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.r254-tall-162106746300668.qcow2', fmt=qcow2 size=4294967296 backing_file='/data/fkordon/mcc2021-input.qcow2' encryption=off cluster_size=65536 lazy_refcounts=off
Waiting for the VM to be ready (probing ssh)
..................
=====================================================================
Generated by BenchKit 2-4028
Executing tool itstools
Input is Sudoku-PT-AN15, examination is LTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r254-tall-162106746300668
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 47M
-rw-r--r-- 1 mcc users 1.8M May 15 08:50 CTLCardinality.txt
-rw-r--r-- 1 mcc users 8.0M May 15 08:50 CTLCardinality.xml
-rw-r--r-- 1 mcc users 3.0M May 15 08:50 CTLFireability.txt
-rw-r--r-- 1 mcc users 14M May 15 08:50 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 6 14:48 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.6K May 6 14:48 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 665K Mar 28 16:44 LTLCardinality.txt
-rw-r--r-- 1 mcc users 2.2M Mar 28 16:44 LTLCardinality.xml
-rw-r--r-- 1 mcc users 2.0M Mar 28 16:45 LTLFireability.txt
-rw-r--r-- 1 mcc users 6.9M Mar 28 16:45 LTLFireability.xml
-rw-r--r-- 1 mcc users 400K May 13 19:29 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 1.2M May 13 19:29 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 1.3M May 13 19:29 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 4.0M May 13 19:29 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.6K Mar 22 08:16 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.3K Mar 22 08:16 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 May 5 16:52 equiv_col
-rw-r--r-- 1 mcc users 5 May 5 16:52 instance
-rw-r--r-- 1 mcc users 6 May 5 16:52 iscolored
-rw-r--r-- 1 mcc users 1.9M May 5 16:52 model.pnml

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

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

The expected result is a vector of booleans
BOOL_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME Sudoku-PT-AN15-00
FORMULA_NAME Sudoku-PT-AN15-01
FORMULA_NAME Sudoku-PT-AN15-02
FORMULA_NAME Sudoku-PT-AN15-03
FORMULA_NAME Sudoku-PT-AN15-04
FORMULA_NAME Sudoku-PT-AN15-05
FORMULA_NAME Sudoku-PT-AN15-06
FORMULA_NAME Sudoku-PT-AN15-07
FORMULA_NAME Sudoku-PT-AN15-08
FORMULA_NAME Sudoku-PT-AN15-09
FORMULA_NAME Sudoku-PT-AN15-10
FORMULA_NAME Sudoku-PT-AN15-11
FORMULA_NAME Sudoku-PT-AN15-12
FORMULA_NAME Sudoku-PT-AN15-13
FORMULA_NAME Sudoku-PT-AN15-14
FORMULA_NAME Sudoku-PT-AN15-15

=== Now, execution of the tool begins

BK_START 1621258119369

Running Version 0
[2021-05-17 13:28:40] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLCardinality, -spotpath, /home/mcc/BenchKit/bin//..//ltlfilt, -z3path, /home/mcc/BenchKit/bin//..//z3/bin/z3, -yices2path, /home/mcc/BenchKit/bin//..//yices/bin/yices, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2021-05-17 13:28:40] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2021-05-17 13:28:41] [INFO ] Load time of PNML (sax parser for PT used): 194 ms
[2021-05-17 13:28:41] [INFO ] Transformed 4050 places.
[2021-05-17 13:28:41] [INFO ] Transformed 3375 transitions.
[2021-05-17 13:28:41] [INFO ] Parsed PT model containing 4050 places and 3375 transitions in 255 ms.
Parsed 16 properties from file /home/mcc/execution/LTLCardinality.xml in 605 ms.
Working with output stream class java.io.PrintStream
[2021-05-17 13:28:41] [INFO ] Initial state test concluded for 8 properties.
FORMULA Sudoku-PT-AN15-03 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-08 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-13 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-14 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-15 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Support contains 4050 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Applied a total of 0 rules in 41 ms. Remains 4050 /4050 variables (removed 0) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:28:42] [INFO ] Computed 675 place invariants in 52 ms
[2021-05-17 13:28:42] [INFO ] Implicit Places using invariants in 614 ms returned []
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:28:42] [INFO ] Computed 675 place invariants in 19 ms
[2021-05-17 13:28:43] [INFO ] Implicit Places using invariants and state equation in 482 ms returned []
Implicit Place search using SMT with State Equation took 1122 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:28:43] [INFO ] Computed 675 place invariants in 18 ms
[2021-05-17 13:28:45] [INFO ] Dead Transitions using invariants and state equation in 2130 ms returned []
Finished structural reductions, in 1 iterations. Remains : 4050/4050 places, 3375/3375 transitions.
[2021-05-17 13:28:45] [INFO ] Initial state reduction rules for LTL removed 2 formulas.
[2021-05-17 13:28:45] [INFO ] Flatten gal took : 336 ms
FORMULA Sudoku-PT-AN15-07 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-06 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
[2021-05-17 13:28:46] [INFO ] Flatten gal took : 231 ms
[2021-05-17 13:28:46] [INFO ] Input system was already deterministic with 3375 transitions.
Interrupted random walk after 77451 steps, including 390 resets, run timeout after 30001 ms. (steps per millisecond=2 ) properties seen :{1=1, 2=1, 5=1, 11=1, 12=1, 14=1, 15=1, 16=1, 17=1, 18=1, 19=1}
Running SMT prover for 9 properties.
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:29:16] [INFO ] Computed 675 place invariants in 33 ms
[2021-05-17 13:29:36] [INFO ] [Real]Absence check using 675 positive place invariants in 19462 ms returned unknown
[2021-05-17 13:29:43] [INFO ] [Real]Absence check using 675 positive place invariants in 5977 ms returned sat
[2021-05-17 13:29:43] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2021-05-17 13:29:46] [INFO ] [Real]Absence check using state equation in 3613 ms returned sat
[2021-05-17 13:29:46] [INFO ] Solution in real domain found non-integer solution.
[2021-05-17 13:29:49] [INFO ] [Nat]Absence check using 675 positive place invariants in 2538 ms returned sat
[2021-05-17 13:29:49] [INFO ] [Nat]Adding state equation constraints to refine reachable states.
[2021-05-17 13:29:52] [INFO ] [Nat]Absence check using state equation in 2691 ms returned sat
[2021-05-17 13:29:52] [INFO ] Computed and/alt/rep : 0/0/0 causal constraints (skipped 0 transitions) in 127 ms.
[2021-05-17 13:29:53] [INFO ] Added : 0 causal constraints over 0 iterations in 438 ms. Result :sat
[2021-05-17 13:30:13] [INFO ] [Real]Absence check using 675 positive place invariants in 19681 ms returned unknown
[2021-05-17 13:30:13] [INFO ] [Real]Absence check using 675 positive place invariants in 329 ms returned unsat
[2021-05-17 13:30:14] [INFO ] [Real]Absence check using 675 positive place invariants in 521 ms returned unsat
[2021-05-17 13:30:15] [INFO ] [Real]Absence check using 675 positive place invariants in 294 ms returned unsat
[2021-05-17 13:30:16] [INFO ] [Real]Absence check using 675 positive place invariants in 266 ms returned unsat
[2021-05-17 13:30:36] [INFO ] [Real]Absence check using 675 positive place invariants in 19637 ms returned unknown
[2021-05-17 13:30:36] [INFO ] [Real]Absence check using 675 positive place invariants in 181 ms returned unsat
Successfully simplified 5 atomic propositions for a total of 9 simplifications.
[2021-05-17 13:30:36] [INFO ] Initial state test concluded for 2 properties.
FORMULA Sudoku-PT-AN15-02 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Sudoku-PT-AN15-04 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(X(X((F(G(p0))&&F((p1 U (p2||G(p1)))))))))], workingDir=/home/mcc/execution]
Support contains 3825 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Applied a total of 0 rules in 59 ms. Remains 4050 /4050 variables (removed 0) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:30:37] [INFO ] Computed 675 place invariants in 11 ms
[2021-05-17 13:30:37] [INFO ] Implicit Places using invariants in 820 ms returned []
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:30:37] [INFO ] Computed 675 place invariants in 21 ms
[2021-05-17 13:30:38] [INFO ] Implicit Places using invariants and state equation in 683 ms returned []
Implicit Place search using SMT with State Equation took 1505 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 4050 cols
[2021-05-17 13:30:38] [INFO ] Computed 675 place invariants in 26 ms
[2021-05-17 13:30:40] [INFO ] Dead Transitions using invariants and state equation in 2018 ms returned []
Finished structural reductions, in 1 iterations. Remains : 4050/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 289 ms :[(OR (NOT p0) (AND (NOT p1) (NOT p2))), (OR (NOT p0) (AND (NOT p1) (NOT p2))), (OR (NOT p0) (AND (NOT p1) (NOT p2))), (OR (NOT p0) (AND (NOT p1) (NOT p2))), (NOT p0), (AND (NOT p2) (NOT p1))]
