341 + 1
IM[59,118]: 1
P53 --> T314 : 1
Pre[60,165]: 1
P344 --> T314 : 1
Pre[60,113]: 1
T314: P53' := P53 - 1
IM[60,165]: -1
T314: P344' := P344 - 1
IM[60,113]: -1
T314: P52' := P52 + 1
IM[60,183]: 1
T314: P341' := P341 + 1
IM[60,118]: 1
P64 --> T313 : 1
Pre[61,195]: 1
P344 --> T313 : 1
Pre[61,113]: 1
T313: P64' := P64 - 1
IM[61,195]: -1
T313: P344' := P344 - 1
IM[61,113]: -1
T313: P63' := P63 + 1
IM[61,188]: 1
T313: P341' := P341 + 1
IM[61,118]: 1
P107 --> T312 : 1
Pre[62,199]: 1
P344 --> T312 : 1
Pre[62,113]: 1
T312: P107' := P107 - 1
IM[62,199]: -1
T312: P344' := P344 - 1
IM[62,113]: -1
T312: P106' := P106 + 1
IM[62,194]: 1
T312: P341' := P341 + 1
IM[62,118]: 1
P118 --> T311 : 1
Pre[63,317]: 1
P344 --> T311 : 1
Pre[63,113]: 1
T311: P118' := P118 - 1
IM[63,317]: -1
T311: P344' := P344 - 1
IM[63,113]: -1
T311: P117' := P117 + 1
IM[63,258]: 1
T311: P341' := P341 + 1
IM[63,118]: 1
P161 --> T310 : 1
Pre[64,316]: 1
P344 --> T310 : 1
Pre[64,113]: 1
T310: P161' := P161 - 1
IM[64,316]: -1
T310: P344' := P344 - 1
IM[64,113]: -1
T310: P160' := P160 + 1
IM[64,304]: 1
T310: P341' := P341 + 1
IM[64,118]: 1
P172 --> T309 : 1
Pre[65,262]: 1
P344 --> T309 : 1
Pre[65,113]: 1
T309: P172' := P172 - 1
IM[65,262]: -1
T309: P344' := P344 - 1
IM[65,113]: -1
T309: P171' := P171 + 1
IM[65,259]: 1
T309: P341' := P341 + 1
IM[65,118]: 1
P215 --> T308 : 1
Pre[66,263]: 1
P344 --> T308 : 1
Pre[66,113]: 1
T308: P215' := P215 - 1
IM[66,263]: -1
T308: P344' := P344 - 1
IM[66,113]: -1
T308: P214' := P214 + 1
IM[66,234]: 1
T308: P341' := P341 + 1
IM[66,118]: 1
P226 --> T307 : 1
Pre[67,83]: 1
P344 --> T307 : 1
Pre[67,113]: 1
T307: P226' := P226 - 1
IM[67,83]: -1
T307: P344' := P344 - 1
IM[67,113]: -1
T307: P225' := P225 + 1
IM[67,102]: 1
T307: P341' := P341 + 1
IM[67,118]: 1
P269 --> T306 : 1
Pre[68,121]: 1
P344 --> T306 : 1
Pre[68,113]: 1
T306: P269' := P269 - 1
IM[68,121]: -1
T306: P344' := P344 - 1
IM[68,113]: -1
T306: P268' := P268 + 1
IM[68,125]: 1
T306: P341' := P341 + 1
IM[68,118]: 1
P280 --> T305 : 1
Pre[69,175]: 1
P344 --> T305 : 1
Pre[69,113]: 1
T305: P280' := P280 - 1
IM[69,175]: -1
T305: P344' := P344 - 1
IM[69,113]: -1
T305: P279' := P279 + 1
IM[69,169]: 1
T305: P341' := P341 + 1
IM[69,118]: 1
P323 --> T304 : 1
Pre[70,254]: 1
P344 --> T304 : 1
Pre[70,113]: 1
T304: P323' := P323 - 1
IM[70,254]: -1
T304: P344' := P344 - 1
IM[70,113]: -1
T304: P322' := P322 + 1
IM[70,226]: 1
T304: P341' := P341 + 1
IM[70,118]: 1
P334 --> T303 : 1
Pre[71,218]: 1
P344 --> T303 : 1
Pre[71,113]: 1
T303: P334' := P334 - 1
IM[71,218]: -1
T303: P344' := P344 - 1
IM[71,113]: -1
T303: P333' := P333 + 1
IM[71,215]: 1
T303: P341' := P341 + 1
IM[71,118]: 1
P309 --> T302 : 1
Pre[72,323]: 1
P344 --> T302 : 1
Pre[72,113]: 1
T302: P309' := P309 - 1
IM[72,323]: -1
T302: P344' := P344 - 1
IM[72,113]: -1
T302: P308' := P308 + 1
IM[72,298]: 1
T302: P343' := P343 + 1
IM[72,129]: 1
P298 --> T301 : 1
Pre[73,286]: 1
P344 --> T301 : 1
Pre[73,113]: 1
T301: P298' := P298 - 1
IM[73,286]: -1
T301: P344' := P344 - 1
IM[73,113]: -1
T301: P297' := P297 + 1
IM[73,299]: 1
T301: P343' := P343 + 1
IM[73,129]: 1
P255 --> T300 : 1
Pre[74,309]: 1
P344 --> T300 : 1
Pre[74,113]: 1
T300: P255' := P255 - 1
IM[74,309]: -1
T300: P344' := P344 - 1
IM[74,113]: -1
T300: P254' := P254 + 1
IM[74,310]: 1
T300: P343' := P343 + 1
IM[74,129]: 1
P244 --> T299 : 1
Pre[75,302]: 1
P344 --> T299 : 1
Pre[75,113]: 1
T299: P244' := P244 - 1
IM[75,302]: -1
T299: P344' := P344 - 1
IM[75,113]: -1
T299: P243' := P243 + 1
IM[75,301]: 1
T299: P343' := P343 + 1
IM[75,129]: 1
P201 --> T298 : 1
Pre[76,321]: 1
P344 --> T298 : 1
Pre[76,113]: 1
T298: P201' := P201 - 1
IM[76,321]: -1
T298: P344' := P344 - 1
IM[76,113]: -1
T298: P200' := P200 + 1
IM[76,312]: 1
T298: P343' := P343 + 1
IM[76,129]: 1
P190 --> T297 : 1
Pre[77,327]: 1
P344 --> T297 : 1
Pre[77,113]: 1
T297: P190' := P190 - 1
IM[77,327]: -1
T297: P344' := P344 - 1
IM[77,113]: -1
T297: P189' := P189 + 1
IM[77,303]: 1
T297: P343' := P343 + 1
IM[77,129]: 1
P147 --> T296 : 1
Pre[78,331]: 1
P344 --> T296 : 1
Pre[78,113]: 1
T296: P147' := P147 - 1
IM[78,331]: -1
T296: P344' := P344 - 1
IM[78,113]: -1
T296: P146' := P146 + 1
IM[78,326]: 1
T296: P343' := P343 + 1
IM[78,129]: 1
P136 --> T295 : 1
Pre[79,337]: 1
P344 --> T295 : 1
Pre[79,113]: 1
T295: P136' := P136 - 1
IM[79,337]: -1
T295: P344' := P344 - 1
IM[79,113]: -1
T295: P135' := P135 + 1
IM[79,338]: 1
T295: P343' := P343 + 1
IM[79,129]: 1
P93 --> T294 : 1
Pre[80,71]: 1
P344 --> T294 : 1
Pre[80,113]: 1
T294: P93' := P93 - 1
IM[80,71]: -1
T294: P344' := P344 - 1
IM[80,113]: -1
T294: P92' := P92 + 1
IM[80,15]: 1
T294: P343' := P343 + 1
IM[80,129]: 1
P82 --> T293 : 1
Pre[81,289]: 1
P344 --> T293 : 1
Pre[81,113]: 1
T293: P82' := P82 - 1
IM[81,289]: -1
T293: P344' := P344 - 1
IM[81,113]: -1
T293: P81' := P81 + 1
IM[81,294]: 1
T293: P343' := P343 + 1
IM[81,129]: 1
P28 --> T292 : 1
Pre[82,306]: 1
P344 --> T292 : 1
Pre[82,113]: 1
T292: P28' := P28 - 1
IM[82,306]: -1
T292: P344' := P344 - 1
IM[82,113]: -1
T292: P27' := P27 + 1
IM[82,308]: 1
T292: P343' := P343 + 1
IM[82,129]: 1
P39 --> T291 : 1
Pre[83,48]: 1
P344 --> T291 : 1
Pre[83,113]: 1
T291: P39' := P39 - 1
IM[83,48]: -1
T291: P344' := P344 - 1
IM[83,113]: -1
T291: P38' := P38 + 1
IM[83,105]: 1
T291: P343' := P343 + 1
IM[83,129]: 1
P55 --> T290 : 1
Pre[84,282]: 1
P344 --> T290 : 1
Pre[84,113]: 1
T290: P55' := P55 - 1
IM[84,282]: -1
T290: P344' := P344 - 1
IM[84,113]: -1
T290: P54' := P54 + 1
IM[84,273]: 1
T290: P343' := P343 + 1
IM[84,129]: 1
P66 --> T289 : 1
Pre[85,54]: 1
P344 --> T289 : 1
Pre[85,113]: 1
T289: P66' := P66 - 1
IM[85,54]: -1
T289: P344' := P344 - 1
IM[85,113]: -1
T289: P65' := P65 + 1
IM[85,202]: 1
T289: P343' := P343 + 1
IM[85,129]: 1
P109 --> T288 : 1
Pre[86,343]: 1
P344 --> T288 : 1
Pre[86,113]: 1
T288: P109' := P109 - 1
IM[86,343]: -1
T288: P344' := P344 - 1
IM[86,113]: -1
T288: P108' := P108 + 1
IM[86,344]: 1
T288: P343' := P343 + 1
IM[86,129]: 1
P120 --> T287 : 1
Pre[87,342]: 1
P344 --> T287 : 1
Pre[87,113]: 1
T287: P120' := P120 - 1
IM[87,342]: -1
T287: P344' := P344 - 1
IM[87,113]: -1
T287: P119' := P119 + 1
IM[87,341]: 1
T287: P343' := P343 + 1
IM[87,129]: 1
P163 --> T286 : 1
Pre[88,345]: 1
P344 --> T286 : 1
Pre[88,113]: 1
T286: P163' := P163 - 1
IM[88,345]: -1
T286: P344' := P344 - 1
IM[88,113]: -1
T286: P162' := P162 + 1
IM[88,332]: 1
T286: P343' := P343 + 1
IM[88,129]: 1
P174 --> T285 : 1
Pre[89,318]: 1
P344 --> T285 : 1
Pre[89,113]: 1
T285: P174' := P174 - 1
IM[89,318]: -1
T285: P344' := P344 - 1
IM[89,113]: -1
T285: P173' := P173 + 1
IM[89,328]: 1
T285: P343' := P343 + 1
IM[89,129]: 1
P217 --> T284 : 1
Pre[90,243]: 1
P344 --> T284 : 1
Pre[90,113]: 1
T284: P217' := P217 - 1
IM[90,243]: -1
T284: P344' := P344 - 1
IM[90,113]: -1
T284: P216' := P216 + 1
IM[90,300]: 1
T284: P343' := P343 + 1
IM[90,129]: 1
P228 --> T283 : 1
Pre[91,98]: 1
P344 --> T283 : 1
Pre[91,113]: 1
T283: P228' := P228 - 1
IM[91,98]: -1
T283: P344' := P344 - 1
IM[91,113]: -1
T283: P227' := P227 + 1
IM[91,106]: 1
T283: P343' := P343 + 1
IM[91,129]: 1
P271 --> T282 : 1
Pre[92,213]: 1
P344 --> T282 : 1
Pre[92,113]: 1
T282: P271' := P271 - 1
IM[92,213]: -1
T282: P344' := P344 - 1
IM[92,113]: -1
T282: P270' := P270 + 1
IM[92,193]: 1
T282: P343' := P343 + 1
IM[92,129]: 1
P282 --> T281 : 1
Pre[93,96]: 1
P344 --> T281 : 1
Pre[93,113]: 1
T281: P282' := P282 - 1
IM[93,96]: -1
T281: P344' := P344 - 1
IM[93,113]: -1
T281: P281' := P281 + 1
IM[93,132]: 1
T281: P343' := P343 + 1
IM[93,129]: 1
P325 --> T280 : 1
Pre[94,291]: 1
P344 --> T280 : 1
Pre[94,113]: 1
T280: P325' := P325 - 1
