About the Execution of ITS-Tools for Philosophers-PT-000500
| Execution Summary | |||||
| Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
| 16246.191 | 3600000.00 | 3178678.00 | 408100.30 | ?FFFF?FFFFFFFTFF | normal |
Execution Chart
We display below the execution chart for this examination (boot time has been removed).
Trace from the execution
Formatting '/data/fkordon/mcc2021-input.r140-tall-162298996000149.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2021-input.qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
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Generated by BenchKit 2-4028
Executing tool itstools
Input is Philosophers-PT-000500, examination is LTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r140-tall-162298996000149
=====================================================================
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preparation of the directory to be used:
/home/mcc/execution
total 22M
-rw-r--r-- 1 mcc users 1.6M May 5 16:58 CTLCardinality.txt
-rw-r--r-- 1 mcc users 8.7M May 10 09:43 CTLCardinality.xml
-rw-r--r-- 1 mcc users 610K May 5 16:58 CTLFireability.txt
-rw-r--r-- 1 mcc users 3.7M May 10 09:43 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 6 14:48 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.8K May 6 14:48 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 246K Mar 28 16:26 LTLCardinality.txt
-rw-r--r-- 1 mcc users 942K Mar 28 16:26 LTLCardinality.xml
-rw-r--r-- 1 mcc users 172K Mar 28 16:26 LTLFireability.txt
-rw-r--r-- 1 mcc users 838K Mar 28 16:26 LTLFireability.xml
-rw-r--r-- 1 mcc users 280K Mar 27 07:18 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 982K Mar 27 07:18 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 251K Mar 25 08:45 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 1.2M Mar 25 08:45 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 51K Mar 22 09:16 UpperBounds.txt
-rw-r--r-- 1 mcc users 131K Mar 22 09:16 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 May 5 16:51 equiv_col
-rw-r--r-- 1 mcc users 7 May 5 16:51 instance
-rw-r--r-- 1 mcc users 6 May 5 16:51 iscolored
-rw-r--r-- 1 mcc users 2.2M May 5 16:51 model.pnml
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content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of booleans
BOOL_VECTOR
here is the order used to build the result vector(from text file)
FORMULA_NAME Philosophers-PT-000500-00
FORMULA_NAME Philosophers-PT-000500-01
FORMULA_NAME Philosophers-PT-000500-02
FORMULA_NAME Philosophers-PT-000500-03
FORMULA_NAME Philosophers-PT-000500-04
FORMULA_NAME Philosophers-PT-000500-05
FORMULA_NAME Philosophers-PT-000500-06
FORMULA_NAME Philosophers-PT-000500-07
FORMULA_NAME Philosophers-PT-000500-08
FORMULA_NAME Philosophers-PT-000500-09
FORMULA_NAME Philosophers-PT-000500-10
FORMULA_NAME Philosophers-PT-000500-11
FORMULA_NAME Philosophers-PT-000500-12
FORMULA_NAME Philosophers-PT-000500-13
FORMULA_NAME Philosophers-PT-000500-14
FORMULA_NAME Philosophers-PT-000500-15
=== Now, execution of the tool begins
BK_START 1622993738532
Running Version 0
[2021-06-06 15:35:41] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLFireability, -spotpath, /home/mcc/BenchKit/bin//..//ltlfilt, -z3path, /home/mcc/BenchKit/bin//..//z3/bin/z3, -yices2path, /home/mcc/BenchKit/bin//..//yices/bin/yices, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2021-06-06 15:35:41] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2021-06-06 15:35:41] [INFO ] Load time of PNML (sax parser for PT used): 253 ms
[2021-06-06 15:35:41] [INFO ] Transformed 2500 places.
[2021-06-06 15:35:41] [INFO ] Transformed 2500 transitions.
[2021-06-06 15:35:41] [INFO ] Found NUPN structural information;
[2021-06-06 15:35:41] [INFO ] Parsed PT model containing 2500 places and 2500 transitions in 314 ms.
Parsed 16 properties from file /home/mcc/execution/LTLFireability.xml in 67 ms.
Working with output stream class java.io.PrintStream
[2021-06-06 15:35:41] [INFO ] Initial state test concluded for 1 properties.
Support contains 2500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 45 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:42] [INFO ] Computed 1000 place invariants in 40 ms
[2021-06-06 15:35:42] [INFO ] Implicit Places using invariants in 560 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:42] [INFO ] Computed 1000 place invariants in 18 ms
[2021-06-06 15:35:43] [INFO ] Implicit Places using invariants and state equation in 888 ms returned []
Implicit Place search using SMT with State Equation took 1480 ms to find 0 implicit places.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:43] [INFO ] Computed 1000 place invariants in 10 ms
[2021-06-06 15:35:45] [INFO ] Dead Transitions using invariants and state equation in 1484 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
[2021-06-06 15:35:45] [INFO ] Initial state reduction rules for LTL removed 1 formulas.
[2021-06-06 15:35:45] [INFO ] Flatten gal took : 298 ms
FORMULA Philosophers-PT-000500-13 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
[2021-06-06 15:35:46] [INFO ] Flatten gal took : 220 ms
[2021-06-06 15:35:47] [INFO ] Input system was already deterministic with 2500 transitions.
Finished random walk after 17017 steps, including 0 resets, run visited all 27 properties in 634 ms. (steps per millisecond=26 )
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !((X((X(p1)&&G(p2)&&p0))||(p3 U p2)))], workingDir=/home/mcc/execution]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 120 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:48] [INFO ] Computed 1000 place invariants in 7 ms
[2021-06-06 15:35:49] [INFO ] Implicit Places using invariants in 641 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:49] [INFO ] Computed 1000 place invariants in 7 ms
[2021-06-06 15:35:50] [INFO ] Implicit Places using invariants and state equation in 904 ms returned []
Implicit Place search using SMT with State Equation took 1547 ms to find 0 implicit places.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:35:50] [INFO ] Computed 1000 place invariants in 6 ms
[2021-06-06 15:35:51] [INFO ] Dead Transitions using invariants and state equation in 1411 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 473 ms :[(NOT p2), (NOT p2), (OR (NOT p2) (NOT p0) (NOT p1)), (OR (NOT p2) (NOT p1)), (NOT p2), true]
Running random walk in product with property : Philosophers-PT-000500-00 automaton TGBA [mat=[[{ cond=(AND (NOT p2) p3), acceptance={0} source=0 dest: 0}, { cond=(AND (NOT p2) (NOT p3)), acceptance={0} source=0 dest: 5}], [{ cond=(AND (NOT p2) p3), acceptance={} source=1 dest: 0}, { cond=(AND (NOT p2) (NOT p3)), acceptance={} source=1 dest: 2}], [{ cond=(AND p2 p0), acceptance={} source=2 dest: 3}, { cond=(OR (NOT p2) (NOT p0)), acceptance={} source=2 dest: 5}], [{ cond=(AND p2 p1), acceptance={} source=3 dest: 4}, { cond=(OR (NOT p2) (NOT p1)), acceptance={} source=3 dest: 5}], [{ cond=p2, acceptance={} source=4 dest: 4}, { cond=(NOT p2), acceptance={} source=4 dest: 5}], [{ cond=true, acceptance={0} source=5 dest: 5}]], initial=1, aps=[p2:(OR (AND (EQ s712 1) (EQ s1165 1)) (AND (EQ s832 1) (EQ s1335 1)) (AND (EQ s937 1) (EQ s1490 1)) (AND (EQ s680 1) (EQ s1074 1)) (AND (EQ s639 1) (EQ s1247 1)) (AND (EQ s889 1) (EQ s1305 1)) (AND (EQ s799 1) (EQ s1360 1)) (AND (EQ s691 1) (EQ s1228 1)) (AND (EQ s615 1) (EQ s1138 1)) (AND (EQ s654 1) (EQ s1262 1)) (AND (EQ s675 1) (EQ s1069 1)) (AND (EQ s618 1) (EQ s1034 1)) (AND (EQ s763 1) (EQ s1164 1)) (AND (EQ s898 1) (EQ s1529 1)) (AND (EQ s1005 1) (EQ s1516 1)) (AND (EQ s787 1) (EQ s1354 1)) (AND (EQ s859 1) (EQ s1339 1)) (AND (EQ s862 1) (EQ s1301 1)) (AND (EQ s815 1) (EQ s1211 1)) (AND (EQ s956 1) (EQ s1318 1)) (AND (EQ s846 1) (EQ s1287 1)) (AND (EQ s820 1) (EQ s1200 1)) (AND (EQ s633 1) (EQ s1049 1)) (AND (EQ s874 1) (EQ s1290 1)) (AND (EQ s736 1) (EQ s1273 1)) (AND (EQ s577 1) (EQ s1044 1)) (AND (EQ s593 1) (EQ s1058 1)) (AND (EQ s825 1) (EQ s1205 1)) (AND (EQ s910 1) (EQ s1518 1)) (AND (EQ s692 1) (EQ s1227 1)) (AND (EQ s994 1) (EQ s1410 1)) (AND (EQ s483 1) (EQ s980 1)) (AND (EQ s831 1) (EQ s1336 1)) (AND (EQ s847 1) (EQ s1286 1)) (AND (EQ s824 1) (EQ s1368 1)) (AND (EQ s652 1) (EQ s1233 1)) (AND (EQ s908 1) (EQ s1523 1)) (AND (EQ s519 1) (EQ s1127 1)) (AND (EQ s800 1) (EQ s1359 1)) (AND (EQ s872 1) (EQ s1295 1)) (AND (EQ s594 1) (EQ s1057 1)) (AND (EQ s844 1) (EQ s1324 1)) (AND (EQ s907 1) (EQ s1524 1)) (AND (EQ s614 1) (EQ s1139 1)) (AND (EQ s674 1) (EQ s1072 1)) (AND (EQ s871 1) (EQ s1296 1)) (AND (EQ s786 1) (EQ s1355 1)) (AND (EQ s739 1) (EQ s1155 1)) (AND (EQ s764 1) (EQ s1163 1)) (AND (EQ s938 1) (EQ s1489 1)) (AND (EQ s549 1) (EQ s1093 1)) (AND (EQ s897 1) (EQ s1530 1)) (AND (EQ s568 1) (EQ s1112 1)) (AND (EQ s609 1) (EQ s1136 1)) (AND (EQ s588 1) (EQ s1068 1)) (AND (EQ s775 1) (EQ s1383 1)) (AND (EQ s949 1) (EQ s1315 1)) (AND (EQ s861 1) (EQ s1302 1)) (AND (EQ s981 1) (EQ s1408 1)) (AND (EQ s991 1) (EQ s1432 1)) (AND (EQ s729 1) (EQ s1194 1)) (AND (EQ s735 1) (EQ s1274 1)) (AND (EQ s518 1) (EQ s1126 1)) (AND (EQ s778 1) (EQ s1393 1)) (AND (EQ s932 1) (EQ s1499 1)) (AND (EQ s837 1) (EQ s1326 1)) (AND (EQ s995 1) (EQ s1411 1)) (AND (EQ s745 1) (EQ s1272 1)) (AND (EQ s576 1) (EQ s1045 1)) (AND (EQ s954 1) (EQ s1320 1)) (AND (EQ s627 1) (EQ s1028 1)) (AND (EQ s789 1) (EQ s1397 1)) (AND (EQ s920 1) (EQ s1477 1)) (AND (EQ s579 1) (EQ s1042 1)) (AND (EQ s663 1) (EQ s1256 1)) (AND (EQ s753 1) (EQ s1169 1)) (AND (EQ s546 1) (EQ s970 1)) (AND (EQ s621 1) (EQ s1030 1)) (AND (EQ s738 1) (EQ s1154 1)) (AND (EQ s923 1) (EQ s1474 1)) (AND (EQ s480 1) (EQ s968 1)) (AND (EQ s774 1) (EQ s1382 1)) (AND (EQ s657 1) (EQ s1258 1)) (AND (EQ s1004 1) (EQ s1435 1)) (AND (EQ s998 1) (EQ s1421 1)) (AND (EQ s678 1) (EQ s1076 1)) (AND (EQ s982 1) (EQ s1407 1)) (AND (EQ s562 1) (EQ s1097 1)) (AND (EQ s765 1) (EQ s1390 1)) (AND (EQ s811 1) (EQ s1364 1)) (AND (EQ s533 1) (EQ s1141 1)) (AND (EQ s885 1) (EQ s1380 1)) (AND (EQ s894 1) (EQ s1502 1)) (AND (EQ s945 1) (EQ s1311 1)) (AND (EQ s921 1) (EQ s1476 1)) (AND (EQ s628 1) (EQ s1027 1)) (AND (EQ s619 1) (EQ s1035 1)) (AND (EQ s724 1) (EQ s1204 1)) (AND (EQ s676 1) (EQ s1070 1)) (AND (EQ s655 1) (EQ s1263 1)) (AND (EQ s664 1) (EQ s1255 1)) (AND (EQ s925 1) (EQ s1469 1)) (AND (EQ s516 1) (EQ s1113 1)) (AND (EQ s983 1) (EQ s1406 1)) (AND (EQ s777 1) (EQ s1394 1)) (AND (EQ s931 1) (EQ s1500 1)) (AND (EQ s730 1) (EQ s1193 1)) (AND (EQ s734 1) (EQ s1275 1)) (AND (EQ s772 1) (EQ s1403 1)) (AND (EQ s616 1) (EQ s1137 1)) (AND (EQ s543 1) (EQ s959 1)) (AND (EQ s746 1) (EQ s1271 1)) (AND (EQ s679 1) (EQ s1073 1)) (AND (EQ s555 1) (EQ s963 1)) (AND (EQ s669 1) (EQ s1213 1)) (AND (EQ s578 1) (EQ s1043 1)) (AND (EQ s812 1) (EQ s1363 1)) (AND (EQ s875 1) (EQ s1291 1)) (AND (EQ s771 1) (EQ s1404 1)) (AND (EQ s1003 1) (EQ s1436 1)) (AND (EQ s911 1) (EQ s1519 1)) (AND (EQ s992 1) (EQ s1431 1)) (AND (EQ s1009 1) (EQ s1425 1)) (AND (EQ s922 1) (EQ s1475 1)) (AND (EQ s858 1) (EQ s1338 1)) (AND (EQ s997 1) (EQ s1422 1)) (AND (EQ s838 1) (EQ s1325 1)) (AND (EQ s561 1) (EQ s1098 1)) (AND (EQ s845 1) (EQ s1288 1)) (AND (EQ s766 1) (EQ s1389 1)) (AND (EQ s984 1) (EQ s1405 1)) (AND (EQ s587 1) (EQ s1067 1)) (AND (EQ s527 1) (EQ s1120 1)) (AND (EQ s612 1) (EQ s1133 1)) (AND (EQ s581 1) (EQ s1040 1)) (AND (EQ s941 1) (EQ s1485 1)) (AND (EQ s554 1) (EQ s962 1)) (AND (EQ s537 1) (EQ s1122 1)) (AND (EQ s643 1) (EQ s1242 1)) (AND (EQ s808 1) (EQ s1352 1)) (AND (EQ s856 1) (EQ s1277 1)) (AND (EQ s535 1) (EQ s1143 1)) (AND (EQ s482 1) (EQ s977 1)) (AND (EQ s733 1) (EQ s1276 1)) (AND (EQ s947 1) (EQ s1309 1)) (AND (EQ s727 1) (EQ s1184 1)) (AND (EQ s602 1) (EQ s1082 1)) (AND (EQ s784 1) (EQ s1341 1)) (AND (EQ s803 1) (EQ s1372 1)) (AND (EQ s757 1) (EQ s1150 1)) (AND (EQ s515 1) (EQ s1114 1)) (AND (EQ s557 1) (EQ s1086 1)) (AND (EQ s843 1) (EQ s1323 1)) (AND (EQ s605 1) (EQ s1148 1)) (AND (EQ s590 1) (EQ s1061 1)) (AND (EQ s918 1) (EQ s1479 1)) (AND (EQ s1008 1) (EQ s1513 1)) (AND (EQ s716 1) (EQ s1177 1)) (AND (EQ s865 1) (EQ s1298 1)) (AND (EQ s629 1) (EQ s1022 1)) (AND (EQ s665 1) (EQ s1250 1)) (AND (EQ s901 1) (EQ s1526 1)) (AND (EQ s785 1) (EQ s1356 1)) (AND (EQ s640 1) (EQ s1248 1)) (AND (EQ s880 1) (EQ s1385 1)) (AND (EQ s580 1) (EQ s1041 1)) (AND (EQ s728 1) (EQ s1183 1)) (AND (EQ s547 1) (EQ s971 1)) (AND (EQ s1011 1) (EQ s1427 1)) (AND (EQ s528 1) (EQ s1119 1)) (AND (EQ s638 1) (EQ s1246 1)) (AND (EQ s836 1) (EQ s1331 1)) (AND (EQ s955 1) (EQ s1317 1)) (AND (EQ s600 1) (EQ s1055 1)) (AND (EQ s919 1) (EQ s1478 1)) (AND (EQ s896 1) (EQ s1504 1)) (AND (EQ s819 1) (EQ s1199 1)) (AND (EQ s718 1) (EQ s1189 1)) (AND (EQ s866 1) (EQ s1297 1)) (AND (EQ s630 1) (EQ s1021 1)) (AND (EQ s642 1) (EQ s1243 1)) (AND (EQ s589 1) (EQ s1062 1)) (AND (EQ s509 1) (EQ s1104 1)) (AND (EQ s479 1) (EQ s967 1)) (AND (EQ s715 1) (EQ s1178 1)) (AND (EQ s860 1) (EQ s1340 1)) (AND (EQ s835 1) (EQ s1332 1)) (AND (EQ s902 1) (EQ s1525 1)) (AND (EQ s946 1) (EQ s1312 1)) (AND (EQ s599 1) (EQ s1056 1)) (AND (EQ s585 1) (EQ s1065 1)) (AND (EQ s666 1) (EQ s1249 1)) (AND (EQ s758 1) (EQ s1149 1)) (AND (EQ s514 1) (EQ s1115 1)) (AND (EQ s717 1) (EQ s1190 1)) (AND (EQ s826 1) (EQ s1206 1)) (AND (EQ s755 1) (EQ s1171 1)) (AND (EQ s544 1) (EQ s960 1)) (AND (EQ s558 1) (EQ s1085 1)) (AND (EQ s552 1) (EQ s1096 1)) (AND (EQ s538 1) (EQ s1121 1)) (AND (EQ s709 1) (EQ s1168 1)) (AND (EQ s791 1) (EQ s1399 1)) (AND (EQ s604 1) (EQ s1084 1)) (AND (EQ s1007 1) (EQ s1514 1)) (AND (EQ s660 1) (EQ s1259 1)) (AND (EQ s656 1) (EQ s1264 1)) (AND (EQ s1010 1) (EQ s1426 1)) (AND (EQ s1017 1) (EQ s1512 1)) (AND (EQ s624 1) (EQ s1031 1)) (AND (EQ s532 1) (EQ s1131 1)) (AND (EQ s714 1) (EQ s1179 1)) (AND (EQ s840 1) (EQ s1327 1)) (AND (EQ s879 1) (EQ s1386 1)) (AND (EQ s935 1) (EQ s1496 1)) (AND (EQ s699 1) (EQ s1220 1)) (AND (EQ s768 1) (EQ s1391 1)) (AND (EQ s912 1) (EQ s1520 1)) (AND (EQ s673 1) (EQ s1071 1)) (AND (EQ s754 1) (EQ s1170 1)) (AND (EQ s610 1) (EQ s1135 1)) (AND (EQ s790 1) (EQ s1398 1)) (AND (EQ s641 1) (EQ s1244 1)) (AND (EQ s481 1) (EQ s978 1)) (AND (EQ s710 1) (EQ s1167 1)) (AND (EQ s517 1) (EQ s1125 1)) (AND (EQ s510 1) (EQ s1103 1)) (AND (EQ s732 1) (EQ s1195 1)) (AND (EQ s582 1) (EQ s1039 1)) (AND (EQ s752 1) (EQ s1159 1)) (AND (EQ s620 1) (EQ s1036 1)) (AND (EQ s953 1) (EQ s1319 1)) (AND (EQ s513 1) (EQ s1116 1)) (AND (EQ s603 1) (EQ s1083 1)) (AND (EQ s713 1) (EQ s1180 1)) (AND (EQ s948 1) (EQ s1310 1)) (AND (EQ s534 1) (EQ s1142 1)) (AND (EQ s751 1) (EQ s1160 1)) (AND (EQ s916 1) (EQ s1481 1)) (AND (EQ s511 1) (EQ s1102 1)) (AND (EQ s767 1) (EQ s1392 1)) (AND (EQ s936 1) (EQ s1495 1)) (AND (EQ s700 1) (EQ s1219 1)) (AND (EQ s659 1) (EQ s1260 1)) (AND (EQ s586 1) (EQ s1066 1)) (AND (EQ s1006 1) (EQ s1515 1)) (AND (EQ s788 1) (EQ s1353 1)) (AND (EQ s737 1) (EQ s1153 1)) (AND (EQ s1018 1) (EQ s1511 1)) (AND (EQ s623 1) (EQ s1032 1)) (AND (EQ s611 1) (EQ s1134 1)) (AND (EQ s773 1) (EQ s1381 1)) (AND (EQ s711 1) (EQ s1166 1)) (AND (EQ s814 1) (EQ s1210 1)) (AND (EQ s572 1) (EQ s1091 1)) (AND (EQ s531 1) (EQ s1132 1)) (AND (EQ s731 1) (EQ s1196 1)) (AND (EQ s685 1) (EQ s1229 1)) (AND (EQ s878 1) (EQ s1387 1)) (AND (EQ s583 1) (EQ s1038 1)) (AND (EQ s571 1) (EQ s1092 1)) (AND (EQ s993 1) (EQ s1409 1)) (AND (EQ s895 1) (EQ s1503 1)) (AND (EQ s842 1) (EQ s1322 1)) (AND (EQ s708 1) (EQ s1188 1)) (AND (EQ s917 1) (EQ s1480 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(AND (EQ s548 1) (EQ s972 1)) (AND (EQ s553 1) (EQ s961 1)) (AND (EQ s817 1) (EQ s1197 1)) (AND (EQ s1000 1) (EQ s1423 1)) (AND (EQ s608 1) (EQ s1145 1)) (AND (EQ s810 1) (EQ s1361 1)) (AND (EQ s769 1) (EQ s1402 1)) (AND (EQ s857 1) (EQ s1337 1)) (AND (EQ s671 1) (EQ s1215 1)) (AND (EQ s564 1) (EQ s1099 1)) (AND (EQ s595 1) (EQ s1060 1)) (AND (EQ s686 1) (EQ s1230 1)) (AND (EQ s876 1) (EQ s1292 1)) (AND (EQ s742 1) (EQ s1267 1)) (AND (EQ s647 1) (EQ s1238 1)) (AND (EQ s990 1) (EQ s1429 1)) (AND (EQ s987 1) (EQ s1418 1)) (AND (EQ s852 1) (EQ s1281 1)) (AND (EQ s683 1) (EQ s1077 1)) (AND (EQ s524 1) (EQ s1105 1)) (AND (EQ s706 1) (EQ s1186 1)) (AND (EQ s914 1) (EQ s1483 1)) (AND (EQ s601 1) (EQ s1081 1)) (AND (EQ s989 1) (EQ s1430 1)) (AND (EQ s830 1) (EQ s1333 1)) (AND (EQ s781 1) (EQ s1344 1)) (AND (EQ s1020 1) (EQ s1509 1)) (AND (EQ s661 1) (EQ s1254 1)) (AND (EQ s704 1) (EQ s1173 1)) (AND (EQ s779 1) (EQ s1396 1)) (AND (EQ s488 1) (EQ s975 1)) (AND (EQ s625 1) (EQ s1026 1)) (AND (EQ s942 1) (EQ s1486 1)) (AND (EQ s813 1) (EQ s1209 1)) (AND (EQ s841 1) (EQ s1321 1)) (AND (EQ s672 1) (EQ s1216 1)) (AND (EQ s687 1) (EQ s1231 1)) (AND (EQ s696 1) (EQ s1223 1)) (AND (EQ s893 1) (EQ s1501 1)) (AND (EQ s818 1) (EQ s1198 1)) (AND (EQ s804 1) (EQ s1371 1)) (AND (EQ s986 1) (EQ s1419 1)) (AND (EQ s607 1) (EQ s1146 1)) (AND (EQ s899 1) (EQ s1532 1)) (AND (EQ s892 1) (EQ s1308 1)) (AND (EQ s762 1) (EQ s1161 1)) (AND (EQ s863 1) (EQ s1304 1)) (AND (EQ s928 1) (EQ s1472 1)) (AND (EQ s637 1) (EQ s1245 1)) (AND (EQ s939 1) (EQ s1492 1)) (AND (EQ s882 1) (EQ s1375 1)) (AND (EQ s943 1) (EQ s1487 1)) (AND (EQ s795 1) (EQ s1346 1)) (AND (EQ s906 1) (EQ s1521 1)) (AND (EQ s913 1) (EQ s1484 1)) (AND (EQ s707 1) (EQ s1187 1)) (AND (EQ s1013 1) (EQ s1508 1)) (AND (EQ s782 1) (EQ s1343 1)) (AND (EQ s798 1) (EQ s1357 1)) (AND (EQ s529 1) (EQ s1130 1)) (AND (EQ s636 1) (EQ s1052 1)) (AND (EQ s854 1) (EQ s1279 1)) (AND (EQ s870 1) (EQ s1293 1)) (AND (EQ s864 1) (EQ s1303 1)) (AND (EQ s681 1) 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(EQ s347 1) (EQ s774 1)) (AND (EQ s23 1) (EQ s552 1)) (AND (EQ s134 1) (EQ s596 1)) (AND (EQ s317 1) (EQ s886 1)) (AND (EQ s357 1) (EQ s829 1)) (AND (EQ s310 1) (EQ s807 1)) (AND (EQ s441 1) (EQ s932 1)) (AND (EQ s17 1) (EQ s554 1)) (AND (EQ s381 1) (EQ s942 1)) (AND (EQ s267 1) (EQ s803 1)) (AND (EQ s503 1) (EQ s990 1)) (AND (EQ s343 1) (EQ s879 1)) (AND (EQ s52 1) (EQ s523 1)) (AND (EQ s336 1) (EQ s777 1)) (AND (EQ s172 1) (EQ s689 1)) (AND (EQ s429 1) (EQ s928 1)) (AND (EQ s90 1) (EQ s617 1)) (AND (EQ s494 1) (EQ s982 1)) (AND (EQ s209 1) (EQ s738 1)) (AND (EQ s135 1) (EQ s593 1)) (AND (EQ s148 1) (EQ s700 1)) (AND (EQ s505 1) (EQ s1004 1)) (AND (EQ s98 1) (EQ s627 1)) (AND (EQ s249 1) (EQ s714 1)) (AND (EQ s192 1) (EQ s744 1)) (AND (EQ s427 1) (EQ s916 1)) (AND (EQ s331 1) (EQ s892 1)) (AND (EQ s387 1) (EQ s939 1)) (AND (EQ s390 1) (EQ s949 1)) (AND (EQ s250 1) (EQ s713 1)) (AND (EQ s311 1) (EQ s806 1)) (AND (EQ s280 1) (EQ s724 1)) (AND (EQ s448 1) (EQ s1000 1)) (AND (EQ s125 1) (EQ s603 1)) (AND (EQ s416 1) (EQ s911 1)) (AND (EQ s348 1) (EQ s773 1)) (AND (EQ s465 1) (EQ s896 1)) (AND (EQ s282 1) (EQ s818 1)) (AND (EQ s491 1) (EQ s988 1)) (AND (EQ s87 1) (EQ s623 1)) (AND (EQ s460 1) (EQ s1019 1)) (AND (EQ s433 1) (EQ s921 1)) (AND (EQ s421 1) (EQ s918 1)) (AND (EQ s352 1) (EQ s855 1)) (AND (EQ s504 1) (EQ s989 1)) (AND (EQ s277 1) (EQ s721 1)) (AND (EQ s244 1) (EQ s707 1)) (AND (EQ s238 1) (EQ s726 1)) (AND (EQ s5 1) (EQ s477 1)) (AND (EQ s361 1) (EQ s858 1)) (AND (EQ s191 1) (EQ s743 1)) (AND (EQ s335 1) (EQ s778 1)) (AND (EQ s392 1) (EQ s951 1)) (AND (EQ s30 1) (EQ s559 1)) (AND (EQ s156 1) (EQ s675 1)) (AND (EQ s434 1) (EQ s922 1)) (AND (EQ s489 1) (EQ s986 1)) (AND (EQ s264 1) (EQ s823 1)) (AND (EQ s447 1) (EQ s999 1)) (AND (EQ s158 1) (EQ s687 1)) (AND (EQ s194 1) (EQ s655 1)) (AND (EQ s176 1) (EQ s639 1)) (AND (EQ s178 1) (EQ s666 1)) (AND (EQ s322 1) (EQ s881 1)) (AND (EQ s380 1) (EQ s873 1)) (AND (EQ s48 1) (EQ s511 1)) (AND (EQ s66 1) (EQ s527 1)) (AND (EQ s103 1) (EQ s575 1)) (AND (EQ s305 1) (EQ s812 1)) (AND (EQ s200 1) (EQ s657 1)) (AND (EQ s131 1) (EQ s683 1)) (AND (EQ s508 1) (EQ s1001 1)) (AND (EQ s319 1) (EQ s888 1)) (AND (EQ s414 1) (EQ s909 1)) (AND (EQ s211 1) (EQ s740 1)) (AND (EQ s195 1) (EQ s654 1)) (AND (EQ s159 1) (EQ s686 1)) (AND (EQ s284 1) (EQ s820 1)) (AND (EQ s83 1) (EQ s612 1)) (AND (EQ s334 1) (EQ s779 1)) (AND (EQ s379 1) (EQ s874 1)) (AND (EQ s67 1) (EQ s526 1)) (AND (EQ s86 1) (EQ s622 1)) (AND (EQ s31 1) (EQ s558 1)) (AND (EQ s275 1) (EQ s719 1)) (AND (EQ s411 1) (EQ s837 1)) (AND (EQ s341 1) (EQ s877 1)) (AND (EQ s432 1) (EQ s925 1)) (AND (EQ s507 1) (EQ s1002 1)) (AND (EQ s468 1) (EQ s893 1)) (AND (EQ s28 1) (EQ s564 1)) (AND (EQ s13 1) (EQ s542 1)) (AND (EQ s487 1) (EQ s976 1)) (AND (EQ s340 1) (EQ s765 1)) (AND (EQ s141 1) (EQ s670 1)) (AND (EQ s356 1) (EQ s851 1)) (AND (EQ s85 1) (EQ s621 1)) (AND (EQ s304 1) (EQ s797 1)) (AND (EQ s106 1) (EQ s635 1)) (AND (EQ s307 1) (EQ s810 1)) (AND (EQ s208 1) (EQ s760 1)) (AND (EQ s230 1) (EQ s751 1)) (AND (EQ s263 1) (EQ s824 1)) (AND (EQ s234 1) (EQ s763 1)) (AND (EQ s123 1) (EQ s588 1)) (AND (EQ s50 1) (EQ s521 1)) (AND (EQ s394 1) (EQ s945 1)) (AND (EQ s333 1) (EQ s780 1)) (AND (EQ s181 1) (EQ s646 1)) (AND (EQ s248 1) (EQ s703 1)) (AND (EQ s342 1) (EQ s878 1)) (AND (EQ s289 1) (EQ s794 1)) (AND (EQ s286 1) (EQ s781 1)) (AND (EQ s251 1) (EQ s716 1)) (AND (EQ s283 1) (EQ s819 1)) (AND (EQ s53 1) (EQ s518 1)) (AND (EQ s231 1) (EQ s750 1)) (AND (EQ s359 1) (EQ s831 1)) (AND (EQ s105 1) (EQ s636 1)) (AND (EQ s409 1) (EQ s839 1)) (AND (EQ s10 1) (EQ s546 1)) (AND (EQ s1 1) (EQ s481 1)) (AND (EQ s362 1) (EQ s857 1)) (AND (EQ s157 1) (EQ s688 1)) (AND (EQ s161 1) (EQ s649 1)) (AND (EQ s27 1) (EQ s563 1)) (AND (EQ s214 1) (EQ s733 1)) (AND (EQ s270 1) (EQ s730 1)) (AND (EQ s233 1) (EQ s764 1)) (AND (EQ s391 1) (EQ s952 1)) (AND (EQ s155 1) (EQ s676 1)) (AND (EQ s450 1) (EQ s1009 1)) (AND (EQ s47 1) (EQ s512 1)) (AND (EQ s376 1) (EQ s848 1)) (AND (EQ s490 1) (EQ s985 1)) (AND (EQ s65 1) (EQ s528 1)) (AND (EQ s306 1) (EQ s811 1)) (AND (EQ s397 1) (EQ s843 1)) (AND (EQ s464 1) (EQ s1016 1)) (AND (EQ s449 1) (EQ s1010 1)) (AND (EQ s266 1) (EQ s802 1)) (AND (EQ s213 1) (EQ s734 1)) (AND (EQ s193 1) (EQ s656 1)) (AND (EQ s175 1) (EQ s640 1)) (AND (EQ s232 1) (EQ s749 1)) (AND (EQ s120 1) (EQ s592 1)) (AND (EQ s80 1) (EQ s615 1)) (AND (EQ s29 1) (EQ s560 1)) (AND (EQ s417 1) (EQ s905 1)) (AND (EQ s321 1) (EQ s882 1)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, deterministic, no-univ-branch, unambiguous, semi-deterministic, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null, null, null][false, false, false, false, false, false]]
Product exploration timeout after 43700 steps with 14590 reset in 10002 ms.