Running random walk in product with property : Sudoku-PT-AN15-00 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=true, acceptance={} source=1 dest: 2}], [{ cond=true, acceptance={} source=2 dest: 3}], [{ cond=true, acceptance={} source=3 dest: 4}, { cond=(NOT p2), acceptance={} source=3 dest: 5}], [{ cond=(NOT p0), acceptance={0} source=4 dest: 4}, { cond=p0, acceptance={} source=4 dest: 4}], [{ cond=(AND (NOT p2) (NOT p1)), acceptance={0} source=5 dest: 5}, { cond=(AND (NOT p2) p1), acceptance={} source=5 dest: 5}]], initial=0, aps=[p2:(AND (LEQ 2 (ADD s0 s1 s2 s3 s4 s5 s6 s7 s8 s9 s10 s11 s12 s13 s14 s15 s16 s17 s18 s19 s20 s21 s22 s23 s24 s25 s26 s27 s28 s29 s30 s31 s32 s33 s34 s35 s36 s37 s38 s39 s40 s41 s42 s43 s44 s45 s46 s47 s48 s49 s50 s51 s52 s53 s54 s55 s56 s57 s58 s59 s60 s61 s62 s63 s64 s65 s66 s67 s68 s69 s70 s71 s72 s73 s74 s75 s76 s77 s78 s79 s80 s81 s82 s83 s84 s85 s86 s87 s88 s89 s90 s91 s92 s93 s94 s95 s96 s97 s98 s99 s100 s101 s102 s103 s104 s105 s106 s107 s108 s109 s110 s111 s112 s113 s114 s115 s116 s117 s118 s119 s120 s121 s122 s123 s124 s125 s126 s127 s128 s129 s130 s131 s132 s133 s134 s135 s136 s137 s138 s139 s140 s141 s142 s143 s144 s145 s146 s147 s148 s149 s150 s151 s152 s153 s154 s155 s156 s157 s158 s159 s160 s161 s162 s163 s164 s165 s166 s167 s168 s169 s170 s171 s172 s173 s174 s175 s176 s177 s178 s179 s180 s181 s182 s183 s184 s185 s186 s187 s188 s189 s190 s191 s192 s193 s194 s195 s196 s197 s198 s199 s200 s201 s202 s203 s204 s205 s206 s207 s208 s209 s210 s211 s212 s213 s214 s215 s216 s217 s218 s219 s220 s221 s222 s223 s224)) (GT (ADD s225 s226 s227 s228 s229 s230 s231 s232 s233 s234 s235 s236 s237 s238 s239 s240 s241 s242 s243 s244 s245 s246 s247 s248 s249 s250 s251 s252 s253 s254 s255 s256 s257 s258 s259 s260 s261 s262 s263 s264 s265 s266 s267 s268 s269 s270 s271 s272 s273 s274 s275 s276 s277 s278 s279 s280 s281 s282 s283 s284 s285 s286 s287 s288 s289 s290 s291 s292 s293 s294 s295 s296 s297 s298 s299 s300 s301 s302 s303 s304 s305 s306 s307 s308 s309 s310 s311 s312 s313 s314 s315 s316 s317 s318 s319 s320 s321 s322 s323 s324 s325 s326 s327 s328 s329 s330 s331 s332 s333 s334 s335 s336 s337 s338 s339 s340 s341 s342 s343 s344 s345 s346 s347 s348 s349 s350 s351 s352 s353 s354 s355 s356 s357 s358 s359 s360 s361 s362 s363 s364 s365 s366 s367 s368 s369 s370 s371 s372 s373 s374 s375 s376 s377 s378 s379 s380 s381 s382 s383 s384 s385 s386 s387 s388 s389 s390 s391 s392 s393 s394 s395 s396 s397 s398 s399 s400 s401 s402 s403 s404 s405 s406 s407 s408 s409 s410 s411 s412 s413 s414 s415 s416 s417 s418 s419 s420 s421 s422 s423 s424 s425 s426 s427 s428 s429 s430 s431 s432 s433 s434 s435 s436 s437 s438 s439 s440 s441 s442 s443 s444 s445 s446 s447 s448 s449 s450 s451 s452 s453 s454 s455 s456 s457 s458 s459 s460 s461 s462 s463 s464 s465 s466 s467 s468 s469 s470 s471 s472 s473 s474 s475 s476 s477 s478 s479 s480 s481 s482 s483 s484 s485 s486 s487 s488 s489 s490 s491 s492 s493 s494 s495 s496 s497 s498 s499 s500 s501 s502 s503 s504 s505 s506 s507 s508 s509 s510 s511 s512 s513 s514 s515 s516 s517 s518 s519 s520 s521 s522 s523 s524 s525 s526 s527 s528 s529 s530 s531 s532 s533 s534 s535 s536 s537 s538 s539 s540 s541 s542 s543 s544 s545 s546 s547 s548 s549 s550 s551 s552 s553 s554 s555 s556 s557 s558 s559 s560 s561 s562 s563 s564 s565 s566 s567 s568 s569 s570 s571 s572 s573 s574 s575 s576 s577 s578 s579 s580 s581 s582 s583 s584 s585 s586 s587 s588 s589 s590 s591 s592 s593 s594 s595 s596 s597 s598 s599 s600 s601 s602 s603 s604 s605 s606 s607 s608 s609 s610 s611 s612 s613 s614 s615 s616 s617 s618 s619 s620 s621 s622 s623 s624 s625 s626 s627 s628 s629 s630 s631 s632 s633 s634 s635 s636 s637 s638 s639 s640 s641 s642 s643 s644 s645 s646 s647 s648 s649 s650 s651 s652 s653 s654 s655 s656 s657 s658 s659 s660 s661 s662 s663 s664 s665 s666 s667 s668 s669 s670 s671 s672 s673 s674 s675 s676 s677 s678 s679 s680 s681 s682 s683 s684 s685 s686 s687 s688 s689 s690 s691 s692 s693 s694 s695 s696 s697 s698 s699 s700 s701 s702 s703 s704 s705 s706 s707 s708 s709 s710 s711 s712 s713 s714 s715 s716 s717 s718 s719 s720 s721 s722 s723 s724 s725 s726 s727 s728 s729 s730 s731 s732 s733 s734 s735 s736 s737 s738 s739 s740 s741 s742 s743 s744 s745 s746 s747 s748 s749 s750 s751 s752 s753 s754 s755 s756 s757 s758 s759 s760 s761 s762 s763 s764 s765 s766 s767 s768 s769 s770 s771 s772 s773 s774 s775 s776 s777 s778 s779 s780 s781 s782 s783 s784 s785 s786 s787 s788 s789 s790 s791 s792 s793 s794 s795 s796 s797 s798 s799 s800 s801 s802 s803 s804 s805 s806 s807 s808 s809 s810 s811 s812 s813 s814 s815 s816 s817 s818 s819 s820 s821 s822 s823 s824 s825 s826 s827 s828 s829 s830 s831 s832 s833 s834 s835 s836 s837 s838 s839 s840 s841 s842 s843 s844 s845 s846 s847 s848 s849 s850 s851 s852 s853 s854 s855 s856 s857 s858 s859 s860 s861 s862 s863 s864 s865 s866 s867 s868 s869 s870 s871 s872 s873 s874 s875 s876 s877 s878 s879 s880 s881 s882 s883 s884 s885 s886 s887 s888 s889 s890 s891 s892 s893 s894 s895 s896 s897 s898 s899 s900 s901 s902 s903 s904 s905 s906 s907 s908 s909 s910 s911 s912 s913 s914 s915 s916 s917 s918 s919 s920 s921 s922 s923 s924 s925 s926 s927 s928 s929 s930 s931 s932 s933 s934 s935 s936 s937 s938 s939 s940 s941 s942 s943 s944 s945 s946 s947 s948 s949 s950 s951 s952 s953 s954 s955 s956 s957 s958 s959 s960 s961 s962 s963 s964 s965 s966 s967 s968 s969 s970 s971 s972 s973 s974 s975 s976 s977 s978 s979 s980 s981 s982 s983 s984 s985 s986 s987 s988 s989 s990 s991 s992 s993 s994 s995 s996 s997 s998 s999 s1000 s1001 s1002 s1003 s1004 s1005 s1006 s1007 s1008 s1009 s1010 s1011 s1012 s1013 s1014 s1015 s1016 s1017 s1018 s1019 s1020 s1021 s1022 s1023 s1024 s1025 s1026 s1027 s1028 s1029 s1030 s1031 s1032 s1033 s1034 s1035 s1036 s1037 s1038 s1039 s1040 s1041 s1042 s1043 s1044 s1045 s1046 s1047 s1048 s1049 s1050 s1051 s1052 s1053 s1054 s1055 s1056 s1057 s1058 s1059 s1060 s1061 s1062 s1063 s1064 s1065 s1066 s1067 s1068 s1069 s1070 s1071 s1072 s1073 s1074 s1075 s1076 s1077 s1078 s1079 s1080 s1081 s1082 s1083 s1084 s1085 s1086 s1087 s1088 s1089 s1090 s1091 s1092 s1093 s1094 s1095 s1096 s1097 s1098 s1099 s1100 s1101 s1102 s1103 s1104 s1105 s1106 s1107 s1108 s1109 s1110 s1111 s1112 s1113 s1114 s1115 s1116 s1117 s1118 s1119 s1120 s1121 s1122 s1123 s1124 s1125 s1126 s1127 s1128 s1129 s1130 s1131 s1132 s1133 s1134 s1135 s1136 s1137 s1138 s1139 s1140 s1141 s1142 s1143 s1144 s1145 s1146 s1147 s1148 s1149 s1150 s1151 s1152 s1153 s1154 s1155 s1156 s1157 s1158 s1159 s1160 s1161 s1162 s1163 s1164 s1165 s1166 s1167 s1168 s1169 s1170 s1171 s1172 s1173 s1174 s1175 s1176 s1177 s1178 s1179 s1180 s1181 s1182 s1183 s1184 s1185 s1186 s1187 s1188 s1189 s1190 s1191 s1192 s1193 s1194 s1195 s1196 s1197 s1198 s1199 s1200 s1201 s1202 s1203 s1204 s1205 s1206 s1207 s1208 s1209 s1210 s1211 s1212 s1213 s1214 s1215 s1216 s1217 s1218 s1219 s1220 s1221 s1222 s1223 s1224 s1225 s1226 s1227 s1228 s1229 s1230 s1231 s1232 s1233 s1234 s1235 s1236 s1237 s1238 s1239 s1240 s1241 s1242 s1243 s1244 s1245 s1246 s1247 s1248 s1249 s1250 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s1583 s1584 s1585 s1586 s1587 s1588 s1589 s1590 s1591 s1592 s1593 s1594 s1595 s1596 s1597 s1598 s1599 s1600 s1601 s1602 s1603 s1604 s1605 s1606 s1607 s1608 s1609 s1610 s1611 s1612 s1613 s1614 s1615 s1616 s1617 s1618 s1619 s1620 s1621 s1622 s1623 s1624 s1625 s1626 s1627 s1628 s1629 s1630 s1631 s1632 s1633 s1634 s1635 s1636 s1637 s1638 s1639 s1640 s1641 s1642 s1643 s1644 s1645 s1646 s1647 s1648 s1649 s1650 s1651 s1652 s1653 s1654 s1655 s1656 s1657 s1658 s1659 s1660 s1661 s1662 s1663 s1664 s1665 s1666 s1667 s1668 s1669 s1670 s1671 s1672 s1673 s1674 s1675 s1676 s1677 s1678 s1679 s1680 s1681 s1682 s1683 s1684 s1685 s1686 s1687 s1688 s1689 s1690 s1691 s1692 s1693 s1694 s1695 s1696 s1697 s1698 s1699 s1700 s1701 s1702 s1703 s1704 s1705 s1706 s1707 s1708 s1709 s1710 s1711 s1712 s1713 s1714 s1715 s1716 s1717 s1718 s1719 s1720 s1721 s1722 s1723 s1724 s1725 s1726 s1727 s1728 s1729 s1730 s1731 s1732 s1733 s1734 s1735 s1736 s1737 s1738 s1739 s1740 s1741 s1742 s1743 s1744 s1745 s1746 s1747 s1748 s1749 s1750 s1751 s1752 s1753 s1754 s1755 s1756 s1757 s1758 s1759 s1760 s1761 s1762 s1763 s1764 s1765 s1766 s1767 s1768 s1769 s1770 s1771 s1772 s1773 s1774 s1775 s1776 s1777 s1778 s1779 s1780 s1781 s1782 s1783 s1784 s1785 s1786 s1787 s1788 s1789 s1790 s1791 s1792 s1793 s1794 s1795 s1796 s1797 s1798 s1799 s1800 s1801 s1802 s1803 s1804 s1805 s1806 s1807 s1808 s1809 s1810 s1811 s1812 s1813 s1814 s1815 s1816 s1817 s1818 s1819 s1820 s1821 s1822 s1823 s1824 s1825 s1826 s1827 s1828 s1829 s1830 s1831 s1832 s1833 s1834 s1835 s1836 s1837 s1838 s1839 s1840 s1841 s1842 s1843 s1844 s1845 s1846 s1847 s1848 s1849 s1850 s1851 s1852 s1853 s1854 s1855 s1856 s1857 s1858 s1859 s1860 s1861 s1862 s1863 s1864 s1865 s1866 s1867 s1868 s1869 s1870 s1871 s1872 s1873 s1874 s1875 s1876 s1877 s1878 s1879 s1880 s1881 s1882 s1883 s1884 s1885 s1886 s1887 s1888 s1889 s1890 s1891 s1892 s1893 s1894 s1895 s1896 s1897 s1898 s1899 s1900 s1901 s1902 s1903 s1904 s1905 s1906 s1907 s1908 s1909 s1910 s1911 s1912 s1913 s1914 s1915 s1916 s1917 s1918 s1919 s1920 s1921 s1922 s1923 s1924 s1925 s1926 s1927 s1928 s1929 s1930 s1931 s1932 s1933 s1934 s1935 s1936 s1937 s1938 s1939 s1940 s1941 s1942 s1943 s1944 s1945 s1946 s1947 s1948 s1949 s1950 s1951 s1952 s1953 s1954 s1955 s1956 s1957 s1958 s1959 s1960 s1961 s1962 s1963 s1964 s1965 s1966 s1967 s1968 s1969 s1970 s1971 s1972 s1973 s1974 s1975 s1976 s1977 s1978 s1979 s1980 s1981 s1982 s1983 s1984 s1985 s1986 s1987 s1988 s1989 s1990 s1991 s1992 s1993 s1994 s1995 s1996 s1997 