IM[94,291]: -1
T280: P344' := P344 - 1
IM[94,113]: -1
T280: P324' := P324 + 1
IM[94,290]: 1
T280: P343' := P343 + 1
IM[94,129]: 1
P336 --> T279 : 1
Pre[95,224]: 1
P344 --> T279 : 1
Pre[95,113]: 1
T279: P336' := P336 - 1
IM[95,224]: -1
T279: P344' := P344 - 1
IM[95,113]: -1
T279: P335' := P335 + 1
IM[95,219]: 1
T279: P343' := P343 + 1
IM[95,129]: 1
P291 --> T278 : 1
Pre[96,91]: 1
P351 --> T278 : 1
Pre[96,21]: 1
T278: P291' := P291 - 1
IM[96,91]: -1
T278: P351' := P351 - 1
IM[96,21]: -1
T278: P290' := P290 + 1
IM[96,85]: 1
T278: P349' := P349 + 1
IM[96,57]: 1
P237 --> T277 : 1
Pre[97,162]: 1
P351 --> T277 : 1
Pre[97,21]: 1
T277: P237' := P237 - 1
IM[97,162]: -1
T277: P351' := P351 - 1
IM[97,21]: -1
T277: P236' := P236 + 1
IM[97,271]: 1
T277: P349' := P349 + 1
IM[97,57]: 1
P183 --> T276 : 1
Pre[98,158]: 1
P351 --> T276 : 1
Pre[98,21]: 1
T276: P183' := P183 - 1
IM[98,158]: -1
T276: P351' := P351 - 1
IM[98,21]: -1
T276: P182' := P182 + 1
IM[98,166]: 1
T276: P349' := P349 + 1
IM[98,57]: 1
P129 --> T275 : 1
Pre[99,205]: 1
P351 --> T275 : 1
Pre[99,21]: 1
T275: P129' := P129 - 1
IM[99,205]: -1
T275: P351' := P351 - 1
IM[99,21]: -1
T275: P128' := P128 + 1
IM[99,233]: 1
T275: P349' := P349 + 1
IM[99,57]: 1
P75 --> T274 : 1
Pre[100,25]: 1
P351 --> T274 : 1
Pre[100,21]: 1
T274: P75' := P75 - 1
IM[100,25]: -1
T274: P351' := P351 - 1
IM[100,21]: -1
T274: P74' := P74 + 1
IM[100,50]: 1
T274: P349' := P349 + 1
IM[100,57]: 1
P21 --> T273 : 1
Pre[101,240]: 1
P351 --> T273 : 1
Pre[101,21]: 1
T273: P21' := P21 - 1
IM[101,240]: -1
T273: P351' := P351 - 1
IM[101,21]: -1
T273: P20' := P20 + 1
IM[101,267]: 1
T273: P349' := P349 + 1
IM[101,57]: 1
P48 --> T272 : 1
Pre[102,40]: 1
P351 --> T272 : 1
Pre[102,21]: 1
T272: P48' := P48 - 1
IM[102,40]: -1
T272: P351' := P351 - 1
IM[102,21]: -1
T272: P47' := P47 + 1
IM[102,29]: 1
T272: P349' := P349 + 1
IM[102,57]: 1
P102 --> T271 : 1
Pre[103,237]: 1
P351 --> T271 : 1
Pre[103,21]: 1
T271: P102' := P102 - 1
IM[103,237]: -1
T271: P351' := P351 - 1
IM[103,21]: -1
T271: P101' := P101 + 1
IM[103,272]: 1
T271: P349' := P349 + 1
IM[103,57]: 1
P156 --> T270 : 1
Pre[104,74]: 1
P351 --> T270 : 1
Pre[104,21]: 1
T270: P156' := P156 - 1
IM[104,74]: -1
T270: P351' := P351 - 1
IM[104,21]: -1
T270: P155' := P155 + 1
IM[104,88]: 1
T270: P349' := P349 + 1
IM[104,57]: 1
P210 --> T269 : 1
Pre[105,138]: 1
P351 --> T269 : 1
Pre[105,21]: 1
T269: P210' := P210 - 1
IM[105,138]: -1
T269: P351' := P351 - 1
IM[105,21]: -1
T269: P209' := P209 + 1
IM[105,155]: 1
T269: P349' := P349 + 1
IM[105,57]: 1
P264 --> T268 : 1
Pre[106,94]: 1
P351 --> T268 : 1
Pre[106,21]: 1
T268: P264' := P264 - 1
IM[106,94]: -1
T268: P351' := P351 - 1
IM[106,21]: -1
T268: P263' := P263 + 1
IM[106,97]: 1
T268: P349' := P349 + 1
IM[106,57]: 1
P318 --> T267 : 1
Pre[107,46]: 1
P351 --> T267 : 1
Pre[107,21]: 1
T267: P318' := P318 - 1
IM[107,46]: -1
T267: P351' := P351 - 1
IM[107,21]: -1
T267: P317' := P317 + 1
IM[107,114]: 1
T267: P349' := P349 + 1
IM[107,57]: 1
P304 --> T266 : 1
Pre[108,153]: 1
P351 --> T266 : 1
Pre[108,21]: 1
T266: P304' := P304 - 1
IM[108,153]: -1
T266: P351' := P351 - 1
IM[108,21]: -1
T266: P303' := P303 + 1
IM[108,123]: 1
T266: P350' := P350 + 1
IM[108,47]: 1
P293 --> T265 : 1
Pre[109,86]: 1
P351 --> T265 : 1
Pre[109,21]: 1
T265: P293' := P293 - 1
IM[109,86]: -1
T265: P351' := P351 - 1
IM[109,21]: -1
T265: P292' := P292 + 1
IM[109,64]: 1
T265: P350' := P350 + 1
IM[109,47]: 1
P250 --> T264 : 1
Pre[110,111]: 1
P351 --> T264 : 1
Pre[110,21]: 1
T264: P250' := P250 - 1
IM[110,111]: -1
T264: P351' := P351 - 1
IM[110,21]: -1
T264: P249' := P249 + 1
IM[110,108]: 1
T264: P350' := P350 + 1
IM[110,47]: 1
P239 --> T263 : 1
Pre[111,112]: 1
P351 --> T263 : 1
Pre[111,21]: 1
T263: P239' := P239 - 1
IM[111,112]: -1
T263: P351' := P351 - 1
IM[111,21]: -1
T263: P238' := P238 + 1
IM[111,131]: 1
T263: P350' := P350 + 1
IM[111,47]: 1
P196 --> T262 : 1
Pre[112,253]: 1
P351 --> T262 : 1
Pre[112,21]: 1
T262: P196' := P196 - 1
IM[112,253]: -1
T262: P351' := P351 - 1
IM[112,21]: -1
T262: P195' := P195 + 1
IM[112,236]: 1
T262: P350' := P350 + 1
IM[112,47]: 1
P185 --> T261 : 1
Pre[113,143]: 1
P351 --> T261 : 1
Pre[113,21]: 1
T261: P185' := P185 - 1
IM[113,143]: -1
T261: P351' := P351 - 1
IM[113,21]: -1
T261: P184' := P184 + 1
IM[113,146]: 1
T261: P350' := P350 + 1
IM[113,47]: 1
P142 --> T260 : 1
Pre[114,278]: 1
P351 --> T260 : 1
Pre[114,21]: 1
T260: P142' := P142 - 1
IM[114,278]: -1
T260: P351' := P351 - 1
IM[114,21]: -1
T260: P141' := P141 + 1
IM[114,330]: 1
T260: P350' := P350 + 1
IM[114,47]: 1
P131 --> T259 : 1
Pre[115,81]: 1
P351 --> T259 : 1
Pre[115,21]: 1
T259: P131' := P131 - 1
IM[115,81]: -1
T259: P351' := P351 - 1
IM[115,21]: -1
T259: P130' := P130 + 1
IM[115,168]: 1
T259: P350' := P350 + 1
IM[115,47]: 1
P88 --> T258 : 1
Pre[116,116]: 1
P351 --> T258 : 1
Pre[116,21]: 1
T258: P88' := P88 - 1
IM[116,116]: -1
T258: P351' := P351 - 1
IM[116,21]: -1
T258: P87' := P87 + 1
IM[116,149]: 1
T258: P350' := P350 + 1
IM[116,47]: 1
P77 --> T257 : 1
Pre[117,41]: 1
P351 --> T257 : 1
Pre[117,21]: 1
T257: P77' := P77 - 1
IM[117,41]: -1
T257: P351' := P351 - 1
IM[117,21]: -1
T257: P76' := P76 + 1
IM[117,37]: 1
T257: P350' := P350 + 1
IM[117,47]: 1
P23 --> T256 : 1
Pre[118,203]: 1
P351 --> T256 : 1
Pre[118,21]: 1
T256: P23' := P23 - 1
IM[118,203]: -1
T256: P351' := P351 - 1
IM[118,21]: -1
T256: P22' := P22 + 1
IM[118,230]: 1
T256: P350' := P350 + 1
IM[118,47]: 1
P34 --> T255 : 1
Pre[119,179]: 1
P351 --> T255 : 1
Pre[119,21]: 1
T255: P34' := P34 - 1
IM[119,179]: -1
T255: P351' := P351 - 1
IM[119,21]: -1
T255: P33' := P33 + 1
IM[119,136]: 1
T255: P350' := P350 + 1
IM[119,47]: 1
P50 --> T254 : 1
Pre[120,62]: 1
P351 --> T254 : 1
Pre[120,21]: 1
T254: P50' := P50 - 1
IM[120,62]: -1
T254: P351' := P351 - 1
IM[120,21]: -1
T254: P49' := P49 + 1
IM[120,38]: 1
T254: P350' := P350 + 1
IM[120,47]: 1
P61 --> T253 : 1
Pre[121,56]: 1
P351 --> T253 : 1
Pre[121,21]: 1
T253: P61' := P61 - 1
IM[121,56]: -1
T253: P351' := P351 - 1
IM[121,21]: -1
T253: P60' := P60 + 1
IM[121,65]: 1
T253: P350' := P350 + 1
IM[121,47]: 1
P104 --> T252 : 1
Pre[122,182]: 1
P351 --> T252 : 1
Pre[122,21]: 1
T252: P104' := P104 - 1
IM[122,182]: -1
T252: P351' := P351 - 1
IM[122,21]: -1
T252: P103' := P103 + 1
IM[122,221]: 1
T252: P350' := P350 + 1
IM[122,47]: 1
P115 --> T251 : 1
Pre[123,256]: 1
P351 --> T251 : 1
Pre[123,21]: 1
T251: P115' := P115 - 1
IM[123,256]: -1
T251: P351' := P351 - 1
IM[123,21]: -1
T251: P114' := P114 + 1
IM[123,347]: 1
T251: P350' := P350 + 1
IM[123,47]: 1
P158 --> T250 : 1
Pre[124,90]: 1
P351 --> T250 : 1
Pre[124,21]: 1
T250: P158' := P158 - 1
IM[124,90]: -1
T250: P351' := P351 - 1
IM[124,21]: -1
T250: P157' := P157 + 1
IM[124,80]: 1
T250: P350' := P350 + 1
IM[124,47]: 1
P169 --> T249 : 1
Pre[125,277]: 1
P351 --> T249 : 1
Pre[125,21]: 1
T249: P169' := P169 - 1
IM[125,277]: -1
T249: P351' := P351 - 1
IM[125,21]: -1
T249: P168' := P168 + 1
IM[125,270]: 1
T249: P350' := P350 + 1
IM[125,47]: 1
P212 --> T248 : 1
Pre[126,141]: 1
P351 --> T248 : 1
Pre[126,21]: 1
T248: P212' := P212 - 1
IM[126,141]: -1
T248: P351' := P351 - 1
IM[126,21]: -1
T248: P211' := P211 + 1
IM[126,145]: 1
T248: P350' := P350 + 1
IM[126,47]: 1
P223 --> T247 : 1
Pre[127,231]: 1
P351 --> T247 : 1
Pre[127,21]: 1
T247: P223' := P223 - 1
IM[127,231]: -1
T247: P351' := P351 - 1
IM[127,21]: -1
T247: P222' := P222 + 1
IM[127,223]: 1
T247: P350' := P350 + 1
IM[127,47]: 1
P266 --> T246 : 1
Pre[128,34]: 1
P351 --> T246 : 1
Pre[128,21]: 1
T246: P266' := P266 - 1
IM[128,34]: -1
T246: P351' := P351 - 1
IM[128,21]: -1
T246: P265' := P265 + 1