Product exploration timeout after 42430 steps with 14040 reset in 10001 ms.
Knowledge obtained : [(NOT p2), p3, (NOT p0), p1]
Adopting property with smaller alphabet thanks to knowledge :p3
Stuttering acceptance computed with spot in 75 ms :[true, (NOT p2), (AND p3 (NOT p2))]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 33 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:36:12] [INFO ] Computed 1000 place invariants in 12 ms
[2021-06-06 15:36:13] [INFO ] Implicit Places using invariants in 571 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:36:13] [INFO ] Computed 1000 place invariants in 6 ms
[2021-06-06 15:36:14] [INFO ] Implicit Places using invariants and state equation in 1052 ms returned []
Implicit Place search using SMT with State Equation took 1626 ms to find 0 implicit places.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:36:14] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:36:15] [INFO ] Dead Transitions using invariants and state equation in 1312 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 1312 ms :[true, (NOT p2), (AND p3 (NOT p2))]
Product exploration timeout after 56630 steps with 18919 reset in 10001 ms.
Product exploration timeout after 55480 steps with 18501 reset in 10002 ms.
Applying partial POR strategy [true, true, true]
Stuttering acceptance computed with spot in 86 ms :[true, (NOT p2), (AND p3 (NOT p2))]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Property had overlarge support with respect to TGBA, discarding it for now.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 163 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
[2021-06-06 15:36:37] [INFO ] Redundant transitions in 201 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:36:37] [INFO ] Computed 1000 place invariants in 4 ms
[2021-06-06 15:36:38] [INFO ] Dead Transitions using invariants and state equation in 1276 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Product exploration timeout after 57150 steps with 18935 reset in 10002 ms.
Product exploration timeout after 56660 steps with 18858 reset in 10003 ms.
[2021-06-06 15:36:59] [INFO ] Flatten gal took : 219 ms
[2021-06-06 15:36:59] [INFO ] Flatten gal took : 104 ms
[2021-06-06 15:36:59] [INFO ] Time to serialize gal into /tmp/LTL4755280698372220935.gal : 26 ms
[2021-06-06 15:36:59] [INFO ] Time to serialize properties into /tmp/LTL4498434956232198199.ltl : 21 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTL4755280698372220935.gal, -t, CGAL, -LTL, /tmp/LTL4498434956232198199.ltl, -c, -stutter-deadlock, --gen-order, FOLLOW], workingDir=/home/mcc/execution]
its-ltl command run as :
/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/LTL4755280698372220935.gal -t CGAL -LTL /tmp/LTL4498434956232198199.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !(((X((("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Think_85==0)||(Fork_85==0))&&((Think_364==0)||(Fork_364==0)))&&((Think_305==0)||(Fork_305==0)))&&((Think_158==0)||(Fork_158==0)))&&((Think_467==0)||(Fork_467==0)))&&((Think_449==0)||(Fork_449==0)))&&((Think_68==0)||(Fork_68==0)))&&((Think_287==0)||(Fork_287==0)))&&((Think_392==0)||(Fork_392==0)))&&((Think_206==0)||(Fork_206==0)))&&((Think_59==0)||(Fork_59==0)))&&((Think_78==0)||(Fork_78==0)))&&((Think_120==0)||(Fork_120==0)))&&((Think_177==0)||(Fork_177==0)))&&((Think_380==0)||(Fork_380==0)))&&((Think_285==0)||(Fork_285==0)))&&((Think_101==0)||(Fork_101==0)))&&((Think_402==0)||(Fork_402==0)))&&((Think_22==0)||(Fork_22==0)))&&((Think_88==0)||(Fork_88==0)))&&((Think_321==0)||(Fork_321==0)))&&((Think_487==0)||(Fork_487==0)))&&((Think_123==0)||(Fork_123==0)))&&((Think_195==0)||(Fork_195==0)))&&((Think_117==0)||(Fork_117==0)))&&((Think_202==0)||(Fork_202==0)))&&((Think_36==0)||(Fork_36==0)))&&((Think_103==0)||(Fork_103==0)))&&((Think_43==0)||(Fork_43==0)))&&((Think_260==0)||(Fork_260==0)))&&((Think_230==0)||(Fork_230==0)))&&((Think_434==0)||(Fork_434==0)))&&((Think_391==0)||(Fork_391==0)))&&((Think_249==0)||(Fork_249==0)))&&((Think_145==0)||(Fork_145==0)))&&((Think_288==0)||(Fork_288==0)))&&((Think_265==0)||(Fork_265==0)))&&((Think_74==0)||(Fork_74==0)))&&((Think_98==0)||(Fork_98==0)))&&((Think_274==0)||(Fork_274==0)))&&((Think_316==0)||(Fork_316==0)))&&((Think_477==0)||(Fork_477==0)))&&((Think_21==0)||(Fork_21==0)))&&((Think_370==0)||(Fork_370==0)))&&((Think_406==0)||(Fork_406==0)))&&((Think_318==0)||(Fork_318==0)))&&((Think_429==0)||(Fork_429==0)))&&((Think_151==0)||(Fork_151==0)))&&((Think_448==0)||(Fork_448==0)))&&((Think_251==0)||(Fork_251==0)))&&((Think_67==0)||(Fork_67==0)))&&((Think_133==0)||(Fork_133==0)))&&((Think_493==0)||(Fork_493==0)))&&((Think_102==0)||(Fork_102==0)))&&((Think_349==0)||(Fork_349==0)))&&((Think_138==0)||(Fork_138==0)))&&((Think_306==0)||(Fork_306==0)))&&((Think_415==0)||(Fork_415==0)))&&((Think_31==0)||(Fork_31==0)))&&((Think_229==0)||(Fork_229==0)))&&((Think_53==0)||(Fork_53==0)))&&((Think_438==0)||(Fork_438==0)))&&((Think_10==0)||(Fork_10==0)))&&((Think_186==0)||(Fork_186==0)))&&((Think_239==0)||(Fork_239==0)))&&((Think_476==0)||(Fork_476==0)))&&((Think_212==0)||(Fork_212==0)))&&((Think_20==0)||(Fork_20==0)))&&((Think_256==0)||(Fork_256==0)))&&((Think_338==0)||(Fork_338==0)))&&((Think_65==0)||(Fork_65==0)))&&((Think_231==0)||(Fork_231==0)))&&((Think_197==0)||(Fork_197==0)))&&((Think_48==0)||(Fork_48==0)))&&((Think_248==0)||(Fork_248==0)))&&((Think_144==0)||(Fork_144==0)))&&((Think_261==0)||(Fork_261==0)))&&((Think_359==0)||(Fork_359==0)))&&((Think_34==0)||(Fork_34==0)))&&((Think_187==0)||(Fork_187==0)))&&((Think_116==0)||(Fork_116==0)))&&((Think_377==0)||(Fork_377==0)))&&((Think_3==0)||(Fork_3==0)))&&((Think_275==0)||(Fork_275==0)))&&((Think_234==0)||(Fork_234==0)))&&((Think_75==0)||(Fork_75==0)))&&((Think_335==0)||(Fork_335==0)))&&((Think_79==0)||(Fork_79==0)))&&((Think_66==0)||(Fork_66==0)))&&((Think_414==0)||(Fork_414==0)))&&((Think_207==0)||(Fork_207==0)))&&((Think_273==0)||(Fork_273==0)))&&((Think_299==0)||(Fork_299==0)))&&((Think_407==0)||(Fork_407==0)))&&((Think_447==0)||(Fork_447==0)))&&((Think_348==0)||(Fork_348==0)))&&((Think_217==0)||(Fork_217==0)))&&((Think_397==0)||(Fork_397==0)))&&((Think_232==0)||(Fork_232==0)))&&((Think_121==0)||(Fork_121==0)))&&((Think_358==0)||(Fork_358==0)))&&((Think_131==0)||(Fork_131==0)))&&((Think_154==0)||(Fork_154==0)))&&((Think_403==0)||(Fork_403==0)))&&((Think_417==0)||(Fork_417==0)))&&((Think_42==0)||(Fork_42==0)))&&((Think_304==0)||(Fork_304==0)))&&((Think_499==0)||(Fork_499==0)))&&((Think_194==0)||(Fork_194==0)))&&((Think_37==0)||(Fork_37==0)))&&((Think_147==0)||(Fork_147==0)))&&((Think_9==0)||(Fork_9==0)))&&((Think_203==0)||(Fork_203==0)))&&((Think_498==0)||(Fork_498==0)))&&((Think_354==0)||(Fork_354==0)))&&((Think_342==0)||(Fork_342==0)))&&((Think_428==0)||(Fork_428==0)))&&((Think_280==0)||(Fork_280==0)))&&((Think_180==0)||(Fork_180==0)))&&((Think_110==0)||(Fork_110==0)))&&((Think_446==0)||(Fork_446==0)))&&((Think_317==0)||(Fork_317==0)))&&((Think_311==0)||(Fork_311==0)))&&((Think_320==0)||(Fork_320==0)))&&((Think_390==0)||(Fork_390==0)))&&((Think_286==0)||(Fork_286==0)))&&((Think_107==0)||(Fork_107==0)))&&((Think_70==0)||(Fork_70==0)))&&((Think_409==0)||(Fork_409==0)))&&((Think_373==0)||(Fork_373==0)))&&((Think_281==0)||(Fork_281==0)))&&((Think_111==0)||(Fork_111==0)))&&((Think_416==0)||(Fork_416==0)))&&((Think_382==0)||(Fork_382==0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=1)))||((Think_413==1)&&(Fork_413==1)))||((Think_344==1)&&(Fork_344==1)))||((Think_262==1)&&(Fork_262==1)))||((Think_139==1)&&(Fork_139==1)))||((Think_130==1)&&(Fork_130==1)))||((Think_432==1)&&(Fork_432==1)))||((Think_178==1)&&(Fork_178==1)))||((Think_451==1)&&(Fork_451==1)))||((Think_8==1)&&(Fork_8==1)))||((Think_465==1)&&(Fork_465==1)))||((Think_352==1)&&(Fork_352==1)))||((Think_160==1)&&(Fork_160==1)))||((Think_72==1)&&(Fork_72==1)))||((Think_384==1)&&(Fork_384==1)))||((Think_367==1)&&(Fork_367==1)))||((Think_41==1)&&(Fork_41==1)))||((Think_193==1)&&(Fork_193==1)))||((Think_314==1)&&(Fork_314==1)))||((Think_362==1)&&(Fork_362==1)))||((Think_244==1)&&(Fork_244==1)))||((Think_165==1)&&(Fork_165==1)))||((Think_44==1)&&(Fork_44==1)))||((Think_492==1)&&(Fork_492==1)))||((Think_69==1)&&(Fork_69==1)))||((Think_412==1)&&(Fork_412==1)))||((Think_461==1)&&(Fork_461==1)))||((Think_125==1)&&(Fork_125==1)))||((Think_159==1)&&(Fork_159==1)))||((Think_115==1)&&(Fork_115==1)))||((Think_420==1)&&(Fork_420==1)))||((Think_383==1)&&(Fork_383==1)))||((Think_16==1)&&(Fork_16==1)))||((Think_170==1)&&(Fork_170==1)))||((Think_466==1)&&(Fork_466==1)))||((Think_486==1)&&(Fork_486==1)))||((Think_452==1)&&(Fork_452==1)))||((Think_143==1)&&(Fork_143==1)))||((Think_38==1)&&(Fork_38==1)))||((Think_76==1)&&(Fork_76==1)))||((Think_153==1)&&(Fork_153==1)))||((Think_89==1)&&(Fork_89==1)))||((Think_100==1)&&(Fork_100==1)))||((Think_208==1)&&(Fork_208==1)))||((Think_142==1)&&(Fork_142==1)))||((Think_351==1)&&(Fork_351==1)))||((Think_218==1)&&(Fork_218==1)))||((Think_73==1)&&(Fork_73==1)))||((Think_435==1)&&(Fork_435==1)))||((Think_445==1)&&(Fork_445==1)))||((Think_136==1)&&(Fork_136==1)))||((Think_192==1)&&(Fork_192==1)))||((Think_300==1)&&(Fork_300==1)))||((Think_277==1)&&(Fork_277==1)))||((Think_236==1)&&(Fork_236==1)))||((Think_23==1)&&(Fork_23==1)))||((Think_128==1)&&(Fork_128==1)))||((Think_422==1)&&(Fork_422==1)))||((Think_491==1)&&(Fork_491==1)))||((Think_87==1)&&(Fork_87==1)))||((Think_39==1)&&(Fork_39==1)))||((Think_437==1)&&(Fork_437==1)))||((Think_411==1)&&(Fork_411==1)))||((Think_340==1)&&(Fork_340==1)))||((Think_140==1)&&(Fork_140==1)))||((Think_51==1)&&(Fork_51==1)))||((Think_440==1)&&(Fork_440==1)))||((Think_188==1)&&(Fork_188==1)))||((Think_456==1)&&(Fork_456==1)))||((Think_421==1)&&(Fork_421==1)))||((Think_215==1)&&(Fork_215==1)))||((Think_395==1)&&(Fork_395==1)))||((Think_254==1)&&(Fork_254==1)))||((Think_468==1)&&(Fork_468==1)))||((Think_350==1)&&(Fork_350==1)))||((Think_172==1)&&(Fork_172==1)))||((Think_459==1)&&(Fork_459==1)))||((Think_252==1)&&(Fork_252==1)))||((Think_386==1)&&(Fork_386==1)))||((Think_276==1)&&(Fork_276==1)))||((Think_259==1)&&(Fork_259==1)))||((Think_156==1)&&(Fork_156==1)))||((Think_222==1)&&(Fork_222==1)))||((Think_209==1)&&(Fork_209==1)))||((Think_5==1)&&(Fork_5==1)))||((Think_77==1)&&(Fork_77==1)))||((Think_114==1)&&(Fork_114==1)))||((Think_220==1)&&(Fork_220==1)))||((Think_450==1)&&(Fork_450==1)))||((Think_271==1)&&(Fork_271==1)))||((Think_455==1)&&(Fork_455==1)))||((Think_293==1)&&(Fork_293==1)))||((Think_443==1)&&(Fork_443==1)))||((Think_14==1)&&(Fork_14==1)))||((Think_95==1)&&(Fork_95==1)))||((Think_329==1)&&(Fork_329==1)))||((Think_242==1)&&(Fork_242==1)))||((Think_24==1)&&(Fork_24==1)))||((Think_425==1)&&(Fork_425==1)))||((Think_315==1)&&(Fork_315==1)))||((Think_7==1)&&(Fork_7==1)))||((Think_112==1)&&(Fork_112==1)))||((Think_346==1)&&(Fork_346==1)))||((Think_369==1)&&(Fork_369==1)))||((Think_109==1)&&(Fork_109==1)))||((Think_313==1)&&(Fork_313==1)))||((Think_166==1)&&(Fork_166==1)))||((Think_83==1)&&(Fork_83==1)))||((Think_418==1)&&(Fork_418==1)))||((Think_56==1)&&(Fork_56==1)))||((Think_378==1)&&(Fork_378==1)))||((Think_385==1)&&(Fork_385==1)))||((Think_223==1)&&(Fork_223==1)))||((Think_13==1)&&(Fork_13==1)))||((Think_118==1)&&(Fork_118==1)))||((Think_357==1)&&(Fork_357==1)))||((Think_200==1)&&(Fork_200==1)))||((Think_303==1)&&(Fork_303==1)))||((Think_294==1)&&(Fork_294==1)))||((Think_404==1)&&(Fork_404==1)))||((Think_328==1)&&(Fork_328==1)))||((Think_470==1)&&(Fork_470==1)))||((Think_94==1)&&(Fork_94==1)))||((Think_26==1)&&(Fork_26==1)))||((Think_61==1)&&(Fork_61==1)))||((Think_80==1)&&(Fork_80==1)))||((Think_108==1)&&(Fork_108==1)))||((Think_482==1)&&(Fork_482==1)))||((Think_282==1)&&(Fork_282==1)))||((Think_298==1)&&(Fork_298==1)))||((Think_388==1)&&(Fork_388==1)))||((Think_469==1)&&(Fork_469==1)))||((Think_12==1)&&(Fork_12==1)))||((Think_270==1)&&(Fork_270==1)))||((Think_185==1)&&(Fork_185==1)))||((Think_478==1)&&(Fork_478==1)))||((Think_326==1)&&(Fork_326==1)))||((Think_25==1)&&(Fork_25==1)))||((Think_126==1)&&(Fork_126==1)))||((Think_341==1)&&(Fork_341==1)))||((Think_379==1)&&(Fork_379==1)))||((Think_295==1)&&(Fork_295==1)))||((Think_419==1)&&(Fork_419==1)))||((Think_19==1)&&(Fork_19==1)))||((Think_408==1)&&(Fork_408==1)))||((Think_283==1)&&(Fork_283==1)))||((Think_485==1)&&(Fork_485==1)))||((Think_330==1)&&(Fork_330==1)))||((Think_50==1)&&(Fork_50==1)))||((Think_323==1)&&(Fork_323==1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32==1)&&(Fork_131==1)))||((Think_1==1)&&(Fork_500==1)))||((Think_420==1)&&(Fork_419==1)))||((Think_219==1)&&(Fork_218==1)))||((Think_348==1)&&(Fork_347==1)))||((Think_122==1)&&(Fork_121==1)))||((Think_49==1)&&(Fork_48==1)))||((Think_358==1)&&(Fork_357==1)))||((Think_458==1)&&(Fork_457==1)))||((Think_30==1)&&(Fork_29==1)))||((Think_2==1)&&(Fork_1==1)))||((Think_60==1)&&(Fork_59==1)))||((Think_356==1)&&(Fork_355==1)))||((Think_298==1)&&(Fork_297==1)))||((Think_461==1)&&(Fork_460==1)))||((Think_464==1)&&(Fork_463==1)))||((Think_396==1)&&(Fork_395==1)))||((Think_98==1)&&(Fork_97==1)))||((Think_115==1)&&(Fork_114==1)))||((Think_159==1)&&(Fork_158==1)))||((Think_71==1)&&(Fork_70==1)))||((Think_125==1)&&(Fork_124==1)))||((Think_14==1)&&(Fork_13==1)))||((Think_383==1)&&(Fork_382==1)))||((Think_312==1)&&(Fork_311==1)))||((Think_112==1)&&(Fork_111==1)))||((Think_351==1)&&(Fork_350==1)))||((Think_202==1)&&(Fork_201==1)))||((Think_82==1)&&(Fork_81==1)))||((Think_143==1)&&(Fork_142==1)))||((Think_234==1)&&(Fork_233==1)))||((Think_306==1)&&(Fork_305==1)))||((Think_133==1)&&(Fork_132==1)))||((Think_89==1)&&(Fork_88==1)))||((Think_164==1)&&(Fork_163==1)))||((Think_435==1)&&(Fork_434==1)))||((Think_366==1)&&(Fork_365==1)))||((Think_445==1)&&(Fork_444==1)))||((Think_174==1)&&(Fork_173==1)))||((Think_272==1)&&(Fork_271==1)))||((Think_264==1)&&(Fork_263==1)))||((Think_242==1)&&(Fork_241==1)))||((Think_166==1)&&(Fork_165==1)))||((Think_416==1)&&(Fork_415==1)))||((Think_153==1)&&(Fork_152==1)))||((Think_277==1)&&(Fork_276==1)))||((Think_23==1)&&(Fork_22==1)))||((Think_382==1)&&(Fork_381==1)))||((Think_347==1)&&(Fork_346==1)))||((Think_45==1)&&(Fork_44==1)))||((Think_413==1)&&(Fork_412==1)))||((Think_68==1)&&(Fork_67==1)))||((Think_489==1)&&(Fork_488==1)))||((Think_139==1)&&(Fork_138==1)))||((Think_451==1)&&(Fork_450==1)))||((Think_418==1)&&(Fork_417==1)))||((Think_8==1)&&(Fork_7==1)))||((Think_72==1)&&(Fork_71==1)))||((Think_326==1)&&(Fork_325==1)))||((Think_478==1)&&(Fork_477==1)))||((Think_465==1)&&(Fork_464==1)))||((Think_322==1)&&(Fork_321==1)))||((Think_367==1)&&(Fork_366==1)))||((Think_96==1)&&(Fork_95==1)))||((Think_88==1)&&(Fork_87==1)))||((Think_41==1)&&(Fork_40==1)))||((Think_165==1)&&(Fork_164==1)))||((Think_5==1)&&(Fork_4==1)))||((Think_69==1)&&(Fork_68==1)))||((Think_156==1)&&(Fork_155==1)))||((Think_175==1)&&(Fork_174==1)))||((Think_271==1)&&(Fork_270==1)))||((Think_455==1)&&(Fork_454==1)))||((Think_95==1)&&(Fork_94==1)))||((Think_293==1)&&(Fork_292==1)))||((Think_443==1)&&(Fork_442==1)))||((Think_240==1)&&(Fork_239==1)))||((Think_86==1)&&(Fork_85==1)))||((Think_425==1)&&(Fork_424==1)))||((Think_315==1)&&(Fork_314==1)))||((Think_479==1)&&(Fork_478==1)))||((Think_109==1)&&(Fork_108==1)))||((Think_210==1)&&(Fork_209==1)))||((Think_369==1)&&(Fork_368==1)))||((Think_313==1)&&(Fork_312==1)))||((Think_13==1)&&(Fork_12==1)))||((Think_83==1)&&(Fork_82==1)))||((Think_342==1)&&(Fork_341==1)))||((Think_73==1)&&(Fork_72==1)))||((Think_496==1)&&(Fork_495==1)))||((Think_466==1)&&(Fork_465==1)))||((Think_110==1)&&(Fork_109==1)))||((Think_357==1)&&(Fork_356==1)))||((Think_385==1)&&(Fork_384==1)))||((Think_250==1)&&(Fork_249==1)))||((Think_303==1)&&(Fork_302==1)))||((Think_32==1)&&(Fork_31==1)))||((Think_236==1)&&(Fork_235==1)))||((Think_410==1)&&(Fork_409==1)))||((Think_491==1)&&(Fork_490==1)))||((Think_87==1)&&(Fork_86==1)))||((Think_108==1)&&(Fork_107==1)))||((Think_344==1)&&(Fork_343==1)))||((Think_368==1)&&(Fork_367==1)))||((Think_338==1)&&(Fork_337==1)))||((Think_39==1)&&(Fork_38==1)))||((Think_411==1)&&(Fork_410==1)))||((Think_51==1)&&(Fork_50==1)))||((Think_34==1)&&(Fork_33==1)))||((Think_292==1)&&(Fork_291==1)))||((Think_421==1)&&(Fork_420==1)))||((Think_215==1)&&(Fork_214==1)))||((Think_395==1)&&(Fork_394==1)))||((Think_459==1)&&(Fork_458==1)))||((Think_154==1)&&(Fork_153==1)))||((Think_384==1)&&(Fork_383==1)))||((Think_238==1)&&(Fork_237==1)))||((Think_437==1)&&(Fork_436==1)))||((Think_44==1)&&(Fork_43==1)))||((Think_77==1)&&(Fork_76==1)))||((Think_209==1)&&(Fork_208==1)))||((Think_222==1)&&(Fork_221==1)))||((Think_220==1)&&(Fork_219==1)))||((Think_104==1)&&(Fork_103==1)))||((Think_323==1)&&(Fork_322==1)))||((Think_485==1)&&(Fork_484==1)))||((Think_184==1)&&(Fork_183==1)))||((Think_157==1)&&(Fork_156==1)))||((Think_423==1)&&(Fork_422==1)))||((Think_329==1)&&(Fork_328==1)))||((Think_386==1)&&(Fork_385==1)))||((Think_24==1)&&(Fork_23==1)))||((Think_7==1)&&(Fork_6==1)))||((Think_268==1)&&(Fork_267==1)))||((Think_97==1)&&(Fork_96==1)))||((Think_129==1)&&(Fork_128==1)))||((Think_343==1)&&(Fork_342==1)))||((Think_318==1)&&(Fork_317==1)))||((Think_387==1)&&(Fork_386==1)))||((Think_241==1)&&(Fork_240==1)))||((Think_135==1)&&(Fork_134==1)))||((Think_401==1)&&(Fork_400==1)))||((Think_58==1)&&(Fork_57==1)))||((Think_481==1)&&(Fork_480==1)))||((Think_475==1)&&(Fork_474==1)))||((Think_56==1)&&(Fork_55==1)))||((Think_457==1)&&(Fork_456==1)))||((Think_269==1)&&(Fork_268==1)))||((Think_438==1)&&(Fork_437==1)))||((Think_93==1)&&(Fork_92==1)))||((Think_255==1)&&(Fork_254==1)))||((Think_427==1)&&(Fork_426==1)))||((Think_362==1)&&(Fork_361==1)))||((Think_247==1)&&(Fork_246==1)))||((Think_441==1)&&(Fork_440==1)))||((Think_253==1)&&(Fork_252==1)))||((Think_200==1)&&(Fork_199==1)))||((Think_294==1)&&(Fork_293==1)))||((Think_446==1)&&(Fork_445==1)))||((Think_463==1)&&(Fork_462==1)))||((Think_434==1)&&(Fork_433==1)))||((Think_61==1)&&(Fork_60==1)))||((Think_310==1)&&(Fork_309==1)))||((Think_140==1)&&(Fork_139==1)))||((Think_191==1)&&(Fork_190==1)))||((Think_378==1)&&(Fork_377==1)))||((Think_469==1)&&(Fork_468==1)))||((Think_460==1)&&(Fork_459==1)))||((Think_198==1)&&(Fork_197==1)))||((Think_456==1)&&(Fork_455==1)))||((Think_185==1)&&(Fork_184==1)))||((Think_444==1)&&(Fork_443==1)))||((Think_25==1)&&(Fork_24==1)))||((Think_38==1)&&(Fork_37==1)))||((Think_172==1)&&(Fork_171==1)))||((Think_468==1)&&(Fork_467==1)))||((Think_341==1)&&(Fork_340==1)))||((Think_106==1)&&(Fork_105==1)))||((Think_276==1)&&(Fork_275==1)))||((Think_278==1)&&(Fork_277==1)))||((Think_379==1)&&(Fork_378==1)))||((Think_252==1)&&(Fork_251==1)))||((Think_295==1)&&(Fork_294==1)))||((Think_400==1)&&(Fork_399==1)))||((Think_488==1)&&(Fork_487==1)))||((Think_46==1)&&(Fork_45==1)))||((Think_92==1)&&(Fork_91==1)))||((Think_74==1)&&(Fork_73==1)))||((Think_419==1)&&(Fork_418==1)))||((Think_19==1)&&(Fork_18==1)))||((Think_283==1)&&(Fork_282==1)))||((Think_439==1)&&(Fork_438==1)))||((Think_394==1)&&(Fork_393==1)))||((Think_389==1)&&(Fork_388==1)))||((Think_339==1)&&(Fork_338==1)))||((Think_26==1)&&(Fork_25==1)))||((Think_201==1)&&(Fork_200==1)))||((Think_267==1)&&(Fork_266==1)))||((Think_374==1)&&(Fork_373==1)))||((Think_167==1)&&(Fork_166==1)))||((Think_142==1)&&(Fork_141==1)))||((Think_204==1)&&(Fork_203==1)))||((Think_225==1)&&(Fork_224==1)))||((Think_360==1)&&(Fork_359==1)))||((Think_194==1)&&(Fork_193==1)))||((Think_81==1)&&(Fork_80==1)))||((Think_325==1)&&(Fork_324==1)))||((Think_257==1)&&(Fork_256==1)))||((Think_486==1)&&(Fork_485==1)))||((Think_102==1)&&(Fork_101==1)))||((Think_62==1)&&(Fork_61==1)))||((Think_284==1)&&(Fork_283==1)))||((Think_398==1)&&(Fork_397==1)))||((Think_388==1)&&(Fork