s1998 s1999 s2000 s2001 s2002 s2003 s2004 s2005 s2006 s2007 s2008 s2009 s2010 s2011 s2012 s2013 s2014 s2015 s2016 s2017 s2018 s2019 s2020 s2021 s2022 s2023 s2024 s2025 s2026 s2027 s2028 s2029 s2030 s2031 s2032 s2033 s2034 s2035 s2036 s2037 s2038 s2039 s2040 s2041 s2042 s2043 s2044 s2045 s2046 s2047 s2048 s2049 s2050 s2051 s2052 s2053 s2054 s2055 s2056 s2057 s2058 s2059 s2060 s2061 s2062 s2063 s2064 s2065 s2066 s2067 s2068 s2069 s2070 s2071 s2072 s2073 s2074 s2075 s2076 s2077 s2078 s2079 s2080 s2081 s2082 s2083 s2084 s2085 s2086 s2087 s2088 s2089 s2090 s2091 s2092 s2093 s2094 s2095 s2096 s2097 s2098 s2099 s2100 s2101 s2102 s2103 s2104 s2105 s2106 s2107 s2108 s2109 s2110 s2111 s2112 s2113 s2114 s2115 s2116 s2117 s2118 s2119 s2120 s2121 s2122 s2123 s2124 s2125 s2126 s2127 s2128 s2129 s2130 s2131 s2132 s2133 s2134 s2135 s2136 s2137 s2138 s2139 s2140 s2141 s2142 s2143 s2144 s2145 s2146 s2147 s2148 s2149 s2150 s2151 s2152 s2153 s2154 s2155 s2156 s2157 s2158 s2159 s2160 s2161 s2162 s2163 s2164 s2165 s2166 s2167 s2168 s2169 s2170 s2171 s2172 s2173 s2174 s2175 s2176 s2177 s2178 s2179 s2180 s2181 s2182 s2183 s2184 s2185 s2186 s2187 s2188 s2189 s2190 s2191 s2192 s2193 s2194 s2195 s2196 s2197 s2198 s2199 s2200 s2201 s2202 s2203 s2204 s2205 s2206 s2207 s2208 s2209 s2210 s2211 s2212 s2213 s2214 s2215 s2216 s2217 s2218 s2219 s2220 s2221 s2222 s2223 s2224 s2225 s2226 s2227 s2228 s2229 s2230 s2231 s2232 s2233 s2234 s2235 s2236 s2237 s2238 s2239 s2240 s2241 s2242 s2243 s2244 s2245 s2246 s2247 s2248 s2249 s2250 s2251 s2252 s2253 s2254 s2255 s2256 s2257 s2258 s2259 s2260 s2261 s2262 s2263 s2264 s2265 s2266 s2267 s2268 s2269 s2270 s2271 s2272 s2273 s2274 s2275 s2276 s2277 s2278 s2279 s2280 s2281 s2282 s2283 s2284 s2285 s2286 s2287 s2288 s2289 s2290 s2291 s2292 s2293 s2294 s2295 s2296 s2297 s2298 s2299 s2300 s2301 s2302 s2303 s2304 s2305 s2306 s2307 s2308 s2309 s2310 s2311 s2312 s2313 s2314 s2315 s2316 s2317 s2318 s2319 s2320 s2321 s2322 s2323 s2324 s2325 s2326 s2327 s2328 s2329 s2330 s2331 s2332 s2333 s2334 s2335 s2336 s2337 s2338 s2339 s2340 s2341 s2342 s2343 s2344 s2345 s2346 s2347 s2348 s2349 s2350 s2351 s2352 s2353 s2354 s2355 s2356 s2357 s2358 s2359 s2360 s2361 s2362 s2363 s2364 s2365 s2366 s2367 s2368 s2369 s2370 s2371 s2372 s2373 s2374 s2375 s2376 s2377 s2378 s2379 s2380 s2381 s2382 s2383 s2384 s2385 s2386 s2387 s2388 s2389 s2390 s2391 s2392 s2393 s2394 s2395 s2396 s2397 s2398 s2399 s2400 s2401 s2402 s2403 s2404 s2405 s2406 s2407 s2408 s2409 s2410 s2411 s2412 s2413 s2414 s2415 s2416 s2417 s2418 s2419 s2420 s2421 s2422 s2423 s2424 s2425 s2426 s2427 s2428 s2429 s2430 s2431 s2432 s2433 s2434 s2435 s2436 s2437 s2438 s2439 s2440 s2441 s2442 s2443 s2444 s2445 s2446 s2447 s2448 s2449 s2450 s2451 s2452 s2453 s2454 s2455 s2456 s2457 s2458 s2459 s2460 s2461 s2462 s2463 s2464 s2465 s2466 s2467 s2468 s2469 s2470 s2471 s2472 s2473 s2474 s2475 s2476 s2477 s2478 s2479 s2480 s2481 s2482 s2483 s2484 s2485 s2486 s2487 s2488 s2489 s2490 s2491 s2492 s2493 s2494 s2495 s2496 s2497 s2498 s2499 s2500 s2501 s2502 s2503 s2504 s2505 s2506 s2507 s2508 s2509 s2510 s2511 s2512 s2513 s2514 s2515 s2516 s2517 s2518 s2519 s2520 s2521 s2522 s2523 s2524 s2525 s2526 s2527 s2528 s2529 s2530 s2531 s2532 s2533 s2534 s2535 s2536 s2537 s2538 s2539 s2540 s2541 s2542 s2543 s2544 s2545 s2546 s2547 s2548 s2549 s2550 s2551 s2552 s2553 s2554 s2555 s2556 s2557 s2558 s2559 s2560 s2561 s2562 s2563 s2564 s2565 s2566 s2567 s2568 s2569 s2570 s2571 s2572 s2573 s2574 s2575 s2576 s2577 s2578 s2579 s2580 s2581 s2582 s2583 s2584 s2585 s2586 s2587 s2588 s2589 s2590 s2591 s2592 s2593 s2594 s2595 s2596 s2597 s2598 s2599 s2600 s2601 s2602 s2603 s2604 s2605 s2606 s2607 s2608 s2609 s2610 s2611 s2612 s2613 s2614 s2615 s2616 s2617 s2618 s2619 s2620 s2621 s2622 s2623 s2624 s2625 s2626 s2627 s2628 s2629 s2630 s2631 s2632 s2633 s2634 s2635 s2636 s2637 s2638 s2639 s2640 s2641 s2642 s2643 s2644 s2645 s2646 s2647 s2648 s2649 s2650 s2651 s2652 s2653 s2654 s2655 s2656 s2657 s2658 s2659 s2660 s2661 s2662 s2663 s2664 s2665 s2666 s2667 s2668 s2669 s2670 s2671 s2672 s2673 s2674 s2675 s2676 s2677 s2678 s2679 s2680 s2681 s2682 s2683 s2684 s2685 s2686 s2687 s2688 s2689 s2690 s2691 s2692 s2693 s2694 s2695 s2696 s2697 s2698 s2699 s2700 s2701 s2702 s2703 s2704 s2705 s2706 s2707 s2708 s2709 s2710 s2711 s2712 s2713 s2714 s2715 s2716 s2717 s2718 s2719 s2720 s2721 s2722 s2723 s2724 s2725 s2726 s2727 s2728 s2729 s2730 s2731 s2732 s2733 s2734 s2735 s2736 s2737 s2738 s2739 s2740 s2741 s2742 s2743 s2744 s2745 s2746 s2747 s2748 s2749 s2750 s2751 s2752 s2753 s2754 s2755 s2756 s2757 s2758 s2759 s2760 s2761 s2762 s2763 s2764 s2765 s2766 s2767 s2768 s2769 s2770 s2771 s2772 s2773 s2774 s2775 s2776 s2777 s2778 s2779 s2780 s2781 s2782 s2783 s2784 s2785 s2786 s2787 s2788 s2789 s2790 s2791 s2792 s2793 s2794 s2795 s2796 s2797 s2798 s2799 s2800 s2801 s2802 s2803 s2804 s2805 s2806 s2807 s2808 s2809 s2810 s2811 s2812 s2813 s2814 s2815 s2816 s2817 s2818 s2819 s2820 s2821 s2822 s2823 s2824 s2825 s2826 s2827 s2828 s2829 s2830 s2831 s2832 s2833 s2834 s2835 s2836 s2837 s2838 s2839 s2840 s2841 s2842 s2843 s2844 s2845 s2846 s2847 s2848 s2849 s2850 s2851 s2852 s2853 s2854 s2855 s2856 s2857 s2858 s2859 s2860 s2861 s2862 s2863 s2864 s2865 s2866 s2867 s2868 s2869 s2870 s2871 s2872 s2873 s2874 s2875 s2876 s2877 s2878 s2879 s2880 s2881 s2882 s2883 s2884 s2885 s2886 s2887 s2888 s2889 s2890 s2891 s2892 s2893 s2894 s2895 s2896 s2897 s2898 s2899 s2900 s2901 s2902 s2903 s2904 s2905 s2906 s2907 s2908 s2909 s2910 s2911 s2912 s2913 s2914 s2915 s2916 s2917 s2918 s2919 s2920 s2921 s2922 s2923 s2924 s2925 s2926 s2927 s2928 s2929 s2930 s2931 s2932 s2933 s2934 s2935 s2936 s2937 s2938 s2939 s2940 s2941 s2942 s2943 s2944 s2945 s2946 s2947 s2948 s2949 s2950 s2951 s2952 s2953 s2954 s2955 s2956 s2957 s2958 s2959 s2960 s2961 s2962 s2963 s2964 s2965 s2966 s2967 s2968 s2969 s2970 s2971 s2972 s2973 s2974 s2975 s2976 s2977 s2978 s2979 s2980 s2981 s2982 s2983 s2984 s2985 s2986 s2987 s2988 s2989 s2990 s2991 s2992 s2993 s2994 s2995 s2996 s2997 s2998 s2999 s3000 s3001 s3002 s3003 s3004 s3005 s3006 s3007 s3008 s3009 s3010 s3011 s3012 s3013 s3014 s3015 s3016 s3017 s3018 s3019 s3020 s3021 s3022 s3023 s3024 s3025 s3026 s3027 s3028 s3029 s3030 s3031 s3032 s3033 s3034 s3035 s3036 s3037 s3038 s3039 s3040 s3041 s3042 s3043 s3044 s3045 s3046 s3047 s3048 s3049 s3050 s3051 s3052 s3053 s3054 s3055 s3056 s3057 s3058 s3059 s3060 s3061 s3062 s3063 s3064 s3065 s3066 s3067 s3068 s3069 s3070 s3071 s3072 s3073 s3074 s3075 s3076 s3077 s3078 s3079 s3080 s3081 s3082 s3083 s3084 s3085 s3086 s3087 s3088 s3089 s3090 s3091 s3092 s3093 s3094 s3095 s3096 s3097 s3098 s3099 s3100 s3101 s3102 s3103 s3104 s3105 s3106 s3107 s3108 s3109 s3110 s3111 s3112 s3113 s3114 s3115 s3116 s3117 s3118 s3119 s3120 s3121 s3122 s3123 s3124 s3125 s3126 s3127 s3128 s3129 s3130 s3131 s3132 s3133 s3134 s3135 s3136 s3137 s3138 s3139 s3140 s3141 s3142 s3143 s3144 s3145 s3146 s3147 s3148 s3149 s3150 s3151 s3152 s3153 s3154 s3155 s3156 s3157 s3158 s3159 s3160 s3161 s3162 s3163 s3164 s3165 s3166 s3167 s3168 s3169 s3170 s3171 s3172 s3173 s3174 s3175 s3176 s3177 s3178 s3179 s3180 s3181 s3182 s3183 s3184 s3185 s3186 s3187 s3188 s3189 s3190 s3191 s3192 s3193 s3194 s3195 s3196 s3197 s3198 s3199 s3200 s3201 s3202 s3203 s3204 s3205 s3206 s3207 s3208 s3209 s3210 s3211 s3212 s3213 s3214 s3215 s3216 s3217 s3218 s3219 s3220 s3221 s3222 s3223 s3224 s3225 s3226 s3227 s3228 s3229 s3230 s3231 s3232 s3233 s3234 s3235 s3236 s3237 s3238 s3239 s3240 s3241 s3242 s3243 s3244 s3245 s3246 s3247 s3248 s3249 s3250 s3251 s3252 s3253 s3254 s3255 s3256 s3257 s3258 s3259 s3260 s3261 s3262 s3263 s3264 s3265 s3266 s3267 s3268 s3269 s3270 s3271 s3272 s3273 s3274 s3275 s3276 s3277 s3278 s3279 s3280 s3281 s3282 s3283 s3284 s3285 s3286 s3287 s3288 s3289 s3290 s3291 s3292 s3293 s3294 s3295 s3296 s3297 s3298 s3299 s3300 s3301 s3302 s3303 s3304 s3305 s3306 s3307 s3308 s3309 s3310 s3311 s3312 s3313 s3314 s3315 s3316 s3317 s3318 s3319 s3320 s3321 s3322 s3323 s3324 s3325 s3326 s3327 s3328 s3329 s3330 s3331 s3332 s3333 s3334 s3335 s3336 s3337 s3338 s3339 s3340 s3341 s3342 s3343 s3344 s3345 s3346 s3347 s3348 s3349 s3350 s3351 s3352 s3353 s3354 s3355 s3356 s3357 s3358 s3359 s3360 s3361 s3362 s3363 s3364 s3365 s3366 s3367 s3368 s3369 s3370 s3371 s3372 s3373 s3374 s3375 s3376 s3377 s3378 s3379 s3380 s3381 s3382 s3383 s3384 s3385 s3386 s3387 s3388 s3389 s3390 s3391 s3392 s3393 s3394 s3395 s3396 s3397 s3398 s3399 s3400 s3401 s3402 s3403 s3404 s3405 s3406 s3407 s3408 s3409 s3410 s3411 s3412 s3413 s3414 s3415 s3416 s3417 s3418 s3419 s3420 s3421 s3422 s3423 s3424 s3425 s3426 s3427 s3428 s3429 s3430 s3431 s3432 s3433 s3434 s3435 s3436 s3437 s3438 s3439 s3440 s3441 s3442 s3443 s3444 s3445 s3446 s3447 s3448 s3449 s3450 s3451 s3452 s3453 s3454 s3455 s3456 s3457 s3458 s3459 s3460 s3461 s3462 s3463 s3464 s3465 s3466 s3467 s3468 s3469 s3470 s3471 s3472 s3473 s3474 s3475 s3476 s3477 s3478 s3479 s3480 s3481 s3482 s3483 s3484 s3485 s3486 s3487 s3488 s3489 s3490 s3491 s3492 s3493 s3494 s3495 s3496 s3497 s3498 s3499 s3500 s3501 s3502 s3503 s3504 s3505 s3506 s3507 s3508 s3509 s3510 s3511 s3512 s3513 s3514 s3515 s3516 s3517 s3518 s3519 s3520 s3521 s3522 s3523 s3524 s3525 