IM[128,58]: 1
T246: P350' := P350 + 1
IM[128,47]: 1
P277 --> T245 : 1
Pre[129,104]: 1
P351 --> T245 : 1
Pre[129,21]: 1
T245: P277' := P277 - 1
IM[129,104]: -1
T245: P351' := P351 - 1
IM[129,21]: -1
T245: P276' := P276 + 1
IM[129,120]: 1
T245: P350' := P350 + 1
IM[129,47]: 1
P320 --> T244 : 1
Pre[130,77]: 1
P351 --> T244 : 1
Pre[130,21]: 1
T244: P320' := P320 - 1
IM[130,77]: -1
T244: P351' := P351 - 1
IM[130,21]: -1
T244: P319' := P319 + 1
IM[130,60]: 1
T244: P350' := P350 + 1
IM[130,47]: 1
P331 --> T243 : 1
Pre[131,66]: 1
P351 --> T243 : 1
Pre[131,21]: 1
T243: P331' := P331 - 1
IM[131,66]: -1
T243: P351' := P351 - 1
IM[131,21]: -1
T243: P330' := P330 + 1
IM[131,52]: 1
T243: P350' := P350 + 1
IM[131,47]: 1
P14 --> T242 : 1
Pre[132,248]: 1
T242: P14' := P14 - 1
IM[132,248]: -1
T242: P37' := P37 + 1
IM[132,189]: 1
P36 --> T241 : 1
Pre[133,217]: 1
T241: P36' := P36 - 1
IM[133,217]: -1
T241: P14' := P14 + 1
IM[133,248]: 1
P15 --> T240 : 1
Pre[134,244]: 1
T240: P15' := P15 - 1
IM[134,244]: -1
T240: P26' := P26 + 1
IM[134,283]: 1
P25 --> T239 : 1
Pre[135,239]: 1
T239: P25' := P25 - 1
IM[135,239]: -1
T239: P15' := P15 + 1
IM[135,244]: 1
P16 --> T238 : 1
Pre[136,235]: 1
T238: P16' := P16 - 1
IM[136,235]: -1
T238: P19' := P19 + 1
IM[136,264]: 1
P22 --> T237 : 1
Pre[137,230]: 1
T237: P22' := P22 - 1
IM[137,230]: -1
T237: P16' := P16 + 1
IM[137,235]: 1
P20 --> T236 : 1
Pre[138,267]: 1
T236: P20' := P20 - 1
IM[138,267]: -1
T236: P19' := P19 + 1
IM[138,264]: 1
P22 --> T235 : 1
Pre[139,230]: 1
T235: P22' := P22 - 1
IM[139,230]: -1
T235: P21' := P21 + 1
IM[139,240]: 1
P24 --> T234 : 1
Pre[140,228]: 1
T234: P24' := P24 - 1
IM[140,228]: -1
T234: P23' := P23 + 1
IM[140,203]: 1
P25 --> T233 : 1
Pre[141,239]: 1
T233: P25' := P25 - 1
IM[141,239]: -1
T233: P24' := P24 + 1
IM[141,228]: 1
P27 --> T232 : 1
Pre[142,308]: 1
T232: P27' := P27 - 1
IM[142,308]: -1
T232: P26' := P26 + 1
IM[142,283]: 1
P29 --> T231 : 1
Pre[143,185]: 1
T231: P29' := P29 - 1
IM[143,185]: -1
T231: P28' := P28 + 1
IM[143,306]: 1
P32 --> T230 : 1
Pre[144,135]: 1
T230: P32' := P32 - 1
IM[144,135]: -1
T230: P29' := P29 + 1
IM[144,185]: 1
P32 --> T229 : 1
Pre[145,135]: 1
T229: P32' := P32 - 1
IM[145,135]: -1
T229: P31' := P31 + 1
IM[145,33]: 1
P35 --> T228 : 1
Pre[146,180]: 1
T228: P35' := P35 - 1
IM[146,180]: -1
T228: P34' := P34 + 1
IM[146,179]: 1
P36 --> T227 : 1
Pre[147,217]: 1
T227: P36' := P36 - 1
IM[147,217]: -1
T227: P35' := P35 + 1
IM[147,180]: 1
P38 --> T226 : 1
Pre[148,105]: 1
T226: P38' := P38 - 1
IM[148,105]: -1
T226: P37' := P37 + 1
IM[148,189]: 1
P13 --> T225 : 1
Pre[149,36]: 1
T225: P13' := P13 - 1
IM[149,36]: -1
T225: P39' := P39 + 1
IM[149,48]: 1
P41 --> T224 : 1
Pre[150,178]: 1
T224: P41' := P41 - 1
IM[150,178]: -1
T224: P64' := P64 + 1
IM[150,195]: 1
P63 --> T223 : 1
Pre[151,188]: 1
T223: P63' := P63 - 1
IM[151,188]: -1
T223: P41' := P41 + 1
IM[151,178]: 1
P42 --> T222 : 1
Pre[152,184]: 1
T222: P42' := P42 - 1
IM[152,184]: -1
T222: P53' := P53 + 1
IM[152,165]: 1
P52 --> T221 : 1
Pre[153,183]: 1
T221: P52' := P52 - 1
IM[153,183]: -1
T221: P42' := P42 + 1
IM[153,184]: 1
P43 --> T220 : 1
Pre[154,30]: 1
T220: P43' := P43 - 1
IM[154,30]: -1
T220: P46' := P46 + 1
IM[154,22]: 1
P49 --> T219 : 1
Pre[155,38]: 1
T219: P49' := P49 - 1
IM[155,38]: -1
T219: P43' := P43 + 1
IM[155,30]: 1
P47 --> T218 : 1
Pre[156,29]: 1
T218: P47' := P47 - 1
IM[156,29]: -1
T218: P46' := P46 + 1
IM[156,22]: 1
P49 --> T217 : 1
Pre[157,38]: 1
T217: P49' := P49 - 1
IM[157,38]: -1
T217: P48' := P48 + 1
IM[157,40]: 1
P51 --> T216 : 1
Pre[158,61]: 1
T216: P51' := P51 - 1
IM[158,61]: -1
T216: P50' := P50 + 1
IM[158,62]: 1
P52 --> T215 : 1
Pre[159,183]: 1
T215: P52' := P52 - 1
IM[159,183]: -1
T215: P51' := P51 + 1
IM[159,61]: 1
P54 --> T214 : 1
Pre[160,273]: 1
T214: P54' := P54 - 1
IM[160,273]: -1
T214: P53' := P53 + 1
IM[160,165]: 1
P56 --> T213 : 1
Pre[161,238]: 1
T213: P56' := P56 - 1
IM[161,238]: -1
T213: P55' := P55 + 1
IM[161,282]: 1
P59 --> T212 : 1
Pre[162,122]: 1
T212: P59' := P59 - 1
IM[162,122]: -1
T212: P56' := P56 + 1
IM[162,238]: 1
P59 --> T211 : 1
Pre[163,122]: 1
T211: P59' := P59 - 1
IM[163,122]: -1
T211: P58' := P58 + 1
IM[163,26]: 1
P62 --> T210 : 1
Pre[164,69]: 1
T210: P62' := P62 - 1
IM[164,69]: -1
T210: P61' := P61 + 1
IM[164,56]: 1
P63 --> T209 : 1
Pre[165,188]: 1
T209: P63' := P63 - 1
IM[165,188]: -1
T209: P62' := P62 + 1
IM[165,69]: 1
P65 --> T208 : 1
Pre[166,202]: 1
T208: P65' := P65 - 1
IM[166,202]: -1
T208: P64' := P64 + 1
IM[166,195]: 1
P40 --> T207 : 1
Pre[167,32]: 1
T207: P40' := P40 - 1
IM[167,32]: -1
T207: P66' := P66 + 1
IM[167,54]: 1
P12 --> T206 : 1
Pre[168,17]: 1
T206: P12' := P12 - 1
IM[168,17]: -1
T206: P40' := P40 + 1
IM[168,32]: 1
T206: P13' := P13 + 1
IM[168,36]: 1
P68 --> T205 : 1
Pre[169,28]: 1
T205: P68' := P68 - 1
IM[169,28]: -1
T205: P91' := P91 + 1
IM[169,20]: 1
P90 --> T204 : 1
Pre[170,27]: 1
T204: P90' := P90 - 1
IM[170,27]: -1
T204: P68' := P68 + 1
IM[170,28]: 1
P69 --> T203 : 1
Pre[171,268]: 1
T203: P69' := P69 - 1
IM[171,268]: -1
T203: P80' := P80 + 1
IM[171,191]: 1
P79 --> T202 : 1
Pre[172,204]: 1
T202: P79' := P79 - 1
IM[172,204]: -1
T202: P69' := P69 + 1
IM[172,268]: 1
P70 --> T201 : 1
Pre[173,35]: 1
T201: P70' := P70 - 1
IM[173,35]: -1
T201: P73' := P73 + 1
IM[173,51]: 1
P76 --> T200 : 1
Pre[174,37]: 1
T200: P76' := P76 - 1
IM[174,37]: -1
T200: P70' := P70 + 1
IM[174,35]: 1
P74 --> T199 : 1
Pre[175,50]: 1
T199: P74' := P74 - 1
IM[175,50]: -1
T199: P73' := P73 + 1
IM[175,51]: 1
P76 --> T198 : 1
Pre[176,37]: 1
T198: P76' := P76 - 1
IM[176,37]: -1
T198: P75' := P75 + 1
IM[176,25]: 1
P78 --> T197 : 1
Pre[177,42]: 1
T197: P78' := P78 - 1
IM[177,42]: -1
T197: P77' := P77 + 1
IM[177,41]: 1
P79 --> T196 : 1
Pre[178,204]: 1
T196: P79' := P79 - 1
IM[178,204]: -1
T196: P78' := P78 + 1
IM[178,42]: 1
P81 --> T195 : 1
Pre[179,294]: 1
T195: P81' := P81 - 1
IM[179,294]: -1
T195: P80' := P80 + 1
IM[179,191]: 1
P83 --> T194 : 1
Pre[180,266]: 1
T194: P83' := P83 - 1
IM[180,266]: -1
T194: P82' := P82 + 1
IM[180,289]: 1
P86 --> T193 : 1
Pre[181,92]: 1
T193: P86' := P86 - 1
IM[181,92]: -1
T193: P83' := P83 + 1
IM[181,266]: 1
P86 --> T192 : 1
Pre[182,92]: 1
T192: P86' := P86 - 1
IM[182,92]: -1
T192: P85' := P85 + 1
IM[182,3]: 1
P89 --> T191 : 1
Pre[183,43]: 1
T191: P89' := P89 - 1
IM[183,43]: -1
T191: P88' := P88 + 1
IM[183,116]: 1
P90 --> T190 : 1
Pre[184,27]: 1
T190: P90' := P90 - 1
IM[184,27]: -1
T190: P89' := P89 + 1
IM[184,43]: 1
P92 --> T189 : 1
Pre[185,15]: 1
T189: P92' := P92 - 1
IM[185,15]: -1
T189: P91' := P91 + 1
IM[185,20]: 1
P67 --> T188 : 1
Pre[186,55]: 1
T188: P67' := P67 - 1
IM[186,55]: -1
T188: P93' := P93 + 1
IM[186,71]: 1
P11 --> T187 : 1
Pre[187,13]: 1
T187: P11' := P11 - 1
IM[187,13]: -1
T187: P67' := P67 + 1
IM[187,55]: 1
T187: P12' := P12 + 1
IM[187,17]: 1
P95 --> T186 : 1
Pre[188,285]: 1
T186: P95' := P95 - 1
IM[188,285]: -1
T186: P118' := P118 + 1
IM[188,317]: 1
P117 --> T185 : 1
Pre[189,258]: 1
T185: P117' := P117 - 1
IM[189,258]: -1
T185: P95' := P95 + 1
IM[189,285]: 1
P96 --> T184 : 1
Pre[190,206]: 1
T184: P96' := P96 - 1
IM[190,206]: -1
T184: P107' := P107 + 1
IM[190,199]: 1
P106 --> T183 : 1
Pre[191,194]: 1
T183: P106' := P106 - 1
IM[191,194]: -1
T183: P96' := P96 + 1
IM[191,206]: 1
P97 --> T182 : 1
Pre[192,292]: 1
T182: P97' := P97 - 1
IM[192,292]: -1
T182: P100' := P100 + 1
IM[192,276]: 1
P103 --> T181 : 1
Pre[193,221]: 1
T181: P103' := P103 - 1
IM[193,221]: -1
T181: P97' := P97 + 1
IM[193,292]: 1
P101 --> T180 : 1
Pre[194,272]: 1
T180: P101' := P101 - 1
IM[194,272]: -1
T180: P100' := P100 + 1
IM[194,276]: 1