_387==1)))||((Think_130==1)&&(Fork_129==1)))||((Think_472==1)&&(Fork_471==1)))||((Think_182==1)&&(Fork_181==1)))||((Think_354==1)&&(Fork_353==1)))||((Think_484==1)&&(Fork_483==1)))||((Think_15==1)&&(Fork_14==1)))||((Think_226==1)&&(Fork_225==1)))||((Think_375==1)&&(Fork_374==1)))||((Think_205==1)&&(Fork_204==1)))||((Think_500==1)&&(Fork_499==1)))||((Think_470==1)&&(Fork_469==1)))||((Think_33==1)&&(Fork_32==1)))||((Think_270==1)&&(Fork_269==1)))||((Think_80==1)&&(Fork_79==1)))||((Think_12==1)&&(Fork_11==1)))||((Think_359==1)&&(Fork_358==1)))||((Think_330==1)&&(Fork_329==1)))||((Think_189==1)&&(Fork_188==1)))||((Think_52==1)&&(Fork_51==1)))||((Think_63==1)&&(Fork_62==1)))||((Think_254==1)&&(Fork_253==1)))||((Think_162==1)&&(Fork_161==1)))||((Think_149==1)&&(Fork_148==1)))||((Think_399==1)&&(Fork_398==1)))||((Think_141==1)&&(Fork_140==1)))||((Think_183==1)&&(Fork_182==1)))||((Think_288==1)&&(Fork_287==1)))||((Think_11==1)&&(Fork_10==1)))||((Think_227==1)&&(Fork_226==1)))||((Think_274==1)&&(Fork_273==1)))||((Think_381==1)&&(Fork_380==1)))||((Think_334==1)&&(Fork_333==1)))||((Think_216==1)&&(Fork_215==1)))||((Think_169==1)&&(Fork_168==1)))||((Think_173==1)&&(Fork_172==1)))||((Think_211==1)&&(Fork_210==1)))||((Think_365==1)&&(Fork_364==1)))||((Think_29==1)&&(Fork_28==1)))||((Think_495==1)&&(Fork_494==1)))||((Think_47==1)&&(Fork_46==1)))||((Think_473==1)&&(Fork_472==1)))||((Think_266==1)&&(Fork_265==1)))||((Think_332==1)&&(Fork_331==1)))||((Think_28==1)&&(Fork_27==1)))||((Think_393==1)&&(Fork_392==1)))||((Think_291==1)&&(Fork_290==1)))||((Think_199==1)&&(Fork_198==1)))||((Think_223==1)&&(Fork_222==1)))||((Think_404==1)&&(Fork_403==1)))||((Think_424==1)&&(Fork_423==1)))||((Think_158==1)&&(Fork_157==1)))||((Think_337==1)&&(Fork_336==1)))||((Think_328==1)&&(Fork_327==1)))||((Think_128==1)&&(Fork_127==1)))||((Think_490==1)&&(Fork_489==1)))||((Think_319==1)&&(Fork_318==1)))||((Think_256==1)&&(Fork_255==1)))||((Think_146==1)&&(Fork_145==1)))||((Think_449==1)&&(Fork_448==1)))||((Think_91==1)&&(Fork_90==1)))||((Think_188==1)&&(Fork_187==1)))||((Think_22==1)&&(Fork_21==1)))||((Think_206==1)&&(Fork_205==1)))||((Think_289==1)&&(Fork_288==1)))||((Think_120==1)&&(Fork_119==1)))||((Think_221==1)&&(Fork_220==1)))||((Think_340==1)&&(Fork_339==1)))||((Think_440==1)&&(Fork_439==1)))||((Think_380==1)&&(Fork_379==1)))||((Think_90==1)&&(Fork_89==1)))||((Think_168==1)&&(Fork_167==1)))||((Think_392==1)&&(Fork_391==1)))||((Think_134==1)&&(Fork_133==1)))||((Think_422==1)&&(Fork_421==1)))||((Think_224==1)&&(Fork_223==1)))||((Think_290==1)&&(Fork_289==1)))||((Think_279==1)&&(Fork_278==1)))||((Think_119==1)&&(Fork_118==1)))||((Think_361==1)&&(Fork_360==1)))||((Think_405==1)&&(Fork_404==1)))||((Think_259==1)&&(Fork_258==1)))||((Think_307==1)&&(Fork_306==1)))||((Think_36==1)&&(Fork_35==1)))||((Think_333==1)&&(Fork_332==1)))||((Think_57==1)&&(Fork_56==1)))||((Think_196==1)&&(Fork_195==1)))||((Think_450==1)&&(Fork_449==1)))||((Think_243==1)&&(Fork_242==1)))||((Think_350==1)&&(Fork_349==1)))||((Think_85==1)&&(Fork_85==1)))||((Think_364==1)&&(Fork_364==1)))||((Think_305==1)&&(Fork_305==1)))||((Think_158==1)&&(Fork_158==1)))||((Think_467==1)&&(Fork_467==1)))||((Think_449==1)&&(Fork_449==1)))||((Think_68==1)&&(Fork_68==1)))||((Think_287==1)&&(Fork_287==1)))||((Think_392==1)&&(Fork_392==1)))||((Think_206==1)&&(Fork_206==1)))||((Think_59==1)&&(Fork_59==1)))||((Think_78==1)&&(Fork_78==1)))||((Think_120==1)&&(Fork_120==1)))||((Think_177==1)&&(Fork_177==1)))||((Think_380==1)&&(Fork_380==1)))||((Think_285==1)&&(Fork_285==1)))||((Think_101==1)&&(Fork_101==1)))||((Think_402==1)&&(Fork_402==1)))||((Think_22==1)&&(Fork_22==1)))||((Think_88==1)&&(Fork_88==1)))||((Think_321==1)&&(Fork_321==1)))||((Think_487==1)&&(Fork_487==1)))||((Think_123==1)&&(Fork_123==1)))||((Think_195==1)&&(Fork_195==1)))||((Think_117==1)&&(Fork_117==1)))||((Think_202==1)&&(Fork_202==1)))||((Think_36==1)&&(Fork_36==1)))||((Think_103==1)&&(Fork_103==1)))||((Think_43==1)&&(Fork_43==1)))||((Think_260==1)&&(Fork_260==1)))||((Think_230==1)&&(Fork_230==1)))||((Think_434==1)&&(Fork_434==1)))||((Think_391==1)&&(Fork_391==1)))||((Think_249==1)&&(Fork_249==1)))||((Think_145==1)&&(Fork_145==1)))||((Think_288==1)&&(Fork_288==1)))||((Think_265==1)&&(Fork_265==1)))||((Think_74==1)&&(Fork_74==1)))||((Think_98==1)&&(Fork_98==1)))||((Think_274==1)&&(Fork_274==1)))||((Think_316==1)&&(Fork_316==1)))||((Think_477==1)&&(Fork_477==1)))||((Think_21==1)&&(Fork_21==1)))||((Think_370==1)&&(Fork_370==1)))||((Think_406==1)&&(Fork_406==1)))||((Think_318==1)&&(Fork_318==1)))||((Think_429==1)&&(Fork_429==1)))||((Think_151==1)&&(Fork_151==1)))||((Think_448==1)&&(Fork_448==1)))||((Think_251==1)&&(Fork_251==1)))||((Think_67==1)&&(Fork_67==1)))||((Think_133==1)&&(Fork_133==1)))||((Think_493==1)&&(Fork_493==1)))||((Think_102==1)&&(Fork_102==1)))||((Think_349==1)&&(Fork_349==1)))||((Think_138==1)&&(Fork_138==1)))||((Think_306==1)&&(Fork_306==1)))||((Think_415==1)&&(Fork_415==1)))||((Think_31==1)&&(Fork_31==1)))||((Think_229==1)&&(Fork_229==1)))||((Think_53==1)&&(Fork_53==1)))||((Think_438==1)&&(Fork_438==1)))||((Think_10==1)&&(Fork_10==1)))||((Think_186==1)&&(Fork_186==1)))||((Think_239==1)&&(Fork_239==1)))||((Think_476==1)&&(Fork_476==1)))||((Think_212==1)&&(Fork_212==1)))||((Think_20==1)&&(Fork_20==1)))||((Think_256==1)&&(Fork_256==1)))||((Think_338==1)&&(Fork_338==1)))||((Think_65==1)&&(Fork_65==1)))||((Think_231==1)&&(Fork_231==1)))||((Think_197==1)&&(Fork_197==1)))||((Think_48==1)&&(Fork_48==1)))||((Think_248==1)&&(Fork_248==1)))||((Think_144==1)&&(Fork_144==1)))||((Think_261==1)&&(Fork_261==1)))||((Think_359==1)&&(Fork_359==1)))||((Think_34==1)&&(Fork_34==1)))||((Think_187==1)&&(Fork_187==1)))||((Think_116==1)&&(Fork_116==1)))||((Think_377==1)&&(Fork_377==1)))||((Think_3==1)&&(Fork_3==1)))||((Think_275==1)&&(Fork_275==1)))||((Think_234==1)&&(Fork_234==1)))||((Think_75==1)&&(Fork_75==1)))||((Think_335==1)&&(Fork_335==1)))||((Think_79==1)&&(Fork_79==1)))||((Think_66==1)&&(Fork_66==1)))||((Think_414==1)&&(Fork_414==1)))||((Think_207==1)&&(Fork_207==1)))||((Think_273==1)&&(Fork_273==1)))||((Think_299==1)&&(Fork_299==1)))||((Think_407==1)&&(Fork_407==1)))||((Think_447==1)&&(Fork_447==1)))||((Think_348==1)&&(Fork_348==1)))||((Think_217==1)&&(Fork_217==1)))||((Think_397==1)&&(Fork_397==1)))||((Think_232==1)&&(Fork_232==1)))||((Think_121==1)&&(Fork_121==1)))||((Think_358==1)&&(Fork_358==1)))||((Think_131==1)&&(Fork_131==1)))||((Think_154==1)&&(Fork_154==1)))||((Think_403==1)&&(Fork_403==1)))||((Think_417==1)&&(Fork_417==1)))||((Think_42==1)&&(Fork_42==1)))||((Think_304==1)&&(Fork_304==1)))||((Think_499==1)&&(Fork_499==1)))||((Think_194==1)&&(Fork_194==1)))||((Think_37==1)&&(Fork_37==1)))||((Think_147==1)&&(Fork_147==1)))||((Think_9==1)&&(Fork_9==1)))||((Think_203==1)&&(Fork_203==1)))||((Think_498==1)&&(Fork_498==1)))||((Think_354==1)&&(Fork_354==1)))||((Think_342==1)&&(Fork_342==1)))||((Think_428==1)&&(Fork_428==1)))||((Think_280==1)&&(Fork_280==1)))||((Think_180==1)&&(Fork_180==1)))||((Think_110==1)&&(Fork_110==1)))||((Think_446==1)&&(Fork_446==1)))||((Think_317==1)&&(Fork_317==1)))||((Think_311==1)&&(Fork_311==1)))||((Think_320==1)&&(Fork_320==1)))||((Think_390==1)&&(Fork_390==1)))||((Think_286==1)&&(Fork_286==1)))||((Think_107==1)&&(Fork_107==1)))||((Think_70==1)&&(Fork_70==1)))||((Think_409==1)&&(Fork_409==1)))||((Think_373==1)&&(Fork_373==1)))||((Think_281==1)&&(Fork_281==1)))||((Think_111==1)&&(Fork_111==1)))||((Think_416==1)&&(Fork_416==1)))||((Think_382==1)&&(Fork_382==1)))||((Think_191==1)&&(Fork_191==1)))||((Think_297==1)&&(Fork_297==1)))||((Think_152==1)&&(Fork_152==1)))||((Think_355==1)&&(Fork_355==1)))||((Think_163==1)&&(Fork_163==1)))||((Think_301==1)&&(Fork_301==1)))||((Think_233==1)&&(Fork_233==1)))||((Think_460==1)&&(Fork_460==1)))||((Think_134==1)&&(Fork_134==1)))||((Think_124==1)&&(Fork_124==1)))||((Think_245==1)&&(Fork_245==1)))||((Think_331==1)&&(Fork_331==1)))||((Think_444==1)&&(Fork_444==1)))||((Think_17==1)&&(Fork_17==1)))||((Think_181==1)&&(Fork_181==1)))||((Think_96==1)&&(Fork_96==1)))||((Think_431==1)&&(Fork_431==1)))||((Think_237==1)&&(Fork_237==1)))||((Think_453==1)&&(Fork_453==1)))||((Think_376==1)&&(Fork_376==1)))||((Think_462==1)&&(Fork_462==1)))||((Think_146==1)&&(Fork_146==1)))||((Think_132==1)&&(Fork_132==1)))||((Think_394==1)&&(Fork_394==1)))||((Think_219==1)&&(Fork_219==1)))||((Think_310==1)&&(Fork_310==1)))||((Think_246==1)&&(Fork_246==1)))||((Think_400==1)&&(Fork_400==1)))||((Think_58==1)&&(Fork_58==1)))||((Think_488==1)&&(Fork_488==1)))||((Think_49==1)&&(Fork_49==1)))||((Think_92==1)&&(Fork_92==1)))||((Think_497==1)&&(Fork_497==1)))||((Think_235==1)&&(Fork_235==1)))||((Think_356==1)&&(Fork_356==1)))||((Think_60==1)&&(Fork_60==1)))||((Think_137==1)&&(Fork_137==1)))||((Think_35==1)&&(Fork_35==1)))||((Think_433==1)&&(Fork_433==1)))||((Think_179==1)&&(Fork_179==1)))||((Think_396==1)&&(Fork_396==1)))||((Think_353==1)&&(Fork_353==1)))||((Think_174==1)&&(Fork_174==1)))||((Think_71==1)&&(Fork_71==1)))||((Think_184==1)&&(Fork_184==1)))||((Think_464==1)&&(Fork_464==1)))||((Think_334==1)&&(Fork_334==1)))||((Think_268==1)&&(Fork_268==1)))||((Think_312==1)&&(Fork_312==1)))||((Think_309==1)&&(Fork_309==1)))||((Think_82==1)&&(Fork_82==1)))||((Think_55==1)&&(Fork_55==1)))||((Think_190==1)&&(Fork_190==1)))||((Think_4==1)&&(Fork_4==1)))||((Think_18==1)&&(Fork_18==1)))||((Think_483==1)&&(Fork_483==1)))||((Think_155==1)&&(Fork_155==1)))||((Think_371==1)&&(Fork_371==1)))||((Think_113==1)&&(Fork_113==1)))||((Think_164==1)&&(Fork_164==1)))||((Think_127==1)&&(Fork_127==1)))||((Think_161==1)&&(Fork_161==1)))||((Think_366==1)&&(Fork_366==1)))||((Think_99==1)&&(Fork_99==1)))||((Think_471==1)&&(Fork_471==1)))||((Think_1==1)&&(Fork_1==1)))||((Think_213==1)&&(Fork_213==1)))||((Think_255==1)&&(Fork_255==1)))||((Think_27==1)&&(Fork_27==1)))||((Think_272==1)&&(Fork_272==1)))||((Think_171==1)&&(Fork_171==1)))||((Think_40==1)&&(Fork_40==1)))||((Think_363==1)&&(Fork_363==1)))||((Think_345==1)&&(Fork_345==1)))||((Think_45==1)&&(Fork_45==1)))||((Think_175==1)&&(Fork_175==1)))||((Think_250==1)&&(Fork_250==1)))||((Think_347==1)&&(Fork_347==1)))||((Think_308==1)&&(Fork_308==1)))||((Think_54==1)&&(Fork_54==1)))||((Think_489==1)&&(Fork_489==1)))||((Think_413==1)&&(Fork_413==1)))||((Think_344==1)&&(Fork_344==1)))||((Think_262==1)&&(Fork_262==1)))||((Think_139==1)&&(Fork_139==1)))||((Think_130==1)&&(Fork_130==1)))||((Think_432==1)&&(Fork_432==1)))||((Think_178==1)&&(Fork_178==1)))||((Think_451==1)&&(Fork_451==1)))||((Think_8==1)&&(Fork_8==1)))||((Think_465==1)&&(Fork_465==1)))||((Think_352==1)&&(Fork_352==1)))||((Think_160==1)&&(Fork_160==1)))||((Think_72==1)&&(Fork_72==1)))||((Think_384==1)&&(Fork_384==1)))||((Think_367==1)&&(Fork_367==1)))||((Think_41==1)&&(Fork_41==1)))||((Think_193==1)&&(Fork_193==1)))||((Think_314==1)&&(Fork_314==1)))||((Think_362==1)&&(Fork_362==1)))||((Think_244==1)&&(Fork_244==1)))||((Think_165==1)&&(Fork_165==1)))||((Think_44==1)&&(Fork_44==1)))||((Think_492==1)&&(Fork_492==1)))||((Think_69==1)&&(Fork_69==1)))||((Think_412==1)&&(Fork_412==1)))||((Think_461==1)&&(Fork_461==1)))||((Think_125==1)&&(Fork_125==1)))||((Think_159==1)&&(Fork_159==1)))||((Think_115==1)&&(Fork_115==1)))||((Think_420==1)&&(Fork_420==1)))||((Think_383==1)&&(Fork_383==1)))||((Think_16==1)&&(Fork_16==1)))||((Think_170==1)&&(Fork_170==1)))||((Think_466==1)&&(Fork_466==1)))||((Think_486==1)&&(Fork_486==1)))||((Think_452==1)&&(Fork_452==1)))||((Think_143==1)&&(Fork_143==1)))||((Think_38==1)&&(Fork_38==1)))||((Think_76==1)&&(Fork_76==1)))||((Think_153==1)&&(Fork_153==1)))||((Think_89==1)&&(Fork_89==1)))||((Think_100==1)&&(Fork_100==1)))||((Think_208==1)&&(Fork_208==1)))||((Think_142==1)&&(Fork_142==1)))||((Think_351==1)&&(Fork_351==1)))||((Think_218==1)&&(Fork_218==1)))||((Think_73==1)&&(Fork_73==1)))||((Think_435==1)&&(Fork_435==1)))||((Think_445==1)&&(Fork_445==1)))||((Think_136==1)&&(Fork_136==1)))||((Think_192==1)&&(Fork_192==1)))||((Think_300==1)&&(Fork_300==1)))||((Think_277==1)&&(Fork_277==1)))||((Think_236==1)&&(Fork_236==1)))||((Think_23==1)&&(Fork_23==1)))||((Think_128==1)&&(Fork_128==1)))||((Think_422==1)&&(Fork_422==1)))||((Think_491==1)&&(Fork_491==1)))||((Think_87==1)&&(Fork_87==1)))||((Think_39==1)&&(Fork_39==1)))||((Think_437==1)&&(Fork_437==1)))||((Think_411==1)&&(Fork_411==1)))||((Think_340==1)&&(Fork_340==1)))||((Think_140==1)&&(Fork_140==1)))||((Think_51==1)&&(Fork_51==1)))||((Think_440==1)&&(Fork_440==1)))||((Think_188==1)&&(Fork_188==1)))||((Think_456==1)&&(Fork_456==1)))||((Think_421==1)&&(Fork_421==1)))||((Think_215==1)&&(Fork_215==1)))||((Think_395==1)&&(Fork_395==1)))||((Think_254==1)&&(Fork_254==1)))||((Think_468==1)&&(Fork_468==1)))||((Think_350==1)&&(Fork_350==1)))||((Think_172==1)&&(Fork_172==1)))||((Think_459==1)&&(Fork_459==1)))||((Think_252==1)&&(Fork_252==1)))||((Think_386==1)&&(Fork_386==1)))||((Think_276==1)&&(Fork_276==1)))||((Think_259==1)&&(Fork_259==1)))||((Think_156==1)&&(Fork_156==1)))||((Think_222==1)&&(Fork_222==1)))||((Think_209==1)&&(Fork_209==1)))||((Think_5==1)&&(Fork_5==1)))||((Think_77==1)&&(Fork_77==1)))||((Think_114==1)&&(Fork_114==1)))||((Think_220==1)&&(Fork_220==1)))||((Think_450==1)&&(Fork_450==1)))||((Think_271==1)&&(Fork_271==1)))||((Think_455==1)&&(Fork_455==1)))||((Think_293==1)&&(Fork_293==1)))||((Think_443==1)&&(Fork_443==1)))||((Think_14==1)&&(Fork_14==1)))||((Think_95==1)&&(Fork_95==1)))||((Think_329==1)&&(Fork_329==1)))||((Think_242==1)&&(Fork_242==1)))||((Think_24==1)&&(Fork_24==1)))||((Think_425==1)&&(Fork_425==1)))||((Think_315==1)&&(Fork_315==1)))||((Think_7==1)&&(Fork_7==1)))||((Think_112==1)&&(Fork_112==1)))||((Think_346==1)&&(Fork_346==1)))||((Think_369==1)&&(Fork_369==1)))||((Think_109==1)&&(Fork_109==1)))||((Think_313==1)&&(Fork_313==1)))||((Think_166==1)&&(Fork_166==1)))||((Think_83==1)&&(Fork_83==1)))||((Think_418==1)&&(Fork_418==1)))||((Think_56==1)&&(Fork_56==1)))||((Think_378==1)&&(Fork_378==1)))||((Think_385==1)&&(Fork_385==1)))||((Think_223==1)&&(Fork_223==1)))||((Think_13==1)&&(Fork_13==1)))||((Think_118==1)&&(Fork_118==1)))||((Think_357==1)&&(Fork_357==1)))||((Think_200==1)&&(Fork_200==1)))||((Think_303==1)&&(Fork_303==1)))||((Think_294==1)&&(Fork_294==1)))||((Think_404==1)&&(Fork_404==1)))||((Think_328==1)&&(Fork_328==1)))||((Think_470==1)&&(Fork_470==1)))||((Think_94==1)&&(Fork_94==1)))||((Think_26==1)&&(Fork_26==1)))||((Think_61==1)&&(Fork_61==1)))||((Think_80==1)&&(Fork_80==1)))||((Think_108==1)&&(Fork_108==1)))||((Think_482==1)&&(Fork_482==1)))||((Think_282==1)&&(Fork_282==1)))||((Think_298==1)&&(Fork_298==1)))||((Think_388==1)&&(Fork_388==1)))||((Think_469==1)&&(Fork_469==1)))||((Think_12==1)&&(Fork_12==1)))||((Think_270==1)&&(Fork_270==1)))||((Think_185==1)&&(Fork_185==1)))||((Think_478==1)&&(Fork_478==1)))||((Think_326==1)&&(Fork_326==1)))||((Think_25==1)&&(Fork_25==1)))||((Think_126==1)&&(Fork_126==1)))||((Think_341==1)&&(Fork_341==1)))||((Think_379==1)&&(Fork_379==1)))||((Think_295==1)&&(Fork_295==1)))||((Think_419==1)&&(Fork_419==1)))||((Think_19==1)&&(Fork_19==1)))||((Think_408==1)&&(Fork_408==1)))||((Think_283==1)&&(Fork_283==1)))||((Think_485==1)&&(Fork_485==1)))||((Think_330==1)&&(Fork_330==1)))||((Think_50==1)&&(Fork_50==1)))||((Think_323==1)&&(Fork_323==1)))||((Think_162==1)&&(Fork_162==1)))||((Think_423==1)&&(Fork_423==1)))||((Think_86==1)&&(Fork_86==1)))||((Think_490==1)&&(Fork_490==1)))||((Think_214==1)&&(Fork_214==1)))||((Think_129==1)&&(Fork_129==1)))||((Think_157==1)&&(Fork_157==1)))||((Think_479==1)&&(Fork_479==1)))||((Think_97==1)&&(Fork_97==1)))||((Think_240==1)&&(Fork_240==1)))||((Think_204==1)&&(Fork_204==1)))||((Think_436==1)&&(Fork_436==1)))||((Think_343==1)&&(Fork_343==1)))||((Think_410==1)&&(Fork_410==1)))||((Think_401==1)&&(Fork_401==1)))||((Think_241==1)&&(Fork_241==1)))||((Think_296==1)&&(Fork_296==1)))||((Think_263==1)&&(Fork_263==1)))||((Think_475==1)&&(Fork_475==1)))||((Think_135==1)&&(Fork_135==1)))||((Think_441==1)&&(Fork_441==1)))||((Think_327==1)&&(Fork_327==1)))||((Think_457==1)&&(Fork_457==1)))||((Think_269==1)&&(Fork_269==1)))||((Think_496==1)&&(Fork_496==1)))||((Think_93==1)&&(Fork_93==1)))||((Think_463==1)&&(Fork_463==1)))||((Think_427==1)&&(Fork_427==1)))||((Think_430==1)&&(Fork_430==1)))||((Think_372==1)&&(Fork_372==1)))||((Think_484==1)&&(Fork_484==1)))||((Think_264==1)&&(Fork_264==1)))||((Think_247==1)&&(Fork_247==1)))||((Think_253==1)&&(Fork_253==1)))||((Think_6==1)&&(Fork_6==1)))||((Think_375==1)&&(Fork_375==1)))||((Think_205==1)&&(Fork_205==1)))||((Think_322==1)&&(Fork_322==1)))||((Think_399==1)&&(Fork_399==1)))||((Think_33==1)&&(Fork_33==1)))||((Think_149==1)&&(Fork_149==1)))||((Think_426==1)&&(Fork_426==1)))||((Think_494==1)&&(Fork_494==1)))||((Think_278==1)&&(Fork_278==1)))||((Think_474==1)&&(Fork_474==1)))||((Think_168==1)&&(Fork_168==1)))||((Think_198==1)&&(Fork_198==1)))||((Think_183==1)&&(Fork_183==1)))||((Think_189==1)&&(Fork_189==1)))||((Think_336==1)&&(Fork_336==1)))||((Think_361==1)&&(Fork_361==1)))||((Think_46==1)&&(Fork_46==1)))||((Think_63==1)&&(Fork_63==1)))||((Think_106==1)&&(Fork_106==1)))||((Think_290==1)&&(Fork_290==1)))||((Think_196==1)&&(Fork_196==1)))||((Think_141==1)&&(Fork_141==1)))||((Think_480==1)&&(Fork_480==1)))||((Think_339==1)&&(Fork_339==1)))||((Think_439==1)&&(Fork_439==1)))||((Think_216==1)&&(Fork_216==1)))||((Think_201==1)&&(Fork_201==1)))||((Think_167==1)&&(Fork_167==1)))||((Think_267==1)&&(Fork_267==1)))||((Think_81==1)&&(Fork_81==1)))||((Think_325==1)&&(Fork_325==1)))||((Think_360==1)&&(Fork_360==1)))||((Think_64==1)&&(Fork_64==1)))||((Think_90==1)&&(Fork_90==1)))||((Think_30==1)&&(Fork_30==1)))||((Think_258==1)&&(Fork_258==1)))||((Think_387==1)&&(Fork_387==1)))||((Think_332==1)&&(Fork_332==1)))||((Think_424==1)&&(Fork_424==1)))||((Think_481==1)&&(Fork_481==1)))||((Think_454==1)&&(Fork_454==1)))||((Think_28==1)&&(Fork_28==1)))||((Think_15==1)&&(Fork_15==1)))||((Think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Formula 0 simplified : 