s3526 s3527 s3528 s3529 s3530 s3531 s3532 s3533 s3534 s3535 s3536 s3537 s3538 s3539 s3540 s3541 s3542 s3543 s3544 s3545 s3546 s3547 s3548 s3549 s3550 s3551 s3552 s3553 s3554 s3555 s3556 s3557 s3558 s3559 s3560 s3561 s3562 s3563 s3564 s3565 s3566 s3567 s3568 s3569 s3570 s3571 s3572 s3573 s3574 s3575 s3576 s3577 s3578 s3579 s3580 s3581 s3582 s3583 s3584 s3585 s3586 s3587 s3588 s3589 s3590 s3591 s3592 s3593 s3594 s3595 s3596 s3597 s3598 s3599) (ADD s3600 s3601 s3602 s3603 s3604 s3605 s3606 s3607 s3608 s3609 s3610 s3611 s3612 s3613 s3614 s3615 s3616 s3617 s3618 s3619 s3620 s3621 s3622 s3623 s3624 s3625 s3626 s3627 s3628 s3629 s3630 s3631 s3632 s3633 s3634 s3635 s3636 s3637 s3638 s3639 s3640 s3641 s3642 s3643 s3644 s3645 s3646 s3647 s3648 s3649 s3650 s3651 s3652 s3653 s3654 s3655 s3656 s3657 s3658 s3659 s3660 s3661 s3662 s3663 s3664 s3665 s3666 s3667 s3668 s3669 s3670 s3671 s3672 s3673 s3674 s3675 s3676 s3677 s3678 s3679 s3680 s3681 s3682 s3683 s3684 s3685 s3686 s3687 s3688 s3689 s3690 s3691 s3692 s3693 s3694 s3695 s3696 s3697 s3698 s3699 s3700 s3701 s3702 s3703 s3704 s3705 s3706 s3707 s3708 s3709 s3710 s3711 s3712 s3713 s3714 s3715 s3716 s3717 s3718 s3719 s3720 s3721 s3722 s3723 s3724 s3725 s3726 s3727 s3728 s3729 s3730 s3731 s3732 s3733 s3734 s3735 s3736 s3737 s3738 s3739 s3740 s3741 s3742 s3743 s3744 s3745 s3746 s3747 s3748 s3749 s3750 s3751 s3752 s3753 s3754 s3755 s3756 s3757 s3758 s3759 s3760 s3761 s3762 s3763 s3764 s3765 s3766 s3767 s3768 s3769 s3770 s3771 s3772 s3773 s3774 s3775 s3776 s3777 s3778 s3779 s3780 s3781 s3782 s3783 s3784 s3785 s3786 s3787 s3788 s3789 s3790 s3791 s3792 s3793 s3794 s3795 s3796 s3797 s3798 s3799 s3800 s3801 s3802 s3803 s3804 s3805 s3806 s3807 s3808 s3809 s3810 s3811 s3812 s3813 s3814 s3815 s3816 s3817 s3818 s3819 s3820 s3821 s3822 s3823 s3824))), p0:(GT 1 (ADD s3600 s3601 s3602 s3603 s3604 s3605 s3606 s3607 s3608 s3609 s3610 s3611 s3612 s3613 s3614 s3615 s3616 s3617 s3618 s3619 s3620 s3621 s3622 s3623 s3624 s3625 s3626 s3627 s3628 s3629 s3630 s3631 s3632 s3633 s3634 s3635 s3636 s3637 s3638 s3639 s3640 s3641 s3642 s3643 s3644 s3645 s3646 s3647 s3648 s3649 s3650 s3651 s3652 s3653 s3654 s3655 s3656 s3657 s3658 s3659 s3660 s3661 s3662 s3663 s3664 s3665 s3666 s3667 s3668 s3669 s3670 s3671 s3672 s3673 s3674 s3675 s3676 s3677 s3678 s3679 s3680 s3681 s3682 s3683 s3684 s3685 s3686 s3687 s3688 s3689 s3690 s3691 s3692 s3693 s3694 s3695 s3696 s3697 s3698 s3699 s3700 s3701 s3702 s3703 s3704 s3705 s3706 s3707 s3708 s3709 s3710 s3711 s3712 s3713 s3714 s3715 s3716 s3717 s3718 s3719 s3720 s3721 s3722 s3723 s3724 s3725 s3726 s3727 s3728 s3729 s3730 s3731 s3732 s3733 s3734 s3735 s3736 s3737 s3738 s3739 s3740 s3741 s3742 s3743 s3744 s3745 s3746 s3747 s3748 s3749 s3750 s3751 s3752 s3753 s3754 s3755 s3756 s3757 s3758 s3759 s3760 s3761 s3762 s3763 s3764 s3765 s3766 s3767 s3768 s3769 s3770 s3771 s3772 s3773 s3774 s3775 s3776 s3777 s3778 s3779 s3780 s3781 s3782 s3783 s3784 s3785 s3786 s3787 s3788 s3789 s3790 s3791 s3792 s3793 s3794 s3795 s3796 s3797 s3798 s3799 s3800 s3801 s3802 s3803 s3804 s3805 s3806 s3807 s3808 s3809 s3810 s3811 s3812 s3813 s3814 s3815 s3816 s3817 s3818 s3819 s3820 s3821 s3822 s3823 s3824)), p1:(GT (ADD s225 s226 s227 s228 s229 s230 s231 s232 s233 s234 s235 s236 s237 s238 s239 s240 s241 s242 s243 s244 s245 s246 s247 s248 s249 s250 s251 s252 s253 s254 s255 s256 s257 s258 s259 s260 s261 s262 s263 s264 s265 s266 s267 s268 s269 s270 s271 s272 s273 s274 s275 s276 s277 s278 s279 s280 s281 s282 s283 s284 s285 s286 s287 s288 s289 s290 s291 s292 s293 s294 s295 s296 s297 s298 s299 s300 s301 s302 s303 s304 s305 s306 s307 s308 s309 s310 s311 s312 s313 s314 s315 s316 s317 s318 s319 s320 s321 s322 s323 s324 s325 s326 s327 s328 s329 s330 s331 s332 s333 s334 s335 s336 s337 s338 s339 s340 s341 s342 s343 s344 s345 s346 s347 s348 s349 s350 s351 s352 s353 s354 s355 s356 s357 s358 s359 s360 s361 s362 s363 s364 s365 s366 s367 s368 s369 s370 s371 s372 s373 s374 s375 s376 s377 s378 s379 s380 s381 s382 s383 s384 s385 s386 s387 s388 s389 s390 s391 s392 s393 s394 s395 s396 s397 s398 s399 s400 s401 s402 s403 s404 s405 s406 s407 s408 s409 s410 s411 s412 s413 s414 s415 s416 s417 s418 s419 s420 s421 s422 s423 s424 s425 s426 s427 s428 s429 s430 s431 s432 s433 s434 s435 s436 s437 s438 s439 s440 s441 s442 s443 s444 s445 s446 s447 s448 s449 s450 s451 s452 s453 s454 s455 s456 s457 s458 s459 s460 s461 s462 s463 s464 s465 s466 s467 s468 s469 s470 s471 s472 s473 s474 s475 s476 s477 s478 s479 s480 s481 s482 s483 s484 s485 s486 s487 s488 s489 s490 s491 s492 s493 s494 s495 s496 s497 s498 s499 s500 s501 s502 s503 s504 s505 s506 s507 s508 s509 s510 s511 s512 s513 s514 s515 s516 s517 s518 s519 s520 s521 s522 s523 s524 s525 s526 s527 s528 s529 s530 s531 s532 s533 s534 s535 s536 s537 s538 s539 s540 s541 s542 s543 s544 s545 s546 s547 s548 s549 s550 s551 s552 s553 s554 s555 s556 s557 s558 s559 s560 s561 s562 s563 s564 s565 s566 s567 s568 s569 s570 s571 s572 s573 s574 s575 s576 s577 s578 s579 s580 s581 s582 s583 s584 s585 s586 s587 s588 s589 s590 s591 s592 s593 s594 s595 s596 s597 s598 s599 s600 s601 s602 s603 s604 s605 s606 s607 s608 s609 s610 s611 s612 s613 s614 s615 s616 s617 s618 s619 s620 s621 s622 s623 s624 s625 s626 s627 s628 s629 s630 s631 s632 s633 s634 s635 s636 s637 s638 s639 s640 s641 s642 s643 s644 s645 s646 s647 s648 s649 s650 s651 s652 s653 s654 s655 s656 s657 s658 s659 s660 s661 s662 s663 s664 s665 s666 s667 s668 s669 s670 s671 s672 s673 s674 s675 s676 s677 s678 s679 s680 s681 s682 s683 s684 s685 s686 s687 s688 s689 s690 s691 s692 s693 s694 s695 s696 s697 s698 s699 s700 s701 s702 s703 s704 s705 s706 s707 s708 s709 s710 s711 s712 s713 s714 s715 s716 s717 s718 s719 s720 s721 s722 s723 s724 s725 s726 s727 s728 s729 s730 s731 s732 s733 s734 s735 s736 s737 s738 s739 s740 s741 s742 s743 s744 s745 s746 s747 s748 s749 s750 s751 s752 s753 s754 s755 s756 s757 s758 s759 s760 s761 s762 s763 s764 s765 s766 s767 s768 s769 s770 s771 s772 s773 s774 s775 s776 s777 s778 s779 s780 s781 s782 s783 s784 s785 s786 s787 s788 s789 s790 s791 s792 s793 s794 s795 s796 s797 s798 s799 s800 s801 s802 s803 s804 s805 s806 s807 s808 s809 s810 s811 s812 s813 s814 s815 s816 s817 s818 s819 s820 s821 s822 s823 s824 s825 s826 s827 s828 s829 s830 s831 s832 s833 s834 s835 s836 s837 s838 s839 s840 s841 s842 s843 s844 s845 s846 s847 s848 s849 s850 s851 s852 s853 s854 s855 s856 s857 s858 s859 s860 s861 s862 s863 s864 s865 s866 s867 s868 s869 s870 s871 s872 s873 s874 s875 s876 s877 s878 s879 s880 s881 s882 s883 s884 s885 s886 s887 s888 s889 s890 s891 s892 s893 s894 s895 s896 s897 s898 s899 s900 s901 s902 s903 s904 s905 s906 s907 s908 s909 s910 s911 s912 s913 s914 s915 s916 s917 s918 s919 s920 s921 s922 s923 s924 s925 s926 s927 s928 s929 s930 s931 s932 s933 s934 s935 s936 s937 s938 s939 s940 s941 s942 s943 s944 s945 s946 s947 s948 s949 s950 s951 s952 s953 s954 s955 s956 s957 s958 s959 s960 s961 s962 s963 s964 s965 s966 s967 s968 s969 s970 s971 s972 s973 s974 s975 s976 s977 s978 s979 s980 s981 s982 s983 s984 s985 s986 s987 s988 s989 s990 s991 s992 s993 s994 s995 s996 s997 s998 s999 s1000 s1001 s1002 s1003 s1004 s1005 s1006 s1007 s1008 s1009 s1010 s1011 s1012 s1013 s1014 s1015 s1016 s1017 s1018 s1019 s1020 s1021 s1022 s1023 s1024 s1025 s1026 s1027 s1028 s1029 s1030 s1031 s1032 s1033 s1034 s1035 s1036 s1037 s1038 s1039 s1040 s1041 s1042 s1043 s1044 s1045 s1046 s1047 s1048 s1049 s1050 s1051 s1052 s1053 s1054 s1055 s1056 s1057 s1058 s1059 s1060 s1061 s1062 s1063 s1064 s1065 s1066 s1067 s1068 s1069 s1070 s1071 s1072 s1073 s1074 s1075 s1076 s1077 s1078 s1079 s1080 s1081 s1082 s1083 s1084 s1085 s1086 s1087 s1088 s1089 s1090 s1091 s1092 s1093 s1094 s1095 s1096 s1097 s1098 s1099 s1100 s1101 s1102 s1103 s1104 s1105 s1106 s1107 s1108 s1109 s1110 s1111 s1112 s1113 s1114 s1115 s1116 s1117 s1118 s1119 s1120 s1121 s1122 s1123 s1124 s1125 s1126 s1127 s1128 s1129 s1130 s1131 s1132 s1133 s1134 s1135 s1136 s1137 s1138 s1139 s1140 s1141 s1142 s1143 s1144 s1145 s1146 s1147 s1148 s1149 s1150 s1151 s1152 s1153 s1154 s1155 s1156 s1157 s1158 s1159 s1160 s1161 s1162 s1163 s1164 s1165 s1166 s1167 s1168 s1169 s1170 s1171 s1172 s1173 s1174 s1175 s1176 s1177 s1178 s1179 s1180 s1181 s1182 s1183 s1184 s1185 s1186 s1187 s1188 s1189 s1190 s1191 s1192 s1193 s1194 s1195 s1196 s1197 s1198 s1199 s1200 s1201 s1202 s1203 s1204 s1205 s1206 s1207 s1208 s1209 s1210 s1211 s1212 s1213 s1214 s1215 s1216 s1217 s1218 s1219 s1220 s1221 s1222 s1223 s1224 s1225 s1226 s1227 s1228 s1229 s1230 s1231 s1232 s1233 s1234 s1235 s1236 s1237 s1238 s1239 s1240 s1241 s1242 s1243 s1244 s1245 s1246 s1247 s1248 s1249 s1250 s1251 s1252 s1253 s1254 s1255 s1256 s1257 s1258 s1259 s1260 s1261 s1262 s1263 s1264 s1265 s1266 s1267 s1268 s1269 s1270 s1271 s1272 s1273 s1274 s1275 s1276 s1277 s1278 s1279 s1280 s1281 s1282 s1283 s1284 s1285 s1286 s1287 s1288 s1289 s1290 s1291 s1292 s1293 s1294 s1295 s1296 s1297 s1298 s1299 s1300 s1301 s1302 s1303 s1304 s1305 s1306 s1307 s1308 s1309 s1310 s1311 s1312 s1313 s1314 s1315 s1316 s1317 s1318 s1319 s1320 s1321 s1322 s1323 s1324 s1325 s1326 s1327 s1328 s1329 s1330 s1331 s1332 s1333 s1334 s1335 s1336 s1337 s1338 s1339 s1340 s1341 s1342 s1343 s1344 s1345 s1346 s1347 s1348 s1349 s1350 s1351 