P103 --> T179 : 1
Pre[195,221]: 1
T179: P103' := P103 - 1
IM[195,221]: -1
T179: P102' := P102 + 1
IM[195,237]: 1
P105 --> T178 : 1
Pre[196,181]: 1
T178: P105' := P105 - 1
IM[196,181]: -1
T178: P104' := P104 + 1
IM[196,182]: 1
P106 --> T177 : 1
Pre[197,194]: 1
T177: P106' := P106 - 1
IM[197,194]: -1
T177: P105' := P105 + 1
IM[197,181]: 1
P108 --> T176 : 1
Pre[198,344]: 1
T176: P108' := P108 - 1
IM[198,344]: -1
T176: P107' := P107 + 1
IM[198,199]: 1
P110 --> T175 : 1
Pre[199,348]: 1
T175: P110' := P110 - 1
IM[199,348]: -1
T175: P109' := P109 + 1
IM[199,343]: 1
P113 --> T174 : 1
Pre[200,349]: 1
T174: P113' := P113 - 1
IM[200,349]: -1
T174: P110' := P110 + 1
IM[200,348]: 1
P113 --> T173 : 1
Pre[201,349]: 1
T173: P113' := P113 - 1
IM[201,349]: -1
T173: P112' := P112 + 1
IM[201,350]: 1
P116 --> T172 : 1
Pre[202,255]: 1
T172: P116' := P116 - 1
IM[202,255]: -1
T172: P115' := P115 + 1
IM[202,256]: 1
P117 --> T171 : 1
Pre[203,258]: 1
T171: P117' := P117 - 1
IM[203,258]: -1
T171: P116' := P116 + 1
IM[203,255]: 1
P119 --> T170 : 1
Pre[204,341]: 1
T170: P119' := P119 - 1
IM[204,341]: -1
T170: P118' := P118 + 1
IM[204,317]: 1
P94 --> T169 : 1
Pre[205,340]: 1
T169: P94' := P94 - 1
IM[205,340]: -1
T169: P120' := P120 + 1
IM[205,342]: 1
P10 --> T168 : 1
Pre[206,2]: 1
T168: P10' := P10 - 1
IM[206,2]: -1
T168: P94' := P94 + 1
IM[206,340]: 1
T168: P11' := P11 + 1
IM[206,13]: 1
P122 --> T167 : 1
Pre[207,339]: 1
T167: P122' := P122 - 1
IM[207,339]: -1
T167: P145' := P145 + 1
IM[207,322]: 1
P144 --> T166 : 1
Pre[208,320]: 1
T166: P144' := P144 - 1
IM[208,320]: -1
T166: P122' := P122 + 1
IM[208,339]: 1
P123 --> T165 : 1
Pre[209,128]: 1
T165: P123' := P123 - 1
IM[209,128]: -1
T165: P134' := P134 + 1
IM[209,241]: 1
P133 --> T164 : 1
Pre[210,109]: 1
T164: P133' := P133 - 1
IM[210,109]: -1
T164: P123' := P123 + 1
IM[210,128]: 1
P124 --> T163 : 1
Pre[211,229]: 1
T163: P124' := P124 - 1
IM[211,229]: -1
T163: P127' := P127 + 1
IM[211,265]: 1
P130 --> T162 : 1
Pre[212,168]: 1
T162: P130' := P130 - 1
IM[212,168]: -1
T162: P124' := P124 + 1
IM[212,229]: 1
P128 --> T161 : 1
Pre[213,233]: 1
T161: P128' := P128 - 1
IM[213,233]: -1
T161: P127' := P127 + 1
IM[213,265]: 1
P130 --> T160 : 1
Pre[214,168]: 1
T160: P130' := P130 - 1
IM[214,168]: -1
T160: P129' := P129 + 1
IM[214,205]: 1
P132 --> T159 : 1
Pre[215,93]: 1
T159: P132' := P132 - 1
IM[215,93]: -1
T159: P131' := P131 + 1
IM[215,81]: 1
P133 --> T158 : 1
Pre[216,109]: 1
T158: P133' := P133 - 1
IM[216,109]: -1
T158: P132' := P132 + 1
IM[216,93]: 1
P135 --> T157 : 1
Pre[217,338]: 1
T157: P135' := P135 - 1
IM[217,338]: -1
T157: P134' := P134 + 1
IM[217,241]: 1
P137 --> T156 : 1
Pre[218,313]: 1
T156: P137' := P137 - 1
IM[218,313]: -1
T156: P136' := P136 + 1
IM[218,337]: 1
P140 --> T155 : 1
Pre[219,305]: 1
T155: P140' := P140 - 1
IM[219,305]: -1
T155: P137' := P137 + 1
IM[219,313]: 1
P140 --> T154 : 1
Pre[220,305]: 1
T154: P140' := P140 - 1
IM[220,305]: -1
T154: P139' := P139 + 1
IM[220,315]: 1
P143 --> T153 : 1
Pre[221,329]: 1
T153: P143' := P143 - 1
IM[221,329]: -1
T153: P142' := P142 + 1
IM[221,278]: 1
P144 --> T152 : 1
Pre[222,320]: 1
T152: P144' := P144 - 1
IM[222,320]: -1
T152: P143' := P143 + 1
IM[222,329]: 1
P146 --> T151 : 1
Pre[223,326]: 1
T151: P146' := P146 - 1
IM[223,326]: -1
T151: P145' := P145 + 1
IM[223,322]: 1
P121 --> T150 : 1
Pre[224,314]: 1
T150: P121' := P121 - 1
IM[224,314]: -1
T150: P147' := P147 + 1
IM[224,331]: 1
P9 --> T149 : 1
Pre[225,31]: 1
T149: P9' := P9 - 1
IM[225,31]: -1
T149: P121' := P121 + 1
IM[225,314]: 1
T149: P10' := P10 + 1
IM[225,2]: 1
P149 --> T148 : 1
Pre[226,295]: 1
T148: P149' := P149 - 1
IM[226,295]: -1
T148: P172' := P172 + 1
IM[226,262]: 1
P171 --> T147 : 1
Pre[227,259]: 1
T147: P171' := P171 - 1
IM[227,259]: -1
T147: P149' := P149 + 1
IM[227,295]: 1
P150 --> T146 : 1
Pre[228,296]: 1
T146: P150' := P150 - 1
IM[228,296]: -1
T146: P161' := P161 + 1
IM[228,316]: 1
P160 --> T145 : 1
Pre[229,304]: 1
T145: P160' := P160 - 1
IM[229,304]: -1
T145: P150' := P150 + 1
IM[229,296]: 1
P151 --> T144 : 1
Pre[230,95]: 1
T144: P151' := P151 - 1
IM[230,95]: -1
T144: P154' := P154 + 1
IM[230,99]: 1
P157 --> T143 : 1
Pre[231,80]: 1
T143: P157' := P157 - 1
IM[231,80]: -1
T143: P151' := P151 + 1
IM[231,95]: 1
P155 --> T142 : 1
Pre[232,88]: 1
T142: P155' := P155 - 1
IM[232,88]: -1
T142: P154' := P154 + 1
IM[232,99]: 1
P157 --> T141 : 1
Pre[233,80]: 1
T141: P157' := P157 - 1
IM[233,80]: -1
T141: P156' := P156 + 1
IM[233,74]: 1
P159 --> T140 : 1
Pre[234,164]: 1
T140: P159' := P159 - 1
IM[234,164]: -1
T140: P158' := P158 + 1
IM[234,90]: 1
P160 --> T139 : 1
Pre[235,304]: 1
T139: P160' := P160 - 1
IM[235,304]: -1
T139: P159' := P159 + 1
IM[235,164]: 1
P162 --> T138 : 1
Pre[236,332]: 1
T138: P162' := P162 - 1
IM[236,332]: -1
T138: P161' := P161 + 1
IM[236,316]: 1
P164 --> T137 : 1
Pre[237,346]: 1
T137: P164' := P164 - 1
IM[237,346]: -1
T137: P163' := P163 + 1
IM[237,345]: 1
P167 --> T136 : 1
Pre[238,275]: 1
T136: P167' := P167 - 1
IM[238,275]: -1
T136: P164' := P164 + 1
IM[238,346]: 1
P167 --> T135 : 1
Pre[239,275]: 1
T135: P167' := P167 - 1
IM[239,275]: -1
T135: P166' := P166 + 1
IM[239,119]: 1
P170 --> T134 : 1
Pre[240,297]: 1
T134: P170' := P170 - 1
IM[240,297]: -1
T134: P169' := P169 + 1
IM[240,277]: 1
P171 --> T133 : 1
Pre[241,259]: 1
T133: P171' := P171 - 1
IM[241,259]: -1
T133: P170' := P170 + 1
IM[241,297]: 1
P173 --> T132 : 1
Pre[242,328]: 1
T132: P173' := P173 - 1
IM[242,328]: -1
T132: P172' := P172 + 1
IM[242,262]: 1
P148 --> T131 : 1
Pre[243,257]: 1
T131: P148' := P148 - 1
IM[243,257]: -1
T131: P174' := P174 + 1
IM[243,318]: 1
P8 --> T130 : 1
Pre[244,222]: 1
T130: P8' := P8 - 1
IM[244,222]: -1
T130: P148' := P148 + 1
IM[244,257]: 1
T130: P9' := P9 + 1
IM[244,31]: 1
P176 --> T129 : 1
Pre[245,293]: 1
T129: P176' := P176 - 1
IM[245,293]: -1
T129: P199' := P199 + 1
IM[245,284]: 1
P198 --> T128 : 1
Pre[246,242]: 1
T128: P198' := P198 - 1
IM[246,242]: -1
T128: P176' := P176 + 1
IM[246,293]: 1
P177 --> T127 : 1
Pre[247,245]: 1
T127: P177' := P177 - 1
IM[247,245]: -1
T127: P188' := P188 + 1
IM[247,250]: 1
P187 --> T126 : 1
Pre[248,249]: 1
T126: P187' := P187 - 1
IM[248,249]: -1
T126: P177' := P177 + 1
IM[248,245]: 1
P178 --> T125 : 1
Pre[249,171]: 1
T125: P178' := P178 - 1
IM[249,171]: -1
T125: P181' := P181 + 1
IM[249,252]: 1
P184 --> T124 : 1
Pre[250,146]: 1
T124: P184' := P184 - 1
IM[250,146]: -1
T124: P178' := P178 + 1
IM[250,171]: 1
P182 --> T123 : 1
Pre[251,166]: 1
T123: P182' := P182 - 1
IM[251,166]: -1
T123: P181' := P181 + 1
IM[251,252]: 1
P184 --> T122 : 1
Pre[252,146]: 1
T122: P184' := P184 - 1
IM[252,146]: -1
T122: P183' := P183 + 1
IM[252,158]: 1
P186 --> T121 : 1
Pre[253,156]: 1
T121: P186' := P186 - 1
IM[253,156]: -1
T121: P185' := P185 + 1
IM[253,143]: 1
P187 --> T120 : 1
Pre[254,249]: 1
T120: P187' := P187 - 1
IM[254,249]: -1
T120: P186' := P186 + 1
IM[254,156]: 1
P189 --> T119 : 1
Pre[255,303]: 1
T119: P189' := P189 - 1
IM[255,303]: -1
T119: P188' := P188 + 1
IM[255,250]: 1
P191 --> T118 : 1
Pre[256,334]: 1
T118: P191' := P191 - 1
IM[256,334]: -1
T118: P190' := P190 + 1
IM[256,327]: 1
P194 --> T117 : 1
Pre[257,151]: 1
T117: P194' := P194 - 1
IM[257,151]: -1
T117: P191' := P191 + 1
IM[257,334]: 1
P194 --> T116 : 1
Pre[258,151]: 1
T116: P194' := P194 - 1
IM[258,151]: -1
T116: P193' := P193 + 1
IM[258,59]: 1
P197 --> T115 : 1
Pre[259,173]: 1
T115: P197' := P197 - 1
IM[259,173]: -1
T115: P196' := P196 + 1
IM[259,253]: 1
P198 --> T114 : 1
Pre[260,242]: 1
T114: P198' := P198 - 1
IM[260,242]: -1
T114: P197' := P197 + 1
IM[260,173]: 1
P200 --> T113 : 1
Pre[261,312]: 1