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k_421==1)&&(Fork_421==1)))||((Think_215==1)&&(Fork_215==1)))||((Think_395==1)&&(Fork_395==1)))||((Think_254==1)&&(Fork_254==1)))||((Think_468==1)&&(Fork_468==1)))||((Think_350==1)&&(Fork_350==1)))||((Think_172==1)&&(Fork_172==1)))||((Think_459==1)&&(Fork_459==1)))||((Think_252==1)&&(Fork_252==1)))||((Think_386==1)&&(Fork_386==1)))||((Think_276==1)&&(Fork_276==1)))||((Think_259==1)&&(Fork_259==1)))||((Think_156==1)&&(Fork_156==1)))||((Think_222==1)&&(Fork_222==1)))||((Think_209==1)&&(Fork_209==1)))||((Think_5==1)&&(Fork_5==1)))||((Think_77==1)&&(Fork_77==1)))||((Think_114==1)&&(Fork_114==1)))||((Think_220==1)&&(Fork_220==1)))||((Think_450==1)&&(Fork_450==1)))||((Think_271==1)&&(Fork_271==1)))||((Think_455==1)&&(Fork_455==1)))||((Think_293==1)&&(Fork_293==1)))||((Think_443==1)&&(Fork_443==1)))||((Think_14==1)&&(Fork_14==1)))||((Think_95==1)&&(Fork_95==1)))||((Think_329==1)&&(Fork_329==1)))||((Think_242==1)&&(Fork_242==1)))||((Think_24==1)&&(Fork_24==1)))||((Think_425==1)&&(Fork_425==1)))||((Think_315==1)&&(Fork_315==1)))||((Think_7==1)&&(Fork_7==1)))||((Think_112==1)&&(Fork_112==1)))||((Think_346==1)&&(Fork_346==1)))||((Think_369==1)&&(Fork_369==1)))||((Think_109==1)&&(Fork_109==1)))||((Think_313==1)&&(Fork_313==1)))||((Think_166==1)&&(Fork_166==1)))||((Think_83==1)&&(Fork_83==1)))||((Think_418==1)&&(Fork_418==1)))||((Think_56==1)&&(Fork_56==1)))||((Think_378==1)&&(Fork_378==1)))||((Think_385==1)&&(Fork_385==1)))||((Think_223==1)&&(Fork_223==1)))||((Think_13==1)&&(Fork_13==1)))||((Think_118==1)&&(Fork_118==1)))||((Think_357==1)&&(Fork_357==1)))||((Think_200==1)&&(Fork_200==1)))||((Think_303==1)&&(Fork_303==1)))||((Think_294==1)&&(Fork_294==1)))||((Think_404==1)&&(Fork_404==1)))||((Think_328==1)&&(Fork_328==1)))||((Think_470==1)&&(Fork_470==1)))||((Think_94==1)&&(Fork_94==1)))||((Think_26==1)&&(Fork_26==1)))||((Think_61==1)&&(Fork_61==1)))||((Think_80==1)&&(Fork_80==1)))||((Think_108==1)&&(Fork_108==1)))||((Think_482==1)&&(Fork_482==1)))||((Think_282==1)&&(Fork_282==1)))||((Think_298==1)&&(Fork_298==1)))||((Think_388==1)&&(Fork_388==1)))||((Think_469==1)&&(Fork_469==1)))||((Think_12==1)&&(Fork_12==1)))||((Think_270==1)&&(Fork_270==1)))||((Think_185==1)&&(Fork_185==1)))||((Think_478==1)&&(Fork_478==1)))||((Think_326==1)&&(Fork_326==1)))||((Think_25==1)&&(Fork_25==1)))||((Think_126==1)&&(Fork_126==1)))||((Think_341==1)&&(Fork_341==1)))||((Think_379==1)&&(Fork_379==1)))||((Think_295==1)&&(Fork_295==1)))||((Think_419==1)&&(Fork_419==1)))||((Think_19==1)&&(Fork_19==1)))||((Think_408==1)&&(Fork_408==1)))||((Think_283==1)&&(Fork_283==1)))||((Think_485==1)&&(Fork_485==1)))||((Think_330==1)&&(Fork_330==1)))||((Think_50==1)&&(Fork_50==1)))||((Think_323==1)&&(Fork_323==1)))||((Think_162==1)&&(Fork_162==1)))||((Think_423==1)&&(Fork_423==1)))||((Think_86==1)&&(Fork_86==1)))||((Think_490==1)&&(Fork_490==1)))||((Think_214==1)&&(Fork_214==1)))||((Think_129==1)&&(Fork_129==1)))||((Think_157==1)&&(Fork_157==1)))||((Think_479==1)&&(Fork_479==1)))||((Think_97==1)&&(Fork_97==1)))||((Think_240==1)&&(Fork_240==1)))||((Think_204==1)&&(Fork_204==1)))||((Think_436==1)&&(Fork_436==1)))||((Think_343==1)&&(Fork_343==1)))||((Think_410==1)&&(Fork_410==1)))||((Think_401==1)&&(Fork_401==1)))||((Think_241==1)&&(Fork_241==1)))||((Think_296==1)&&(Fork_296==1)))||((Think_263==1)&&(Fork_263==1)))||((Think_475==1)&&(Fork_475==1)))||((Think_135==1)&&(Fork_135==1)))||((Think_441==1)&&(Fork_441==1)))||((Think_327==1)&&(Fork_327==1)))||((Think_457==1)&&(Fork_457==1)))||((Think_269==1)&&(Fork_269==1)))||((Think_496==1)&&(Fork_496==1)))||((Think_93==1)&&(Fork_93==1)))||((Think_463==1)&&(Fork_463==1)))||((Think_427==1)&&(Fork_427==1)))||((Think_430==1)&&(Fork_430==1)))||((Think_372==1)&&(Fork_372==1)))||((Think_484==1)&&(Fork_484==1)))||((Think_264==1)&&(Fork_264==1)))||((Think_247==1)&&(Fork_247==1)))||((Think_253==1)&&(Fork_253==1)))||((Think_6==1)&&(Fork_6==1)))||((Think_375==1)&&(Fork_375==1)))||((Think_205==1)&&(Fork_205==1)))||((Think_322==1)&&(Fork_322==1)))||((Think_399==1)&&(Fork_399==1)))||((Think_33==1)&&(Fork_33==1)))||((Think_149==1)&&(Fork_149==1)))||((Think_426==1)&&(Fork_426==1)))||((Think_494==1)&&(Fork_494==1)))||((Think_278==1)&&(Fork_278==1)))||((Think_474==1)&&(Fork_474==1)))||((Think_168==1)&&(Fork_168==1)))||((Think_198==1)&&(Fork_198==1)))||((Think_183==1)&&(Fork_183==1)))||((Think_189==1)&&(Fork_189==1)))||((Think_336==1)&&(Fork_336==1)))||((Think_361==1)&&(Fork_361==1)))||((Think_46==1)&&(Fork_46==1)))||((Think_63==1)&&(Fork_63==1)))||((Think_106==1)&&(Fork_106==1)))||((Think_290==1)&&(Fork_290==1)))||((Think_196==1)&&(Fork_196==1)))||((Think_141==1)&&(Fork_141==1)))||((Think_480==1)&&(Fork_480==1)))||((Think_339==1)&&(Fork_339==1)))||((Think_439==1)&&(Fork_439==1)))||((Think_216==1)&&(Fork_216==1)))||((Think_201==1)&&(Fork_201==1)))||((Think_167==1)&&(Fork_167==1)))||((Think_267==1)&&(Fork_267==1)))||((Think_81==1)&&(Fork_81==1)))||((Think_325==1)&&(Fork_325==1)))||((Think_360==1)&&(Fork_360==1)))||((Think_64==1)&&(Fork_64==1)))||((Think_90==1)&&(Fork_90==1)))||((Think_30==1)&&(Fork_30==1)))||((Think_258==1)&&(Fork_258==1)))||((Think_387==1)&&(Fork_387==1)))||((Think_332==1)&&(Fork_332==1)))||((Think_424==1)&&(Fork_424==1)))||((Think_481==1)&&(Fork_481==1)))||((Think_454==1)&&(Fork_454==1)))||((Think_28==1)&&(Fork_28==1)))||((Think_15==1)&&(Fork_15==1)))||((Think_500==1)&&(Fork_500==1)))||((Think_319==1)&&(Fork_319==1)))||((Think_150==1)&&(Fork_150==1)))||((Think_368==1)&&(Fork_368==1)))||((Think_91==1)&&(Fork_91==1)))||((Think_289==1)&&(Fork_289==1)))||((Think_105==1)&&(Fork_105==1)))||((Think_292==1)&&(Fork_292==1)))||((Think_221==1)&&(Fork_221==1)))||((Think_228==1)&&(Fork_228==1)))||((Think_279==1)&&(Fork_279==1)))||((Think_224==1)&&(Fork_224==1)))||((Think_119==1)&&(Fork_119==1)))||((Think_52==1)&&(Fork_52==1)))||((Think_405==1)&&(Fork_405==1)))||((Think_324==1)&&(Fork_324==1)))||((Think_176==1)&&(Fork_176==1)))||((Think_243==1)&&(Fork_243==1)))||((Think_333==1)&&(Fork_333==1)))||((Think_307==1)&&(Fork_307==1)))||((Think_302==1)&&(Fork_302==1)))||((Think_238==1)&&(Fork_238==1)))||((Think_266==1)&&(Fork_266==1)))||((Think_57==1)&&(Fork_57==1)))||((Think_227==1)&&(Fork_227==1)))||((Think_381==1)&&(Fork_381==1)))||((Think_104==1)&&(Fork_104==1)))||((Think_389==1)&&(Fork_389==1)))||((Think_11==1)&&(Fork_11==1)))||((Think_2==1)&&(Fork_2==1)))||((Think_374==1)&&(Fork_374==1)))||((Think_169==1)&&(Fork_169==1)))||((Think_173==1)&&(Fork_173==1)))||((Think_29==1)&&(Fork_29==1)))||((Think_211==1)&&(Fork_211==1)))||((Think_257==1)&&(Fork_257==1)))||((Think_225==1)&&(Fork_225==1)))||((Think_398==1)&&(Fork_398==1)))||((Think_148==1)&&(Fork_148==1)))||((Think_473==1)&&(Fork_473==1)))||((Think_47==1)&&(Fork_47==1)))||((Think_365==1)&&(Fork_365==1)))||((Think_495==1)&&(Fork_495==1)))||((Think_62==1)&&(Fork_62==1)))||((Think_291==1)&&(Fork_291==1)))||((Think_393==1)&&(Fork_393==1)))||((Think_458==1)&&(Fork_458==1)))||((Think_472==1)&&(Fork_472==1)))||((Think_284==1)&&(Fork_284==1)))||((Think_210==1)&&(Fork_210==1)))||((Think_199==1)&&(Fork_199==1)))||((Think_182==1)&&(Fork_182==1)))||((Think_226==1)&&(Fork_226==1)))||((Think_122==1)&&(Fork_122==1)))||((Think_84==1)&&(Fork_84==1)))||((Think_32==1)&&(Fork_32==1)))||((Think_442==1)&&(Fork_442==1)))||((Think_337==1)&&(Fork_337==1)))" & 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h1_243==1)))||((Fork_439==1)&&(Catch1_439==1)))||((Fork_280==1)&&(Catch1_280==1)))||((Fork_226==1)&&(Catch1_226==1)))||((Fork_351==1)&&(Catch1_351==1)))||((Fork_101==1)&&(Catch1_101==1)))||((Fork_220==1)&&(Catch1_220==1)))||((Fork_428==1)&&(Catch1_428==1)))||((Fork_106==1)&&(Catch1_106==1)))||((Fork_102==1)&&(Catch1_102==1)))||((Fork_448==1)&&(Catch1_448==1)))||((Fork_265==1)&&(Catch1_265==1)))||((Fork_460==1)&&(Catch1_460==1)))||((Fork_309==1)&&(Catch1_309==1)))||((Fork_14==1)&&(Catch1_14==1)))||((Fork_143==1)&&(Catch1_143==1)))||((Fork_39==1)&&(Catch1_39==1)))||((Fork_208==1)&&(Catch1_208==1)))||((Fork_500==1)&&(Catch1_500==1)))||((Fork_341==1)&&(Catch1_341==1)))||((Fork_336==1)&&(Catch1_336==1)))||((Fork_416==1)&&(Catch1_416==1)))||((Fork_271==1)&&(Catch1_271==1)))||((Fork_154==1)&&(Catch1_154==1)))||((Fork_425==1)&&(Catch1_425==1)))||((Fork_365==1)&&(Catch1_365==1)))||((Fork_480==1)&&(Catch1_480==1)))||((Fork_258==1)&&(Catch1_258==1)))||((Fork_138==1)&&(Catch1_138==1)))||((Fork_21==1)&&(Catch1_21==1)))||((Fork_275==1)&&(Catch1_275==1)))||((Fork_174==1)&&(Catch1_174==1)))||((Fork_105==1)&&(Catch1_105==1)))||((Fork_297==1)&&(Catch1_297==1)))||((Fork_368==1)&&(Catch1_368==1)))||((Fork_123==1)&&(Catch1_123==1)))||((Fork_171==1)&&(Catch1_171==1)))||((Fork_186==1)&&(Catch1_186==1)))||((Fork_406==1)&&(Catch1_406==1)))||((Fork_382==1)&&(Catch1_382==1)))||((Fork_15==1)&&(Catch1_15==1)))||((Fork_203==1)&&(Catch1_203==1)))||((Fork_400==1)&&(Catch1_400==1)))||((Fork_67==1)&&(Catch1_67==1)))||((Fork_253==1)&&(Catch1_253==1)))||((Fork_50==1)&&(Catch1_50==1)))||((Fork_64==1)&&(Catch1_64==1)))||((Fork_262==1)&&(Catch1_262==1)))||((Fork_420==1)&&(Catch1_420==1)))||((Fork_158==1)&&(Catch1_158==1)))||((Fork_285==1)&&(Catch1_285==1)))||((Fork_132==1)&&(Catch1_132==1)))||((Fork_82==1)&&(Catch1_82==1)))||((Fork_5==1)&&(Catch1_5==1)))||((Fork_458==1)&&(Catch1_458==1)))||((Fork_169==1)&&(Catch1_169==1)))||((Fork_10==1)&&(Catch1_10==1)))||((Fork_216==1)&&(Catch1_216==1)))||((Fork_122==1)&&(Catch1_122==1)))||((Fork_52==1)&&(Catch1_52==1)))||((Fork_328==1)&&(Catch1_328==1)))||((Fork_481==1)&&(Catch1_481==1)))||((Fork_339==1)&&(Catch1_339==1)))||((Fork_487==1)&&(Catch1_487==1)))||((Fork_399==1)&&(Catch1_399==1)))||((Fork_65==1)&&(Catch1_65==1)))||((Fork_66==1)&&(Catch1_66==1)))||((Fork_159==1)&&(Catch1_159==1)))||((Fork_342==1)&&(Catch1_342==1)))||((Fork_281==1)&&(Catch1_281==1)))||((Fork_421==1)&&(Catch1_421==1)))||((Fork_367==1)&&(Catch1_367==1)))||((Fork_245==1)&&(Catch1_245==1)))||((Fork_383==1)&&(Catch1_383==1)))||((Fork_172==1)&&(Catch1_172==1)))||((Fork_133==1)&&(Catch1_133==1)))||((Fork_284==1)&&(Catch1_284==1)))||((Fork_108==1)&&(Catch1_108==1)))||((Fork_53==1)&&(Catch1_53==1)))||((Fork_252==1)&&(Catch1_252==1)))||((Fork_259==1)&&(Catch1_259==1)))") | 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hink_217==1)&&(Fork_216==1)))||((Think_103==1)&&(Fork_102==1)))||((Think_407==1)&&(Fork_406==1)))||((Think_230==1)&&(Fork_229==1)))||((Think_114==1)&&(Fork_113==1)))||((Think_397==1)&&(Fork_396==1)))||((Think_235==1)&&(Fork_234==1)))||((Think_137==1)&&(Fork_136==1)))||((Think_232==1)&&(Fork_231==1)))||((Think_35==1)&&(Fork_34==1)))||((Think_353==1)&&(Fork_352==1)))||((Think_50==1)&&(Fork_49==1)))||((Think_16==1)&&(Fork_15==1)))||((Think_214==1)&&(Fork_213==1)))||((Think_498==1)&&(Fork_497==1)))||((Think_452==1)&&(Fork_451==1)))||((Think_309==1)&&(Fork_308==1)))||((Think_55==1)&&(Fork_54==1)))||((Think_414==1)&&(Fork_413==1)))||((Think_436==1)&&(Fork_435==1)))||((Think_296==1)&&(Fork_295==1)))||((Think_263==1)&&(Fork_262==1)))||((Think_4==1)&&(Fork_3==1)))||((Think_282==1)&&(Fork_281==1)))||((Think_76==1)&&(Fork_75==1)))||((Think_155==1)&&(Fork_154==1)))||((Think_483==1)&&(Fork_482==1)))||((Think_320==1)&&(Fork_319==1)))||((Think_113==1)&&(Fork_112==1)))||((Think_371==1)&&(Fork_370==1)))||((Think_161==1)&&(Fork_160==1)))||((Think_127==1)&&(Fork_126==1)))||((Think_9==1)&&(Fork_8==1)))||((Think_208==1)&&(Fork_207==1)))||((Think_327==1)&&(Fork_326==1)))||((Think_100==1)&&(Fork_99==1)))||((Think_99==1)&&(Fork_98==1)))||((Think_180==1)&&(Fork_179==1)))||((Think_372==1)&&(Fork_371==1)))||((Think_27==1)&&(Fork_26==1)))||((Think_171==1)&&(Fork_170==1)))||((Think_179==1)&&(Fork_178==1)))||((Think_433==1)&&(Fork_432==1)))||((Think_213==1)&&(Fork_212==1)))||((Think_363==1)&&(Fork_362==1)))||((Think_345==1)&&(Fork_344==1)))||((Think_471==1)&&(Fork_470==1)))||((Think_373==1)&&(Fork_372==1)))||((Think_94==1)&&(Fork_93==1)))||((Think_70==1)&&(Fork_69==1)))||((Think_111==1)&&(Fork_110==1)))||((Think_281==1)&&(Fork_280==1)))||((Think_409==1)&&(Fork_408==1)))||((Think_301==1)&&(Fork_300==1)))||((Think_6==1)&&(Fork_5==1)))||((Think_308==1)&&(Fork_307==1)))||((Think_355==1)&&(Fork_354==1)))||((Think_150==1)&&(Fork_149==1)))||((Think_297==1)&&(Fork_296==1)))||((Think_144==1)&&(Fork_143==1)))||((Think_163==1)&&(Fork_162==1)))||((Think_331==1)&&(Fork_330==1)))||((Think_233==1)&&(Fork_232==1)))||((Think_352==1)&&(Fork_351==1)))||((Think_116==1)&&(Fork_115==1)))||((Think_17==1)&&(Fork_16==1)))||((Think_245==1)&&(Fork_244==1)))||((Think_160==1)&&(Fork_159==1)))||((Think_431==1)&&(Fork_430==1)))||((Think_442==1)&&(Fork_441==1)))||((Think_181==1)&&(Fork_180==1)))||((Think_244==1)&&(Fork_243==1)))||((Think_237==1)&&(Fork_236==1)))||((Think_178==1)&&(Fork_177==1)))||((Think_193==1)&&(Fork_192==1)))||((Think_453==1)&&(Fork_452==1)))||((Think_497==1)&&(Fork_496==1)))||((Think_408==1)&&(Fork_407==1)))||((Think_132==1)&&(Fork_131==1)))||((Think_1==1)&&(Fork_500==1)))||((Think_420==1)&&(Fork_419==1)))||((Think_219==1)&&(Fork_218==1)))||((Think_348==1)&&(Fork_347==1)))||((Think_122==1)&&(Fork_121==1)))||((Think_49==1)&&(Fork_48==1)))||((Think_358==1)&&(Fork_357==1)))||((Think_458==1)&&(Fork_457==1)))||((Think_30==1)&&(Fork_29==1)))||((Think_2==1)&&(Fork_1==1)))||((Think_60==1)&&(Fork_59==1)))||((Think_356==1)&&(Fork_355==1)))||((Think_298==1)&&(Fork_297==1)))||((Think_461==1)&&(Fork_460==1)))||((Think_464==1)&&(Fork_463==1)))||((Think_396==1)&&(Fork_395==1)))||((Think_98==1)&&(Fork_97==1)))||((Think_115==1)&&(Fork_114==1)))||((Think_159==1)&&(Fork_158==1)))||((Think_71==1)&&(Fork_70==1)))||((Think_125==1)&&(Fork_124==1)))||((Think_14==1)&&(Fork_13==1)))||((Think_383==1)&&(Fork_382==1)))||((Think_312==1)&&(Fork_311==1)))||((Think_112==1)&&(Fork_111==1)))||((Think_351==1)&&(Fork_350==1)))||((Think_202==1)&&(Fork_201==1)))||((Think_82==1)&&(Fork_81==1)))||((Think_143==1)&&(Fork_142==1)))||((Think_234==1)&&(Fork_233==1)))||((Think_306==1)&&(Fork_305==1)))||((Think_133==1)&&(Fork_132==1)))||((Think_89==1)&&(Fork_88==1)))||((Think_164==1)&&(Fork_163==1)))||((Think_435==1)&&(Fork_434==1)))||((Think_366==1)&&(Fork_365==1)))||((Think_445==1)&&(Fork_444==1)))||((Think_174==1)&&(Fork_173==1)))||((Think_272==1)&&(Fork_271==1)))||((Think_264==1)&&(Fork_263==1)))||((Think_242==1)&&(Fork_241==1)))||((Think_166==1)&&(Fork_165==1)))||((Think_416==1)&&(Fork_415==1)))||((Think_153==1)&&(Fork_152==1)))||((Think_277==1)&&(Fork_276==1)))||((Think_23==1)&&(Fork_22==1)))||((Think_382==1)&&(Fork_381==1)))||((Think_347==1)&&(Fork_346==1)))||((Think_45==1)&&(Fork_44==1)))||((Think_413==1)&&(Fork_412==1)))||((Think_68==1)&&(Fork_67==1)))||((Think_489==1)&&(Fork_488==1)))||((Think_139==1)&&(Fork_138==1)))||((Think_451==1)&&(Fork_450==1)))||((Think_418==1)&&(Fork_417==1)))||((Think_8==1)&&(Fork_7==1)))||((Think_72==1)&&(Fork_71==1)))||((Think_326==1)&&(Fork_325==1)))||((Think_478==1)&&(Fork_477==1)))||((Think_465==1)&&(Fork_464==1)))||((Think_322==1)&&(Fork_321==1)))||((Think_367==1)&&(Fork_366==1)))||((Think_96==1)&&(Fork_95==1)))||((Think_88==1)&&(Fork_87==1)))||((Think_41==1)&&(Fork_40==1)))||((Think_165==1)&&(Fork_164==1)))||((Think_5==1)&&(Fork_4==1)))||((Think_69==1)&&(Fork_68==1)))||((Think_156==1)&&(Fork_155==1)))||((Think_175==1)&&(Fork_174==1)))||((Think_271==1)&&(Fork_270==1)))||((Think_455==1)&&(Fork_454==1)))||((Think_95==1)&&(Fork_94==1)))||((Think_293==1)&&(Fork_292==1)))||((Think_443==1)&&(Fork_442==1)))||((Think_240==1)&&(Fork_239==1)))||((Think_86==1)&&(Fork_85==1)))||((Think_425==1)&&(Fork_424==1)))||((Think_315==1)&&(Fork_314==1)))||((Think_479==1)&&(Fork_478==1)))||((Think_109==1)&&(Fork_108==1)))||((Think_210==1)&&(Fork_209==1)))||((Think_369==1)&&(Fork_368==1)))||((Think_313==1)&&(Fork_312==1)))||((Think_13==1)&&(Fork_12==1)))||((Think_83==1)&&(Fork_82==1)))||((Think_342==1)&&(Fork_341==1)))||((Think_73==1)&&(Fork_72==1)))||((Think_496==1)&&(Fork_495==1)))||((Think_466==1)&&(Fork_465==1)))||((Think_110==1)&&(Fork_109==1)))||((Think_357==1)&&(Fork_356==1)))||((Think_385==1)&&(Fork_384==1)))||((Think_250==1)&&(Fork_249==1)))||((Think_303==1)&&(Fork_302==1)))||((Think_32==1)&&(Fork_31==1)))||((Think_236==1)&&(Fork_235==1)))||((Think_410==1)&&(Fork_409==1)))||((Think_491==1)&&(Fork_490==1)))||((Think_87==1)&&(Fork_86==1)))||((Think_108==1)&&(Fork_107==1)))||((Think_344==1)&&(Fork_343==1)))||((Think_368==1)&&(Fork_367==1)))||((Think_338==1)&&(Fork_337==1)))||((Think_39==1)&&(Fork_38==1)))||((Think_411==1)&&(Fork_410==1)))||((Think_51==1)&&(Fork_50==1)))||((Think_34==1)&&(Fork_33==1)))||((Think_292==1)&&(Fork_291==1)))||((Think_421==1)&&(Fork_420==1)))||((Think_215==1)&&(Fork_214==1)))||((Think_395==1)&&(Fork_394==1)))||((Think_459==1)&&(Fork_458==1)))||((Think_154==1)&&(Fork_153==1)))||((Think_384==1)&&(Fork_383==1)))||((Think_238==1)&&(Fork_237==1)))||((Think_437==1)&&(Fork_436==1)))||((Think_44==1)&&(Fork_43==1)))||((Think_77==1)&&(Fork_76==1)))||((Think_209==1)&&(Fork_208==1)))||((Think_222==1)&&(Fork_221==1)))||((Think_220==1)&&(Fork_219==1)))||((Think_104==1)&&(Fork_103==1)))||((Think_323==1)&&(Fork_322==1)))||((Think_485==1)&&(Fork_484==1)))||((Think_184==1)&&(Fork_183==1)))||((Think_157==1)&&(Fork_156==1)))||((Think_423==1)&&(Fork_422==1)))||((Think_329==1)&&(Fork_328==1)))||((Think_386==1)&&(Fork_385==1)))||((Think_24==1)&&(Fork_23==1)))||((Think_7==1)&&(Fork_6==1)))||((Think_268==1)&&(Fork_267==1)))||((Think_97==1)&&(Fork_96==1)))||((Think_129==1)&&(Fork_128==1)))||((Think_343==1)&&(Fork_342==1)))||((Think_318==1)&&(Fork_317==1)))||((Think_387==1)&&(Fork_386==1)))||((Think_241==1)&&(Fork_240==1)))||((Think_135==1)&&(Fork_134==1)))||((Think_401==1)&&(Fork_400==1)))||((Think_58==1)&&(Fork_57==1)))||((Think_481==1)&&(Fork_480==1)))||((Think_475==1)&&(Fork_474==1)))||((Think_56==1)&&(Fork_55==1)))||((Think_457==1)&&(Fork_456==1)))||((Think_269==1)&&(Fork_268==1)))||((Think_438==1)&&(Fork_437==1)))||((Think_93==1)&&(Fork_92==1)))||((Think_255==1)&&(Fork_254==1)))||((Think_427==1)&&(Fork_426==1)))||((Think_362==1)&&(Fork_361==1)))||((Think_247==1)&&(Fork_246==1)))||((Think_441==1)&&(Fork_440==1)))||((Think_253==1)&&(Fork_252==1)))||((Think_200==1)&&(Fork_199==1)))||((Think_294==1)&&(Fork_293==1)))||((Think_446==1)&&(Fork_445==1)))||((Think_463==1)&&(Fork_462==1)))||((Think_434==1)&&(Fork_433==1)))||((Think_61==1)&&(Fork_60==1)))||((Think_310==1)&&(Fork_309==1)))||((Think_140==1)&&(Fork_139==1)))||((Think_191==1)&&(Fork_190==1)))||((Think_378==1)&&(Fork_377==1)))||((Think_469==1)&&(Fork_468==1)))||((Think_460==1)&&(Fork_459==1)))||((Think_198==1)&&(Fork_197==1)))||((Think_456==1)&&(Fork_455==1)))||((Think_185==1)&&(Fork_184==1)))||((Think_444==1)&&(Fork_443==1)))||((Think_25==1)&&(Fork_24==1)))||((Think_38==1)&&(Fork_37==1)))||((Think_172==1)&&(Fork_171==1)))||((Think_468==1)&&(Fork_467==1)))||((Think_341==1)&&(Fork_340==1)))||((Think_106==1)&&(Fork_105==1)))||((Think_276==1)&&(Fork_275==1)))||((Think_278==1)&&(Fork_277==1)))||((Think_379==1)&&(Fork_378==1)))||((Think_252==1)&&(Fork_251==1)))||((Think_295==1)&&(Fork_294==1)))||((Think_400==1)&&(Fork_399==1)))||((Think_488==1)&&(Fork_487==1)))||((Think_46==1)&&(Fork_45==1)))||((Think_92==1)&&(Fork_91==1)))||((Think_74==1)&&(Fork_73==1)))||((Think_419==1)&&(Fork_418==1)))||((Think_19==1)&&(Fork_18==1)))||((Think_283==1)&&(Fork_282==1)))||((Think_439==1)&&(Fork_438==1)))||((Think_394==1)&&(Fork_393==1)))||((Think_389==1)&&(Fork_388==1)))||((Think_339==1)&&(Fork_338==1)))||((Think_26==1)&&(Fork_25==1)))||((Think_201==1)&&(Fork_200==1)))||((Think_267==1)&&(Fork_266==1)))||((Think_374==1)&&(Fork_373==1)))||((Think_167==1)&&(Fork_166==1)))||((Think_142==1)&&(Fork_141==1)))||((Think_204==1)&&(Fork_203==1)))||((Think_225==1)&&(Fork_224==1)))||((Think_360==1)&&(Fork_359==1)))||((Think_194==1)&&(Fork_193==1)))||((Think_81==1)&&(Fork_80==1)))||((Think_325==1)&&(Fork_324==1)))||((Think_257==1)&&(Fork_256==1)))||((Think_486==1)&&(Fork_485==1)))||((Think_102==1)&&(Fork_101==1)))||((Think_62==1)&&(Fork_61==1)))||((Think_284==1)&&(Fork_283==1)))||((Think_398==1)&&(Fork_397==1)))||((Think_388==1)&&(Fork_387==1)))||((Think_130==1)&&(Fork_129==1)))||((Think_472==1)&&(Fork_471==1)))||((Think_182==1)&&(Fork_181==1)))||((Think_354==1)&&(Fork_353==1)))||((Think_484==1)&&(Fork_483==1)))||((Think_15==1)&&(Fork_14==1)))||((Think_226==1)&&(Fork_225==1)))||((Think_375==1)&&(Fork_374==1)))||((Think_205==1)&&(Fork_204==1)))||((Think_500==1)&&(Fork_499==1)))||((Think_470==1)&&(Fork_469==1)))||((Think_33==1)&&(Fork_32==1)))||((Think_270==1)&&(Fork_269==1)))||((Think_80==1)&&(Fork_79==1)))||((Think_12==1)&&(Fork_11==1)))||((Think_359==1)&&(Fork_358==1)))||((Think_330==1)&&(Fork_329==1)))||((Think_189==1)&&(Fork_188==1)))||((Think_52==1)&&(Fork_51==1)))||((Think_63==1)&&(Fork_62==1)))||((Think_254==1)&&(Fork_253==1)))||((Think_162==1)&&(Fork_161==1)))||((Think_149==1)&&(Fork_148==1)))||((Think_399==1)&&(Fork_398==1)))||((Think_141==1)&&(Fork_140==1)))||((Think_183==1)&&(Fork_182==1)))||((Think_288==1)&&(Fork_287==1)))||((Think_11==1)&&(Fork_10==1)))||((Think_227==1)&&(Fork_226==1)))||((Think_274==1)&&(Fork_273==1)))||((Think_381==1)&&(Fork_380==1)))||((Think_334==1)&&(Fork_333==1)))||((Think_216==1)&&(Fork_215==1)))||((Think_169==1)&&(Fork_168==1)))||((Think_173==1)&&(Fork_172==1)))||((Think_211==1)&&(Fork_210==1)))||((Think_365==1)&&(Fork_364==1)))||((Think_29==1)&&(Fork_28==1)))||((Think_495==1)&