s1352 s1353 s1354 s1355 s1356 s1357 s1358 s1359 s1360 s1361 s1362 s1363 s1364 s1365 s1366 s1367 s1368 s1369 s1370 s1371 s1372 s1373 s1374 s1375 s1376 s1377 s1378 s1379 s1380 s1381 s1382 s1383 s1384 s1385 s1386 s1387 s1388 s1389 s1390 s1391 s1392 s1393 s1394 s1395 s1396 s1397 s1398 s1399 s1400 s1401 s1402 s1403 s1404 s1405 s1406 s1407 s1408 s1409 s1410 s1411 s1412 s1413 s1414 s1415 s1416 s1417 s1418 s1419 s1420 s1421 s1422 s1423 s1424 s1425 s1426 s1427 s1428 s1429 s1430 s1431 s1432 s1433 s1434 s1435 s1436 s1437 s1438 s1439 s1440 s1441 s1442 s1443 s1444 s1445 s1446 s1447 s1448 s1449 s1450 s1451 s1452 s1453 s1454 s1455 s1456 s1457 s1458 s1459 s1460 s1461 s1462 s1463 s1464 s1465 s1466 s1467 s1468 s1469 s1470 s1471 s1472 s1473 s1474 s1475 s1476 s1477 s1478 s1479 s1480 s1481 s1482 s1483 s1484 s1485 s1486 s1487 s1488 s1489 s1490 s1491 s1492 s1493 s1494 s1495 s1496 s1497 s1498 s1499 s1500 s1501 s1502 s1503 s1504 s1505 s1506 s1507 s1508 s1509 s1510 s1511 s1512 s1513 s1514 s1515 s1516 s1517 s1518 s1519 s1520 s1521 s1522 s1523 s1524 s1525 s1526 s1527 s1528 s1529 s1530 s1531 s1532 s1533 s1534 s1535 s1536 s1537 s1538 s1539 s1540 s1541 s1542 s1543 s1544 s1545 s1546 s1547 s1548 s1549 s1550 s1551 s1552 s1553 s1554 s1555 s1556 s1557 s1558 s1559 s1560 s1561 s1562 s1563 s1564 s1565 s1566 s1567 s1568 s1569 s1570 s1571 s1572 s1573 s1574 s1575 s1576 s1577 s1578 s1579 s1580 s1581 s1582 s1583 s1584 s1585 s1586 s1587 s1588 s1589 s1590 s1591 s1592 s1593 s1594 s1595 s1596 s1597 s1598 s1599 s1600 s1601 s1602 s1603 s1604 s1605 s1606 s1607 s1608 s1609 s1610 s1611 s1612 s1613 s1614 s1615 s1616 s1617 s1618 s1619 s1620 s1621 s1622 s1623 s1624 s1625 s1626 s1627 s1628 s1629 s1630 s1631 s1632 s1633 s1634 s1635 s1636 s1637 s1638 s1639 s1640 s1641 s1642 s1643 s1644 s1645 s1646 s1647 s1648 s1649 s1650 s1651 s1652 s1653 s1654 s1655 s1656 s1657 s1658 s1659 s1660 s1661 s1662 s1663 s1664 s1665 s1666 s1667 s1668 s1669 s1670 s1671 s1672 s1673 s1674 s1675 s1676 s1677 s1678 s1679 s1680 s1681 s1682 s1683 s1684 s1685 s1686 s1687 s1688 s1689 s1690 s1691 s1692 s1693 s1694 s1695 s1696 s1697 s1698 s1699 s1700 s1701 s1702 s1703 s1704 s1705 s1706 s1707 s1708 s1709 s1710 s1711 s1712 s1713 s1714 s1715 s1716 s1717 s1718 s1719 s1720 s1721 s1722 s1723 s1724 s1725 s1726 s1727 s1728 s1729 s1730 s1731 s1732 s1733 s1734 s1735 s1736 s1737 s1738 s1739 s1740 s1741 s1742 s1743 s1744 s1745 s1746 s1747 s1748 s1749 s1750 s1751 s1752 s1753 s1754 s1755 s1756 s1757 s1758 s1759 s1760 s1761 s1762 s1763 s1764 s1765 s1766 s1767 s1768 s1769 s1770 s1771 s1772 s1773 s1774 s1775 s1776 s1777 s1778 s1779 s1780 s1781 s1782 s1783 s1784 s1785 s1786 s1787 s1788 s1789 s1790 s1791 s1792 s1793 s1794 s1795 s1796 s1797 s1798 s1799 s1800 s1801 s1802 s1803 s1804 s1805 s1806 s1807 s1808 s1809 s1810 s1811 s1812 s1813 s1814 s1815 s1816 s1817 s1818 s1819 s1820 s1821 s1822 s1823 s1824 s1825 s1826 s1827 s1828 s1829 s1830 s1831 s1832 s1833 s1834 s1835 s1836 s1837 s1838 s1839 s1840 s1841 s1842 s1843 s1844 s1845 s1846 s1847 s1848 s1849 s1850 s1851 s1852 s1853 s1854 s1855 s1856 s1857 s1858 s1859 s1860 s1861 s1862 s1863 s1864 s1865 s1866 s1867 s1868 s1869 s1870 s1871 s1872 s1873 s1874 s1875 s1876 s1877 s1878 s1879 s1880 s1881 s1882 s1883 s1884 s1885 s1886 s1887 s1888 s1889 s1890 s1891 s1892 s1893 s1894 s1895 s1896 s1897 s1898 s1899 s1900 s1901 s1902 s1903 s1904 s1905 s1906 s1907 s1908 s1909 s1910 s1911 s1912 s1913 s1914 s1915 s1916 s1917 s1918 s1919 s1920 s1921 s1922 s1923 s1924 s1925 s1926 s1927 s1928 s1929 s1930 s1931 s1932 s1933 s1934 s1935 s1936 s1937 s1938 s1939 s1940 s1941 s1942 s1943 s1944 s1945 s1946 s1947 s1948 s1949 s1950 s1951 s1952 s1953 s1954 s1955 s1956 s1957 s1958 s1959 s1960 s1961 s1962 s1963 s1964 s1965 s1966 s1967 s1968 s1969 s1970 s1971 s1972 s1973 s1974 s1975 s1976 s1977 s1978 s1979 s1980 s1981 s1982 s1983 s1984 s1985 s1986 s1987 s1988 s1989 s1990 s1991 s1992 s1993 s1994 s1995 s1996 s1997 s1998 s1999 s2000 s2001 s2002 s2003 s2004 s2005 s2006 s2007 s2008 s2009 s2010 s2011 s2012 s2013 s2014 s2015 s2016 s2017 s2018 s2019 s2020 s2021 s2022 s2023 s2024 s2025 s2026 s2027 s2028 s2029 s2030 s2031 s2032 s2033 s2034 s2035 s2036 s2037 s2038 s2039 s2040 s2041 s2042 s2043 s2044 s2045 s2046 s2047 s2048 s2049 s2050 s2051 s2052 s2053 s2054 s2055 s2056 s2057 s2058 s2059 s2060 s2061 s2062 s2063 s2064 s2065 s2066 s2067 s2068 s2069 s2070 s2071 s2072 s2073 s2074 s2075 s2076 s2077 s2078 s2079 s2080 s2081 s2082 s2083 s2084 s2085 s2086 s2087 s2088 s2089 s2090 s2091 s2092 s2093 s2094 s2095 s2096 s2097 s2098 s2099 s2100 s2101 s2102 s2103 s2104 s2105 s2106 s2107 s2108 s2109 s2110 s2111 s2112 s2113 s2114 s2115 s2116 s2117 s2118 s2119 s2120 s2121 s2122 s2123 s2124 s2125 s2126 s2127 s2128 s2129 s2130 s2131 s2132 s2133 s2134 s2135 s2136 s2137 s2138 s2139 s2140 s2141 s2142 s2143 s2144 s2145 s2146 s2147 s2148 s2149 s2150 s2151 s2152 s2153 s2154 s2155 s2156 s2157 s2158 s2159 s2160 s2161 s2162 s2163 s2164 s2165 s2166 s2167 s2168 s2169 s2170 s2171 s2172 s2173 s2174 s2175 s2176 s2177 s2178 s2179 s2180 s2181 s2182 s2183 s2184 s2185 s2186 s2187 s2188 s2189 s2190 s2191 s2192 s2193 s2194 s2195 s2196 s2197 s2198 s2199 s2200 s2201 s2202 s2203 s2204 s2205 s2206 s2207 s2208 s2209 s2210 s2211 s2212 s2213 s2214 s2215 s2216 s2217 s2218 s2219 s2220 s2221 s2222 s2223 s2224 s2225 s2226 s2227 s2228 s2229 s2230 s2231 s2232 s2233 s2234 s2235 s2236 s2237 s2238 s2239 s2240 s2241 s2242 s2243 s2244 s2245 s2246 s2247 s2248 s2249 s2250 s2251 s2252 s2253 s2254 s2255 s2256 s2257 s2258 s2259 s2260 s2261 s2262 s2263 s2264 s2265 s2266 s2267 s2268 s2269 s2270 s2271 s2272 s2273 s2274 s2275 s2276 s2277 s2278 s2279 s2280 s2281 s2282 s2283 s2284 s2285 s2286 s2287 s2288 s2289 s2290 s2291 s2292 s2293 s2294 s2295 s2296 s2297 s2298 s2299 s2300 s2301 s2302 s2303 s2304 s2305 s2306 s2307 s2308 s2309 s2310 s2311 s2312 s2313 s2314 s2315 s2316 s2317 s2318 s2319 s2320 s2321 s2322 s2323 s2324 s2325 s2326 s2327 s2328 s2329 s2330 s2331 s2332 s2333 s2334 s2335 s2336 s2337 s2338 s2339 s2340 s2341 s2342 s2343 s2344 s2345 s2346 s2347 s2348 s2349 s2350 s2351 s2352 s2353 s2354 s2355 s2356 s2357 s2358 s2359 s2360 s2361 s2362 s2363 s2364 s2365 s2366 s2367 s2368 s2369 s2370 s2371 s2372 s2373 s2374 s2375 s2376 s2377 s2378 s2379 s2380 s2381 s2382 s2383 s2384 s2385 s2386 s2387 s2388 s2389 s2390 s2391 s2392 s2393 s2394 s2395 s2396 s2397 s2398 s2399 s2400 s2401 s2402 s2403 s2404 s2405 s2406 s2407 s2408 s2409 s2410 s2411 s2412 s2413 s2414 s2415 s2416 s2417 s2418 s2419 s2420 s2421 s2422 s2423 s2424 s2425 s2426 s2427 s2428 s2429 s2430 s2431 s2432 s2433 s2434 s2435 s2436 s2437 s2438 s2439 s2440 s2441 s2442 s2443 s2444 s2445 s2446 s2447 s2448 s2449 s2450 s2451 s2452 s2453 s2454 s2455 s2456 s2457 s2458 s2459 s2460 s2461 s2462 s2463 s2464 s2465 s2466 s2467 s2468 s2469 s2470 s2471 s2472 s2473 s2474 s2475 s2476 s2477 s2478 s2479 s2480 s2481 s2482 s2483 s2484 s2485 s2486 s2487 s2488 s2489 s2490 s2491 s2492 s2493 s2494 s2495 s2496 s2497 s2498 s2499 s2500 s2501 s2502 s2503 s2504 s2505 s2506 s2507 s2508 s2509 s2510 s2511 s2512 s2513 s2514 s2515 s2516 s2517 s2518 s2519 s2520 s2521 s2522 s2523 s2524 s2525 s2526 s2527 s2528 s2529 s2530 s2531 s2532 s2533 s2534 s2535 s2536 s2537 s2538 s2539 s2540 s2541 s2542 s2543 s2544 s2545 s2546 s2547 s2548 s2549 s2550 s2551 s2552 s2553 s2554 s2555 s2556 s2557 s2558 s2559 s2560 s2561 s2562 s2563 s2564 s2565 s2566 s2567 s2568 s2569 s2570 s2571 s2572 s2573 s2574 s2575 s2576 s2577 s2578 s2579 s2580 s2581 s2582 s2583 s2584 s2585 s2586 s2587 s2588 s2589 s2590 s2591 s2592 s2593 s2594 s2595 s2596 s2597 s2598 s2599 s2600 s2601 s2602 s2603 s2604 s2605 s2606 s2607 s2608 s2609 s2610 s2611 s2612 s2613 s2614 s2615 s2616 s2617 s2618 s2619 s2620 s2621 s2622 s2623 s2624 s2625 s2626 s2627 s2628 s2629 s2630 s2631 s2632 s2633 s2634 s2635 s2636 s2637 s2638 s2639 s2640 s2641 s2642 s2643 s2644 s2645 s2646 s2647 s2648 s2649 s2650 s2651 s2652 s2653 s2654 s2655 s2656 s2657 s2658 s2659 s2660 s2661 s2662 s2663 s2664 s2665 s2666 s2667 s2668 s2669 s2670 s2671 s2672 s2673 s2674 s2675 s2676 s2677 s2678 s2679 s2680 s2681 s2682 s2683 s2684 s2685 s2686 s2687 s2688 s2689 s2690 s2691 s2692 s2693 s2694 s2695 s2696 s2697 s2698 s2699 s2700 s2701 s2702 s2703 s2704 s2705 s2706 s2707 s2708 s2709 s2710 s2711 s2712 s2713 s2714 s2715 s2716 s2717 s2718 s2719 s2720 s2721 s2722 s2723 s2724 s2725 s2726 s2727 s2728 s2729 s2730 s2731 s2732 s2733 s2734 s2735 s2736 s2737 s2738 s2739 s2740 s2741 s2742 s2743 s2744 s2745 s2746 s2747 s2748 s2749 s2750 s2751 s2752 s2753 s2754 s2755 s2756 s2757 s2758 s2759 s2760 s2761 s2762 s2763 s2764 s2765 s2766 s2767 s2768 s2769 s2770 s2771 s2772 s2773 s2774 s2775 s2776 s2777 s2778 s2779 s2780 s2781 s2782 s2783 s2784 s2785 s2786 s2787 s2788 s2789 s2790 s2791 s2792 s2793 s2794 s2795 s2796 s2797 s2798 s2799 s2800 s2801 s2802 s2803 s2804 s2805 s2806 s2807 s2808 s2809 s2810 s2811 s2812 s2813 s2814 s2815 s2816 s2817 s2818 s2819 s2820 s2821 s2822 s2823 s2824 s2825 s2826 s2827 s2828 s2829 s2830 s2831 s2832 s2833 s2834 s2835 s2836 s2837 s2838 s2839 s2840 s2841 s2842 s2843 s2844 s2845 s2846 s2847 s2848 s2849 s2850 s2851 s2852 s2853 s2854 s2855 s2856 s2857 s2858 s2859 s2860 s2861 s2862 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s3195 s3196 s3197 s3198 s3199 s3200 s3201 s3202 s3203 