T113: P200' := P200 - 1
IM[261,312]: -1
T113: P199' := P199 + 1
IM[261,284]: 1
P175 --> T112 : 1
Pre[262,287]: 1
T112: P175' := P175 - 1
IM[262,287]: -1
T112: P201' := P201 + 1
IM[262,321]: 1
P7 --> T111 : 1
Pre[263,200]: 1
T111: P7' := P7 - 1
IM[263,200]: -1
T111: P175' := P175 + 1
IM[263,287]: 1
T111: P8' := P8 + 1
IM[263,222]: 1
P203 --> T110 : 1
Pre[264,100]: 1
T110: P203' := P203 - 1
IM[264,100]: -1
T110: P226' := P226 + 1
IM[264,83]: 1
P225 --> T109 : 1
Pre[265,102]: 1
T109: P225' := P225 - 1
IM[265,102]: -1
T109: P203' := P203 + 1
IM[265,100]: 1
P204 --> T108 : 1
Pre[266,246]: 1
T108: P204' := P204 - 1
IM[266,246]: -1
T108: P215' := P215 + 1
IM[266,263]: 1
P214 --> T107 : 1
Pre[267,234]: 1
T107: P214' := P214 - 1
IM[267,234]: -1
T107: P204' := P204 + 1
IM[267,246]: 1
P205 --> T106 : 1
Pre[268,148]: 1
T106: P205' := P205 - 1
IM[268,148]: -1
T106: P208' := P208 + 1
IM[268,161]: 1
P211 --> T105 : 1
Pre[269,145]: 1
T105: P211' := P211 - 1
IM[269,145]: -1
T105: P205' := P205 + 1
IM[269,148]: 1
P209 --> T104 : 1
Pre[270,155]: 1
T104: P209' := P209 - 1
IM[270,155]: -1
T104: P208' := P208 + 1
IM[270,161]: 1
P211 --> T103 : 1
Pre[271,145]: 1
T103: P211' := P211 - 1
IM[271,145]: -1
T103: P210' := P210 + 1
IM[271,138]: 1
P213 --> T102 : 1
Pre[272,133]: 1
T102: P213' := P213 - 1
IM[272,133]: -1
T102: P212' := P212 + 1
IM[272,141]: 1
P214 --> T101 : 1
Pre[273,234]: 1
T101: P214' := P214 - 1
IM[273,234]: -1
T101: P213' := P213 + 1
IM[273,133]: 1
P216 --> T100 : 1
Pre[274,300]: 1
T100: P216' := P216 - 1
IM[274,300]: -1
T100: P215' := P215 + 1
IM[274,263]: 1
P218 --> T99 : 1
Pre[275,247]: 1
T99: P218' := P218 - 1
IM[275,247]: -1
T99: P217' := P217 + 1
IM[275,243]: 1
P221 --> T98 : 1
Pre[276,207]: 1
T98: P221' := P221 - 1
IM[276,207]: -1
T98: P218' := P218 + 1
IM[276,247]: 1
P221 --> T97 : 1
Pre[277,207]: 1
T97: P221' := P221 - 1
IM[277,207]: -1
T97: P220' := P220 + 1
IM[277,78]: 1
P224 --> T96 : 1
Pre[278,167]: 1
T96: P224' := P224 - 1
IM[278,167]: -1
T96: P223' := P223 + 1
IM[278,231]: 1
P225 --> T95 : 1
Pre[279,102]: 1
T95: P225' := P225 - 1
IM[279,102]: -1
T95: P224' := P224 + 1
IM[279,167]: 1
P227 --> T94 : 1
Pre[280,106]: 1
T94: P227' := P227 - 1
IM[280,106]: -1
T94: P226' := P226 + 1
IM[280,83]: 1
P202 --> T93 : 1
Pre[281,39]: 1
T93: P202' := P202 - 1
IM[281,39]: -1
T93: P228' := P228 + 1
IM[281,98]: 1
P6 --> T92 : 1
Pre[282,23]: 1
T92: P6' := P6 - 1
IM[282,23]: -1
T92: P202' := P202 + 1
IM[282,39]: 1
T92: P7' := P7 + 1
IM[282,200]: 1
P230 --> T91 : 1
Pre[283,232]: 1
T91: P230' := P230 - 1
IM[283,232]: -1
T91: P253' := P253 + 1
IM[283,210]: 1
P252 --> T90 : 1
Pre[284,209]: 1
T90: P252' := P252 - 1
IM[284,209]: -1
T90: P230' := P230 + 1
IM[284,232]: 1
P231 --> T89 : 1
Pre[285,157]: 1
T89: P231' := P231 - 1
IM[285,157]: -1
T89: P242' := P242 + 1
IM[285,170]: 1
P241 --> T88 : 1
Pre[286,190]: 1
T88: P241' := P241 - 1
IM[286,190]: -1
T88: P231' := P231 + 1
IM[286,157]: 1
P232 --> T87 : 1
Pre[287,220]: 1
T87: P232' := P232 - 1
IM[287,220]: -1
T87: P235' := P235 + 1
IM[287,269]: 1
P238 --> T86 : 1
Pre[288,131]: 1
T86: P238' := P238 - 1
IM[288,131]: -1
T86: P232' := P232 + 1
IM[288,220]: 1
P236 --> T85 : 1
Pre[289,271]: 1
T85: P236' := P236 - 1
IM[289,271]: -1
T85: P235' := P235 + 1
IM[289,269]: 1
P238 --> T84 : 1
Pre[290,131]: 1
T84: P238' := P238 - 1
IM[290,131]: -1
T84: P237' := P237 + 1
IM[290,162]: 1
P240 --> T83 : 1
Pre[291,115]: 1
T83: P240' := P240 - 1
IM[291,115]: -1
T83: P239' := P239 + 1
IM[291,112]: 1
P241 --> T82 : 1
Pre[292,190]: 1
T82: P241' := P241 - 1
IM[292,190]: -1
T82: P240' := P240 + 1
IM[292,115]: 1
P243 --> T81 : 1
Pre[293,301]: 1
T81: P243' := P243 - 1
IM[293,301]: -1
T81: P242' := P242 + 1
IM[293,170]: 1
P245 --> T80 : 1
Pre[294,212]: 1
T80: P245' := P245 - 1
IM[294,212]: -1
T80: P244' := P244 + 1
IM[294,302]: 1
P248 --> T79 : 1
Pre[295,134]: 1
T79: P248' := P248 - 1
IM[295,134]: -1
T79: P245' := P245 + 1
IM[295,212]: 1
P248 --> T78 : 1
Pre[296,134]: 1
T78: P248' := P248 - 1
IM[296,134]: -1
T78: P247' := P247 + 1
IM[296,154]: 1
P251 --> T77 : 1
Pre[297,110]: 1
T77: P251' := P251 - 1
IM[297,110]: -1
T77: P250' := P250 + 1
IM[297,111]: 1
P252 --> T76 : 1
Pre[298,209]: 1
T76: P252' := P252 - 1
IM[298,209]: -1
T76: P251' := P251 + 1
IM[298,110]: 1
P254 --> T75 : 1
Pre[299,310]: 1
T75: P254' := P254 - 1
IM[299,310]: -1
T75: P253' := P253 + 1
IM[299,210]: 1
P229 --> T74 : 1
Pre[300,140]: 1
T74: P229' := P229 - 1
IM[300,140]: -1
T74: P255' := P255 + 1
IM[300,309]: 1
P5 --> T73 : 1
Pre[301,14]: 1
T73: P5' := P5 - 1
IM[301,14]: -1
T73: P229' := P229 + 1
IM[301,140]: 1
T73: P6' := P6 + 1
IM[301,23]: 1
P257 --> T72 : 1
Pre[302,197]: 1
T72: P257' := P257 - 1
IM[302,197]: -1
T72: P280' := P280 + 1
IM[302,175]: 1
P279 --> T71 : 1
Pre[303,169]: 1
T71: P279' := P279 - 1
IM[303,169]: -1
T71: P257' := P257 + 1
IM[303,197]: 1
P258 --> T70 : 1
Pre[304,139]: 1
T70: P258' := P258 - 1
IM[304,139]: -1
T70: P269' := P269 + 1
IM[304,121]: 1
P268 --> T69 : 1
Pre[305,125]: 1
T69: P268' := P268 - 1
IM[305,125]: -1
T69: P258' := P258 + 1
IM[305,139]: 1
P259 --> T68 : 1
Pre[306,101]: 1
T68: P259' := P259 - 1
IM[306,101]: -1
T68: P262' := P262 + 1
IM[306,103]: 1
P265 --> T67 : 1
Pre[307,58]: 1
T67: P265' := P265 - 1
IM[307,58]: -1
T67: P259' := P259 + 1
IM[307,101]: 1
P263 --> T66 : 1
Pre[308,97]: 1
T66: P263' := P263 - 1
IM[308,97]: -1
T66: P262' := P262 + 1
IM[308,103]: 1
P265 --> T65 : 1
Pre[309,58]: 1
T65: P265' := P265 - 1
IM[309,58]: -1
T65: P264' := P264 + 1
IM[309,94]: 1
P267 --> T64 : 1
Pre[310,68]: 1
T64: P267' := P267 - 1
IM[310,68]: -1
T64: P266' := P266 + 1
IM[310,34]: 1
P268 --> T63 : 1
Pre[311,125]: 1
T63: P268' := P268 - 1
IM[311,125]: -1
T63: P267' := P267 + 1
IM[311,68]: 1
P270 --> T62 : 1
Pre[312,193]: 1
T62: P270' := P270 - 1
IM[312,193]: -1
T62: P269' := P269 + 1
IM[312,121]: 1
P272 --> T61 : 1
Pre[313,144]: 1
T61: P272' := P272 - 1
IM[313,144]: -1
T61: P271' := P271 + 1
IM[313,213]: 1
P275 --> T60 : 1
Pre[314,117]: 1
T60: P275' := P275 - 1
IM[314,117]: -1
T60: P272' := P272 + 1
IM[314,144]: 1
P275 --> T59 : 1
Pre[315,117]: 1
T59: P275' := P275 - 1
IM[315,117]: -1
T59: P274' := P274 + 1
IM[315,87]: 1
P278 --> T58 : 1
Pre[316,186]: 1
T58: P278' := P278 - 1
IM[316,186]: -1
T58: P277' := P277 + 1
IM[316,104]: 1
P279 --> T57 : 1
Pre[317,169]: 1
T57: P279' := P279 - 1
IM[317,169]: -1
T57: P278' := P278 + 1
IM[317,186]: 1
P281 --> T56 : 1
Pre[318,132]: 1
T56: P281' := P281 - 1
IM[318,132]: -1
T56: P280' := P280 + 1
IM[318,175]: 1
P256 --> T55 : 1
Pre[319,70]: 1
T55: P256' := P256 - 1
IM[319,70]: -1
T55: P282' := P282 + 1
IM[319,96]: 1
P4 --> T54 : 1
Pre[320,7]: 1
T54: P4' := P4 - 1
IM[320,7]: -1
T54: P256' := P256 + 1
IM[320,70]: 1
T54: P5' := P5 + 1
IM[320,14]: 1
P284 --> T53 : 1
Pre[321,214]: 1
T53: P284' := P284 - 1
IM[321,214]: -1
T53: P307' := P307 + 1
IM[321,196]: 1
P306 --> T52 : 1
Pre[322,225]: 1
T52: P306' := P306 - 1
IM[322,225]: -1
T52: P284' := P284 + 1
IM[322,214]: 1
P285 --> T51 : 1
Pre[323,163]: 1
T51: P285' := P285 - 1
IM[323,163]: -1
T51: P296' := P296 + 1
IM[323,288]: 1
P295 --> T50 : 1
Pre[324,172]: 1
T50: P295' := P295 - 1
IM[324,172]: -1
T50: P285' := P285 + 1
IM[324,163]: 1
P286 --> T49 : 1
Pre[325,82]: 1
T49: P286' := P286 - 1
IM[325,82]: -1
T49: P289' := P289 + 1
IM[325,72]: 1
P292 --> T48 : 1
Pre[326,64]: 1
T48: P292' := P292 - 1
IM[326,64]: -1
T48: P286' := P286 + 1
IM[326,82]: 1
P290 --> T47 : 1
Pre[327,85]: 1
T47: P290' := P290 - 1
IM[327,85]: -1
T47: P289' := P289 + 1
IM[327,72]: 1
P292 --> T46 : 1
Pre[328,64]: 1
T46: P292' := P292 - 1
IM[328,64]: -1
T46: P291' := P291 + 1