&(Fork_494==1)))||((Think_47==1)&&(Fork_46==1)))||((Think_473==1)&&(Fork_472==1)))||((Think_266==1)&&(Fork_265==1)))||((Think_332==1)&&(Fork_331==1)))||((Think_28==1)&&(Fork_27==1)))||((Think_393==1)&&(Fork_392==1)))||((Think_291==1)&&(Fork_290==1)))||((Think_199==1)&&(Fork_198==1)))||((Think_223==1)&&(Fork_222==1)))||((Think_404==1)&&(Fork_403==1)))||((Think_424==1)&&(Fork_423==1)))||((Think_158==1)&&(Fork_157==1)))||((Think_337==1)&&(Fork_336==1)))||((Think_328==1)&&(Fork_327==1)))||((Think_128==1)&&(Fork_127==1)))||((Think_490==1)&&(Fork_489==1)))||((Think_319==1)&&(Fork_318==1)))||((Think_256==1)&&(Fork_255==1)))||((Think_146==1)&&(Fork_145==1)))||((Think_449==1)&&(Fork_448==1)))||((Think_91==1)&&(Fork_90==1)))||((Think_188==1)&&(Fork_187==1)))||((Think_22==1)&&(Fork_21==1)))||((Think_206==1)&&(Fork_205==1)))||((Think_289==1)&&(Fork_288==1)))||((Think_120==1)&&(Fork_119==1)))||((Think_221==1)&&(Fork_220==1)))||((Think_340==1)&&(Fork_339==1)))||((Think_440==1)&&(Fork_439==1)))||((Think_380==1)&&(Fork_379==1)))||((Think_90==1)&&(Fork_89==1)))||((Think_168==1)&&(Fork_167==1)))||((Think_392==1)&&(Fork_391==1)))||((Think_134==1)&&(Fork_133==1)))||((Think_422==1)&&(Fork_421==1)))||((Think_224==1)&&(Fork_223==1)))||((Think_290==1)&&(Fork_289==1)))||((Think_279==1)&&(Fork_278==1)))||((Think_119==1)&&(Fork_118==1)))||((Think_361==1)&&(Fork_360==1)))||((Think_405==1)&&(Fork_404==1)))||((Think_259==1)&&(Fork_258==1)))||((Think_307==1)&&(Fork_306==1)))||((Think_36==1)&&(Fork_35==1)))||((Think_333==1)&&(Fork_332==1)))||((Think_57==1)&&(Fork_56==1)))||((Think_196==1)&&(Fork_195==1)))||((Think_450==1)&&(Fork_449==1)))||((Think_243==1)&&(Fork_242==1)))||((Think_350==1)&&(Fork_349==1)))||((Think_85==1)&&(Fork_85==1)))||((Think_364==1)&&(Fork_364==1)))||((Think_305==1)&&(Fork_305==1)))||((Think_158==1)&&(Fork_158==1)))||((Think_467==1)&&(Fork_467==1)))||((Think_449==1)&&(Fork_449==1)))||((Think_68==1)&&(Fork_68==1)))||((Think_287==1)&&(Fork_287==1)))||((Think_392==1)&&(Fork_392==1)))||((Think_206==1)&&(Fork_206==1)))||((Think_59==1)&&(Fork_59==1)))||((Think_78==1)&&(Fork_78==1)))||((Think_120==1)&&(Fork_120==1)))||((Think_177==1)&&(Fork_177==1)))||((Think_380==1)&&(Fork_380==1)))||((Think_285==1)&&(Fork_285==1)))||((Think_101==1)&&(Fork_101==1)))||((Think_402==1)&&(Fork_402==1)))||((Think_22==1)&&(Fork_22==1)))||((Think_88==1)&&(Fork_88==1)))||((Think_321==1)&&(Fork_321==1)))||((Think_487==1)&&(Fork_487==1)))||((Think_123==1)&&(Fork_123==1)))||((Think_195==1)&&(Fork_195==1)))||((Think_117==1)&&(Fork_117==1)))||((Think_202==1)&&(Fork_202==1)))||((Think_36==1)&&(Fork_36==1)))||((Think_103==1)&&(Fork_103==1)))||((Think_43==1)&&(Fork_43==1)))||((Think_260==1)&&(Fork_260==1)))||((Think_230==1)&&(Fork_230==1)))||((Think_434==1)&&(Fork_434==1)))||((Think_391==1)&&(Fork_391==1)))||((Think_249==1)&&(Fork_249==1)))||((Think_145==1)&&(Fork_145==1)))||((Think_288==1)&&(Fork_288==1)))||((Think_265==1)&&(Fork_265==1)))||((Think_74==1)&&(Fork_74==1)))||((Think_98==1)&&(Fork_98==1)))||((Think_274==1)&&(Fork_274==1)))||((Think_316==1)&&(Fork_316==1)))||((Think_477==1)&&(Fork_477==1)))||((Think_21==1)&&(Fork_21==1)))||((Think_370==1)&&(Fork_370==1)))||((Think_406==1)&&(Fork_406==1)))||((Think_318==1)&&(Fork_318==1)))||((Think_429==1)&&(Fork_429==1)))||((Think_151==1)&&(Fork_151==1)))||((Think_448==1)&&(Fork_448==1)))||((Think_251==1)&&(Fork_251==1)))||((Think_67==1)&&(Fork_67==1)))||((Think_133==1)&&(Fork_133==1)))||((Think_493==1)&&(Fork_493==1)))||((Think_102==1)&&(Fork_102==1)))||((Think_349==1)&&(Fork_349==1)))||((Think_138==1)&&(Fork_138==1)))||((Think_306==1)&&(Fork_306==1)))||((Think_415==1)&&(Fork_415==1)))||((Think_31==1)&&(Fork_31==1)))||((Think_229==1)&&(Fork_229==1)))||((Think_53==1)&&(Fork_53==1)))||((Think_438==1)&&(Fork_438==1)))||((Think_10==1)&&(Fork_10==1)))||((Think_186==1)&&(Fork_186==1)))||((Think_239==1)&&(Fork_239==1)))||((Think_476==1)&&(Fork_476==1)))||((Think_212==1)&&(Fork_212==1)))||((Think_20==1)&&(Fork_20==1)))||((Think_256==1)&&(Fork_256==1)))||((Think_338==1)&&(Fork_338==1)))||((Think_65==1)&&(Fork_65==1)))||((Think_231==1)&&(Fork_231==1)))||((Think_197==1)&&(Fork_197==1)))||((Think_48==1)&&(Fork_48==1)))||((Think_248==1)&&(Fork_248==1)))||((Think_144==1)&&(Fork_144==1)))||((Think_261==1)&&(Fork_261==1)))||((Think_359==1)&&(Fork_359==1)))||((Think_34==1)&&(Fork_34==1)))||((Think_187==1)&&(Fork_187==1)))||((Think_116==1)&&(Fork_116==1)))||((Think_377==1)&&(Fork_377==1)))||((Think_3==1)&&(Fork_3==1)))||((Think_275==1)&&(Fork_275==1)))||((Think_234==1)&&(Fork_234==1)))||((Think_75==1)&&(Fork_75==1)))||((Think_335==1)&&(Fork_335==1)))||((Think_79==1)&&(Fork_79==1)))||((Think_66==1)&&(Fork_66==1)))||((Think_414==1)&&(Fork_414==1)))||((Think_207==1)&&(Fork_207==1)))||((Think_273==1)&&(Fork_273==1)))||((Think_299==1)&&(Fork_299==1)))||((Think_407==1)&&(Fork_407==1)))||((Think_447==1)&&(Fork_447==1)))||((Think_348==1)&&(Fork_348==1)))||((Think_217==1)&&(Fork_217==1)))||((Think_397==1)&&(Fork_397==1)))||((Think_232==1)&&(Fork_232==1)))||((Think_121==1)&&(Fork_121==1)))||((Think_358==1)&&(Fork_358==1)))||((Think_131==1)&&(Fork_131==1)))||((Think_154==1)&&(Fork_154==1)))||((Think_403==1)&&(Fork_403==1)))||((Think_417==1)&&(Fork_417==1)))||((Think_42==1)&&(Fork_42==1)))||((Think_304==1)&&(Fork_304==1)))||((Think_499==1)&&(Fork_499==1)))||((Think_194==1)&&(Fork_194==1)))||((Think_37==1)&&(Fork_37==1)))||((Think_147==1)&&(Fork_147==1)))||((Think_9==1)&&(Fork_9==1)))||((Think_203==1)&&(Fork_203==1)))||((Think_498==1)&&(Fork_498==1)))||((Think_354==1)&&(Fork_354==1)))||((Think_342==1)&&(Fork_342==1)))||((Think_428==1)&&(Fork_428==1)))||((Think_280==1)&&(Fork_280==1)))||((Think_180==1)&&(Fork_180==1)))||((Think_110==1)&&(Fork_110==1)))||((Think_446==1)&&(Fork_446==1)))||((Think_317==1)&&(Fork_317==1)))||((Think_311==1)&&(Fork_311==1)))||((Think_320==1)&&(Fork_320==1)))||((Think_390==1)&&(Fork_390==1)))||((Think_286==1)&&(Fork_286==1)))||((Think_107==1)&&(Fork_107==1)))||((Think_70==1)&&(Fork_70==1)))||((Think_409==1)&&(Fork_409==1)))||((Think_373==1)&&(Fork_373==1)))||((Think_281==1)&&(Fork_281==1)))||((Think_111==1)&&(Fork_111==1)))||((Think_416==1)&&(Fork_416==1)))||((Think_382==1)&&(Fork_382==1)))||((Think_191==1)&&(Fork_191==1)))||((Think_297==1)&&(Fork_297==1)))||((Think_152==1)&&(Fork_152==1)))||((Think_355==1)&&(Fork_355==1)))||((Think_163==1)&&(Fork_163==1)))||((Think_301==1)&&(Fork_301==1)))||((Think_233==1)&&(Fork_233==1)))||((Think_460==1)&&(Fork_460==1)))||((Think_134==1)&&(Fork_134==1)))||((Think_124==1)&&(Fork_124==1)))||((Think_245==1)&&(Fork_245==1)))||((Think_331==1)&&(Fork_331==1)))||((Think_444==1)&&(Fork_444==1)))||((Think_17==1)&&(Fork_17==1)))||((Think_181==1)&&(Fork_181==1)))||((Think_96==1)&&(Fork_96==1)))||((Think_431==1)&&(Fork_431==1)))||((Think_237==1)&&(Fork_237==1)))||((Think_453==1)&&(Fork_453==1)))||((Think_376==1)&&(Fork_376==1)))||((Think_462==1)&&(Fork_462==1)))||((Think_146==1)&&(Fork_146==1)))||((Think_132==1)&&(Fork_132==1)))||((Think_394==1)&&(Fork_394==1)))||((Think_219==1)&&(Fork_219==1)))||((Think_310==1)&&(Fork_310==1)))||((Think_246==1)&&(Fork_246==1)))||((Think_400==1)&&(Fork_400==1)))||((Think_58==1)&&(Fork_58==1)))||((Think_488==1)&&(Fork_488==1)))||((Think_49==1)&&(Fork_49==1)))||((Think_92==1)&&(Fork_92==1)))||((Think_497==1)&&(Fork_497==1)))||((Think_235==1)&&(Fork_235==1)))||((Think_356==1)&&(Fork_356==1)))||((Think_60==1)&&(Fork_60==1)))||((Think_137==1)&&(Fork_137==1)))||((Think_35==1)&&(Fork_35==1)))||((Think_433==1)&&(Fork_433==1)))||((Think_179==1)&&(Fork_179==1)))||((Think_396==1)&&(Fork_396==1)))||((Think_353==1)&&(Fork_353==1)))||((Think_174==1)&&(Fork_174==1)))||((Think_71==1)&&(Fork_71==1)))||((Think_184==1)&&(Fork_184==1)))||((Think_464==1)&&(Fork_464==1)))||((Think_334==1)&&(Fork_334==1)))||((Think_268==1)&&(Fork_268==1)))||((Think_312==1)&&(Fork_312==1)))||((Think_309==1)&&(Fork_309==1)))||((Think_82==1)&&(Fork_82==1)))||((Think_55==1)&&(Fork_55==1)))||((Think_190==1)&&(Fork_190==1)))||((Think_4==1)&&(Fork_4==1)))||((Think_18==1)&&(Fork_18==1)))||((Think_483==1)&&(Fork_483==1)))||((Think_155==1)&&(Fork_155==1)))||((Think_371==1)&&(Fork_371==1)))||((Think_113==1)&&(Fork_113==1)))||((Think_164==1)&&(Fork_164==1)))||((Think_127==1)&&(Fork_127==1)))||((Think_161==1)&&(Fork_161==1)))||((Think_366==1)&&(Fork_366==1)))||((Think_99==1)&&(Fork_99==1)))||((Think_471==1)&&(Fork_471==1)))||((Think_1==1)&&(Fork_1==1)))||((Think_213==1)&&(Fork_213==1)))||((Think_255==1)&&(Fork_255==1)))||((Think_27==1)&&(Fork_27==1)))||((Think_272==1)&&(Fork_272==1)))||((Think_171==1)&&(Fork_171==1)))||((Think_40==1)&&(Fork_40==1)))||((Think_363==1)&&(Fork_363==1)))||((Think_345==1)&&(Fork_345==1)))||((Think_45==1)&&(Fork_45==1)))||((Think_175==1)&&(Fork_175==1)))||((Think_250==1)&&(Fork_250==1)))||((Think_347==1)&&(Fork_347==1)))||((Think_308==1)&&(Fork_308==1)))||((Think_54==1)&&(Fork_54==1)))||((Think_489==1)&&(Fork_489==1)))||((Think_413==1)&&(Fork_413==1)))||((Think_344==1)&&(Fork_344==1)))||((Think_262==1)&&(Fork_262==1)))||((Think_139==1)&&(Fork_139==1)))||((Think_130==1)&&(Fork_130==1)))||((Think_432==1)&&(Fork_432==1)))||((Think_178==1)&&(Fork_178==1)))||((Think_451==1)&&(Fork_451==1)))||((Think_8==1)&&(Fork_8==1)))||((Think_465==1)&&(Fork_465==1)))||((Think_352==1)&&(Fork_352==1)))||((Think_160==1)&&(Fork_160==1)))||((Think_72==1)&&(Fork_72==1)))||((Think_384==1)&&(Fork_384==1)))||((Think_367==1)&&(Fork_367==1)))||((Think_41==1)&&(Fork_41==1)))||((Think_193==1)&&(Fork_193==1)))||((Think_314==1)&&(Fork_314==1)))||((Think_362==1)&&(Fork_362==1)))||((Think_244==1)&&(Fork_244==1)))||((Think_165==1)&&(Fork_165==1)))||((Think_44==1)&&(Fork_44==1)))||((Think_492==1)&&(Fork_492==1)))||((Think_69==1)&&(Fork_69==1)))||((Think_412==1)&&(Fork_412==1)))||((Think_461==1)&&(Fork_461==1)))||((Think_125==1)&&(Fork_125==1)))||((Think_159==1)&&(Fork_159==1)))||((Think_115==1)&&(Fork_115==1)))||((Think_420==1)&&(Fork_420==1)))||((Think_383==1)&&(Fork_383==1)))||((Think_16==1)&&(Fork_16==1)))||((Think_170==1)&&(Fork_170==1)))||((Think_466==1)&&(Fork_466==1)))||((Think_486==1)&&(Fork_486==1)))||((Think_452==1)&&(Fork_452==1)))||((Think_143==1)&&(Fork_143==1)))||((Think_38==1)&&(Fork_38==1)))||((Think_76==1)&&(Fork_76==1)))||((Think_153==1)&&(Fork_153==1)))||((Think_89==1)&&(Fork_89==1)))||((Think_100==1)&&(Fork_100==1)))||((Think_208==1)&&(Fork_208==1)))||((Think_142==1)&&(Fork_142==1)))||((Think_351==1)&&(Fork_351==1)))||((Think_218==1)&&(Fork_218==1)))||((Think_73==1)&&(Fork_73==1)))||((Think_435==1)&&(Fork_435==1)))||((Think_445==1)&&(Fork_445==1)))||((Think_136==1)&&(Fork_136==1)))||((Think_192==1)&&(Fork_192==1)))||((Think_300==1)&&(Fork_300==1)))||((Think_277==1)&&(Fork_277==1)))||((Think_236==1)&&(Fork_236==1)))||((Think_23==1)&&(Fork_23==1)))||((Think_128==1)&&(Fork_128==1)))||((Think_422==1)&&(Fork_422==1)))||((Think_491==1)&&(Fork_491==1)))||((Think_87==1)&&(Fork_87==1)))||((Think_39==1)&&(Fork_39==1)))||((Think_437==1)&&(Fork_437==1)))||((Think_411==1)&&(Fork_411==1)))||((Think_340==1)&&(Fork_340==1)))||((Think_140==1)&&(Fork_140==1)))||((Think_51==1)&&(Fork_51==1)))||((Think_440==1)&&(Fork_440==1)))||((Think_188==1)&&(Fork_188==1)))||((Think_456==1)&&(Fork_456==1)))||((Think_421==1)&&(Fork_421==1)))||((Think_215==1)&&(Fork_215==1)))||((Think_395==1)&&(Fork_395==1)))||((Think_254==1)&&(Fork_254==1)))||((Think_468==1)&&(Fork_468==1)))||((Think_350==1)&&(Fork_350==1)))||((Think_172==1)&&(Fork_172==1)))||((Think_459==1)&&(Fork_459==1)))||((Think_252==1)&&(Fork_252==1)))||((Think_386==1)&&(Fork_386==1)))||((Think_276==1)&&(Fork_276==1)))||((Think_259==1)&&(Fork_259==1)))||((Think_156==1)&&(Fork_156==1)))||((Think_222==1)&&(Fork_222==1)))||((Think_209==1)&&(Fork_209==1)))||((Think_5==1)&&(Fork_5==1)))||((Think_77==1)&&(Fork_77==1)))||((Think_114==1)&&(Fork_114==1)))||((Think_220==1)&&(Fork_220==1)))||((Think_450==1)&&(Fork_450==1)))||((Think_271==1)&&(Fork_271==1)))||((Think_455==1)&&(Fork_455==1)))||((Think_293==1)&&(Fork_293==1)))||((Think_443==1)&&(Fork_443==1)))||((Think_14==1)&&(Fork_14==1)))||((Think_95==1)&&(Fork_95==1)))||((Think_329==1)&&(Fork_329==1)))||((Think_242==1)&&(Fork_242==1)))||((Think_24==1)&&(Fork_24==1)))||((Think_425==1)&&(Fork_425==1)))||((Think_315==1)&&(Fork_315==1)))||((Think_7==1)&&(Fork_7==1)))||((Think_112==1)&&(Fork_112==1)))||((Think_346==1)&&(Fork_346==1)))||((Think_369==1)&&(Fork_369==1)))||((Think_109==1)&&(Fork_109==1)))||((Think_313==1)&&(Fork_313==1)))||((Think_166==1)&&(Fork_166==1)))||((Think_83==1)&&(Fork_83==1)))||((Think_418==1)&&(Fork_418==1)))||((Think_56==1)&&(Fork_56==1)))||((Think_378==1)&&(Fork_378==1)))||((Think_385==1)&&(Fork_385==1)))||((Think_223==1)&&(Fork_223==1)))||((Think_13==1)&&(Fork_13==1)))||((Think_118==1)&&(Fork_118==1)))||((Think_357==1)&&(Fork_357==1)))||((Think_200==1)&&(Fork_200==1)))||((Think_303==1)&&(Fork_303==1)))||((Think_294==1)&&(Fork_294==1)))||((Think_404==1)&&(Fork_404==1)))||((Think_328==1)&&(Fork_328==1)))||((Think_470==1)&&(Fork_470==1)))||((Think_94==1)&&(Fork_94==1)))||((Think_26==1)&&(Fork_26==1)))||((Think_61==1)&&(Fork_61==1)))||((Think_80==1)&&(Fork_80==1)))||((Think_108==1)&&(Fork_108==1)))||((Think_482==1)&&(Fork_482==1)))||((Think_282==1)&&(Fork_282==1)))||((Think_298==1)&&(Fork_298==1)))||((Think_388==1)&&(Fork_388==1)))||((Think_469==1)&&(Fork_469==1)))||((Think_12==1)&&(Fork_12==1)))||((Think_270==1)&&(Fork_270==1)))||((Think_185==1)&&(Fork_185==1)))||((Think_478==1)&&(Fork_478==1)))||((Think_326==1)&&(Fork_326==1)))||((Think_25==1)&&(Fork_25==1)))||((Think_126==1)&&(Fork_126==1)))||((Think_341==1)&&(Fork_341==1)))||((Think_379==1)&&(Fork_379==1)))||((Think_295==1)&&(Fork_295==1)))||((Think_419==1)&&(Fork_419==1)))||((Think_19==1)&&(Fork_19==1)))||((Think_408==1)&&(Fork_408==1)))||((Think_283==1)&&(Fork_283==1)))||((Think_485==1)&&(Fork_485==1)))||((Think_330==1)&&(Fork_330==1)))||((Think_50==1)&&(Fork_50==1)))||((Think_323==1)&&(Fork_323==1)))||((Think_162==1)&&(Fork_162==1)))||((Think_423==1)&&(Fork_423==1)))||((Think_86==1)&&(Fork_86==1)))||((Think_490==1)&&(Fork_490==1)))||((Think_214==1)&&(Fork_214==1)))||((Think_129==1)&&(Fork_129==1)))||((Think_157==1)&&(Fork_157==1)))||((Think_479==1)&&(Fork_479==1)))||((Think_97==1)&&(Fork_97==1)))||((Think_240==1)&&(Fork_240==1)))||((Think_204==1)&&(Fork_204==1)))||((Think_436==1)&&(Fork_436==1)))||((Think_343==1)&&(Fork_343==1)))||((Think_410==1)&&(Fork_410==1)))||((Think_401==1)&&(Fork_401==1)))||((Think_241==1)&&(Fork_241==1)))||((Think_296==1)&&(Fork_296==1)))||((Think_263==1)&&(Fork_263==1)))||((Think_475==1)&&(Fork_475==1)))||((Think_135==1)&&(Fork_135==1)))||((Think_441==1)&&(Fork_441==1)))||((Think_327==1)&&(Fork_327==1)))||((Think_457==1)&&(Fork_457==1)))||((Think_269==1)&&(Fork_269==1)))||((Think_496==1)&&(Fork_496==1)))||((Think_93==1)&&(Fork_93==1)))||((Think_463==1)&&(Fork_463==1)))||((Think_427==1)&&(Fork_427==1)))||((Think_430==1)&&(Fork_430==1)))||((Think_372==1)&&(Fork_372==1)))||((Think_484==1)&&(Fork_484==1)))||((Think_264==1)&&(Fork_264==1)))||((Think_247==1)&&(Fork_247==1)))||((Think_253==1)&&(Fork_253==1)))||((Think_6==1)&&(Fork_6==1)))||((Think_375==1)&&(Fork_375==1)))||((Think_205==1)&&(Fork_205==1)))||((Think_322==1)&&(Fork_322==1)))||((Think_399==1)&&(Fork_399==1)))||((Think_33==1)&&(Fork_33==1)))||((Think_149==1)&&(Fork_149==1)))||((Think_426==1)&&(Fork_426==1)))||((Think_494==1)&&(Fork_494==1)))||((Think_278==1)&&(Fork_278==1)))||((Think_474==1)&&(Fork_474==1)))||((Think_168==1)&&(Fork_168==1)))||((Think_198==1)&&(Fork_198==1)))||((Think_183==1)&&(Fork_183==1)))||((Think_189==1)&&(Fork_189==1)))||((Think_336==1)&&(Fork_336==1)))||((Think_361==1)&&(Fork_361==1)))||((Think_46==1)&&(Fork_46==1)))||((Think_63==1)&&(Fork_63==1)))||((Think_106==1)&&(Fork_106==1)))||((Think_290==1)&&(Fork_290==1)))||((Think_196==1)&&(Fork_196==1)))||((Think_141==1)&&(Fork_141==1)))||((Think_480==1)&&(Fork_480==1)))||((Think_339==1)&&(Fork_339==1)))||((Think_439==1)&&(Fork_439==1)))||((Think_216==1)&&(Fork_216==1)))||((Think_201==1)&&(Fork_201==1)))||((Think_167==1)&&(Fork_167==1)))||((Think_267==1)&&(Fork_267==1)))||((Think_81==1)&&(Fork_81==1)))||((Think_325==1)&&(Fork_325==1)))||((Think_360==1)&&(Fork_360==1)))||((Think_64==1)&&(Fork_64==1)))||((Think_90==1)&&(Fork_90==1)))||((Think_30==1)&&(Fork_30==1)))||((Think_258==1)&&(Fork_258==1)))||((Think_387==1)&&(Fork_387==1)))||((Think_332==1)&&(Fork_332==1)))||((Think_424==1)&&(Fork_424==1)))||((Think_481==1)&&(Fork_481==1)))||((Think_454==1)&&(Fork_454==1)))||((Think_28==1)&&(Fork_28==1)))||((Think_15==1)&&(Fork_15==1)))||((Think_500==1)&&(Fork_500==1)))||((Think_319==1)&&(Fork_319==1)))||((Think_150==1)&&(Fork_150==1)))||((Think_368==1)&&(Fork_368==1)))||((Think_91==1)&&(Fork_91==1)))||((Think_289==1)&&(Fork_289==1)))||((Think_105==1)&&(Fork_105==1)))||((Think_292==1)&&(Fork_292==1)))||((Think_221==1)&&(Fork_221==1)))||((Think_228==1)&&(Fork_228==1)))||((Think_279==1)&&(Fork_279==1)))||((Think_224==1)&&(Fork_224==1)))||((Think_119==1)&&(Fork_119==1)))||((Think_52==1)&&(Fork_52==1)))||((Think_405==1)&&(Fork_405==1)))||((Think_324==1)&&(Fork_324==1)))||((Think_176==1)&&(Fork_176==1)))||((Think_243==1)&&(Fork_243==1)))||((Think_333==1)&&(Fork_333==1)))||((Think_307==1)&&(Fork_307==1)))||((Think_302==1)&&(Fork_302==1)))||((Think_238==1)&&(Fork_238==1)))||((Think_266==1)&&(Fork_266==1)))||((Think_57==1)&&(Fork_57==1)))||((Think_227==1)&&(Fork_227==1)))||((Think_381==1)&&(Fork_381==1)))||((Think_104==1)&&(Fork_104==1)))||((Think_389==1)&&(Fork_389==1)))||((Think_11==1)&&(Fork_11==1)))||((Think_2==1)&&(Fork_2==1)))||((Think_374==1)&&(Fork_374==1)))||((Think_169==1)&&(Fork_169==1)))||((Think_173==1)&&(Fork_173==1)))||((Think_29==1)&&(Fork_29==1)))||((Think_211==1)&&(Fork_211==1)))||((Think_257==1)&&(Fork_257==1)))||((Think_225==1)&&(Fork_225==1)))||((Think_398==1)&&(Fork_398==1)))||((Think_148==1)&&(Fork_148==1)))||((Think_473==1)&&(Fork_473==1)))||((Think_47==1)&&(Fork_47==1)))||((Think_365==1)&&(Fork_365==1)))||((Think_495==1)&&(Fork_495==1)))||((Think_62==1)&&(Fork_62==1)))||((Think_291==1)&&(Fork_291==1)))||((Think_393==1)&&(Fork_393==1)))||((Think_458==1)&&(Fork_458==1)))||((Think_472==1)&&(Fork_472==1)))||((Think_284==1)&&(Fork_284==1)))||((Think_210==1)&&(Fork_210==1)))||((Think_199==1)&&(Fork_199==1)))||((Think_182==1)&&(Fork_182==1)))||((Think_226==1)&&(Fork_226==1)))||((Think_122==1)&&(Fork_122==1)))||((Think_84==1)&&(Fork_84==1)))||((Think_32==1)&&(Fork_32==1)))||((Think_442==1)&&(Fork_442==1)))||((Think_337==1)&&(Fork_337==1)))" U 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Detected timeout of ITS tools.
[2021-06-06 15:37:14] [INFO ] Flatten gal took : 92 ms
[2021-06-06 15:37:14] [INFO ] Applying decomposition
[2021-06-06 15:37:15] [INFO ] Flatten gal took : 90 ms
Converted graph to binary with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202104292328/bin/convert-linux64, -i, /tmp/graph16297127786570996500.txt, -o, /tmp/graph16297127786570996500.bin, -w, /tmp/graph16297127786570996500.weights], workingDir=null]
Built communities with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202104292328/bin/louvain-linux64, /tmp/graph16297127786570996500.bin, -l, -1, -v, -w, /tmp/graph16297127786570996500.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-06-06 15:37:15] [INFO ] Decomposing Gal with order
[2021-06-06 15:37:15] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-06-06 15:37:15] [INFO ] Removed a total of 495 redundant transitions.
[2021-06-06 15:37:15] [INFO ] Flatten gal took : 219 ms
[2021-06-06 15:37:19] [INFO ] Fuse similar labels procedure discarded/fused a total of 1684 labels/synchronizations in 54 ms.