s3204 s3205 s3206 s3207 s3208 s3209 s3210 s3211 s3212 s3213 s3214 s3215 s3216 s3217 s3218 s3219 s3220 s3221 s3222 s3223 s3224 s3225 s3226 s3227 s3228 s3229 s3230 s3231 s3232 s3233 s3234 s3235 s3236 s3237 s3238 s3239 s3240 s3241 s3242 s3243 s3244 s3245 s3246 s3247 s3248 s3249 s3250 s3251 s3252 s3253 s3254 s3255 s3256 s3257 s3258 s3259 s3260 s3261 s3262 s3263 s3264 s3265 s3266 s3267 s3268 s3269 s3270 s3271 s3272 s3273 s3274 s3275 s3276 s3277 s3278 s3279 s3280 s3281 s3282 s3283 s3284 s3285 s3286 s3287 s3288 s3289 s3290 s3291 s3292 s3293 s3294 s3295 s3296 s3297 s3298 s3299 s3300 s3301 s3302 s3303 s3304 s3305 s3306 s3307 s3308 s3309 s3310 s3311 s3312 s3313 s3314 s3315 s3316 s3317 s3318 s3319 s3320 s3321 s3322 s3323 s3324 s3325 s3326 s3327 s3328 s3329 s3330 s3331 s3332 s3333 s3334 s3335 s3336 s3337 s3338 s3339 s3340 s3341 s3342 s3343 s3344 s3345 s3346 s3347 s3348 s3349 s3350 s3351 s3352 s3353 s3354 s3355 s3356 s3357 s3358 s3359 s3360 s3361 s3362 s3363 s3364 s3365 s3366 s3367 s3368 s3369 s3370 s3371 s3372 s3373 s3374 s3375 s3376 s3377 s3378 s3379 s3380 s3381 s3382 s3383 s3384 s3385 s3386 s3387 s3388 s3389 s3390 s3391 s3392 s3393 s3394 s3395 s3396 s3397 s3398 s3399 s3400 s3401 s3402 s3403 s3404 s3405 s3406 s3407 s3408 s3409 s3410 s3411 s3412 s3413 s3414 s3415 s3416 s3417 s3418 s3419 s3420 s3421 s3422 s3423 s3424 s3425 s3426 s3427 s3428 s3429 s3430 s3431 s3432 s3433 s3434 s3435 s3436 s3437 s3438 s3439 s3440 s3441 s3442 s3443 s3444 s3445 s3446 s3447 s3448 s3449 s3450 s3451 s3452 s3453 s3454 s3455 s3456 s3457 s3458 s3459 s3460 s3461 s3462 s3463 s3464 s3465 s3466 s3467 s3468 s3469 s3470 s3471 s3472 s3473 s3474 s3475 s3476 s3477 s3478 s3479 s3480 s3481 s3482 s3483 s3484 s3485 s3486 s3487 s3488 s3489 s3490 s3491 s3492 s3493 s3494 s3495 s3496 s3497 s3498 s3499 s3500 s3501 s3502 s3503 s3504 s3505 s3506 s3507 s3508 s3509 s3510 s3511 s3512 s3513 s3514 s3515 s3516 s3517 s3518 s3519 s3520 s3521 s3522 s3523 s3524 s3525 s3526 s3527 s3528 s3529 s3530 s3531 s3532 s3533 s3534 s3535 s3536 s3537 s3538 s3539 s3540 s3541 s3542 s3543 s3544 s3545 s3546 s3547 s3548 s3549 s3550 s3551 s3552 s3553 s3554 s3555 s3556 s3557 s3558 s3559 s3560 s3561 s3562 s3563 s3564 s3565 s3566 s3567 s3568 s3569 s3570 s3571 s3572 s3573 s3574 s3575 s3576 s3577 s3578 s3579 s3580 s3581 s3582 s3583 s3584 s3585 s3586 s3587 s3588 s3589 s3590 s3591 s3592 s3593 s3594 s3595 s3596 s3597 s3598 s3599) (ADD s3600 s3601 s3602 s3603 s3604 s3605 s3606 s3607 s3608 s3609 s3610 s3611 s3612 s3613 s3614 s3615 s3616 s3617 s3618 s3619 s3620 s3621 s3622 s3623 s3624 s3625 s3626 s3627 s3628 s3629 s3630 s3631 s3632 s3633 s3634 s3635 s3636 s3637 s3638 s3639 s3640 s3641 s3642 s3643 s3644 s3645 s3646 s3647 s3648 s3649 s3650 s3651 s3652 s3653 s3654 s3655 s3656 s3657 s3658 s3659 s3660 s3661 s3662 s3663 s3664 s3665 s3666 s3667 s3668 s3669 s3670 s3671 s3672 s3673 s3674 s3675 s3676 s3677 s3678 s3679 s3680 s3681 s3682 s3683 s3684 s3685 s3686 s3687 s3688 s3689 s3690 s3691 s3692 s3693 s3694 s3695 s3696 s3697 s3698 s3699 s3700 s3701 s3702 s3703 s3704 s3705 s3706 s3707 s3708 s3709 s3710 s3711 s3712 s3713 s3714 s3715 s3716 s3717 s3718 s3719 s3720 s3721 s3722 s3723 s3724 s3725 s3726 s3727 s3728 s3729 s3730 s3731 s3732 s3733 s3734 s3735 s3736 s3737 s3738 s3739 s3740 s3741 s3742 s3743 s3744 s3745 s3746 s3747 s3748 s3749 s3750 s3751 s3752 s3753 s3754 s3755 s3756 s3757 s3758 s3759 s3760 s3761 s3762 s3763 s3764 s3765 s3766 s3767 s3768 s3769 s3770 s3771 s3772 s3773 s3774 s3775 s3776 s3777 s3778 s3779 s3780 s3781 s3782 s3783 s3784 s3785 s3786 s3787 s3788 s3789 s3790 s3791 s3792 s3793 s3794 s3795 s3796 s3797 s3798 s3799 s3800 s3801 s3802 s3803 s3804 s3805 s3806 s3807 s3808 s3809 s3810 s3811 s3812 s3813 s3814 s3815 s3816 s3817 s3818 s3819 s3820 s3821 s3822 s3823 s3824))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch], stateDesc=[null, null, null, null, null, null][false, false, false, false, false, false]]
Stuttering criterion allowed to conclude after 313 steps with 1 reset in 145 ms.
FORMULA Sudoku-PT-AN15-00 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-00 finished in 4103 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(X((p0 U p1))))], workingDir=/home/mcc/execution]
Support contains 450 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Reduce places removed 3375 places and 0 transitions.
Iterating post reduction 0 with 3375 rules applied. Total rules applied 3375 place count 675 transition count 3375
Applied a total of 3375 rules in 133 ms. Remains 675 /4050 variables (removed 3375) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:41] [INFO ] Computed 44 place invariants in 200 ms
[2021-05-17 13:30:41] [INFO ] Implicit Places using invariants in 493 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:41] [INFO ] Computed 44 place invariants in 196 ms
[2021-05-17 13:30:44] [INFO ] Implicit Places using invariants and state equation in 2459 ms returned []
Implicit Place search using SMT with State Equation took 2953 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:44] [INFO ] Computed 44 place invariants in 144 ms
[2021-05-17 13:30:45] [INFO ] Dead Transitions using invariants and state equation in 1446 ms returned []
Finished structural reductions, in 1 iterations. Remains : 675/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 85 ms :[(NOT p1), (NOT p1), true, (NOT p1)]
Running random walk in product with property : Sudoku-PT-AN15-01 automaton TGBA [mat=[[{ cond=(AND (NOT p1) p0), acceptance={0} source=0 dest: 0}, { cond=(AND (NOT p1) (NOT p0)), acceptance={0} source=0 dest: 2}], [{ cond=true, acceptance={} source=1 dest: 0}], [{ cond=true, acceptance={0} source=2 dest: 2}], [{ cond=true, acceptance={} source=3 dest: 1}]], initial=3, aps=[p1:(AND (GT 2 (ADD s225 s226 s227 s228 s229 s230 s231 s232 s233 s234 s235 s236 s237 s238 s239 s240 s241 s242 s243 s244 s245 s246 s247 s248 s249 s250 s251 s252 s253 s254 s255 s256 s257 s258 s259 s260 s261 s262 s263 s264 s265 s266 s267 s268 s269 s270 s271 s272 s273 s274 s275 s276 s277 s278 s279 s280 s281 s282 s283 s284 s285 s286 s287 s288 s289 s290 s291 s292 s293 s294 s295 s296 s297 s298 s299 s300 s301 s302 s303 s304 s305 s306 s307 s308 s309 s310 s311 s312 s313 s314 s315 s316 s317 s318 s319 s320 s321 s322 s323 s324 s325 s326 s327 s328 s329 s330 s331 s332 s333 s334 s335 s336 s337 s338 s339 s340 s341 s342 s343 s344 s345 s346 s347 s348 s349 s350 s351 s352 s353 s354 s355 s356 s357 s358 s359 s360 s361 s362 s363 s364 s365 s366 s367 s368 s369 s370 s371 s372 s373 s374 s375 s376 s377 s378 s379 s380 s381 s382 s383 s384 s385 s386 s387 s388 s389 s390 s391 s392 s393 s394 s395 s396 s397 s398 s399 s400 s401 s402 s403 s404 s405 s406 s407 s408 s409 s410 s411 s412 s413 s414 s415 s416 s417 s418 s419 s420 s421 s422 s423 s424 s425 s426 s427 s428 s429 s430 s431 s432 s433 s434 s435 s436 s437 s438 s439 s440 s441 s442 s443 s444 s445 s446 s447 s448 s449)) (GT 1 (ADD s0 s1 s2 s3 s4 s5 s6 s7 s8 s9 s10 s11 s12 s13 s14 s15 s16 s17 s18 s19 s20 s21 s22 s23 s24 s25 s26 s27 s28 s29 s30 s31 s32 s33 s34 s35 s36 s37 s38 s39 s40 s41 s42 s43 s44 s45 s46 s47 s48 s49 s50 s51 s52 s53 s54 s55 s56 s57 s58 s59 s60 s61 s62 s63 s64 s65 s66 s67 s68 s69 s70 s71 s72 s73 s74 s75 s76 s77 s78 s79 s80 s81 s82 s83 s84 s85 s86 s87 s88 s89 s90 s91 s92 s93 s94 s95 s96 s97 s98 s99 s100 s101 s102 s103 s104 s105 s106 s107 s108 s109 s110 s111 s112 s113 s114 s115 s116 s117 s118 s119 s120 s121 s122 s123 s124 s125 s126 s127 s128 s129 s130 s131 s132 s133 s134 s135 s136 s137 s138 s139 s140 s141 s142 s143 s144 s145 s146 s147 s148 s149 s150 s151 s152 s153 s154 s155 s156 s157 s158 s159 s160 s161 s162 s163 s164 s165 s166 s167 s168 s169 s170 s171 s172 s173 s174 s175 s176 s177 s178 s179 s180 s181 s182 s183 s184 s185 s186 s187 s188 s189 s190 s191 s192 s193 s194 s195 s196 s197 s198 s199 s200 s201 s202 s203 s204 s205 s206 s207 s208 s209 s210 s211 s212 s213 s214 s215 s216 s217 s218 s219 s220 s221 s222 s223 s224))), p0:(LEQ 3 (ADD s225 s226 s227 s228 s229 s230 s231 s232 s233 s234 s235 s236 s237 s238 s239 s240 s241 s242 s243 s244 s245 s246 s247 s248 s249 s250 s251 s252 s253 s254 s255 s256 s257 s258 s259 s260 s261 s262 s263 s264 s265 s266 s267 s268 s269 s270 s271 s272 s273 s274 s275 s276 s277 s278 s279 s280 s281 s282 s283 s284 s285 s286 s287 s288 s289 s290 s291 s292 s293 s294 s295 s296 s297 s298 s299 s300 s301 s302 s303 s304 s305 s306 s307 s308 s309 s310 s311 s312 s313 s314 s315 s316 s317 s318 s319 s320 s321 s322 s323 s324 s325 s326 s327 s328 s329 s330 s331 s332 s333 s334 s335 s336 s337 s338 s339 s340 s341 s342 s343 s344 s345 s346 s347 s348 s349 s350 s351 s352 s353 s354 s355 s356 s357 s358 s359 s360 s361 s362 s363 s364 s365 s366 s367 s368 s369 s370 s371 s372 s373 s374 s375 s376 s377 s378 s379 s380 s381 s382 s383 s384 s385 s386 s387 s388 s389 s390 s391 s392 s393 s394 s395 s396 s397 s398 s399 s400 s401 s402 s403 s404 s405 s406 s407 s408 s409 s410 s411 s412 s413 s414 s415 s416 s417 s418 s419 s420 s421 s422 s423 s424 s425 s426 s427 s428 s429 s430 s431 s432 s433 s434 s435 s436 s437 s438 s439 s440 s441 s442 s443 s444 s445 s446 s447 s448 s449))], 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][false, false, false, false]]
Stuttering criterion allowed to conclude after 199 steps with 0 reset in 58 ms.