IM[328,91]: 1
P294 --> T45 : 1
Pre[329,89]: 1
T45: P294' := P294 - 1
IM[329,89]: -1
T45: P293' := P293 + 1
IM[329,86]: 1
P295 --> T44 : 1
Pre[330,172]: 1
T44: P295' := P295 - 1
IM[330,172]: -1
T44: P294' := P294 + 1
IM[330,89]: 1
P297 --> T43 : 1
Pre[331,299]: 1
T43: P297' := P297 - 1
IM[331,299]: -1
T43: P296' := P296 + 1
IM[331,288]: 1
P299 --> T42 : 1
Pre[332,281]: 1
T42: P299' := P299 - 1
IM[332,281]: -1
T42: P298' := P298 + 1
IM[332,286]: 1
P302 --> T41 : 1
Pre[333,137]: 1
T41: P302' := P302 - 1
IM[333,137]: -1
T41: P299' := P299 + 1
IM[333,281]: 1
P302 --> T40 : 1
Pre[334,137]: 1
T40: P302' := P302 - 1
IM[334,137]: -1
T40: P301' := P301 + 1
IM[334,12]: 1
P305 --> T39 : 1
Pre[335,174]: 1
T39: P305' := P305 - 1
IM[335,174]: -1
T39: P304' := P304 + 1
IM[335,153]: 1
P306 --> T38 : 1
Pre[336,225]: 1
T38: P306' := P306 - 1
IM[336,225]: -1
T38: P305' := P305 + 1
IM[336,174]: 1
P308 --> T37 : 1
Pre[337,298]: 1
T37: P308' := P308 - 1
IM[337,298]: -1
T37: P307' := P307 + 1
IM[337,196]: 1
P283 --> T36 : 1
Pre[338,4]: 1
T36: P283' := P283 - 1
IM[338,4]: -1
T36: P309' := P309 + 1
IM[338,323]: 1
P3 --> T35 : 1
Pre[339,11]: 1
T35: P3' := P3 - 1
IM[339,11]: -1
T35: P283' := P283 + 1
IM[339,4]: 1
T35: P4' := P4 + 1
IM[339,7]: 1
P311 --> T34 : 1
Pre[340,201]: 1
T34: P311' := P311 - 1
IM[340,201]: -1
T34: P334' := P334 + 1
IM[340,218]: 1
P333 --> T33 : 1
Pre[341,215]: 1
T33: P333' := P333 - 1
IM[341,215]: -1
T33: P311' := P311 + 1
IM[341,201]: 1
P312 --> T32 : 1
Pre[342,274]: 1
T32: P312' := P312 - 1
IM[342,274]: -1
T32: P323' := P323 + 1
IM[342,254]: 1
P322 --> T31 : 1
Pre[343,226]: 1
T31: P322' := P322 - 1
IM[343,226]: -1
T31: P312' := P312 + 1
IM[343,274]: 1
P313 --> T30 : 1
Pre[344,45]: 1
T30: P313' := P313 - 1
IM[344,45]: -1
T30: P316' := P316 + 1
IM[344,107]: 1
P319 --> T29 : 1
Pre[345,60]: 1
T29: P319' := P319 - 1
IM[345,60]: -1
T29: P313' := P313 + 1
IM[345,45]: 1
P317 --> T28 : 1
Pre[346,114]: 1
T28: P317' := P317 - 1
IM[346,114]: -1
T28: P316' := P316 + 1
IM[346,107]: 1
P319 --> T27 : 1
Pre[347,60]: 1
T27: P319' := P319 - 1
IM[347,60]: -1
T27: P318' := P318 + 1
IM[347,46]: 1
P321 --> T26 : 1
Pre[348,216]: 1
T26: P321' := P321 - 1
IM[348,216]: -1
T26: P320' := P320 + 1
IM[348,77]: 1
P322 --> T25 : 1
Pre[349,226]: 1
T25: P322' := P322 - 1
IM[349,226]: -1
T25: P321' := P321 + 1
IM[349,216]: 1
P324 --> T24 : 1
Pre[350,290]: 1
T24: P324' := P324 - 1
IM[350,290]: -1
T24: P323' := P323 + 1
IM[350,254]: 1
P326 --> T23 : 1
Pre[351,280]: 1
T23: P326' := P326 - 1
IM[351,280]: -1
T23: P325' := P325 + 1
IM[351,291]: 1
P329 --> T22 : 1
Pre[352,75]: 1
T22: P329' := P329 - 1
IM[352,75]: -1
T22: P326' := P326 + 1
IM[352,280]: 1
P329 --> T21 : 1
Pre[353,75]: 1
T21: P329' := P329 - 1
IM[353,75]: -1
T21: P328' := P328 + 1
IM[353,53]: 1
P332 --> T20 : 1
Pre[354,211]: 1
T20: P332' := P332 - 1
IM[354,211]: -1
T20: P331' := P331 + 1
IM[354,66]: 1
P333 --> T19 : 1
Pre[355,215]: 1
T19: P333' := P333 - 1
IM[355,215]: -1
T19: P332' := P332 + 1
IM[355,211]: 1
P335 --> T18 : 1
Pre[356,219]: 1
T18: P335' := P335 - 1
IM[356,219]: -1
T18: P334' := P334 + 1
IM[356,218]: 1
P310 --> T17 : 1
Pre[357,130]: 1
T17: P310' := P310 - 1
IM[357,130]: -1
T17: P336' := P336 + 1
IM[357,224]: 1
P2 --> T16 : 1
Pre[358,10]: 1
T16: P2' := P2 - 1
IM[358,10]: -1
T16: P310' := P310 + 1
IM[358,130]: 1
T16: P3' := P3 + 1
IM[358,11]: 1
P339 --> T15 : 1
Pre[359,150]: 1
T15: P339' := P339 - 1
IM[359,150]: -1
T15: P344' := P344 + 1
IM[359,113]: 1
P340 --> T14 : 1
Pre[360,124]: 1
T14: P340' := P340 - 1
IM[360,124]: -1
T14: P339' := P339 + 1
IM[360,150]: 1
P341 --> T13 : 1
Pre[361,118]: 1
T13: P341' := P341 - 1
IM[361,118]: -1
T13: P344' := P344 + 1
IM[361,113]: 1
P342 --> T12 : 1
Pre[362,160]: 1
T12: P342' := P342 - 1
IM[362,160]: -1
T12: P344' := P344 + 1
IM[362,113]: 1
P343 --> T11 : 1
Pre[363,129]: 1
T11: P343' := P343 - 1
IM[363,129]: -1
T11: P342' := P342 + 1
IM[363,160]: 1
P345 --> T10 : 1
Pre[364,84]: 1
T10: P345' := P345 - 1
IM[364,84]: -1
T10: P344' := P344 + 1
IM[364,113]: 1
P346 --> T9 : 1
Pre[365,79]: 1
T9: P346' := P346 - 1
IM[365,79]: -1
T9: P345' := P345 + 1
IM[365,84]: 1
P338 --> T8 : 1
Pre[366,9]: 1
T8: P338' := P338 - 1
IM[366,9]: -1
T8: P346' := P346 + 1
IM[366,79]: 1
P348 --> T7 : 1
Pre[367,63]: 1
T7: P348' := P348 - 1
IM[367,63]: -1
T7: P351' := P351 + 1
IM[367,21]: 1
P349 --> T6 : 1
Pre[368,57]: 1
T6: P349' := P349 - 1
IM[368,57]: -1
T6: P348' := P348 + 1
IM[368,63]: 1
P350 --> T5 : 1
Pre[369,47]: 1
T5: P350' := P350 - 1
IM[369,47]: -1
T5: P351' := P351 + 1
IM[369,21]: 1
P352 --> T4 : 1
Pre[370,18]: 1
T4: P352' := P352 - 1
IM[370,18]: -1
T4: P351' := P351 + 1
IM[370,21]: 1
P347 --> T3 : 1
Pre[371,8]: 1
T3: P347' := P347 - 1
IM[371,8]: -1
T3: P352' := P352 + 1
IM[371,18]: 1
P337 --> T2 : 1
Pre[372,0]: 1
T2: P337' := P337 - 1
IM[372,0]: -1
T2: P347' := P347 + 1
IM[372,8]: 1
T2: P338' := P338 + 1
IM[372,9]: 1
P1 --> T1 : 1
Pre[373,1]: 1
T1: P1' := P1 - 1
IM[373,1]: -1
T1: P337' := P337 + 1
IM[373,0]: 1
T1: P2' := P2 + 1
IM[373,10]: 1
Decreasing places (index:name): 1:P1
Increasing places (index:name): 5:P300 6:P84 16:P57 19:P30 24:P327 44:P192 49:P138 67:P273 73:P219 76:P165 126:P71 142:P44 152:P260 159:P246 187:P314 192:P98 260:P152 261:P206 279:P287 311:P233 325:P125 335:P179 336:P17 351:P111
Disabled transitions:
P301 --> T374 : 1
Pre[0,12]: 1
P288 --> T373 : 1
Pre[1,251]: 1
P247 --> T372 : 1
Pre[2,154]: 1
P234 --> T371 : 1
Pre[3,307]: 1
P193 --> T370 : 1
Pre[4,59]: 1
P180 --> T369 : 1
Pre[5,324]: 1
P139 --> T368 : 1
Pre[6,315]: 1
P126 --> T367 : 1
Pre[7,319]: 1
P85 --> T366 : 1
Pre[8,3]: 1
P72 --> T365 : 1
Pre[9,127]: 1
P18 --> T364 : 1
Pre[10,333]: 1
P31 --> T363 : 1
Pre[11,33]: 1
P45 --> T362 : 1
Pre[12,147]: 1
P58 --> T361 : 1
Pre[13,26]: 1
P99 --> T360 : 1
Pre[14,208]: 1
P112 --> T359 : 1
Pre[15,350]: 1
P153 --> T358 : 1
Pre[16,198]: 1
P166 --> T357 : 1
Pre[17,119]: 1
P207 --> T356 : 1
Pre[18,227]: 1
P220 --> T355 : 1
Pre[19,78]: 1
P261 --> T354 : 1
Pre[20,176]: 1
P274 --> T353 : 1
Pre[21,87]: 1
P315 --> T352 : 1
Pre[22,177]: 1
P328 --> T351 : 1
Pre[23,53]: 1
P303 --> T350 : 1
Pre[24,123]: 1
P344 --> T350 : 1
Pre[24,113]: 1
P289 --> T349 : 1
Pre[25,72]: 1
P344 --> T349 : 1
Pre[25,113]: 1
P249 --> T348 : 1
Pre[26,108]: 1
P344 --> T348 : 1
Pre[26,113]: 1
P235 --> T347 : 1
Pre[27,269]: 1
P344 --> T347 : 1
Pre[27,113]: 1
P195 --> T346 : 1
Pre[28,236]: 1
P344 --> T346 : 1
Pre[28,113]: 1
P181 --> T345 : 1
Pre[29,252]: 1
P344 --> T345 : 1
Pre[29,113]: 1
P141 --> T344 : 1
Pre[30,330]: 1
P344 --> T344 : 1
Pre[30,113]: 1
P127 --> T343 : 1
Pre[31,265]: 1
P344 --> T343 : 1
Pre[31,113]: 1
P87 --> T342 : 1
Pre[32,149]: 1
P344 --> T342 : 1
Pre[32,113]: 1
P73 --> T341 : 1
Pre[33,51]: 1
P344 --> T341 : 1
Pre[33,113]: 1
P19 --> T340 : 1
Pre[34,264]: 1
P344 --> T340 : 1
Pre[34,113]: 1
P33 --> T339 : 1
Pre[35,136]: 1
P344 --> T339 : 1
Pre[35,113]: 1
P46 --> T338 : 1
Pre[36,22]: 1
P344 --> T338 : 1
Pre[36,113]: 1
P60 --> T337 : 1
Pre[37,65]: 1
P344 --> T337 : 1
Pre[37,113]: 1
P100 --> T336 : 1
Pre[38,276]: 1
P344 --> T336 : 1
Pre[38,113]: 1
P114 --> T335 : 1
Pre[39,347]: 1
P344 --> T335 : 1
Pre[39,113]: 1
P154 --> T334 : 1
Pre[40,99]: 1
P344 --> T334 : 1
Pre[40,113]: 1
P168 --> T333 : 1
Pre[41,270]: 1
P344 --> T333 : 1
Pre[41,113]: 1
P208 --> T332 : 1
Pre[42,161]: 1
P344 --> T332 : 1
Pre[42,113]: 1
P222 --> T331 : 1
Pre[43,223]: 1
P344 --> T331 : 1
Pre[43,113]: 1
P262 --> T330 : 1
Pre[44,103]: 1
P344 --> T330 : 1
Pre[44,113]: 1
P276 --> T329 : 1
Pre[45,120]: 1
P344 --> T329 : 1
Pre[45,113]: 1
P316 --> T328 : 1
Pre[46,107]: 1
P344 --> T328 : 1
Pre[46,113]: 1
P330 --> T327 : 1
Pre[47,52]: 1
P344 --> T327 : 1
Pre[47,113]: 1
P307 --> T326 : 1
Pre[48,196]: 1
P344 --> T326 : 1
Pre[48,113]: 1
P296 --> T325 : 1
Pre[49,288]: 1
P344 --> T325 : 1
Pre[49,113]: 1
P253 --> T324 : 1
Pre[50,210]: 1
P344 --> T324 : 1
Pre[50,113]: 1
P242 --> T323 : 1
Pre[51,170]: 1
P344 --> T323 : 1
Pre[51,113]: 1
P199 --> T322 : 1
Pre[52,284]: 1
P344 --> T322 : 1
Pre[52,113]: 1
P188 --> T321 : 1
Pre[53,250]: 1
P344 --> T321 : 1
Pre[53,113]: 1
P145 --> T320 : 1
Pre[54,322]: 1
P344 --> T320 : 1
Pre[54,113]: 1
P134 --> T319 : 1
Pre[55,241]: 1
P344 --> T319 : 1
Pre[55,113]: 1
P91 --> T318 : 1
Pre[56,20]: 1
P344 --> T318 : 1
Pre[56,113]: 1
P80 --> T317 : 1
Pre[57,191]: 1
P344 --> T317 : 1
Pre[57,113]: 1
P26 --> T316 : 1
Pre[58,283]: 1
P344 --> T316 : 1
Pre[58,113]: 1
P37 --> T315 : 1
Pre[59,189]: 1
P344 --> T315 : 1
Pre[59,113]: 1
P53 --> T314 : 1
Pre[60,165]: 1
P344 --> T314 : 1
Pre[60,113]: 1
P64 --> T313 : 1
Pre[61,195]: 1
P344 --> T313 : 1
Pre[61,113]: 1
P107 --> T312 : 1
Pre[62,199]: 1
P344 --> T312 : 1
Pre[62,113]: 1
P118 --> T311 : 1
Pre[63,317]: 1
P344 --> T311 : 1
Pre[63,113]: 1
P161 --> T310 : 1
Pre[64,316]: 1
P344 --> T310 : 1
Pre[64,113]: 1
P172 --> T309 : 1
Pre[65,262]: 1
P344 --> T309 : 1
Pre[65,113]: 1
P215 --> T308 : 1
Pre[66,263]: 1
P344 --> T308 : 1
Pre[66,113]: 1
P226 --> T307 : 1
Pre[67,83]: 1
P344 --> T307 : 1
Pre[67,113]: 1
P269 --> T306 : 1
Pre[68,121]: 1
P344 --> T306 : 1
Pre[68,113]: 1
P280 --> T305 : 1
Pre[69,175]: 1
P344 --> T305 : 1
Pre[69,113]: 1
P323 --> T304 : 1
Pre[70,254]: 1
P344 --> T304 : 1
Pre[70,113]: 1
P334 --> T303 : 1
Pre[71,218]: 1
P344 --> T303 : 1
Pre[71,113]: 1
P309 --> T302 : 1
Pre[72,323]: 1
P344 --> T302 : 1
Pre[72,113]: 1
P298 --> T301 : 1
Pre[73,286]: 1
P344 --> T301 : 1
Pre[73,113]: 1
P255 --> T300 : 1
Pre[74,309]: 1
P344 --> T300 : 1
Pre[74,113]: 1
P244 --> T299 : 1
Pre[75,302]: 1
P344 --> T299 : 1
Pre[75,113]: 1
P201 --> T298 : 1
Pre[76,321]: 1
P344 --> T298 : 1
Pre[76,113]: 1
P190 --> T297 : 1
Pre[77,327]: 1
P344 --> T297 : 1
Pre[77,113]: 1
P147 --> T296 : 1
Pre[78,331]: 1
P344 --> T296 : 1
Pre[78,113]: 1
P136 --> T295 : 1
Pre[79,337]: 1
P344 --> T295 : 1
Pre[79,113]: 1
P93 --> T294 : 1
Pre[80,71]: 1
P344 --> T294 : 1
Pre[80,113]: 1
P82 --> T293 : 1
Pre[81,289]: 1
P344 --> T293 : 1
Pre[81,113]: 1
P28 --> T292 : 1
Pre[82,306]: 1
P344 --> T292 : 1
Pre[82,113]: 1
P39 --> T291 : 1
Pre[83,48]: 1
P344 --> T291 : 1
Pre[83,113]: 1
P55 --> T290 : 1
Pre[84,282]: 1
P344 --> T290 : 1
Pre[84,113]: 1
P66 --> T289 : 1
Pre[85,54]: 1
P344 --> T289 : 1
Pre[85,113]: 1
P109 --> T288 : 1
Pre[86,343]: 1
P344 --> T288 : 1
Pre[86,113]: 1
P120 --> T287 : 1
Pre[87,342]: 1
P344 --> T287 : 1
Pre[87,113]: 1
P163 --> T286 : 1
Pre[88,345]: 1
P344 --> T286 : 1
Pre[88,113]: 1
P174 --> T285 : 1
Pre[89,318]: 1
P344 --> T285 : 1
Pre[89,113]: 1
P217 --> T284 : 1
Pre[90,243]: 1
P344 --> T284 : 1
Pre[90,113]: 1
P228 --> T283 : 1
Pre[91,98]: 1
P344 --> T283 : 1
Pre[91,113]: 1
P271 --> T282 : 1
Pre[92,213]: 1
P344 --> T282 : 1
Pre[92,113]: 1
P282 --> T281 : 1
Pre[93,96]: 1
P344 --> T281 : 1
Pre[93,113]: 1
P325 --> T280 : 1
Pre[94,291]: 1
P344 --> T280 : 1
Pre[94,113]: 1
P336 --> T279 : 1
Pre[95,224]: 1
P344 --> T279 : 1
Pre[95,113]: 1
P291 --> T278 : 1
Pre[96,91]: 1
P351 --> T278 : 1
Pre[96,21]: 1
P237 --> T277 : 1
Pre[97,162]: 1
P351 --> T277 : 1
Pre[97,21]: 1
P183 --> T276 : 1
Pre[98,158]: 1
P351 --> T276 : 1
Pre[98,21]: 1
P129 --> T275 : 1
Pre[99,205]: 1
P351 --> T275 : 1
Pre[99,21]: 1
P75 --> T274 : 1
Pre[100,25]: 1
P351 --> T274 : 1
Pre[100,21]: 1
P21 --> T273 : 1
Pre[101,240]: 1
P351 --> T273 : 1
Pre[101,21]: 1
P48 --> T272 : 1
Pre[102,40]: 1
P351 --> T272 : 1
Pre[102,21]: 1
P102 --> T271 : 1
Pre[103,237]: 1
P351 --> T271 : 1
Pre[103,21]: 1
P156 --> T270 : 1
Pre[104,74]: 1
P351 --> T270 : 1
Pre[104,21]: 1
P210 --> T269 : 1
Pre[105,138]: 1
P351 --> T269 : 1
Pre[105,21]: 1
P264 --> T268 : 1
Pre[106,94]: 1
P351 --> T268 : 1
Pre[106,21]: 1
P318 --> T267 : 1
Pre[107,46]: 1
P351 --> T267 : 1
Pre[107,21]: 1
P304 --> T266 : 1
Pre[108,153]: 1
P351 --> T266 : 1
Pre[108,21]: 1
P293 --> T265 : 1
Pre[109,86]: 1
P351 --> T265 : 1
Pre[109,21]: 1
P250 --> T264 : 1
Pre[110,111]: 1
P351 --> T264 : 1
Pre[110,21]: 1
P239 --> T263 : 1
Pre[111,112]: 1
P351 --> T263 : 1
Pre[111,21]: 1
P196 --> T262 : 1
Pre[112,253]: 1
P351 --> T262 : 1
Pre[112,21]: 1
P185 --> T261 : 1
Pre[113,143]: 1
P351 --> T261 : 1
Pre[113,21]: 1
P142 --> T260 : 1
Pre[114,278]: 1
P351 --> T260 : 1
Pre[114,21]: 1
P131 --> T259 : 1
Pre[115,81]: 1
P351 --> T259 : 1
Pre[115,21]: 1
P88 --> T258 : 1
Pre[116,116]: 1
P351 --> T258 : 1
Pre[116,21]: 1
P77 --> T257 : 1
Pre[117,41]: 1
P351 --> T257 : 1
Pre[117,21]: 1
P23 --> T256 : 1
Pre[118,203]: 1
P351 --> T256 : 1
Pre[118,21]: 1
P34 --> T255 : 1
Pre[119,179]: 1
P351 --> T255 : 1
Pre[119,21]: 1
P50 --> T254 : 1
Pre[120,62]: 1
P351 --> T254 : 1
Pre[120,21]: 1
P61 --> T253 : 1
Pre[121,56]: 1
P351 --> T253 : 1
Pre[121,21]: 1
P104 --> T252 : 1
Pre[122,182]: 1
P351 --> T252 : 1
Pre[122,21]: 1
P115 --> T251 : 1
Pre[123,256]: 1
P351 --> T251 : 1
Pre[123,21]: 1
P158 --> T250 : 1
Pre[124,90]: 1
P351 --> T250 : 1
Pre[124,21]: 1
P169 --> T249 : 1
Pre[125,277]: 1
P351 --> T249 : 1
Pre[125,21]: 1
P212 --> T248 : 1
Pre[126,141]: 1
P351 --> T248 : 1
Pre[126,21]: 1
P223 --> T247 : 1
Pre[127,231]: 1
P351 --> T247 : 1
Pre[127,21]: 1
P266 --> T246 : 1
Pre[128,34]: 1
P351 --> T246 : 1
Pre[128,21]: 1
P277 --> T245 : 1
Pre[129,104]: 1
P351 --> T245 : 1
Pre[129,21]: 1
P320 --> T244 : 1
Pre[130,77]: 1
P351 --> T244 : 1
Pre[130,21]: 1
P331 --> T243 : 1
Pre[131,66]: 1
P351 --> T243 : 1
Pre[131,21]: 1
P14 --> T242 : 1
Pre[132,248]: 1
P36 --> T241 : 1
Pre[133,217]: 1
P15 --> T240 : 1
Pre[134,244]: 1
P25 --> T239 : 1
Pre[135,239]: 1
P16 --> T238 : 1
Pre[136,235]: 1
P22 --> T237 : 1
Pre[137,230]: 1
P20 --> T236 : 1
Pre[138,267]: 1
P22 --> T235 : 1
Pre[139,230]: 1
P24 --> T234 : 1
Pre[140,228]: 1
P25 --> T233 : 1
Pre[141,239]: 1
P27 --> T232 : 1
Pre[142,308]: 1
P29 --> T231 : 1
Pre[143,185]: 1
P32 --> T230 : 1
Pre[144,135]: 1
P32 --> T229 : 1
Pre[145,135]: 1
P35 --> T228 : 1
Pre[146,180]: 1
P36 --> T227 : 1
Pre[147,217]: 1
P38 --> T226 : 1
Pre[148,105]: 1
P13 --> T225 : 1
Pre[149,36]: 1
P41 --> T224 : 1
Pre[150,178]: 1
P63 --> T223 : 1
Pre[151,188]: 1
P42 --> T222 : 1
Pre[152,184]: 1
P52 --> T221 : 1
Pre[153,183]: 1
P43 --> T220 : 1
Pre[154,30]: 1
P49 --> T219 : 1
Pre[155,38]: 1
P47 --> T218 : 1
Pre[156,29]: 1
P49 --> T217 : 1
Pre[157,38]: 1
P51 --> T216 : 1
Pre[158,61]: 1
P52 --> T215 : 1
Pre[159,183]: 1
P54 --> T214 : 1
Pre[160,273]: 1
P56 --> T213 : 1
Pre[161,238]: 1
P59 --> T212 : 1
Pre[162,122]: 1
P59 --> T211 : 1
Pre[163,122]: 1
P62 --> T210 : 1
Pre[164,69]: 1
P63 --> T209 : 1
Pre[165,188]: 1
P65 --> T208 : 1
Pre[166,202]: 1
P40 --> T207 : 1
Pre[167,32]: 1
P12 --> T206 : 1
Pre[168,17]: 1
P68 --> T205 : 1
Pre[169,28]: 1
P90 --> T204 : 1
Pre[170,27]: 1
P69 --> T203 : 1
Pre[171,268]: 1
P79 --> T202 : 1
Pre[172,204]: 1
P70 --> T201 : 1
Pre[173,35]: 1
P76 --> T200 : 1
Pre[174,37]: 1
P74 --> T199 : 1
Pre[175,50]: 1
P76 --> T198 : 1
Pre[176,37]: 1
P78 --> T197 : 1
Pre[177,42]: 1
P79 --> T196 : 1
Pre[178,204]: 1
P81 --> T195 : 1
Pre[179,294]: 1
P83 --> T194 : 1
Pre[180,266]: 1
P86 --> T193 : 1
Pre[181,92]: 1
P86 --> T192 : 1
Pre[182,92]: 1
P89 --> T191 : 1
Pre[183,43]: 1
P90 --> T190 : 1
Pre[184,27]: 1
P92 --> T189 : 1
Pre[185,15]: 1
P67 --> T188 : 1
Pre[186,55]: 1
P11 --> T187 : 1
Pre[187,13]: 1
P95 --> T186 : 1
Pre[188,285]: 1
P117 --> T185 : 1
Pre[189,258]: 1
P96 --> T184 : 1
Pre[190,206]: 1
P106 --> T183 : 1