[2021-06-06 15:37:20] [INFO ] Time to serialize gal into /tmp/LTL8746100690954854245.gal : 609 ms
[2021-06-06 15:37:20] [INFO ] Time to serialize properties into /tmp/LTL1766542389710629560.ltl : 27 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTL8746100690954854245.gal, -t, CGAL, -LTL, /tmp/LTL1766542389710629560.ltl, -c, -stutter-deadlock], workingDir=/home/mcc/execution]
its-ltl command run as :
/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/LTL8746100690954854245.gal -t CGAL -LTL /tmp/LTL1766542389710629560.ltl -c -stutter-deadlock
Read 1 LTL properties
Checking formula 0 : 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==1)&&(i5.i1.i0.u255.Catch1_428==1)))||((i41.i1.i1.u102.Fork_106==1)&&(i41.i1.i1.u102.Catch1_106==1)))||((i10.i1.i1.u13.Fork_102==1)&&(i10.i1.i0.u124.Catch1_102==1)))||((i24.i0.i0.u60.Fork_448==1)&&(i24.i0.i0.u245.Catch1_448==1)))||((i34.i0.i1.u357.Fork_265==1)&&(i34.i0.i1.u300.Catch1_265==1)))||((i29.i1.i1.u431.Fork_460==1)&&(i29.i1.i1.u431.Catch1_460==1)))||((i31.i0.i1.u202.Fork_309==1)&&(i31.i0.i1.u202.Catch1_309==1)))||((i8.i0.i0.u1.Fork_14==1)&&(i8.i0.i0.u2.Catch1_14==1)))||((i13.i1.i0.u146.Fork_143==1)&&(i13.i1.i0.u146.Catch1_143==1)))||((i6.i1.i2.u322.Fork_39==1)&&(i6.i1.i2.u322.Catch1_39==1)))||((i15.i1.i0.u27.Fork_208==1)&&(i15.i1.i0.u27.Catch1_208==1)))||((i43.i1.i0.u274.Fork_500==1)&&(i43.i1.i0.u274.Catch1_500==1)))||((i21.i1.i1.u460.Fork_341==1)&&(i21.i1.i1.u460.Catch1_341==1)))||((i4.i0.i1.u458.Fork_336==1)&&(i4.i0.i0.u457.Catch1_336==1)))||((i44.u490.Fork_416==1)&&(i44.u490.Catch1_416==1)))||((i36.i1.i0.u383.Fork_271==1)&&(i36.i0.i1.u209.Catch1_271==1)))||((i42.i1.i1.u156.Fork_154==1)&&(i13.i2.i1.u425.Catch1_154==1)))||((i5.i1.i1.u491.Fork_425==1)&&(i5.i0.i0.u494.Catch1_425==1)))||((i19.i1.i0.u219.Fork_365==1)&&(i19.i1.i0.u218.Catch1_365==1)))||((i32.i0.i1.u284.Fork_480==1)&&(i32.i0.i0.u67.Catch1_480==1)))||((i34.i1.i1.u168.Fork_258==1)&&(i34.i1.i1.u168.Catch1_258==1)))||((i40.i1.i0.u149.Fork_138==1)&&(i40.i1.i0.u149.Catch1_138==1)))||((i8.i1.i0.u325.Fork_21==1)&&(i8.i1.i0.u325.Catch1_21==1)))||((i18.i0.i0.u33.Fork_275==1)&&(i36.i1.i1.u381.Catch1_275==1)))||((i30.i0.i1.u344.Fork_174==1)&&(i30.i0.i1.u345.Catch1_174==1)))||((i41.i1.i1.u127.Fork_105==1)&&(i41.i1.i1.u127.Catch1_105==1)))||((i35.i0.i1.u207.Fork_297==1)&&(i35.i0.i1.u207.Catch1_297==1)))||((i19.i1.i2.u221.Fork_368==1)&&(i19.i1.i1.u470.Catch1_368==1)))||((i0.i1.i1.u414.Fork_123==1)&&(i0.i1.i1.u414.Catch1_123==1)))||((i30.i1.i1.u303.Fork_171==1)&&(i30.i1.i0.u419.Catch1_171==1)))||((i11.i1.i1.u143.Fork_186==1)&&(i11.i1.i1.u143.Catch1_186==1)))||((i26.i1.i0.u264.Fork_406==1)&&(i26.i1.i0.u264.Catch1_406==1)))||((i20.i1.i1.u477.Fork_382==1)&&(i20.i1.i1.u477.Catch1_382==1)))||((i8.i0.i0.u87.Fork_15==1)&&(i8.i0.i0.u1.Catch1_15==1)))||((i15.i0.i1.u337.Fork_203==1)&&(i15.i0.i1.u337.Catch1_203==1)))||((i27.i0.i0.u269.Fork_400==1)&&(i27.i0.i0.u269.Catch1_400==1)))||((i37.i1.i2.u385.Fork_67==1)&&(i37.i1.i2.u385.Catch1_67==1)))||((i1.i0.i0.u171.Fork_253==1)&&(i1.i0.i0.u29.Catch1_253==1)))||((i38.i0.i1.u391.Fork_50==1)&&(i38.i0.i1.u391.Catch1_50==1)))||((i37.i1.i0.u79.Fork_64==1)&&(i37.i0.i0.u6.Catch1_64==1)))||((i34.i1.i0.u360.Fork_262==1)&&(i34.i1.i0.u360.Catch1_262==1)))||((i5.i0.i1.u257.Fork_420==1)&&(i5.i0.i1.u257.Catch1_420==1)))||((i42.i1.i0.u155.Fork_158==1)&&(i42.i1.i0.u155.Catch1_158==1)))||((i18.i1.i1.u205.Fork_285==1)&&(i18.i1.i1.u205.Catch1_285==1)))||((i40.i0.i2.u405.Fork_132==1)&&(i40.i0.i2.u405.Catch1_132==1)))||((i39.i0.i1.u398.Fork_82==1)&&(i39.i0.i1.u398.Catch1_82==1)))||((i33.i1.i2.u64.Fork_5==1)&&(i33.i1.i2.u64.Catch1_5==1)))||((i23.i0.i1.u432.Fork_458==1)&&(i23.i0.i1.u432.Catch1_458==1)))||((i30.i1.i0.u20.Fork_169==1)&&(i30.i1.i0.u153.Catch1_169==1)))||((i33.i0.i1.u89.Fork_10==1)&&(i33.i0.i1.u89.Catch1_10==1)))||((i16.i0.i0.u179.Fork_216==1)&&(i16.i2.i1.u177.Catch1_216==1)))||((i0.i1.i1.u413.Fork_122==1)&&(i0.i1.i1.u413.Catch1_122==1)))||((i38.i0.i0.u75.Fork_52==1)&&(i38.i0.i0.u75.Catch1_52==1)))||((i4.i1.i2.u453.Fork_328==1)&&(i4.i1.i2.u311.Catch1_328==1)))||((i32.i0.i1.u441.Fork_481==1)&&(i32.i0.i1.u284.Catch1_481==1)))||((i21.i1.i1.u459.Fork_339==1)&&(i21.i1.i1.u459.Catch1_339==1)))||((i28.u282.Fork_487==1)&&(i28.u282.Catch1_487==1)))||((i27.i0.i1.u270.Fork_399==1)&&(i27.i0.i1.u270.Catch1_399==1)))||((i37.i1.i0.u78.Fork_65==1)&&(i37.i1.i0.u79.Catch1_65==1)))||((i37.i1.i2.u385.Fork_66==1)&&(i37.i1.i0.u78.Catch1_66==1)))||((i42.i2.i0.u21.Fork_159==1)&&(i42.i2.i0.u22.Catch1_159==1)))||((i21.i1.i0.u237.Fork_342==1)&&(i21.i1.i0.u306.Catch1_342==1)))||((i18.i2.i0.u211.Fork_281==1)&&(i18.i2.i0.u377.Catch1_281==1)))||((i5.i0.i1.u488.Fork_421==1)&&(i5.i0.i1.u488.Catch1_421==1)))||((i19.i1.i1.u470.Fork_367==1)&&(i19.i1.i1.u220.Catch1_367==1)))||((i2.i1.i0.u159.Fork_245==1)&&(i2.i1.i0.u159.Catch1_245==1)))||((i20.i1.i0.u214.Fork_383==1)&&(i20.i1.i0.u214.Catch1_383==1)))||((i30.i1.i1.u19.Fork_172==1)&&(i30.i1.i1.u303.Catch1_172==1)))||((i40.i0.i2.u114.Fork_133==1)&&(i40.i0.i2.u114.Catch1_133==1)))||((i18.i2.i1.u376.Fork_284==1)&&(i18.i2.i1.u376.Catch1_284==1)))||((i41.i1.i0.u101.Fork_108==1)&&(i41.i1.i0.u103.Catch1_108==1)))||((i38.i0.i0.u76.Fork_53==1)&&(i38.i0.i0.u5.Catch1_53==1)))||((i1.i0.i0.u170.Fork_252==1)&&(i1.i0.i0.u170.Catch1_252==1)))||((i34.i1.i1.u362.Fork_259==1)&&(i34.i1.i1.u362.Catch1_259==1)))"))))
Formula 0 simplified : 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& 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U 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i0.u360.Catch1_262==1)))||((i5.i0.i1.u257.Fork_420==1)&&(i5.i0.i1.u257.Catch1_420==1)))||((i42.i1.i0.u155.Fork_158==1)&&(i42.i1.i0.u155.Catch1_158==1)))||((i18.i1.i1.u205.Fork_285==1)&&(i18.i1.i1.u205.Catch1_285==1)))||((i40.i0.i2.u405.Fork_132==1)&&(i40.i0.i2.u405.Catch1_132==1)))||((i39.i0.i1.u398.Fork_82==1)&&(i39.i0.i1.u398.Catch1_82==1)))||((i33.i1.i2.u64.Fork_5==1)&&(i33.i1.i2.u64.Catch1_5==1)))||((i23.i0.i1.u432.Fork_458==1)&&(i23.i0.i1.u432.Catch1_458==1)))||((i30.i1.i0.u20.Fork_169==1)&&(i30.i1.i0.u153.Catch1_169==1)))||((i33.i0.i1.u89.Fork_10==1)&&(i33.i0.i1.u89.Catch1_10==1)))||((i16.i0.i0.u179.Fork_216==1)&&(i16.i2.i1.u177.Catch1_216==1)))||((i0.i1.i1.u413.Fork_122==1)&&(i0.i1.i1.u413.Catch1_122==1)))||((i38.i0.i0.u75.Fork_52==1)&&(i38.i0.i0.u75.Catch1_52==1)))||((i4.i1.i2.u453.Fork_328==1)&&(i4.i1.i2.u311.Catch1_328==1)))||((i32.i0.i1.u441.Fork_481==1)&&(i32.i0.i1.u284.Catch1_481==1)))||((i21.i1.i1.u459.Fork_339==1)&&(i21.i1.i1.u459.Catch1_339==1)))||((i28.u282.Fork_487==1)&&(i28.u282.Catch1_487==1)))||((i27.i0.i1.u270.Fork_399==1)&&(i27.i0.i1.u270.Catch1_399==1)))||((i37.i1.i0.u78.Fork_65==1)&&(i37.i1.i0.u79.Catch1_65==1)))||((i37.i1.i2.u385.Fork_66==1)&&(i37.i1.i0.u78.Catch1_66==1)))||((i42.i2.i0.u21.Fork_159==1)&&(i42.i2.i0.u22.Catch1_159==1)))||((i21.i1.i0.u237.Fork_342==1)&&(i21.i1.i0.u306.Catch1_342==1)))||((i18.i2.i0.u211.Fork_281==1)&&(i18.i2.i0.u377.Catch1_281==1)))||((i5.i0.i1.u488.Fork_421==1)&&(i5.i0.i1.u488.Catch1_421==1)))||((i19.i1.i1.u470.Fork_367==1)&&(i19.i1.i1.u220.Catch1_367==1)))||((i2.i1.i0.u159.Fork_245==1)&&(i2.i1.i0.u159.Catch1_245==1)))||((i20.i1.i0.u214.Fork_383==1)&&(i20.i1.i0.u214.Catch1_383==1)))||((i30.i1.i1.u19.Fork_172==1)&&(i30.i1.i1.u303.Catch1_172==1)))||((i40.i0.i2.u114.Fork_133==1)&&(i40.i0.i2.u114.Catch1_133==1)))||((i18.i2.i1.u376.Fork_284==1)&&(i18.i2.i1.u376.Catch1_284==1)))||((i41.i1.i0.u101.Fork_108==1)&&(i41.i1.i0.u103.Catch1_108==1)))||((i38.i0.i0.u76.Fork_53==1)&&(i38.i0.i0.u5.Catch1_53==1)))||((i1.i0.i0.u170.Fork_252==1)&&(i1.i0.i0.u170.Catch1_252==1)))||((i34.i1.i1.u362.Fork_259==1)&&(i34.i1.i1.u362.Catch1_259==1)))"))
Reverse transition relation is exact ! Faster fixpoint algorithm enabled.
Computing Next relation with stutter on 2 deadlock states
Detected timeout of ITS tools.
Built C files in :
/tmp/ltsmin3389295881944110727
[2021-06-06 15:37:35] [INFO ] Built C files in 52ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin3389295881944110727
Running compilation step : CommandLine [args=[gcc, -c, -I/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202104292328/bin/include/, -I., -std=c99, -fPIC, -O2, model.c], workingDir=/tmp/ltsmin3389295881944110727]
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running CommandLine [args=[gcc, -c, -I/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202104292328/bin/include/, -I., -std=c99, -fPIC, -O2, model.c], workingDir=/tmp/ltsmin3389295881944110727] killed by timeout after 1 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running CommandLine [args=[gcc, -c, -I/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202104292328/bin/include/, -I., -std=c99, -fPIC, -O2, model.c], workingDir=/tmp/ltsmin3389295881944110727] killed by timeout after 1 SECONDS
at fr.lip6.move.gal.application.LTSminRunner$1.run(LTSminRunner.java:79)
at java.base/java.lang.Thread.run(Thread.java:834)
Treatment of property Philosophers-PT-000500-00 finished in 108003 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F((G(((G(p1) U p2)||p0))&&X(G(p3)))))], workingDir=/home/mcc/execution]
Support contains 2000 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 15 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:37:36] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:37:37] [INFO ] Implicit Places using invariants in 636 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:37:37] [INFO ] Computed 1000 place invariants in 4 ms
[2021-06-06 15:37:38] [INFO ] Implicit Places using invariants and state equation in 973 ms returned []
Implicit Place search using SMT with State Equation took 1611 ms to find 0 implicit places.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:37:38] [INFO ] Computed 1000 place invariants in 7 ms
[2021-06-06 15:37:39] [INFO ] Dead Transitions using invariants and state equation in 1370 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 3995 ms :[(OR (NOT p3) (AND (NOT p0) (NOT p2))), (AND (NOT p0) (NOT p2)), (NOT p3), (OR (AND (NOT p0) (NOT p1) (NOT p2)) (AND (NOT p1) (NOT p3))), (OR (AND (NOT p0) (NOT p2)) (AND (NOT p2) (NOT p3))), (AND (NOT p0) (NOT p1) (NOT p2)), (AND (NOT p1) (NOT p3)), (AND (NOT p0) (NOT p2)), (AND (NOT p2) (NOT p3))]
Running random walk in product with property : Philosophers-PT-000500-01 automaton TGBA [mat=[[{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=0 dest: 0}, { cond=(OR p0 p2 p1), acceptance={0, 2} source=0 dest: 1}, { cond=(OR p0 p2 p1), acceptance={0, 1, 2} source=0 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=0 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={0, 1, 2} source=0 dest: 4}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=1 dest: 0}, { cond=(OR p0 p2 p1), acceptance={0, 2} source=1 dest: 1}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=1 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={0, 1, 2} source=1 dest: 4}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1) (NOT p3)), acceptance={0, 1, 2} source=2 dest: 0}, { cond=(OR (AND p0 (NOT p3)) (AND p2 (NOT p3)) (AND p1 (NOT p3))), acceptance={0, 2} source=2 dest: 1}, { cond=(OR (AND p0 (NOT p3)) (AND p2 (NOT p3)) (AND p1 (NOT p3))), acceptance={0, 1, 2} source=2 dest: 2}, { cond=p3, acceptance={0, 1} source=2 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1 (NOT p3)), acceptance={1, 2} source=2 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1 (NOT p3)), acceptance={0, 1, 2} source=2 dest: 4}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=3 dest: 0}, { cond=(OR (AND p0 (NOT p1)) (AND p2 (NOT p1))), acceptance={0, 2} source=3 dest: 1}, { cond=(OR (AND p0 (NOT p1)) (AND p2 (NOT p1))), acceptance={0, 1, 2} source=3 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=3 dest: 3}, { cond=(OR (AND p0 p1) (AND p2 p1)), acceptance={2} source=3 dest: 5}, { cond=(OR (AND p0 p1) (AND p2 p1)), acceptance={1, 2} source=3 dest: 6}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=4 dest: 0}, { cond=(AND p0 (NOT p2) (NOT p1)), acceptance={0, 2} source=4 dest: 1}, { cond=(AND p0 (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=4 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=4 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={0, 1, 2} source=4 dest: 4}, { cond=(AND p0 (NOT p2) p1), acceptance={2} source=4 dest: 5}, { cond=(AND p0 (NOT p2) p1), acceptance={1, 2} source=4 dest: 6}, { cond=(AND p0 (NOT p2) p1), acceptance={0, 2} source=4 dest: 7}, { cond=(AND p0 (NOT p2) p1), acceptance={0, 1, 2} source=4 dest: 8}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=5 dest: 0}, { cond=(OR (AND p0 (NOT p1)) (AND p2 (NOT p1))), acceptance={0, 2} source=5 dest: 1}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=5 dest: 3}, { cond=(OR (AND p0 p1) (AND p2 p1)), acceptance={2} source=5 dest: 5}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1) (NOT p3)), acceptance={0, 1, 2} source=6 dest: 0}, { cond=(OR (AND p0 (NOT p1) (NOT p3)) (AND p2 (NOT p1) (NOT p3))), acceptance={0, 2} source=6 dest: 1}, { cond=(OR (AND p0 (NOT p1) (NOT p3)) (AND p2 (NOT p1) (NOT p3))), acceptance={0, 1, 2} source=6 dest: 2}, { cond=(AND (NOT p1) p3), acceptance={0, 1} source=6 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1 (NOT p3)), acceptance={1, 2} source=6 dest: 3}, { cond=(OR (AND p0 p1 (NOT p3)) (AND p2 p1 (NOT p3))), acceptance={2} source=6 dest: 5}, { cond=(OR (AND p0 p1 (NOT p3)) (AND p2 p1 (NOT p3))), acceptance={1, 2} source=6 dest: 6}, { cond=(AND p1 p3), acceptance={1} source=6 dest: 6}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1)), acceptance={0, 1, 2} source=7 dest: 0}, { cond=(AND p0 (NOT p2) (NOT p1)), acceptance={0, 2} source=7 dest: 1}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={1, 2} source=7 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1), acceptance={0, 1, 2} source=7 dest: 4}, { cond=(AND p0 (NOT p2) p1), acceptance={2} source=7 dest: 5}, { cond=(AND p0 (NOT p2) p1), acceptance={0, 2} source=7 dest: 7}], [{ cond=(AND (NOT p0) (NOT p2) (NOT p1) (NOT p3)), acceptance={0, 1, 2} source=8 dest: 0}, { cond=(AND p0 (NOT p2) (NOT p1) (NOT p3)), acceptance={0, 2} source=8 dest: 1}, { cond=(AND p0 (NOT p2) (NOT p1) (NOT p3)), acceptance={0, 1, 2} source=8 dest: 2}, { cond=(AND (NOT p2) (NOT p1) p3), acceptance={0, 1} source=8 dest: 2}, { cond=(AND (NOT p0) (NOT p2) p1 (NOT p3)), acceptance={1, 2} source=8 dest: 3}, { cond=(AND (NOT p0) (NOT p2) p1 (NOT p3)), acceptance={0, 1, 2} source=8 dest: 4}, { cond=(AND p0 (NOT p2) p1 (NOT p3)), acceptance={2} source=8 dest: 5}, { cond=(AND p0 (NOT p2) p1 (NOT p3)), acceptance={1, 2} source=8 dest: 6}, { cond=(AND (NOT p2) p1 p3), acceptance={1} source=8 dest: 6}, { cond=(AND p0 (NOT p2) p1 (NOT p3)), acceptance={0, 2} source=8 dest: 7}, { cond=(AND p0 (NOT p2) p1 (NOT p3)), acceptance={0, 1, 2} source=8 dest: 8}, { cond=(AND (NOT p2) p1 p3), acceptance={0, 1} source=8 dest: 8}]], initial=0, aps=[p0:(OR (AND (EQ s712 1) (EQ s1165 1)) (AND (EQ s832 1) (EQ s1335 1)) (AND (EQ s937 1) (EQ s1490 1)) (AND (EQ s680 1) (EQ s1074 1)) (AND (EQ s639 1) (EQ s1247 1)) (AND (EQ s889 1) (EQ s1305 1)) (AND (EQ s799 1) (EQ s1360 1)) (AND (EQ s691 1) (EQ s1228 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(EQ s956 1)) (AND (EQ s206 1) (EQ s758 1)) (AND (EQ s294 1) (EQ s789 1)) (AND (EQ s243 1) (EQ s708 1)) (AND (EQ s389 1) (EQ s950 1)) (AND (EQ s60 1) (EQ s532 1)) (AND (EQ s500 1) (EQ s993 1)) (AND (EQ s45 1) (EQ s510 1)) (AND (EQ s88 1) (EQ s624 1)) (AND (EQ s492 1) (EQ s987 1)) (AND (EQ s223 1) (EQ s711 1)) (AND (EQ s367 1) (EQ s870 1)) (AND (EQ s58 1) (EQ s530 1)) (AND (EQ s127 1) (EQ s601 1)) (AND (EQ s36 1) (EQ s569 1)) (AND (EQ s424 1) (EQ s919 1)) (AND (EQ s188 1) (EQ s643 1)) (AND (EQ s402 1) (EQ s954 1)) (AND (EQ s372 1) (EQ s865 1)) (AND (EQ s183 1) (EQ s648 1)) (AND (EQ s74 1) (EQ s535 1)) (AND (EQ s173 1) (EQ s638 1)) (AND (EQ s457 1) (EQ s1018 1)) (AND (EQ s324 1) (EQ s883 1)) (AND (EQ s281 1) (EQ s817 1)) (AND (EQ s296 1) (EQ s791 1)) (AND (EQ s291 1) (EQ s796 1)) (AND (EQ s78 1) (EQ s613 1)) (AND (EQ s55 1) (EQ s520 1)) (AND (EQ s202 1) (EQ s663 1)) (AND (EQ s3 1) (EQ s483 1)) (AND (EQ s18 1) (EQ s553 1)) (AND (EQ s501 1) (EQ s992 1)) (AND (EQ s146 1) (EQ s698 1)) (AND (EQ s349 1) (EQ s854 1)) (AND (EQ s113 1) (EQ s578 1)) (AND (EQ s170 1) (EQ s691 1)) (AND (EQ s133 1) (EQ s595 1)) (AND (EQ s165 1) (EQ s696 1)) (AND (EQ s354 1) (EQ s849 1)) (AND (EQ s96 1) (EQ s629 1)) (AND (EQ s452 1) (EQ s1011 1)) (AND (EQ s0 1) (EQ s488 1)) (AND (EQ s216 1) (EQ s735 1)) (AND (EQ s272 1) (EQ s732 1)) (AND (EQ s25 1) (EQ s561 1)) (AND (EQ s254 1) (EQ s813 1)) (AND (EQ s163 1) (EQ s651 1)) (AND (EQ s37 1) (EQ s568 1)) (AND (EQ s374 1) (EQ s846 1)) (AND (EQ s329 1) (EQ s890 1)) (AND (EQ s42 1) (EQ s514 1)) (AND (EQ s184 1) (EQ s647 1)) (AND (EQ s239 1) (EQ s727 1)) (AND (EQ s327 1) (EQ s863 1)) (AND (EQ s292 1) (EQ s795 1)) (AND (EQ s56 1) (EQ s519 1)) (AND (EQ s499 1) (EQ s994 1)) (AND (EQ s386 1) (EQ s938 1)) (AND (EQ s330 1) (EQ s889 1)) (AND (EQ s279 1) (EQ s723 1)) (AND (EQ s129 1) (EQ s681 1)) (AND (EQ s138 1) (EQ s600 1)) (AND (EQ s423 1) (EQ s920 1)) (AND (EQ s187 1) (EQ s644 1)) (AND (EQ s471 1) (EQ s898 1)) (AND (EQ s7 1) (EQ s479 1)) (AND (EQ s458 1) (EQ s1017 1)) (AND (EQ s371 1) (EQ s866 1)) (AND (EQ s166 1) (EQ s695 1)) (AND (EQ s75 1) (EQ s534 1)) (AND (EQ s406 1) (EQ s836 1)) (AND (EQ s353 1) (EQ s850 1)) (AND (EQ s38 1) (EQ s567 1)) (AND (EQ s203 1) (EQ s662 1)) (AND (EQ s298 1) (EQ s770 1)) (AND (EQ s373 1) (EQ s845 1)) (AND (EQ s245 1) (EQ s702 1)) (AND (EQ s169 1) (EQ s692 1)) (AND (EQ s41 1) (EQ s513 1)) (AND (EQ s496 1) (EQ s984 1)) (AND (EQ s64 1) (EQ s537 1)) (AND (EQ s385 1) (EQ s937 1)) (AND (EQ s461 1) (EQ s1013 1)) (AND (EQ s117 1) (EQ s589 1)) (AND (EQ s167 1) (EQ s694 1)) (AND (EQ s111 1) (EQ s584 1)) (AND (EQ s444 1) (EQ s929 1)) (AND (EQ s407 1) (EQ s833 1)) (AND (EQ s16 1) (EQ s543 1)) (AND (EQ s164 1) (EQ s652 1)) (AND (EQ s455 1) (EQ s1008 1)) (AND (EQ s498 1) (EQ s995 1)) (AND (EQ s470 1) (EQ s899 1)) (AND (EQ s150 1) (EQ s677 1)) (AND (EQ s39 1) (EQ s566 1)) (AND (EQ s71 1) (EQ s607 1)) (AND (EQ s144 1) (EQ s671 1)) (AND (EQ s91 1) (EQ s620 1)) (AND (EQ s93 1) (EQ s632 1)) (AND (EQ s219 1) (EQ s748 1)) (AND (EQ s149 1) (EQ s678 1)) (AND (EQ s370 1) (EQ s867 1)) (AND (EQ s205 1) (EQ s757 1)) (AND (EQ s76 1) (EQ s533 1)) (AND (EQ s426 1) (EQ s913 1)) (AND (EQ s420 1) (EQ s908 1)) (AND (EQ s128 1) (EQ s602 1)) (AND (EQ s204 1) (EQ s661 1)) (AND (EQ s315 1) (EQ s787 1)) (AND (EQ s257 1) (EQ s826 1)) (AND (EQ s222 1) (EQ s710 1)) (AND (EQ s21 1) (EQ s550 1)) (AND (EQ s136 1) (EQ s594 1)) (AND (EQ s430 1) (EQ s927 1)) (AND (EQ s493 1) (EQ s981 1)) (AND (EQ s89 1) (EQ s618 1)) (AND (EQ s40 1) (EQ s565 1)) (AND (EQ s428 1) (EQ s915 1)) (AND (EQ s388 1) (EQ s940 1)) (AND (EQ s318 1) (EQ s885 1)) (AND (EQ s132 1) (EQ s684 1)) (AND (EQ s51 1) (EQ s524 1)) (AND (EQ s415 1) (EQ s912 1)) (AND (EQ s177 1) (EQ s665 1)) (AND (EQ s466 1) (EQ s895 1)) (AND (EQ s443 1) (EQ s930 1)) (AND (EQ s210 1) (EQ s737 1)) (AND (EQ s403 1) (EQ s955 1)) (AND (EQ s271 1) (EQ s731 1)) (AND (EQ s453 1) (EQ s1006 1)) (AND (EQ s369 1) (EQ s868 1)) (AND (EQ s162 1) (EQ s650 1)) (AND (EQ s463 1) (EQ s1015 1)) (AND (EQ s237 1) (EQ s725 1)) (AND (EQ s412 1) (EQ s838 1)) (AND (EQ s258 1) (EQ s825 1)) (AND (EQ s276 1) (EQ s720 1)) (AND (EQ s147 1) (EQ s699 1)) (AND (EQ s236 1) (EQ s761 1)) (AND (EQ s220 1) (EQ s747 1)) (AND (EQ s4 1) (EQ s484 1)) (AND (EQ s72 1) (EQ s608 1)) (AND (EQ s112 1) (EQ s583 1)) (AND (EQ s207 1) (EQ s759 1)) (AND (EQ s472 1) (EQ s897 1)) (AND (EQ s255 1) (EQ s816 1)) (AND (EQ s467 1) (EQ s894 1)) (AND (EQ s308 1) (EQ s809 1)) (AND (EQ s418 1) (EQ s906 1)) (AND (EQ s14 1) (EQ s541 1)) (AND (EQ s100 1) (EQ s625 1)) (AND (EQ s346 1) (EQ s775 1)) (AND (EQ s247 1) (EQ s704 1)) (AND (EQ s24 1) (EQ s551 1)) (AND (EQ s431 1) (EQ s926 1)) (AND (EQ s297 1) (EQ s769 1)) (AND (EQ s6 1) (EQ s478 1)) (AND (EQ s114 1) (EQ s577 1)) (AND (EQ s328 1) (EQ s864 1)) (AND (EQ s355 1) (EQ s852 1)) (AND (EQ s102 1) (EQ s574 1)) (AND (EQ s295 1) (EQ s792 1)) (AND (EQ s160 1) (EQ s685 1)) (AND (EQ s77 1) (EQ s614 1)) (AND (EQ s442 1) (EQ s931 1)) (AND (EQ s54 1) (EQ s517 1)) (AND (EQ s358 1) (EQ s830 1)) (AND (EQ s405 1) (EQ s835 1)) (AND (EQ s235 1) (EQ s762 1)) (AND (EQ s12 1) (EQ s548 1)) (AND (EQ s124 1) (EQ s587 1)) (AND (EQ s368 1) (EQ s869 1)) (AND (EQ s196 1) (EQ s653 1)) (AND (EQ s285 1) (EQ s782 1)) (AND (EQ s309 1) (EQ s808 1)) (AND (EQ s393 1) (EQ s946 1)) (AND (EQ s345 1) (EQ s776 1)) (AND (EQ s451 1) (EQ s1012 1)) (AND (EQ s99 1) (EQ s626 1)) (AND (EQ s26 1) (EQ s562 1)) (AND (EQ s57 1) (EQ s529 1)) (AND (EQ s84 1) (EQ s611 1)) (AND (EQ s101 1) (EQ s573 1)) (AND (EQ s502 1) (EQ s991 1)) (AND (EQ s268 1) (EQ s804 1)) (AND (EQ s313 1) (EQ s785 1)) (AND (EQ s410 1) (EQ s840 1)) (AND (EQ s454 1) (EQ s1005 1)) (AND (EQ s11 1) (EQ s547 1)) (AND (EQ s256 1) (EQ s815 1)) (AND (EQ s174 1) (EQ s637 1)) (AND (EQ s506 1) (EQ s1003 1)) (AND (EQ s347 1) (EQ s774 1)) (AND (EQ s23 1) (EQ s552 1)) (AND (EQ s134 1) (EQ s596 1)) (AND (EQ s317 1) (EQ s886 1)) (AND (EQ s357 1) (EQ s829 1)) (AND (EQ s310 1) (EQ s807 1)) (AND (EQ s441 1) (EQ s932 1)) (AND (EQ s17 1) (EQ s554 1)) (AND (EQ s381 1) (EQ s942 1)) (AND (EQ s267 1) (EQ s803 1)) (AND (EQ s503 1) (EQ s990 1)) (AND (EQ s343 1) (EQ s879 1)) (AND (EQ s52 1) (EQ s523 1)) (AND (EQ s336 1) (EQ s777 1)) (AND (EQ s172 1) (EQ s689 1)) (AND (EQ s429 1) (EQ s928 1)) (AND (EQ s90 1) (EQ s617 1)) (AND (EQ s494 1) (EQ s982 1)) (AND (EQ s209 1) (EQ s738 1)) (AND (EQ s135 1) (EQ s593 1)) (AND (EQ s148 1) (EQ s700 1)) (AND (EQ s505 1) (EQ s1004 1)) (AND (EQ s98 1) (EQ s627 1)) (AND (EQ s249 1) (EQ s714 1)) (AND (EQ s192 1) (EQ s744 1)) (AND (EQ s427 1) (EQ s916 1)) (AND (EQ s331 1) (EQ s892 1)) (AND (EQ s387 1) (EQ s939 1)) (AND (EQ s390 1) (EQ s949 1)) (AND (EQ s250 1) (EQ s713 1)) (AND (EQ s311 1) (EQ s806 1)) (AND (EQ s280 1) (EQ s724 1)) (AND (EQ s448 1) (EQ s1000 1)) (AND (EQ s125 1) (EQ s603 1)) (AND (EQ s416 1) (EQ s911 1)) (AND (EQ s348 1) (EQ s773 1)) (AND (EQ s465 1) (EQ s896 1)) (AND (EQ s282 1) (EQ s818 1)) (AND (EQ s491 1) (EQ s988 1)) (AND (EQ s87 1) (EQ s623 1)) (AND (EQ s460 1) (EQ s1019 1)) (AND (EQ s433 1) (EQ s921 1)) (AND (EQ s421 1) (EQ s918 1)) (AND (EQ s352 1) (EQ s855 1)) (AND (EQ s504 1) (EQ s989 1)) (AND (EQ s277 1) (EQ s721 1)) (AND (EQ s244 1) (EQ s707 1)) (AND (EQ s238 1) (EQ s726 1)) (AND (EQ s5 1) (EQ s477 1)) (AND (EQ s361 1) (EQ s858 1)) (AND (EQ s191 1) (EQ s743 1)) (AND (EQ s335 1) (EQ s778 1)) (AND (EQ s392 1) (EQ s951 1)) (AND (EQ s30 1) (EQ s559 1)) (AND (EQ s156 1) (EQ s675 1)) (AND (EQ s434 1) (EQ s922 1)) (AND (EQ s489 1) (EQ s986 1)) (AND (EQ s264 1) (EQ s823 1)) (AND (EQ s447 1) (EQ s999 1)) (AND (EQ s158 1) (EQ s687 1)) (AND (EQ s194 1) (EQ s655 1)) (AND (EQ s176 1) (EQ s639 1)) (AND (EQ s178 1) (EQ s666 1)) (AND (EQ s322 1) (EQ s881 1)) (AND (EQ s380 1) (EQ s873 1)) (AND (EQ s48 1) (EQ s511 1)) (AND (EQ s66 1) (EQ s527 1)) (AND (EQ s103 1) (EQ s575 1)) (AND (EQ s305 1) (EQ s812 1)) (AND (EQ s200 1) (EQ s657 1)) (AND (EQ s131 1) (EQ s683 1)) (AND (EQ s508 1) (EQ s1001 1)) (AND (EQ s319 1) (EQ s888 1)) (AND (EQ s414 1) (EQ s909 1)) (AND (EQ s211 1) (EQ s740 1)) (AND (EQ s195 1) (EQ s654 1)) (AND (EQ s159 1) (EQ s686 1)) (AND (EQ s284 1) (EQ s820 1)) (AND (EQ s83 1) (EQ s612 1)) (AND (EQ s334 1) (EQ s779 1)) (AND (EQ s379 1) (EQ s874 1)) (AND (EQ s67 1) (EQ s526 1)) (AND (EQ s86 1) (EQ s622 1)) (AND (EQ s31 1) (EQ s558 1)) (AND (EQ s275 1) (EQ s719 1)) (AND (EQ s411 1) (EQ s837 1)) (AND (EQ s341 1) (EQ s877 1)) (AND (EQ s432 1) (EQ s925 1)) (AND (EQ s507 1) (EQ s1002 1)) (AND (EQ s468 1) (EQ s893 1)) (AND (EQ s28 1) (EQ s564 1)) (AND (EQ s13 1) (EQ s542 1)) (AND (EQ s487 1) (EQ s976 1)) (AND (EQ s340 1) (EQ s765 1)) (AND (EQ s141 1) (EQ s670 1)) (AND (EQ s356 1) (EQ s851 1)) (AND (EQ s85 1) (EQ s621 1)) (AND (EQ s304 1) (EQ s797 1)) (AND (EQ s106 1) (EQ s635 1)) (AND (EQ s307 1) (EQ s810 1)) (AND (EQ s208 1) (EQ s760 1)) (AND (EQ s230 1) (EQ s751 1)) (AND (EQ s263 1) (EQ s824 1)) (AND (EQ s234 1) (EQ s763 1)) (AND (EQ s123 1) (EQ s588 1)) (AND (EQ s50 1) (EQ s521 1)) (AND (EQ s394 1) (EQ s945 1)) (AND (EQ s333 1) (EQ s780 1)) (AND (EQ s181 1) (EQ s646 1)) (AND (EQ s248 1) (EQ s703 1)) (AND (EQ s342 1) (EQ s878 1)) (AND (EQ s289 1) (EQ s794 1)) (AND (EQ s286 1) (EQ s781 1)) (AND (EQ s251 1) (EQ s716 1)) (AND (EQ s283 1) (EQ s819 1)) (AND (EQ s53 1) (EQ s518 1)) (AND (EQ s231 1) (EQ s750 1)) (AND (EQ s359 1) (EQ s831 1)) (AND (EQ s105 1) (EQ s636 1)) (AND (EQ s409 1) (EQ s839 1)) (AND (EQ s10 1) (EQ s546 1)) (AND (EQ s1 1) (EQ s481 1)) (AND (EQ s362 1) (EQ s857 1)) (AND (EQ s157 1) (EQ s688 1)) (AND (EQ s161 1) (EQ s649 1)) (AND (EQ s27 1) (EQ s563 1)) (AND (EQ s214 1) (EQ s733 1)) (AND (EQ s270 1) (EQ s730 1)) (AND (EQ s233 1) (EQ s764 1)) (AND (EQ s391 1) (EQ s952 1)) (AND (EQ s155 1) (EQ s676 1)) (AND (EQ s450 1) (EQ s1009 1)) (AND (EQ s47 1) (EQ s512 1)) (AND (EQ s376 1) (EQ s848 1)) (AND (EQ s490 1) (EQ s985 1)) (AND (EQ s65 1) (EQ s528 1)) (AND (EQ s306 1) (EQ s811 1)) (AND (EQ s397 1) (EQ s843 1)) (AND (EQ s464 1) (EQ s1016 1)) (AND (EQ s449 1) (EQ s1010 1)) (AND (EQ s266 1) (EQ s802 1)) (AND (EQ s213 1) (EQ s734 1)) (AND (EQ s193 1) (EQ s656 1)) (AND (EQ s175 1) (EQ s640 1)) (AND (EQ s232 1) (EQ s749 1)) (AND (EQ s120 1) (EQ s592 1)) (AND (EQ s80 1) (EQ s615 1)) (AND (EQ s29 1) (EQ s560 1)) (AND (EQ s417 1) (EQ s905 1)) (AND (EQ s321 1) (EQ s882 1)))], nbAcceptance=3, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch], stateDesc=[null, null, null, null, null, null, null, null, null][false, false, false, false, false, false, false, false, false]]
Product exploration explored 100000 steps with 0 reset in 4874 ms.