FORMULA Sudoku-PT-AN15-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-01 finished in 4697 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(G(p0))], workingDir=/home/mcc/execution]
Support contains 225 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Graph (complete) has 10125 edges and 4050 vertex of which 675 are kept as prefixes of interest. Removing 3375 places using SCC suffix rule.18 ms
Discarding 3375 places :
Also discarding 0 output transitions
Applied a total of 1 rules in 166 ms. Remains 675 /4050 variables (removed 3375) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:45] [INFO ] Computed 44 place invariants in 80 ms
[2021-05-17 13:30:46] [INFO ] Implicit Places using invariants in 542 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:46] [INFO ] Computed 44 place invariants in 81 ms
[2021-05-17 13:30:49] [INFO ] Implicit Places using invariants and state equation in 3533 ms returned []
Implicit Place search using SMT with State Equation took 4076 ms to find 0 implicit places.
[2021-05-17 13:30:50] [INFO ] Redundant transitions in 205 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:30:50] [INFO ] Computed 44 place invariants in 81 ms
[2021-05-17 13:30:51] [INFO ] Dead Transitions using invariants and state equation in 1216 ms returned []
Finished structural reductions, in 1 iterations. Remains : 675/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 30 ms :[true, (NOT p0)]
Running random walk in product with property : Sudoku-PT-AN15-05 automaton TGBA [mat=[[{ cond=true, acceptance={0} source=0 dest: 0}], [{ cond=(NOT p0), acceptance={} source=1 dest: 0}, { cond=p0, acceptance={} source=1 dest: 1}]], initial=1, aps=[p0:(LEQ 3 (ADD s450 s451 s452 s453 s454 s455 s456 s457 s458 s459 s460 s461 s462 s463 s464 s465 s466 s467 s468 s469 s470 s471 s472 s473 s474 s475 s476 s477 s478 s479 s480 s481 s482 s483 s484 s485 s486 s487 s488 s489 s490 s491 s492 s493 s494 s495 s496 s497 s498 s499 s500 s501 s502 s503 s504 s505 s506 s507 s508 s509 s510 s511 s512 s513 s514 s515 s516 s517 s518 s519 s520 s521 s522 s523 s524 s525 s526 s527 s528 s529 s530 s531 s532 s533 s534 s535 s536 s537 s538 s539 s540 s541 s542 s543 s544 s545 s546 s547 s548 s549 s550 s551 s552 s553 s554 s555 s556 s557 s558 s559 s560 s561 s562 s563 s564 s565 s566 s567 s568 s569 s570 s571 s572 s573 s574 s575 s576 s577 s578 s579 s580 s581 s582 s583 s584 s585 s586 s587 s588 s589 s590 s591 s592 s593 s594 s595 s596 s597 s598 s599 s600 s601 s602 s603 s604 s605 s606 s607 s608 s609 s610 s611 s612 s613 s614 s615 s616 s617 s618 s619 s620 s621 s622 s623 s624 s625 s626 s627 s628 s629 s630 s631 s632 s633 s634 s635 s636 s637 s638 s639 s640 s641 s642 s643 s644 s645 s646 s647 s648 s649 s650 s651 s652 s653 s654 s655 s656 s657 s658 s659 s660 s661 s662 s663 s664 s665 s666 s667 s668 s669 s670 s671 s672 s673 s674))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, stutter-invariant, terminal, very-weak, weak, inherently-weak], stateDesc=[null, null][true, true]]
Product exploration timeout after 39640 steps with 200 reset in 10002 ms.
Product exploration timeout after 39460 steps with 199 reset in 10003 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 675 transition count 3375
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge : F ( (Ga|G!a) & (Gb|G!b)...)
Knowledge obtained : [(F (OR (G p0) (G (NOT p0)))), p0]
Stuttering acceptance computed with spot in 27 ms :[true, (NOT p0)]
Product exploration timeout after 39910 steps with 201 reset in 10003 ms.
Product exploration timeout after 39540 steps with 199 reset in 10001 ms.
[2021-05-17 13:31:32] [INFO ] Flatten gal took : 198 ms
[2021-05-17 13:31:32] [INFO ] Flatten gal took : 133 ms
[2021-05-17 13:31:32] [INFO ] Time to serialize gal into /tmp/LTL2376890335825409184.gal : 24 ms
[2021-05-17 13:31:32] [INFO ] Time to serialize properties into /tmp/LTL6386440269608414328.ltl : 1 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTL2376890335825409184.gal, -t, CGAL, -LTL, /tmp/LTL6386440269608414328.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/LTL2376890335825409184.gal -t CGAL -LTL /tmp/LTL6386440269608414328.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !((G("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)")))
Formula 0 simplified : !G"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)"
Detected timeout of ITS tools.
[2021-05-17 13:31:47] [INFO ] Flatten gal took : 132 ms
[2021-05-17 13:31:47] [INFO ] Applying decomposition
[2021-05-17 13:31:48] [INFO ] Flatten gal took : 133 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/graph7479645214977138669.txt, -o, /tmp/graph7479645214977138669.bin, -w, /tmp/graph7479645214977138669.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/graph7479645214977138669.bin, -l, -1, -v, -w, /tmp/graph7479645214977138669.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-05-17 13:31:48] [INFO ] Decomposing Gal with order
[2021-05-17 13:31:48] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-05-17 13:31:49] [INFO ] Removed a total of 9450 redundant transitions.
[2021-05-17 13:31:49] [INFO ] Flatten gal took : 1094 ms
[2021-05-17 13:31:49] [INFO ] Fuse similar labels procedure discarded/fused a total of 0 labels/synchronizations in 25 ms.
[2021-05-17 13:31:49] [INFO ] Time to serialize gal into /tmp/LTL3938914829826158352.gal : 11 ms
[2021-05-17 13:31:49] [INFO ] Time to serialize properties into /tmp/LTL15213312140877356631.ltl : 1 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTL3938914829826158352.gal, -t, CGAL, -LTL, /tmp/LTL15213312140877356631.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/LTL3938914829826158352.gal -t CGAL -LTL /tmp/LTL15213312140877356631.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !((G("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu450.Columns_0_0+gu450.Columns_0_1)+gu450.Columns_0_2)+gu450.Columns_0_3)+gu450.Columns_0_4)+gu450.Columns_0_5)+gu450.Columns_0_6)+gu450.Columns_0_7)+gu450.Columns_0_8)+gu450.Columns_0_9)+gu450.Columns_0_10)+gu450.Columns_0_11)+gu450.Columns_0_12)+gu450.Columns_0_13)+gu450.Columns_0_14)+gu450.Columns_1_0)+gu450.Columns_1_1)+gu450.Columns_1_2)+gu450.Columns_1_3)+gu450.Columns_1_4)+gu450.Columns_1_5)+gu450.Columns_1_6)+gu450.Columns_1_7)+gu450.Columns_1_8)+gu450.Columns_1_9)+gu450.Columns_1_10)+gu450.Columns_1_11)+gu450.Columns_1_12)+gu450.Columns_1_13)+gu450.Columns_1_14)+gu450.Columns_2_0)+gu450.Columns_2_1)+gu450.Columns_2_2)+gu450.Columns_2_3)+gu450.Columns_2_4)+gu450.Columns_2_5)+gu450.Columns_2_6)+gu450.Columns_2_7)+gu450.Columns_2_8)+gu450.Columns_2_9)+gu450.Columns_2_10)+gu450.Columns_2_11)+gu450.Columns_2_12)+gu450.Columns_2_13)+gu450.Columns_2_14)+gu450.Columns_3_0)+gu450.Columns_3_1)+gu450.Columns_3_2)+gu450.Columns_3_3)+gu450.Columns_3_4)+gu450.Columns_3_5)+gu450.Columns_3_6)+gu450.Columns_3_7)+gu450.Columns_3_8)+gu450.Columns_3_9)+gu450.Columns_3_10)+gu450.Columns_3_11)+gu450.Columns_3_12)+gu450.Columns_3_13)+gu450.Columns_3_14)+gu450.Columns_4_0)+gu450.Columns_4_1)+gu450.Columns_4_2)+gu450.Columns_4_3)+gu450.Columns_4_4)+gu450.Columns_4_5)+gu450.Columns_4_6)+gu450.Columns_4_7)+gu450.Columns_4_8)+gu450.Columns_4_9)+gu450.Columns_4_10)+gu450.Columns_4_11)+gu450.Columns_4_12)+gu450.Columns_4_13)+gu450.Columns_4_14)+gu450.Columns_5_0)+gu450.Columns_5_1)+gu450.Columns_5_2)+gu450.Columns_5_3)+gu450.Columns_5_4)+gu450.Columns_5_5)+gu450.Columns_5_6)+gu450.Columns_5_7)+gu450.Columns_5_8)+gu450.Columns_5_9)+gu450.Columns_5_10)+gu450.Columns_5_11)+gu450.Columns_5_12)+gu450.Columns_5_13)+gu450.Columns_5_14)+gu450.Columns_6_0)+gu450.Columns_6_1)+gu450.Columns_6_2)+gu450.Columns_6_3)+gu450.Columns_6_4)+gu450.Columns_6_5)+gu450.Columns_6_6)+gu450.Columns_6_7)+gu450.Columns_6_8)+gu450.Columns_6_9)+gu450.Columns_6_10)+gu450.Columns_6_11)+gu450.Columns_6_12)+gu450.Columns_6_13)+gu450.Columns_6_14)+gu450.Columns_7_0)+gu450.Columns_7_1)+gu450.Columns_7_2)+gu450.Columns_7_3)+gu450.Columns_7_4)+gu450.Columns_7_5)+gu450.Columns_7_6)+gu450.Columns_7_7)+gu450.Columns_7_8)+gu450.Columns_7_9)+gu450.Columns_7_10)+gu450.Columns_7_11)+gu450.Columns_7_12)+gu450.Columns_7_13)+gu450.Columns_7_14)+gu450.Columns_8_0)+gu450.Columns_8_1)+gu450.Columns_8_2)+gu450.Columns_8_3)+gu450.Columns_8_4)+gu450.Columns_8_5)+gu450.Columns_8_6)+gu450.Columns_8_7)+gu450.Columns_8_8)+gu450.Columns_8_9)+gu450.Columns_8_10)+gu450.Columns_8_11)+gu450.Columns_8_12)+gu450.Columns_8_13)+gu450.Columns_8_14)+gu450.Columns_9_0)+gu450.Columns_9_1)+gu450.Columns_9_2)+gu450.Columns_9_3)+gu450.Columns_9_4)+gu450.Columns_9_5)+gu450.Columns_9_6)+gu450.Columns_9_7)+gu450.Columns_9_8)+gu450.Columns_9_9)+gu450.Columns_9_10)+gu450.Columns_9_11)+gu450.Columns_9_12)+gu450.Columns_9_13)+gu450.Columns_9_14)+gu450.Columns_10_0)+gu450.Columns_10_1)+gu450.Columns_10_2)+gu450.Columns_10_3)+gu450.Columns_10_4)+gu450.Columns_10_5)+gu450.Columns_10_6)+gu450.Columns_10_7)+gu450.Columns_10_8)+gu450.Columns_10_9)+gu450.Columns_10_10)+gu450.Columns_10_11)+gu450.Columns_10_12)+gu450.Columns_10_13)+gu450.Columns_10_14)+gu450.Columns_11_0)+gu450.Columns_11_1)+gu450.Columns_11_2)+gu450.Columns_11_3)+gu450.Columns_11_4)+gu450.Columns_11_5)+gu450.Columns_11_6)+gu450.Columns_11_7)+gu450.Columns_11_8)+gu450.Columns_11_9)+gu450.Columns_11_10)+gu450.Columns_11_11)+gu450.Columns_11_12)+gu450.Columns_11_13)+gu450.Columns_11_14)+gu450.Columns_12_0)+gu450.Columns_12_1)+gu450.Columns_12_2)+gu450.Columns_12_3)+gu450.Columns_12_4)+gu450.Columns_12_5)+gu450.Columns_12_6)+gu450.Columns_12_7)+gu450.Columns_12_8)+gu450.Columns_12_9)+gu450.Columns_12_10)+gu450.Columns_12_11)+gu450.Columns_12_12)+gu450.Columns_12_13)+gu450.Columns_12_14)+gu450.Columns_13_0)+gu450.Columns_13_1)+gu450.Columns_13_2)+gu450.Columns_13_3)+gu450.Columns_13_4)+gu450.Columns_13_5)+gu450.Columns_13_6)+gu450.Columns_13_7)+gu450.Columns_13_8)+gu450.Columns_13_9)+gu450.Columns_13_10)+gu450.Columns_13_11)+gu450.Columns_13_12)+gu450.Columns_13_13)+gu450.Columns_13_14)+gu450.Columns_14_0)+gu450.Columns_14_1)+gu450.Columns_14_2)+gu450.Columns_14_3)+gu450.Columns_14_4)+gu450.Columns_14_5)+gu450.Columns_14_6)+gu450.Columns_14_7)+gu450.Columns_14_8)+gu450.Columns_14_9)+gu450.Columns_14_10)+gu450.Columns_14_11)+gu450.Columns_14_12)+gu450.Columns_14_13)+gu450.Columns_14_14)>=3)")))