Pre[191,194]: 1
P97 --> T182 : 1
Pre[192,292]: 1
P103 --> T181 : 1
Pre[193,221]: 1
P101 --> T180 : 1
Pre[194,272]: 1
P103 --> T179 : 1
Pre[195,221]: 1
P105 --> T178 : 1
Pre[196,181]: 1
P106 --> T177 : 1
Pre[197,194]: 1
P108 --> T176 : 1
Pre[198,344]: 1
P110 --> T175 : 1
Pre[199,348]: 1
P113 --> T174 : 1
Pre[200,349]: 1
P113 --> T173 : 1
Pre[201,349]: 1
P116 --> T172 : 1
Pre[202,255]: 1
P117 --> T171 : 1
Pre[203,258]: 1
P119 --> T170 : 1
Pre[204,341]: 1
P94 --> T169 : 1
Pre[205,340]: 1
P10 --> T168 : 1
Pre[206,2]: 1
P122 --> T167 : 1
Pre[207,339]: 1
P144 --> T166 : 1
Pre[208,320]: 1
P123 --> T165 : 1
Pre[209,128]: 1
P133 --> T164 : 1
Pre[210,109]: 1
P124 --> T163 : 1
Pre[211,229]: 1
P130 --> T162 : 1
Pre[212,168]: 1
P128 --> T161 : 1
Pre[213,233]: 1
P130 --> T160 : 1
Pre[214,168]: 1
P132 --> T159 : 1
Pre[215,93]: 1
P133 --> T158 : 1
Pre[216,109]: 1
P135 --> T157 : 1
Pre[217,338]: 1
P137 --> T156 : 1
Pre[218,313]: 1
P140 --> T155 : 1
Pre[219,305]: 1
P140 --> T154 : 1
Pre[220,305]: 1
P143 --> T153 : 1
Pre[221,329]: 1
P144 --> T152 : 1
Pre[222,320]: 1
P146 --> T151 : 1
Pre[223,326]: 1
P121 --> T150 : 1
Pre[224,314]: 1
P9 --> T149 : 1
Pre[225,31]: 1
P149 --> T148 : 1
Pre[226,295]: 1
P171 --> T147 : 1
Pre[227,259]: 1
P150 --> T146 : 1
Pre[228,296]: 1
P160 --> T145 : 1
Pre[229,304]: 1
P151 --> T144 : 1
Pre[230,95]: 1
P157 --> T143 : 1
Pre[231,80]: 1
P155 --> T142 : 1
Pre[232,88]: 1
P157 --> T141 : 1
Pre[233,80]: 1
P159 --> T140 : 1
Pre[234,164]: 1
P160 --> T139 : 1
Pre[235,304]: 1
P162 --> T138 : 1
Pre[236,332]: 1
P164 --> T137 : 1
Pre[237,346]: 1
P167 --> T136 : 1
Pre[238,275]: 1
P167 --> T135 : 1
Pre[239,275]: 1
P170 --> T134 : 1
Pre[240,297]: 1
P171 --> T133 : 1
Pre[241,259]: 1
P173 --> T132 : 1
Pre[242,328]: 1
P148 --> T131 : 1
Pre[243,257]: 1
P8 --> T130 : 1
Pre[244,222]: 1
P176 --> T129 : 1
Pre[245,293]: 1
P198 --> T128 : 1
Pre[246,242]: 1
P177 --> T127 : 1
Pre[247,245]: 1
P187 --> T126 : 1
Pre[248,249]: 1
P178 --> T125 : 1
Pre[249,171]: 1
P184 --> T124 : 1
Pre[250,146]: 1
P182 --> T123 : 1
Pre[251,166]: 1
P184 --> T122 : 1
Pre[252,146]: 1
P186 --> T121 : 1
Pre[253,156]: 1
P187 --> T120 : 1
Pre[254,249]: 1
P189 --> T119 : 1
Pre[255,303]: 1
P191 --> T118 : 1
Pre[256,334]: 1
P194 --> T117 : 1
Pre[257,151]: 1
P194 --> T116 : 1
Pre[258,151]: 1
P197 --> T115 : 1
Pre[259,173]: 1
P198 --> T114 : 1
Pre[260,242]: 1
P200 --> T113 : 1
Pre[261,312]: 1
P175 --> T112 : 1
Pre[262,287]: 1
P7 --> T111 : 1
Pre[263,200]: 1
P203 --> T110 : 1
Pre[264,100]: 1
P225 --> T109 : 1
Pre[265,102]: 1
P204 --> T108 : 1
Pre[266,246]: 1
P214 --> T107 : 1
Pre[267,234]: 1
P205 --> T106 : 1
Pre[268,148]: 1
P211 --> T105 : 1
Pre[269,145]: 1
P209 --> T104 : 1
Pre[270,155]: 1
P211 --> T103 : 1
Pre[271,145]: 1
P213 --> T102 : 1
Pre[272,133]: 1
P214 --> T101 : 1
Pre[273,234]: 1
P216 --> T100 : 1
Pre[274,300]: 1
P218 --> T99 : 1
Pre[275,247]: 1
P221 --> T98 : 1
Pre[276,207]: 1
P221 --> T97 : 1
Pre[277,207]: 1
P224 --> T96 : 1
Pre[278,167]: 1
P225 --> T95 : 1
Pre[279,102]: 1
P227 --> T94 : 1
Pre[280,106]: 1
P202 --> T93 : 1
Pre[281,39]: 1
P6 --> T92 : 1
Pre[282,23]: 1
P230 --> T91 : 1
Pre[283,232]: 1
P252 --> T90 : 1
Pre[284,209]: 1
P231 --> T89 : 1
Pre[285,157]: 1
P241 --> T88 : 1
Pre[286,190]: 1
P232 --> T87 : 1
Pre[287,220]: 1
P238 --> T86 : 1
Pre[288,131]: 1
P236 --> T85 : 1
Pre[289,271]: 1
P238 --> T84 : 1
Pre[290,131]: 1
P240 --> T83 : 1
Pre[291,115]: 1
P241 --> T82 : 1
Pre[292,190]: 1
P243 --> T81 : 1
Pre[293,301]: 1
P245 --> T80 : 1
Pre[294,212]: 1
P248 --> T79 : 1
Pre[295,134]: 1
P248 --> T78 : 1
Pre[296,134]: 1
P251 --> T77 : 1
Pre[297,110]: 1
P252 --> T76 : 1
Pre[298,209]: 1
P254 --> T75 : 1
Pre[299,310]: 1
P229 --> T74 : 1
Pre[300,140]: 1
P5 --> T73 : 1
Pre[301,14]: 1
P257 --> T72 : 1
Pre[302,197]: 1
P279 --> T71 : 1
Pre[303,169]: 1
P258 --> T70 : 1
Pre[304,139]: 1
P268 --> T69 : 1
Pre[305,125]: 1
P259 --> T68 : 1
Pre[306,101]: 1
P265 --> T67 : 1
Pre[307,58]: 1
P263 --> T66 : 1
Pre[308,97]: 1
P265 --> T65 : 1
Pre[309,58]: 1
P267 --> T64 : 1
Pre[310,68]: 1
P268 --> T63 : 1
Pre[311,125]: 1
P270 --> T62 : 1
Pre[312,193]: 1
P272 --> T61 : 1
Pre[313,144]: 1
P275 --> T60 : 1
Pre[314,117]: 1
P275 --> T59 : 1
Pre[315,117]: 1
P278 --> T58 : 1
Pre[316,186]: 1
P279 --> T57 : 1
Pre[317,169]: 1
P281 --> T56 : 1
Pre[318,132]: 1
P256 --> T55 : 1
Pre[319,70]: 1
P4 --> T54 : 1
Pre[320,7]: 1
P284 --> T53 : 1
Pre[321,214]: 1
P306 --> T52 : 1
Pre[322,225]: 1
P285 --> T51 : 1
Pre[323,163]: 1
P295 --> T50 : 1
Pre[324,172]: 1
P286 --> T49 : 1
Pre[325,82]: 1
P292 --> T48 : 1
Pre[326,64]: 1
P290 --> T47 : 1
Pre[327,85]: 1
P292 --> T46 : 1
Pre[328,64]: 1
P294 --> T45 : 1
Pre[329,89]: 1
P295 --> T44 : 1
Pre[330,172]: 1
P297 --> T43 : 1
Pre[331,299]: 1
P299 --> T42 : 1
Pre[332,281]: 1
P302 --> T41 : 1
Pre[333,137]: 1
P302 --> T40 : 1
Pre[334,137]: 1
P305 --> T39 : 1
Pre[335,174]: 1
P306 --> T38 : 1
Pre[336,225]: 1
P308 --> T37 : 1
Pre[337,298]: 1
P283 --> T36 : 1
Pre[338,4]: 1
P3 --> T35 : 1
Pre[339,11]: 1
P311 --> T34 : 1
Pre[340,201]: 1
P333 --> T33 : 1
Pre[341,215]: 1
P312 --> T32 : 1
Pre[342,274]: 1
P322 --> T31 : 1
Pre[343,226]: 1
P313 --> T30 : 1
Pre[344,45]: 1
P319 --> T29 : 1
Pre[345,60]: 1
P317 --> T28 : 1
Pre[346,114]: 1
P319 --> T27 : 1
Pre[347,60]: 1
P321 --> T26 : 1
Pre[348,216]: 1
P322 --> T25 : 1
Pre[349,226]: 1
P324 --> T24 : 1
Pre[350,290]: 1
P326 --> T23 : 1
Pre[351,280]: 1
P329 --> T22 : 1
Pre[352,75]: 1
P329 --> T21 : 1
Pre[353,75]: 1
P332 --> T20 : 1
Pre[354,211]: 1
P333 --> T19 : 1
Pre[355,215]: 1
P335 --> T18 : 1
Pre[356,219]: 1
P310 --> T17 : 1
Pre[357,130]: 1
P2 --> T16 : 1
Pre[358,10]: 1
P339 --> T15 : 1
Pre[359,150]: 1
P340 --> T14 : 1
Pre[360,124]: 1
P341 --> T13 : 1
Pre[361,118]: 1
P342 --> T12 : 1
Pre[362,160]: 1
P343 --> T11 : 1
Pre[363,129]: 1
P345 --> T10 : 1
Pre[364,84]: 1
P346 --> T9 : 1
Pre[365,79]: 1
P338 --> T8 : 1
Pre[366,9]: 1
P348 --> T7 : 1
Pre[367,63]: 1
P349 --> T6 : 1
Pre[368,57]: 1
P350 --> T5 : 1
Pre[369,47]: 1
P352 --> T4 : 1
Pre[370,18]: 1
P347 --> T3 : 1
Pre[371,8]: 1
P337 --> T2 : 1
Pre[372,0]: 1
P1 --> T1 : 1
Pre[373,1]: 1
New Decreasing places (index:name):
Accumulated Decreasing places (index:name): 1:P1
New Increasing places (index:name):
Accumulated Increasing places (index:name): 5:P300 6:P84 16:P57 19:P30 24:P327 44:P192 49:P138 67:P273 73:P219 76:P165 126:P71 142:P44 152:P260 159:P246 187:P314 192:P98 260:P152 261:P206 279:P287 311:P233 325:P125 335:P179 336:P17 351:P111
Disabled transitions:
Done with translating
BK_TIME_CONFINEMENT_REACHED
--------------------
content from stderr:
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="DiscoveryGPU-PT-12b"
export BK_EXAMINATION="UpperBounds"
export BK_TOOL="smart"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
tar xzf /home/mcc/BenchKit/INPUTS/DiscoveryGPU-PT-12b.tgz
mv DiscoveryGPU-PT-12b execution
cd execution
pwd
ls -lh
# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-3637"
echo " Executing tool smart"
echo " Input is DiscoveryGPU-PT-12b, examination is UpperBounds"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 1"
echo " Run identifier is r278-csrt-152749166700119"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "UpperBounds" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "UpperBounds" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "UpperBounds.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property UpperBounds.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "UpperBounds.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '
echo "FORMULA_NAME $x"
done
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;