Product exploration explored 100000 steps with 0 reset in 4850 ms.
Knowledge obtained : [(NOT p0), (NOT p2), (NOT p1), p3]
Stuttering acceptance computed with spot in 387 ms :[(OR (NOT p3) (AND (NOT p0) (NOT p2))), (AND (NOT p0) (NOT p2)), (NOT p3), (OR (AND (NOT p0) (NOT p1) (NOT p2)) (AND (NOT p1) (NOT p3))), (OR (AND (NOT p0) (NOT p2)) (AND (NOT p2) (NOT p3))), (AND (NOT p0) (NOT p1) (NOT p2)), (AND (NOT p1) (NOT p3)), (AND (NOT p0) (NOT p2)), (AND (NOT p2) (NOT p3))]
Product exploration explored 100000 steps with 0 reset in 3821 ms.
Stuttering criterion allowed to conclude after 90440 steps with 0 reset in 3843 ms.
FORMULA Philosophers-PT-000500-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Philosophers-PT-000500-01 finished in 25141 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F(G(p0)))], workingDir=/home/mcc/execution]
Support contains 500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 234 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:02] [INFO ] Computed 1000 place invariants in 4 ms
[2021-06-06 15:38:03] [INFO ] Implicit Places using invariants in 1164 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:03] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:38:05] [INFO ] Implicit Places using invariants and state equation in 1959 ms returned []
Implicit Place search using SMT with State Equation took 3127 ms to find 0 implicit places.
[2021-06-06 15:38:05] [INFO ] Redundant transitions in 119 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:05] [INFO ] Computed 1000 place invariants in 6 ms
[2021-06-06 15:38:06] [INFO ] Dead Transitions using invariants and state equation in 1414 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 215 ms :[(NOT p0)]
Running random walk in product with property : Philosophers-PT-000500-02 automaton TGBA [mat=[[{ cond=(NOT p0), acceptance={0} source=0 dest: 0}, { cond=p0, acceptance={} source=0 dest: 0}]], initial=0, aps=[p0:(OR (EQ s2211 1) (EQ s2471 1) (EQ s2276 1) (EQ s2406 1) (EQ s2341 1) (EQ s2130 1) (EQ s2065 1) (EQ s2227 1) (EQ s2162 1) (EQ s1935 1) (EQ s2487 1) (EQ s2422 1) (EQ s2357 1) (EQ s2292 1) (EQ s2114 1) (EQ s2049 1) (EQ s1918 1) (EQ s2179 1) (EQ s2439 1) (EQ s2244 1) (EQ s2374 1) (EQ s2309 1) (EQ s2097 1) (EQ s2195 1) (EQ s2455 1) (EQ s2260 1) (EQ s2390 1) (EQ s2325 1) (EQ s2146 1) (EQ s2081 1) (EQ s2210 1) (EQ s2470 1) (EQ s2275 1) (EQ s1950 1) (EQ s2340 1) (EQ s2405 1) (EQ s2064 1) (EQ s2129 1) (EQ s2291 1) (EQ s2161 1) (EQ s1934 1) (EQ s2486 1) (EQ s2226 1) (EQ s2421 1) (EQ s2356 1) (EQ s2048 1) (EQ s2113 1) (EQ s1917 1) (EQ s2047 1) (EQ s2178 1) (EQ s2438 1) (EQ s2243 1) (EQ s2308 1) (EQ s2373 1) (EQ s2096 1) (EQ s2194 1) (EQ s2454 1) (EQ s2259 1) (EQ s2324 1) (EQ s2389 1) (EQ s2080 1) (EQ s2145 1) (EQ s2209 1) (EQ s2469 1) (EQ s2339 1) (EQ s2079 1) (EQ s2274 1) (EQ s2404 1) (EQ s2128 1) (EQ s2225 1) (EQ s2355 1) (EQ s2290 1) (EQ s2160 1) (EQ s1933 1) (EQ s2485 1) (EQ s2063 1) (EQ s2420 1) (EQ s2112 1) (EQ s2046 1) (EQ s2111 1) (EQ s2177 1) (EQ s2437 1) (EQ s2307 1) (EQ s2242 1) (EQ s2372 1) (EQ s2095 1) (EQ s2193 1) (EQ s2453 1) (EQ s2323 1) (EQ s2258 1) (EQ s2388 1) (EQ s2144 1) (EQ s2208 1) (EQ s2468 1) (EQ s2338 1) (EQ s2273 1) (EQ s2078 1) (EQ s2143 1) (EQ s2403 1) (EQ s1948 1) (EQ s2159 1) (EQ s1932 1) (EQ s2484 1) (EQ s2354 1) (EQ s2062 1) (EQ s2127 1) (EQ s2419 1) (EQ s2224 1) (EQ s2289 1) (EQ s2175 1) (EQ s2176 1) (EQ s2436 1) (EQ s2306 1) (EQ s2371 1) (EQ s2241 1) (EQ s2110 1) (EQ s2045 1) (EQ s2192 1) (EQ s2452 1) (EQ s2322 1) (EQ s2257 1) (EQ s2387 1) (EQ s1964 1) (EQ s2094 1) (EQ s2272 1) (EQ s2142 1) (EQ s2402 1) (EQ s2337 1) (EQ s2077 1) (EQ s1947 1) (EQ s2467 1) (EQ s2223 1) (EQ s2158 1) (EQ s2126 1) (EQ s2418 1) (EQ s2288 1) (EQ s2353 1) (EQ s2061 1) (EQ s1931 1) (EQ s2483 1) (EQ s2174 1) (EQ s2239 1) (EQ s2370 1) (EQ s2240 1) (EQ s2109 1) (EQ s2305 1) (EQ s2435 1) (EQ s2191 1) (EQ s2256 1) (EQ s2386 1) (EQ s2093 1) (EQ s2321 1) (EQ s1963 1) (EQ s2451 1) (EQ s2207 1) (EQ s2336 1) (EQ s2076 1) (EQ s2141 1) (EQ s2401 1) (EQ s2466 1) (EQ s1946 1) (EQ s2287 1) (EQ s2157 1) (EQ s2222 1) (EQ s2352 1) (EQ s2060 1) (EQ s2125 1) (EQ s2417 1) (EQ s1930 1) (EQ s2482 1) (EQ s2173 1) (EQ s2303 1) (EQ s2238 1) (EQ s2304 1) (EQ s2369 1) (EQ s2108 1) (EQ s2434 1) (EQ s2499 1) (EQ s2190 1) (EQ s2255 1) (EQ s2320 1) (EQ s2385 1) (EQ s2092 1) (EQ s2450 1) (EQ s1962 1) (EQ s2206 1) (EQ s2271 1) (EQ s2140 1) (EQ s2400 1) (EQ s1945 1) (EQ s2465 1) (EQ s2075 1) (EQ s2221 1) (EQ s2156 1) (EQ s2351 1) (EQ s2286 1) (EQ s2124 1) (EQ s2416 1) (EQ s1929 1) (EQ s2481 1) (EQ s2059 1) (EQ s2302 1) (EQ s2367 1) (EQ s2237 1) (EQ s2172 1) (EQ s2368 1) (EQ s2107 1) (EQ s2433 1) (EQ s2498 1) (EQ s2189 1) (EQ s2319 1) (EQ s2254 1) (EQ s2384 1) (EQ s1961 1) (EQ s2091 1) (EQ s2449 1) (EQ s2205 1) (EQ s2335 1) (EQ s2270 1) (EQ s1944 1) (EQ s2464 1) (EQ s2074 1) (EQ s2139 1) (EQ s2155 1) (EQ s2350 1) (EQ s2285 1) (EQ s2415 1) (EQ s2220 1) (EQ s1928 1) (EQ s2480 1) (EQ s2058 1) (EQ s2123 1) (EQ s2171 1) (EQ s2431 1) (EQ s2236 1) (EQ s2366 1) (EQ s2301 1) (EQ s2432 1) (EQ s2497 1) (EQ s2106 1) (EQ s2188 1) (EQ s2318 1) (EQ s2253 1) (EQ s2383 1) (EQ s2448 1) (EQ s1960 1) (EQ s2090 1) (EQ s2204 1) (EQ s2334 1) (EQ s2269 1) (EQ s2399 1) (EQ s2138 1) (EQ s2073 1) (EQ s2219 1) (EQ s2154 1) (EQ s1943 1) (EQ s2479 1) (EQ s2284 1) (EQ s2414 1) (EQ s2349 1) (EQ s2122 1) (EQ s2057 1) (EQ s2235 1) (EQ s2495 1) (EQ s2170 1) (EQ s2430 1) (EQ s1927 1) (EQ s2365 1) (EQ s2300 1) (EQ s2496 1) (EQ s2105 1) (EQ s2187 1) (EQ s2447 1) (EQ s2252 1) (EQ s2382 1) (EQ s2317 1) (EQ s2089 1) (EQ s1959 1) (EQ s2203 1) (EQ s2463 1) (EQ s2268 1) (EQ s2398 1) (EQ s2333 1) (EQ s2072 1) (EQ s2137 1) (EQ s2153 1) (EQ s1942 1) (EQ s2478 1) (EQ s2218 1) (EQ s2283 1) (EQ s2348 1) (EQ s2413 1) (EQ s2056 1) (EQ s2121 1) (EQ s2299 1) (EQ s2169 1) (EQ s2429 1) (EQ s1926 1) (EQ s2234 1) (EQ s2494 1) (EQ s2364 1) (EQ s2104 1) (EQ s2186 1) (EQ s2446 1) (EQ s2251 1) (EQ s2316 1) (EQ s2381 1) (EQ s2088 1) (EQ s2202 1) (EQ s2462 1) (EQ s2267 1) (EQ s1958 1) (EQ s2332 1) (EQ s2397 1) (EQ s2136 1) (EQ s2152 1) (EQ s1941 1) (EQ s2477 1) (EQ s2347 1) (EQ s2217 1) (EQ s2071 1) (EQ s2282 1) (EQ s2412 1) (EQ s2120 1) (EQ s2233 1) (EQ s2493 1) (EQ s2363 1) (EQ s2298 1) (EQ s2168 1) (EQ s2428 1) (EQ s1925 1) (EQ s2055 1) (EQ s2103 1) (EQ s2185 1) (EQ s2445 1) (EQ s2315 1) (EQ s2250 1) (EQ s2380 1) (EQ s1957 1) (EQ s2087 1) (EQ s2201 1) (EQ s2461 1) (EQ s2331 1) (EQ s2266 1) (EQ s2396 1) (EQ s2151 1) (EQ s1940 1) (EQ s2216 1) (EQ s2476 1) (EQ s2346 1) (EQ s2281 1) (EQ s2070 1) (EQ s2135 1) (EQ s2411 1) (EQ s2167 1) (EQ s1924 1) (EQ s2054 1) (EQ s2119 1) (EQ s2232 1) (EQ s2492 1) (EQ s2362 1) (EQ s2297 1) (EQ s2427 1) (EQ s2184 1) (EQ s2444 1) (EQ s2314 1) (EQ s2249 1) (EQ s2379 1) (EQ s2102 1) (EQ s2200 1) (EQ s2460 1) (EQ s2330 1) (EQ s2265 1) (EQ s2395 1) (EQ s1956 1) (EQ s2086 1) (EQ s2215 1) (EQ s2280 1) (EQ s2134 1) (EQ s2410 1) (EQ s2345 1) (EQ s2069 1) (EQ s1939 1) (EQ s2475 1) (EQ s2231 1) (EQ s2166 1) (EQ s2118 1) (EQ s2361 1) (EQ s2296 1) (EQ s2053 1) (EQ s2426 1) (EQ s1923 1) (EQ s2491 1) (EQ s2183 1) (EQ s2248 1) (EQ s2378 1) (EQ s2101 1) (EQ s2313 1) (EQ s2443 1) (EQ s2199 1) (EQ s2264 1) (EQ s2150 1) (EQ s2394 1) (EQ s2085 1) (EQ s2329 1) (EQ s1955 1) (EQ s2459 1) (EQ s2214 1) (EQ s2279 1) (EQ s2344 1) (EQ s2068 1) (EQ s2133 1) (EQ s2409 1) (EQ s1938 1) (EQ s2474 1) (EQ s2295 1) (EQ s2165 1) (EQ s2230 1) (EQ s2052 1) (EQ s2117 1) (EQ s2360 1) (EQ s2425 1) (EQ s1922 1) (EQ s2490 1) (EQ s2182 1) (EQ s2247 1) (EQ s2312 1) (EQ s2377 1) (EQ s2100 1) (EQ s2442 1) (EQ s2198 1) (EQ s2263 1) (EQ s2328 1) (EQ s2149 1) (EQ s2393 1) (EQ s2084 1) (EQ s2458 1) (EQ s1954 1) (EQ s2213 1) (EQ s2343 1) (EQ s2278 1) (EQ s2132 1) (EQ s2408 1) (EQ s1937 1) (EQ s2473 1) (EQ s2067 1) (EQ s2229 1) (EQ s2359 1) (EQ s2294 1) (EQ s2164 1) (EQ s2116 1) (EQ s2424 1) (EQ s1921 1) (EQ s2489 1) (EQ s2051 1) (EQ s2181 1) (EQ s2311 1) (EQ s2246 1) (EQ s2376 1) (EQ s2099 1) (EQ s2441 1) (EQ s2197 1) (EQ s2327 1) (EQ s2262 1) (EQ s2148 1) (EQ s2392 1) (EQ s1953 1) (EQ s2083 1) (EQ s2457 1) (EQ s2212 1) (EQ s2342 1) (EQ s2277 1) (EQ s2407 1) (EQ s1936 1) (EQ s2472 1) (EQ s2066 1) (EQ s2131 1) (EQ s2163 1) (EQ s2423 1) (EQ s2228 1) (EQ s2358 1) (EQ s2293 1) (EQ s1920 1) (EQ s2488 1) (EQ s2050 1) (EQ s2115 1) (EQ s1919 1) (EQ s2180 1) (EQ s2310 1) (EQ s2245 1) (EQ s2375 1) (EQ s2440 1) (EQ s2098 1) (EQ s2196 1) (EQ s2326 1) (EQ s2261 1) (EQ s2391 1) (EQ s2456 1) (EQ s2082 1) (EQ s2147 1))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, stutter-invariant], stateDesc=[null][true]]
Product exploration explored 100000 steps with 0 reset in 2138 ms.
Stack based approach found an accepted trace after 45171 steps with 0 reset with depth 45172 and stack size 21644 in 1033 ms.
FORMULA Philosophers-PT-000500-02 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Philosophers-PT-000500-02 finished in 8320 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(G(F(p0)))], workingDir=/home/mcc/execution]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 44 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:10] [INFO ] Computed 1000 place invariants in 4 ms
[2021-06-06 15:38:10] [INFO ] Implicit Places using invariants in 743 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:10] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:38:12] [INFO ] Implicit Places using invariants and state equation in 1247 ms returned []
Implicit Place search using SMT with State Equation took 2004 ms to find 0 implicit places.
[2021-06-06 15:38:12] [INFO ] Redundant transitions in 53 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:12] [INFO ] Computed 1000 place invariants in 7 ms
[2021-06-06 15:38:13] [INFO ] Dead Transitions using invariants and state equation in 1319 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 63 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : Philosophers-PT-000500-03 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 0}, { cond=(NOT p0), acceptance={} source=0 dest: 1}], [{ cond=(NOT p0), acceptance={0} source=1 dest: 1}]], initial=0, aps=[p0:(OR (AND (NEQ s2211 1) (NEQ s2471 1) (NEQ s2276 1) (NEQ s2406 1) (NEQ s2341 1) (NEQ s2130 1) (NEQ s2065 1) (NEQ s2227 1) (NEQ s2162 1) (NEQ s1935 1) (NEQ s2487 1) (NEQ s2422 1) (NEQ s2357 1) (NEQ s2292 1) (NEQ s2114 1) (NEQ s2049 1) (NEQ s1918 1) (NEQ s2179 1) (NEQ s2439 1) (NEQ s2244 1) (NEQ s2374 1) (NEQ s2309 1) (NEQ s2097 1) (NEQ s2195 1) (NEQ s2455 1) (NEQ s2260 1) (NEQ s2390 1) (NEQ s2325 1) (NEQ s2146 1) (NEQ s2081 1) (NEQ s2210 1) (NEQ s2470 1) (NEQ s2275 1) (NEQ s1950 1) (NEQ s2340 1) (NEQ s2405 1) (NEQ s2064 1) (NEQ s2129 1) (NEQ s2291 1) (NEQ s2161 1) (NEQ s1934 1) (NEQ s2486 1) (NEQ s2226 1) (NEQ s2421 1) (NEQ s2356 1) (NEQ s2048 1) (NEQ s2113 1) (NEQ s1917 1) (NEQ s2047 1) (NEQ s2178 1) (NEQ s2438 1) (NEQ s2243 1) (NEQ s2308 1) (NEQ s2373 1) (NEQ s2096 1) (NEQ s2194 1) (NEQ s2454 1) (NEQ s2259 1) (NEQ s2324 1) (NEQ s2389 1) (NEQ s2080 1) (NEQ s2145 1) (NEQ s2209 1) (NEQ s2469 1) (NEQ s2339 1) (NEQ s2079 1) (NEQ s2274 1) (NEQ s2404 1) (NEQ s2128 1) (NEQ s2225 1) (NEQ s2355 1) (NEQ s2290 1) (NEQ s2160 1) (NEQ s1933 1) (NEQ s2485 1) (NEQ s2063 1) (NEQ s2420 1) (NEQ s2112 1) (NEQ s2046 1) (NEQ s2111 1) (NEQ s2177 1) (NEQ s2437 1) (NEQ s2307 1) (NEQ s2242 1) (NEQ s2372 1) (NEQ s2095 1) (NEQ s2193 1) (NEQ s2453 1) (NEQ s2323 1) (NEQ s2258 1) (NEQ s2388 1) (NEQ s2144 1) (NEQ s2208 1) (NEQ s2468 1) (NEQ s2338 1) (NEQ s2273 1) (NEQ s2078 1) (NEQ s2143 1) (NEQ s2403 1) (NEQ s1948 1) (NEQ s2159 1) (NEQ s1932 1) (NEQ s2484 1) (NEQ s2354 1) (NEQ s2062 1) (NEQ s2127 1) (NEQ s2419 1) (NEQ s2224 1) (NEQ s2289 1) (NEQ s2175 1) (NEQ s2176 1) (NEQ s2436 1) (NEQ s2306 1) (NEQ s2371 1) (NEQ s2241 1) (NEQ s2110 1) (NEQ s2045 1) (NEQ s2192 1) (NEQ s2452 1) (NEQ s2322 1) (NEQ s2257 1) (NEQ s2387 1) (NEQ s1964 1) (NEQ s2094 1) (NEQ s2272 1) (NEQ s2142 1) (NEQ s2402 1) (NEQ s2337 1) (NEQ s2077 1) (NEQ s1947 1) (NEQ s2467 1) (NEQ s2223 1) (NEQ s2158 1) (NEQ s2126 1) (NEQ s2418 1) (NEQ s2288 1) (NEQ s2353 1) (NEQ s2061 1) (NEQ s1931 1) (NEQ s2483 1) (NEQ s2174 1) (NEQ s2239 1) (NEQ s2370 1) (NEQ s2240 1) (NEQ s2109 1) (NEQ s2305 1) (NEQ s2435 1) (NEQ s2191 1) (NEQ s2256 1) (NEQ s2386 1) (NEQ s2093 1) (NEQ s2321 1) (NEQ s1963 1) (NEQ s2451 1) (NEQ s2207 1) (NEQ s2336 1) (NEQ s2076 1) (NEQ s2141 1) (NEQ s2401 1) (NEQ s2466 1) (NEQ s1946 1) (NEQ s2287 1) (NEQ s2157 1) (NEQ s2222 1) (NEQ s2352 1) (NEQ s2060 1) (NEQ s2125 1) (NEQ s2417 1) (NEQ s1930 1) (NEQ s2482 1) (NEQ s2173 1) (NEQ s2303 1) (NEQ s2238 1) (NEQ s2304 1) (NEQ s2369 1) (NEQ s2108 1) (NEQ s2434 1) (NEQ s2499 1) (NEQ s2190 1) (NEQ s2255 1) (NEQ s2320 1) (NEQ s2385 1) (NEQ s2092 1) (NEQ s2450 1) (NEQ s1962 1) (NEQ s2206 1) (NEQ s2271 1) (NEQ s2140 1) (NEQ s2400 1) (NEQ s1945 1) (NEQ s2465 1) (NEQ s2075 1) (NEQ s2221 1) (NEQ s2156 1) (NEQ s2351 1) (NEQ s2286 1) (NEQ s2124 1) (NEQ s2416 1) (NEQ s1929 1) (NEQ s2481 1) (NEQ s2059 1) (NEQ s2302 1) (NEQ s2367 1) (NEQ s2237 1) (NEQ s2172 1) (NEQ s2368 1) (NEQ s2107 1) (NEQ s2433 1) (NEQ s2498 1) (NEQ s2189 1) (NEQ s2319 1) (NEQ s2254 1) (NEQ s2384 1) (NEQ s1961 1) (NEQ s2091 1) (NEQ s2449 1) (NEQ s2205 1) (NEQ s2335 1) (NEQ s2270 1) (NEQ s1944 1) (NEQ s2464 1) (NEQ s2074 1) (NEQ s2139 1) (NEQ s2155 1) (NEQ s2350 1) (NEQ s2285 1) (NEQ s2415 1) (NEQ s2220 1) (NEQ s1928 1) (NEQ s2480 1) (NEQ s2058 1) (NEQ s2123 1) (NEQ s2171 1) (NEQ s2431 1) (NEQ s2236 1) (NEQ s2366 1) (NEQ s2301 1) (NEQ s2432 1) (NEQ s2497 1) (NEQ s2106 1) (NEQ s2188 1) (NEQ s2318 1) (NEQ s2253 1) (NEQ s2383 1) (NEQ s2448 1) (NEQ s1960 1) (NEQ s2090 1) (NEQ s2204 1) (NEQ s2334 1) (NEQ s2269 1) (NEQ s2399 1) (NEQ s2138 1) (NEQ s2073 1) (NEQ s2219 1) (NEQ s2154 1) (NEQ s1943 1) (NEQ s2479 1) (NEQ s2284 1) (NEQ s2414 1) (NEQ s2349 1) (NEQ s2122 1) (NEQ s2057 1) (NEQ s2235 1) (NEQ s2495 1) (NEQ s2170 1) (NEQ s2430 1) (NEQ s1927 1) (NEQ s2365 1) (NEQ s2300 1) (NEQ s2496 1) (NEQ s2105 1) (NEQ s2187 1) (NEQ s2447 1) (NEQ s2252 1) (NEQ s2382 1) (NEQ s2317 1) (NEQ s2089 1) (NEQ s1959 1) (NEQ s2203 1) (NEQ s2463 1) (NEQ s2268 1) (NEQ s2398 1) (NEQ s2333 1) (NEQ s2072 1) (NEQ s2137 1) (NEQ s2153 1) (NEQ s1942 1) (NEQ s2478 1) (NEQ s2218 1) (NEQ s2283 1) (NEQ s2348 1) (NEQ s2413 1) (NEQ s2056 1) (NEQ s2121 1) (NEQ s2299 1) (NEQ s2169 1) (NEQ s2429 1) (NEQ s1926 1) (NEQ s2234 1) (NEQ s2494 1) (NEQ s2364 1) (NEQ s2104 1) (NEQ s2186 1) (NEQ s2446 1) (NEQ s2251 1) (NEQ s2316 1) (NEQ s2381 1) (NEQ s2088 1) (NEQ s2202 1) (NEQ s2462 1) (NEQ s2267 1) (NEQ s1958 1) (NEQ s2332 1) (NEQ s2397 1) (NEQ s2136 1) (NEQ s2152 1) (NEQ s1941 1) (NEQ s2477 1) (NEQ s2347 1) (NEQ s2217 1) (NEQ s2071 1) (NEQ s2282 1) (NEQ s2412 1) (NEQ s2120 1) (NEQ s2233 1) (NEQ s2493 1) (NEQ s2363 1) (NEQ s2298 1) (NEQ s2168 1) (NEQ s2428 1) (NEQ s1925 1) (NEQ s2055 1) (NEQ s2103 1) (NEQ s2185 1) (NEQ s2445 1) (NEQ s2315 1) (NEQ s2250 1) (NEQ s2380 1) (NEQ s1957 1) (NEQ s2087 1) (NEQ s2201 1) (NEQ s2461 1) (NEQ s2331 1) (NEQ s2266 1) (NEQ s2396 1) (NEQ s2151 1) (NEQ s1940 1) (NEQ s2216 1) (NEQ s2476 1) (NEQ s2346 1) (NEQ s2281 1) (NEQ s2070 1) (NEQ s2135 1) (NEQ s2411 1) (NEQ s2167 1) (NEQ s1924 1) (NEQ s2054 1) (NEQ s2119 1) (NEQ s2232 1) (NEQ s2492 1) (NEQ s2362 1) (NEQ s2297 1) (NEQ s2427 1) (NEQ s2184 1) (NEQ s2444 1) (NEQ s2314 1) (NEQ s2249 1) (NEQ s2379 1) (NEQ s2102 1) (NEQ s2200 1) (NEQ s2460 1) (NEQ s2330 1) (NEQ s2265 1) (NEQ s2395 1) (NEQ s1956 1) (NEQ s2086 1) (NEQ s2215 1) (NEQ s2280 1) (NEQ s2134 1) (NEQ s2410 1) (NEQ s2345 1) (NEQ s2069 1) (NEQ s1939 1) (NEQ s2475 1) (NEQ s2231 1) (NEQ s2166 1) (NEQ s2118 1) (NEQ s2361 1) (NEQ s2296 1) (NEQ s2053 1) (NEQ s2426 1) (NEQ s1923 1) (NEQ s2491 1) (NEQ s2183 1) (NEQ s2248 1) (NEQ s2378 1) (NEQ s2101 1) (NEQ s2313 1) (NEQ s2443 1) (NEQ s2199 1) (NEQ s2264 1) (NEQ s2150 1) (NEQ s2394 1) (NEQ s2085 1) (NEQ s2329 1) (NEQ s1955 1) (NEQ s2459 1) (NEQ s2214 1) (NEQ s2279 1) (NEQ s2344 1) (NEQ s2068 1) (NEQ s2133 1) (NEQ s2409 1) (NEQ s1938 1) (NEQ s2474 1) (NEQ s2295 1) (NEQ s2165 1) (NEQ s2230 1) (NEQ s2052 1) (NEQ s2117 1) (NEQ s2360 1) (NEQ s2425 1) (NEQ s1922 1) (NEQ s2490 1) (NEQ s2182 1) (NEQ s2247 1) (NEQ s2312 1) (NEQ s2377 1) (NEQ s2100 1) (NEQ s2442 1) (NEQ s2198 1) (NEQ s2263 1) (NEQ s2328 1) (NEQ s2149 1) (NEQ s2393 1) (NEQ s2084 1) (NEQ s2458 1) (NEQ s1954 1) (NEQ s2213 1) (NEQ s2343 1) (NEQ s2278 1) (NEQ s2132 1) (NEQ s2408 1) (NEQ s1937 1) (NEQ s2473 1) (NEQ s2067 1) (NEQ s2229 1) (NEQ s2359 1) (NEQ s2294 1) (NEQ s2164 1) (NEQ s2116 1) (NEQ s2424 1) (NEQ s1921 1) (NEQ s2489 1) (NEQ s2051 1) (NEQ s2181 1) (NEQ s2311 1) (NEQ s2246 1) (NEQ s2376 1) (NEQ s2099 1) (NEQ s2441 1) (NEQ s2197 1) (NEQ s2327 1) (NEQ s2262 1) (NEQ s2148 1) (NEQ s2392 1) (NEQ s1953 1) (NEQ s2083 1) (NEQ s2457 1) (NEQ s2212 1) (NEQ s2342 1) (NEQ s2277 1) (NEQ s2407 1) (NEQ s1936 1) (NEQ s2472 1) (NEQ s2066 1) (NEQ s2131 1) (NEQ s2163 1) (NEQ s2423 1) (NEQ s2228 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1)) (OR (NEQ s705 1) (NEQ s1185 1)) (OR (NEQ s632 1) (NEQ s1023 1)) (OR (NEQ s658 1) (NEQ s1257 1)) (OR (NEQ s750 1) (NEQ s1157 1)) (OR (NEQ s702 1) (NEQ s1175 1)) (OR (NEQ s653 1) (NEQ s1261 1)) (OR (NEQ s887 1) (NEQ s1378 1)) (OR (NEQ s747 1) (NEQ s1270 1)) (OR (NEQ s698 1) (NEQ s1217 1)) (OR (NEQ s574 1) (NEQ s1047 1)) (OR (NEQ s684 1) (NEQ s1078 1)) (OR (NEQ s617 1) (NEQ s1033 1)) (OR (NEQ s934 1) (NEQ s1493 1)) (OR (NEQ s849 1) (NEQ s1284 1)) (OR (NEQ s890 1) (NEQ s1306 1)) (OR (NEQ s520 1) (NEQ s1128 1)) (OR (NEQ s823 1) (NEQ s1367 1)) (OR (NEQ s649 1) (NEQ s1236 1)) (OR (NEQ s570 1) (NEQ s1089 1)) (OR (NEQ s873 1) (NEQ s1289 1)) (OR (NEQ s559 1) (NEQ s1088 1)) (OR (NEQ s569 1) (NEQ s1090 1)) (OR (NEQ s703 1) (NEQ s1174 1)) (OR (NEQ s909 1) (NEQ s1517 1)) (OR (NEQ s821 1) (NEQ s1365 1)) (OR (NEQ s749 1) (NEQ s1158 1)) (OR (NEQ s867 1) (NEQ s1300 1)) (OR (NEQ s631 1) (NEQ s1024 1)) (OR (NEQ s759 1) (NEQ s1152 1)) (OR (NEQ s924 1) (NEQ s1473 1)) (OR (NEQ s575 1) (NEQ s1046 1)) (OR (NEQ s634 1) (NEQ s1050 1)) (OR (NEQ s903 1) (NEQ s1528 1)) (OR (NEQ s722 1) (NEQ s1202 1)) (OR (NEQ s1014 1) (NEQ s1507 1)) (OR (NEQ s796 1) (NEQ s1345 1)) (OR (NEQ s541 1) (NEQ s957 1)) (OR (NEQ s677 1) (NEQ s1075 1)) (OR (NEQ s565 1) (NEQ s1109 1)) (OR (NEQ s748 1) (NEQ s1269 1)) (OR (NEQ s976 1) (NEQ s1413 1)) (OR (NEQ s886 1) (NEQ s1379 1)) (OR (NEQ s881 1) (NEQ s1376 1)) (OR (NEQ s933 1) (NEQ s1494 1)) (OR (NEQ s816 1) (NEQ s1212 1)) (OR (NEQ s697 1) (NEQ s1218 1)) (OR (NEQ s926 1) (NEQ s1470 1)) (OR (NEQ s848 1) (NEQ s1285 1)) (OR (NEQ s1001 1) (NEQ s1434 1)) (OR (NEQ s719 1) (NEQ s1192 1)) (OR (NEQ s682 1) (NEQ s1080 1)) (OR (NEQ s556 1) (NEQ s964 1)) (OR (NEQ s828 1) (NEQ s1208 1)) (OR (NEQ s648 1) (NEQ s1237 1)) (OR (NEQ s635 1) (NEQ s1051 1)) (OR (NEQ s805 1) (NEQ s1349 1)) (OR (NEQ s851 1) (NEQ s1282 1)) (OR (NEQ s591 1) (NEQ s1064 1)) (OR (NEQ s651 1) (NEQ s1234 1)) (OR (NEQ s667 1) (NEQ s1252 1)) (OR (NEQ s944 1) (NEQ s1488 1)) (OR (NEQ s834 1) (NEQ s1329 1)) (OR (NEQ s542 1) (NEQ s958 1)) (OR (NEQ s741 1) (NEQ s1268 1)) (OR (NEQ s950 1) (NEQ s1316 1)) (OR (NEQ s539 1) (NEQ s1124 1)) (OR (NEQ s726 1) (NEQ s1181 1)) (OR (NEQ s523 1) (NEQ s1106 1)) (OR (NEQ s526 1) (NEQ s1117 1)) (OR (NEQ s723 1) (NEQ s1203 1)) (OR (NEQ s929 1) (NEQ s1498 1)) (OR (NEQ s693 1) (NEQ s1222 1)) (OR (NEQ s801 1) (NEQ s1370 1)) (OR (NEQ s598 1) (NEQ s1053 1)) (OR (NEQ s613 1) (NEQ s1140 1)) (OR (NEQ s484 1) (NEQ s979 1)) (OR (NEQ s1016 1) (NEQ s1505 1)) (OR (NEQ s688 1) (NEQ s1232 1)) (OR (NEQ s545 1) (NEQ s969 1)) (OR (NEQ s740 1) (NEQ s1156 1)) (OR (NEQ s592 1) (NEQ s1063 1)) (OR (NEQ s521 1) (NEQ s1108 1)) (OR (NEQ s776 1) (NEQ s1384 1)) (OR (NEQ s1002 1) (NEQ s1433 1)) (OR (NEQ s888 1) (NEQ s1377 1)) (OR (NEQ s996 1) (NEQ s1412 1)) (OR (NEQ s951 1) (NEQ s1313 1)) (OR (NEQ s525 1) (NEQ s1118 1)) (OR (NEQ s540 1) (NEQ s1123 1)) (OR (NEQ s694 1) (NEQ s1221 1)) (OR (NEQ s891 1) (NEQ s1307 1)) (OR (NEQ s822 1) (NEQ s1366 1)) (OR (NEQ s930 1) (NEQ s1497 1)) (OR (NEQ s850 1) (NEQ s1283 1)) (OR (NEQ s701 1) (NEQ s1176 1)) (OR (NEQ s833 1) (NEQ s1330 1)) (OR (NEQ s650 1) (NEQ s1235 1)) (OR (NEQ s597 1) (NEQ s1054 1)) (OR (NEQ s802 1) (NEQ s1369 1)) (OR (NEQ s573 1) (NEQ s1048 1)) (OR (NEQ s522 1) (NEQ s1107 1)) (OR (NEQ s725 1) (NEQ s1182 1)) (OR (NEQ s720 1) (NEQ s1191 1))))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, stutter-invariant, very-weak, weak, inherently-weak], stateDesc=[null, null][true, true]]
Product exploration explored 100000 steps with 6 reset in 2872 ms.
Stack based approach found an accepted trace after 8621 steps with 0 reset with depth 8622 and stack size 8622 in 289 ms.
FORMULA Philosophers-PT-000500-03 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Philosophers-PT-000500-03 finished in 6689 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(G((F(!p0)&&F(p1))))], workingDir=/home/mcc/execution]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 45 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:16] [INFO ] Computed 1000 place invariants in 4 ms
[2021-06-06 15:38:17] [INFO ] Implicit Places using invariants in 674 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:17] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:38:18] [INFO ] Implicit Places using invariants and state equation in 987 ms returned []
Implicit Place search using SMT with State Equation took 1672 ms to find 0 implicit places.
[2021-06-06 15:38:18] [INFO ] Redundant transitions in 60 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:18] [INFO ] Computed 1000 place invariants in 7 ms
[2021-06-06 15:38:19] [INFO ] Dead Transitions using invariants and state equation in 1349 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 104 ms :[(OR (NOT p1) p0), p0, (NOT p1)]
Running random walk in product with property : Philosophers-PT-000500-04 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 0}, { cond=p0, acceptance={} source=0 dest: 1}, { cond=(NOT p1), acceptance={} source=0 dest: 2}], [{ cond=p0, acceptance={0} source=1 dest: 1}], [{ cond=(NOT p1), acceptance={0} source=2 dest: 2}]], initial=0, aps=[p0:(OR (AND (EQ s712 1) (EQ s1165 1)) (AND (EQ s832 1) (EQ s1335 1)) (AND (EQ s937 1) (EQ s1490 1)) (AND (EQ s680 1) (EQ s1074 1)) (AND (EQ s639 1) (EQ s1247 1)) (AND (EQ s889 1) (EQ s1305 1)) (AND (EQ s799 1) (EQ s1360 1)) (AND (EQ s691 1) (EQ s1228 1)) (AND (EQ s615 1) (EQ s1138 1)) (AND (EQ s654 1) (EQ s1262 1)) (AND (EQ s675 1) (EQ s1069 1)) (AND (EQ s618 1) (EQ s1034 1)) (AND (EQ s763 1) (EQ s1164 1)) (AND (EQ s898 1) (EQ s1529 1)) (AND (EQ s1005 1) (EQ s1516 1)) (AND (EQ s787 1) (EQ s1354 1)) (AND (EQ s859 1) (EQ s1339 1)) (AND (EQ s862 1) (EQ s1301 1)) (AND (EQ s815 1) (EQ s1211 1)) (AND (EQ s956 1) (EQ s1318 1)) (AND (EQ s846 1) (EQ s1287 1)) (AND (EQ s820 1) (EQ s1200 1)) (AND (EQ s633 1) (EQ s1049 1)) (AND (EQ s874 1) (EQ s1290 1)) (AND (EQ s736 1) (EQ s1273 1)) (AND (EQ s577 1) (EQ s1044 1)) (AND (EQ s593 1) (EQ s1058 1)) (AND (EQ s825 1) (EQ s1205 1)) (AND (EQ s910 1) (EQ s1518 1)) (AND (EQ s692 1) (EQ s1227 1)) (AND (EQ s994 1) (EQ s1410 1)) (AND (EQ s483 1) (EQ s980 1)) (AND (EQ s831 1) (EQ s1336 1)) (AND (EQ s847 1) (EQ s1286 1)) (AND (EQ s824 1) (EQ s1368 1)) (AND (EQ s652 1) (EQ s1233 1)) (AND (EQ s908 1) (EQ s1523 1)) (AND (EQ s519 1) (EQ s1127 1)) (AND (EQ s800 1) (EQ s1359 1)) (AND (EQ s872 1) (EQ s1295 1)) (AND (EQ s594 1) (EQ s1057 1)) (AND (EQ s844 1) (EQ s1324 1)) (AND (EQ s907 1) (EQ s1524 1)) (AND (EQ s614 1) (EQ s1139 1)) (AND (EQ s674 1) (EQ s1072 1)) (AND (EQ s871 1) (EQ s1296 1)) (AND (EQ s786 1) (EQ s1355 1)) (AND (EQ s739 1) (EQ s1155 1)) (AND (EQ s764 1) (EQ s1163 1)) (AND (EQ s938 1) (EQ s1489 1)) (AND (EQ s549 1) (EQ s1093 1)) (AND (EQ s897 1) (EQ s1530 1)) (AND (EQ s568 1) (EQ s1112 1)) (AND (EQ s609 1) (EQ s1136 1)) (AND (EQ s588 1) (EQ s1068 1)) (AND (EQ s775 1) (EQ s1383 1)) (AND (EQ s949 1) (EQ s1315 1)) (AND (EQ s861 1) (EQ s1302 1)) (AND (EQ s981 1) (EQ s1408 1)) (AND (EQ s991 1) (EQ s1432 1)) (AND (EQ s729 1) (EQ s1194 1)) (AND (EQ s735 1) (EQ s1274 1)) (AND (EQ s518 1) (EQ s1126 1)) (AND (EQ s778 1) (EQ s1393 1)) (AND (EQ s932 1) (EQ s1499 1)) (AND (EQ s837 1) (EQ s1326 1)) (AND (EQ s995 1) (EQ s1411 1)) (AND (EQ s745 1) (EQ s1272 1)) (AND (EQ s576 1) (EQ s1045 1)) (AND (EQ s954 1) (EQ s1320 1)) (AND (EQ s627 1) (EQ s1028 1)) (AND (EQ s789 1) (EQ s1397 1)) (AND (EQ s920 1) (EQ s1477 1)) (AND (EQ s579 1) (EQ s1042 1)) (AND (EQ s663 1) (EQ s1256 1)) (AND (EQ s753 1) (EQ s1169 1)) (AND (EQ s546 1) (EQ s970 1)) (AND (EQ s621 1) (EQ s1030 1)) (AND (EQ s738 1) (EQ s1154 1)) (AND (EQ s923 1) (EQ s1474 1)) (AND (EQ s480 1) (EQ s968 1)) (AND (EQ s774 1) (EQ s1382 1)) (AND (EQ s657 1) (EQ s1258 1)) (AND (EQ s1004 1) (EQ s1435 1)) (AND (EQ s998 1) (EQ s1421 1)) (AND (EQ s678 1) (EQ s1076 1)) (AND (EQ s982 1) (EQ s1407 1)) (AND (EQ s562 1) (EQ s1097 1)) (AND (EQ s765 1) (EQ s1390 1)) (AND (EQ s811 1) (EQ s1364 1)) (AND (EQ s533 1) (EQ s1141 1)) (AND (EQ s885 1) (EQ s1380 1)) (AND (EQ s894 1) (EQ s1502 1)) (AND (EQ s945 1) (EQ s1311 1)) (AND (EQ s921 1) (EQ s1476 1)) (AND (EQ s628 1) (EQ s1027 1)) (AND (EQ s619 1) (EQ s1035 1)) (AND (EQ s724 1) (EQ s1204 1)) (AND (EQ s676 1) (EQ s1070 1)) (AND (EQ s655 1) (EQ s1263 1)) (AND (EQ s664 1) (EQ s1255 1)) (AND (EQ s925 1) (EQ s1469 1)) (AND (EQ s516 1) (EQ s1113 1)) (AND (EQ s983 1) (EQ s1406 1)) (AND (EQ s777 1) (EQ s1394 1)) (AND (EQ s931 1) (EQ s1500 1)) (AND (EQ s730 1) (EQ s1193 1)) (AND (EQ s734 1) (EQ s1275 1)) (AND (EQ s772 1) (EQ s1403 1)) (AND (EQ s616 1) (EQ s1137 1)) (AND (EQ s543 1) (EQ s959 1)) (AND (EQ s746 1) (EQ s1271 1)) (AND (EQ s679 1) (EQ s1073 1)) (AND (EQ s555 1) (EQ s963 1)) (AND (EQ s669 1) (EQ s1213 1)) (AND (EQ s578 1) (EQ s1043 1)) (AND (EQ s812 1) (EQ s1363 1)) (AND (EQ s875 1) (EQ s1291 1)) (AND (EQ s771 1) (EQ s1404 1)) (AND (EQ s1003 1) (EQ s1436 1)) (AND (EQ s911 1) (EQ s1519 1)) (AND (EQ s992 1) (EQ s1431 1)) (AND (EQ s1009 1) (EQ s1425 1)) (AND (EQ s922 1) (EQ s1475 1)) (AND (EQ s858 1) (EQ s1338 1)) (AND (EQ s997 1) (EQ s1422 1)) (AND (EQ s838 1) (EQ s1325 1)) (AND (EQ s561 1) (EQ s1098 1)) (AND (EQ s845 1) (EQ s1288 1)) (AND (EQ s766 1) (EQ s1389 1)) (AND (EQ s984 1) (EQ s1405 1)) (AND (EQ s587 1) (EQ s1067 1)) (AND (EQ s527 1) (EQ s1120 1)) (AND (EQ s612 1) (EQ s1133 1)) (AND (EQ s581 1) (EQ s1040 1)) (AND (EQ s941 1) (EQ s1485 1)) (AND (EQ s554 1) (EQ s962 1)) (AND (EQ s537 1) (EQ s1122 1)) (AND (EQ s643 1) (EQ s1242 1)) (AND (EQ s808 1) (EQ s1352 1)) (AND (EQ s856 1) (EQ s1277 1)) (AND (EQ s535 1) (EQ s1143 1)) (AND (EQ s482 1) (EQ s977 1)) (AND (EQ s733 1) (EQ s1276 1)) (AND (EQ s947 1) (EQ s1309 1)) (AND (EQ s727 1) (EQ s1184 1)) (AND (EQ s602 1) (EQ s1082 1)) (AND (EQ s784 1) (EQ s1341 1)) (AND (EQ s803 1) (EQ s1372 1)) (AND (EQ s757 1) (EQ s1150 1)) (AND (EQ s515 1) (EQ s1114 1)) (AND (EQ s557 1) (EQ s1086 1)) (AND (EQ s843 1) (EQ s1323 1)) (AND (EQ s605 1) (EQ s1148 1)) (AND (EQ s590 1) (EQ s1061 1)) (AND (EQ s918 1) (EQ s1479 1)) (AND (EQ s1008 1) (EQ s1513 1)) (AND (EQ s716 1) (EQ s1177 1)) (AND (EQ s865 1) (EQ s1298 1)) (AND (EQ s629 1) (EQ s1022 1)) (AND (EQ s665 1) (EQ s1250 1)) (AND (EQ s901 1) (EQ s1526 1)) (AND (EQ s785 1) (EQ s1356 1)) (AND (EQ s640 1) (EQ s1248 1)) (AND (EQ s880 1) (EQ s1385 1)) (AND (EQ s580 1) (EQ s1041 1)) (AND (EQ s728 1) (EQ s1183 1)) (AND (EQ s547 1) (EQ s971 1)) (AND (EQ s1011 1) (EQ s1427 1)) (AND (EQ s528 1) (EQ s1119 1)) (AND (EQ s638 1) (EQ s1246 1)) (AND (EQ s836 1) (EQ s1331 1)) (AND (EQ s955 1) (EQ s1317 1)) (AND (EQ s600 1) (EQ s1055 1)) (AND (EQ s919 1) (EQ s1478 1)) (AND (EQ s896 1) (EQ s1504 1)) (AND (EQ s819 1) (EQ s1199 1)) (AND (EQ s718 1) (EQ s1189 1)) (AND (EQ s866 1) (EQ s1297 1)) (AND (EQ s630 1) (EQ s1021 1)) (AND (EQ s642 1) (EQ s1243 1)) (AND (EQ s589 1) (EQ s1062 1)) (AND (EQ s509 1) (EQ s1104 1)) (AND (EQ s479 1) (EQ s967 1)) (AND (EQ s715 1) (EQ s1178 1)) (AND (EQ s860 1) (EQ s1340 1)) (AND (EQ s835 1) (EQ s1332 1)) (AND (EQ s902 1) (EQ s1525 1)) (AND (EQ s946 1) (EQ s1312 1)) (AND (EQ s599 1) (EQ s1056 1)) (AND (EQ s585 1) (EQ s1065 1)) (AND (EQ s666 1) (EQ s1249 1)) (AND (EQ s758 1) (EQ s1149 1)) (AND (EQ s514 1) (EQ s1115 1)) (AND (EQ s717 1) (EQ s1190 1)) (AND (EQ s826 1) (EQ s1206 1)) (AND (EQ s755 1) (EQ s1171 1)) (AND (EQ s544 1) (EQ s960 1)) (AND (EQ s558 1) (EQ s1085 1)) (AND (EQ s552 1) (EQ s1096 1)) (AND (EQ s538 1) (EQ s1121 1)) (AND (EQ s709 1) (EQ s1168 1)) (AND (EQ s791 1) (EQ s1399 1)) (AND (EQ s604 1) (EQ s1084 1)) (AND (EQ s1007 1) (EQ s1514 1)) (AND (EQ s660 1) (EQ s1259 1)) (AND (EQ s656 1) (EQ s1264 1)) (AND (EQ s1010 1) (EQ s1426 1)) (AND (EQ s1017 1) (EQ s1512 1)) (AND (EQ s624 1) (EQ s1031 1)) (AND (EQ s532 1) (EQ s1131 1)) (AND (EQ s714 1) (EQ s1179 1)) (AND (EQ s840 1) (EQ s1327 1)) (AND (EQ s879 1) (EQ s1386 1)) 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s1007 1)) (AND (EQ s317 1) (EQ s885 1)) (AND (EQ s103 1) (EQ s635 1)) (AND (EQ s258 1) (EQ s828 1)) (AND (EQ s264 1) (EQ s826 1)) (AND (EQ s357 1) (EQ s830 1)) (AND (EQ s237 1) (EQ s728 1)) (AND (EQ s310 1) (EQ s808 1)) (AND (EQ s389 1) (EQ s951 1)) (AND (EQ s500 1) (EQ s996 1)) (AND (EQ s48 1) (EQ s514 1)) (AND (EQ s88 1) (EQ s621 1)) (AND (EQ s69 1) (EQ s533 1)) (AND (EQ s441 1) (EQ s931 1)) (AND (EQ s17 1) (EQ s553 1)) (AND (EQ s267 1) (EQ s804 1)) (AND (EQ s414 1) (EQ s910 1)) (AND (EQ s404 1) (EQ s843 1)) (AND (EQ s409 1) (EQ s840 1)) (AND (EQ s319 1) (EQ s887 1)) (AND (EQ s26 1) (EQ s552 1)) (AND (EQ s195 1) (EQ s653 1)) (AND (EQ s284 1) (EQ s819 1)) (AND (EQ s362 1) (EQ s856 1)) (AND (EQ s159 1) (EQ s685 1)) (AND (EQ s149 1) (EQ s683 1)) (AND (EQ s192 1) (EQ s741 1)) (AND (EQ s233 1) (EQ s763 1)) (AND (EQ s379 1) (EQ s875 1)) (AND (EQ s198 1) (EQ s662 1)) (AND (EQ s83 1) (EQ s611 1)) (AND (EQ s334 1) (EQ s780 1)) (AND (EQ s270 1) (EQ s729 1)) (AND (EQ s498 1) (EQ s990 1)) (AND 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s749 1)) (AND (EQ s260 1) (EQ s814 1)) (AND (EQ s359 1) (EQ s832 1)) (AND (EQ s324 1) (EQ s878 1)) (AND (EQ s211 1) (EQ s737 1)) (AND (EQ s157 1) (EQ s687 1)) (AND (EQ s161 1) (EQ s650 1)) (AND (EQ s214 1) (EQ s734 1)) (AND (EQ s376 1) (EQ s847 1)) (AND (EQ s27 1) (EQ s564 1)) (AND (EQ s490 1) (EQ s986 1)) (AND (EQ s47 1) (EQ s511 1)) (AND (EQ s450 1) (EQ s1010 1)) (AND (EQ s283 1) (EQ s722 1)) (AND (EQ s341 1) (EQ s880 1)) (AND (EQ s28 1) (EQ s561 1)) (AND (EQ s397 1) (EQ s844 1)) (AND (EQ s306 1) (EQ s812 1)) (AND (EQ s193 1) (EQ s655 1)) (AND (EQ s235 1) (EQ s761 1)) (AND (EQ s393 1) (EQ s947 1)) (AND (EQ s432 1) (EQ s928 1)) (AND (EQ s168 1) (EQ s700 1)) (AND (EQ s321 1) (EQ s881 1)) (AND (EQ s345 1) (EQ s773 1)) (AND (EQ s136 1) (EQ s595 1)) (AND (EQ s494 1) (EQ s994 1)) (AND (EQ s340 1) (EQ s766 1)) (AND (EQ s269 1) (EQ s732 1)) (AND (EQ s153 1) (EQ s679 1)) (AND (EQ s473 1) (EQ s903 1)) (AND (EQ s85 1) (EQ s622 1)) (AND (EQ s177 1) (EQ s668 1)) (AND (EQ s22 1) (EQ s556 1)) (AND (EQ s217 1) (EQ s743 1)) (AND (EQ s304 1) (EQ s798 1)) (AND (EQ s122 1) (EQ s588 1)) (AND (EQ s208 1) (EQ s759 1)) (AND (EQ s318 1) (EQ s888 1)) (AND (EQ s415 1) (EQ s909 1)) (AND (EQ s360 1) (EQ s829 1)) (AND (EQ s86 1) (EQ s620 1)) (AND (EQ s158 1) (EQ s686 1)) (AND (EQ s398 1) (EQ s841 1)) (AND (EQ s126 1) (EQ s597 1)) (AND (EQ s430 1) (EQ s930 1)) (AND (EQ s234 1) (EQ s762 1)) (AND (EQ s305 1) (EQ s797 1)) (AND (EQ s263 1) (EQ s823 1)) (AND (EQ s123 1) (EQ s587 1)) (AND (EQ s380 1) (EQ s874 1)) (AND (EQ s394 1) (EQ s946 1)) (AND (EQ s276 1) (EQ s719 1)) (AND (EQ s289 1) (EQ s793 1)) (AND (EQ s33 1) (EQ s569 1)) (AND (EQ s342 1) (EQ s877 1)) (AND (EQ s53 1) (EQ s517 1)) (AND (EQ s200 1) (EQ s660 1)) (AND (EQ s472 1) (EQ s904 1)) (AND (EQ s248 1) (EQ s704 1)) (AND (EQ s369 1) (EQ s861 1)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, stutter-invariant, very-weak, weak, inherently-weak], stateDesc=[null, null, null][true, true, true]]
Product exploration explored 100000 steps with 6 reset in 2640 ms.
Stack based approach found an accepted trace after 6862 steps with 0 reset with depth 6863 and stack size 390 in 260 ms.
FORMULA Philosophers-PT-000500-04 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Philosophers-PT-000500-04 finished in 6175 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X((X(G((p1||G(!p2))))||p0)))], workingDir=/home/mcc/execution]
Support contains 1500 out of 2500 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2500/2500 places, 2500/2500 transitions.
Applied a total of 0 rules in 29 ms. Remains 2500 /2500 variables (removed 0) and now considering 2500/2500 (removed 0) transitions.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:23] [INFO ] Computed 1000 place invariants in 6 ms
[2021-06-06 15:38:23] [INFO ] Implicit Places using invariants in 696 ms returned []
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:23] [INFO ] Computed 1000 place invariants in 5 ms
[2021-06-06 15:38:24] [INFO ] Implicit Places using invariants and state equation in 986 ms returned []
Implicit Place search using SMT with State Equation took 1690 ms to find 0 implicit places.
// Phase 1: matrix 2500 rows 2500 cols
[2021-06-06 15:38:24] [INFO ] Computed 1000 place invariants in 10 ms
[2021-06-06 15:38:26] [INFO ] Dead Transitions using invariants and state equation in 1411 ms returned []
Finished structural reductions, in 1 iterations. Remains : 2500/2500 places, 2500/2500 transitions.
Stuttering acceptance computed with spot in 138 ms :[(AND (NOT p0) p2 (NOT p1)), (AND (NOT p0) p2 (NOT p1)), p2, (AND p2 (NOT p1)), true]
========== file over 1MB has been truncated ======
retrieve it from the run archives if needed
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="Philosophers-PT-000500"
export BK_EXAMINATION="LTLFireability"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-4028"
echo " Executing tool itstools"
echo " Input is Philosophers-PT-000500, examination is LTLFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r140-tall-162298996000149"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"
tar xzf /home/mcc/BenchKit/INPUTS/Philosophers-PT-000500.tgz
mv Philosophers-PT-000500 execution
cd execution
if [ "LTLFireability" = "ReachabilityDeadlock" ] || [ "LTLFireability" = "UpperBounds" ] || [ "LTLFireability" = "QuasiLiveness" ] || [ "LTLFireability" = "StableMarking" ] || [ "LTLFireability" = "Liveness" ] || [ "LTLFireability" = "OneSafe" ] || [ "LTLFireability" = "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 [ "LTLFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLFireability" != "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 "LTLFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property LTLFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "LTLFireability.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 [ "LTLFireability" = "ReachabilityDeadlock" ] || [ "LTLFireability" = "QuasiLiveness" ] || [ "LTLFireability" = "StableMarking" ] || [ "LTLFireability" = "Liveness" ] || [ "LTLFireability" = "OneSafe" ] ; then
echo "FORMULA_NAME LTLFireability"
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 ;