Formula 0 simplified : !G"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu450.Columns_0_0+gu450.Columns_0_1)+gu450.Columns_0_2)+gu450.Columns_0_3)+gu450.Columns_0_4)+gu450.Columns_0_5)+gu450.Columns_0_6)+gu450.Columns_0_7)+gu450.Columns_0_8)+gu450.Columns_0_9)+gu450.Columns_0_10)+gu450.Columns_0_11)+gu450.Columns_0_12)+gu450.Columns_0_13)+gu450.Columns_0_14)+gu450.Columns_1_0)+gu450.Columns_1_1)+gu450.Columns_1_2)+gu450.Columns_1_3)+gu450.Columns_1_4)+gu450.Columns_1_5)+gu450.Columns_1_6)+gu450.Columns_1_7)+gu450.Columns_1_8)+gu450.Columns_1_9)+gu450.Columns_1_10)+gu450.Columns_1_11)+gu450.Columns_1_12)+gu450.Columns_1_13)+gu450.Columns_1_14)+gu450.Columns_2_0)+gu450.Columns_2_1)+gu450.Columns_2_2)+gu450.Columns_2_3)+gu450.Columns_2_4)+gu450.Columns_2_5)+gu450.Columns_2_6)+gu450.Columns_2_7)+gu450.Columns_2_8)+gu450.Columns_2_9)+gu450.Columns_2_10)+gu450.Columns_2_11)+gu450.Columns_2_12)+gu450.Columns_2_13)+gu450.Columns_2_14)+gu450.Columns_3_0)+gu450.Columns_3_1)+gu450.Columns_3_2)+gu450.Columns_3_3)+gu450.Columns_3_4)+gu450.Columns_3_5)+gu450.Columns_3_6)+gu450.Columns_3_7)+gu450.Columns_3_8)+gu450.Columns_3_9)+gu450.Columns_3_10)+gu450.Columns_3_11)+gu450.Columns_3_12)+gu450.Columns_3_13)+gu450.Columns_3_14)+gu450.Columns_4_0)+gu450.Columns_4_1)+gu450.Columns_4_2)+gu450.Columns_4_3)+gu450.Columns_4_4)+gu450.Columns_4_5)+gu450.Columns_4_6)+gu450.Columns_4_7)+gu450.Columns_4_8)+gu450.Columns_4_9)+gu450.Columns_4_10)+gu450.Columns_4_11)+gu450.Columns_4_12)+gu450.Columns_4_13)+gu450.Columns_4_14)+gu450.Columns_5_0)+gu450.Columns_5_1)+gu450.Columns_5_2)+gu450.Columns_5_3)+gu450.Columns_5_4)+gu450.Columns_5_5)+gu450.Columns_5_6)+gu450.Columns_5_7)+gu450.Columns_5_8)+gu450.Columns_5_9)+gu450.Columns_5_10)+gu450.Columns_5_11)+gu450.Columns_5_12)+gu450.Columns_5_13)+gu450.Columns_5_14)+gu450.Columns_6_0)+gu450.Columns_6_1)+gu450.Columns_6_2)+gu450.Columns_6_3)+gu450.Columns_6_4)+gu450.Columns_6_5)+gu450.Columns_6_6)+gu450.Columns_6_7)+gu450.Columns_6_8)+gu450.Columns_6_9)+gu450.Columns_6_10)+gu450.Columns_6_11)+gu450.Columns_6_12)+gu450.Columns_6_13)+gu450.Columns_6_14)+gu450.Columns_7_0)+gu450.Columns_7_1)+gu450.Columns_7_2)+gu450.Columns_7_3)+gu450.Columns_7_4)+gu450.Columns_7_5)+gu450.Columns_7_6)+gu450.Columns_7_7)+gu450.Columns_7_8)+gu450.Columns_7_9)+gu450.Columns_7_10)+gu450.Columns_7_11)+gu450.Columns_7_12)+gu450.Columns_7_13)+gu450.Columns_7_14)+gu450.Columns_8_0)+gu450.Columns_8_1)+gu450.Columns_8_2)+gu450.Columns_8_3)+gu450.Columns_8_4)+gu450.Columns_8_5)+gu450.Columns_8_6)+gu450.Columns_8_7)+gu450.Columns_8_8)+gu450.Columns_8_9)+gu450.Columns_8_10)+gu450.Columns_8_11)+gu450.Columns_8_12)+gu450.Columns_8_13)+gu450.Columns_8_14)+gu450.Columns_9_0)+gu450.Columns_9_1)+gu450.Columns_9_2)+gu450.Columns_9_3)+gu450.Columns_9_4)+gu450.Columns_9_5)+gu450.Columns_9_6)+gu450.Columns_9_7)+gu450.Columns_9_8)+gu450.Columns_9_9)+gu450.Columns_9_10)+gu450.Columns_9_11)+gu450.Columns_9_12)+gu450.Columns_9_13)+gu450.Columns_9_14)+gu450.Columns_10_0)+gu450.Columns_10_1)+gu450.Columns_10_2)+gu450.Columns_10_3)+gu450.Columns_10_4)+gu450.Columns_10_5)+gu450.Columns_10_6)+gu450.Columns_10_7)+gu450.Columns_10_8)+gu450.Columns_10_9)+gu450.Columns_10_10)+gu450.Columns_10_11)+gu450.Columns_10_12)+gu450.Columns_10_13)+gu450.Columns_10_14)+gu450.Columns_11_0)+gu450.Columns_11_1)+gu450.Columns_11_2)+gu450.Columns_11_3)+gu450.Columns_11_4)+gu450.Columns_11_5)+gu450.Columns_11_6)+gu450.Columns_11_7)+gu450.Columns_11_8)+gu450.Columns_11_9)+gu450.Columns_11_10)+gu450.Columns_11_11)+gu450.Columns_11_12)+gu450.Columns_11_13)+gu450.Columns_11_14)+gu450.Columns_12_0)+gu450.Columns_12_1)+gu450.Columns_12_2)+gu450.Columns_12_3)+gu450.Columns_12_4)+gu450.Columns_12_5)+gu450.Columns_12_6)+gu450.Columns_12_7)+gu450.Columns_12_8)+gu450.Columns_12_9)+gu450.Columns_12_10)+gu450.Columns_12_11)+gu450.Columns_12_12)+gu450.Columns_12_13)+gu450.Columns_12_14)+gu450.Columns_13_0)+gu450.Columns_13_1)+gu450.Columns_13_2)+gu450.Columns_13_3)+gu450.Columns_13_4)+gu450.Columns_13_5)+gu450.Columns_13_6)+gu450.Columns_13_7)+gu450.Columns_13_8)+gu450.Columns_13_9)+gu450.Columns_13_10)+gu450.Columns_13_11)+gu450.Columns_13_12)+gu450.Columns_13_13)+gu450.Columns_13_14)+gu450.Columns_14_0)+gu450.Columns_14_1)+gu450.Columns_14_2)+gu450.Columns_14_3)+gu450.Columns_14_4)+gu450.Columns_14_5)+gu450.Columns_14_6)+gu450.Columns_14_7)+gu450.Columns_14_8)+gu450.Columns_14_9)+gu450.Columns_14_10)+gu450.Columns_14_11)+gu450.Columns_14_12)+gu450.Columns_14_13)+gu450.Columns_14_14)>=3)"
Detected timeout of ITS tools.
Built C files in :
/tmp/ltsmin500974523483060080
[2021-05-17 13:32:05] [INFO ] Built C files in 58ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin500974523483060080
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/ltsmin500974523483060080]
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/ltsmin500974523483060080] 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/ltsmin500974523483060080] 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 Sudoku-PT-AN15-05 finished in 80365 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(F(p0)))], workingDir=/home/mcc/execution]
Support contains 2 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Reduce places removed 3374 places and 0 transitions.
Iterating post reduction 0 with 3374 rules applied. Total rules applied 3374 place count 676 transition count 3375
Applied a total of 3374 rules in 107 ms. Remains 676 /4050 variables (removed 3374) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 676 cols
[2021-05-17 13:32:06] [INFO ] Computed 44 place invariants in 278 ms
[2021-05-17 13:32:07] [INFO ] Implicit Places using invariants in 916 ms returned []
// Phase 1: matrix 3375 rows 676 cols
[2021-05-17 13:32:07] [INFO ] Computed 44 place invariants in 208 ms
[2021-05-17 13:32:12] [INFO ] Implicit Places using invariants and state equation in 5062 ms returned []
Implicit Place search using SMT with State Equation took 5985 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 676 cols
[2021-05-17 13:32:12] [INFO ] Computed 44 place invariants in 195 ms
[2021-05-17 13:32:13] [INFO ] Dead Transitions using invariants and state equation in 1480 ms returned []
Finished structural reductions, in 1 iterations. Remains : 676/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 53 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : Sudoku-PT-AN15-09 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=(NOT p0), acceptance={0} source=1 dest: 1}]], initial=0, aps=[p0:(LEQ s285 s225)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, deterministic, no-univ-branch, unambiguous, semi-deterministic, very-weak, weak, inherently-weak], stateDesc=[null, null][false, false]]
Stuttering criterion allowed to conclude after 1179 steps with 10 reset in 376 ms.
FORMULA Sudoku-PT-AN15-09 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-09 finished in 8021 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(G(F(p0)))], workingDir=/home/mcc/execution]
Support contains 2 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Graph (complete) has 10125 edges and 4050 vertex of which 675 are kept as prefixes of interest. Removing 3375 places using SCC suffix rule.11 ms
Discarding 3375 places :
Also discarding 0 output transitions
Applied a total of 1 rules in 124 ms. Remains 675 /4050 variables (removed 3375) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:14] [INFO ] Computed 44 place invariants in 97 ms
[2021-05-17 13:32:14] [INFO ] Implicit Places using invariants in 747 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:15] [INFO ] Computed 44 place invariants in 86 ms
[2021-05-17 13:32:19] [INFO ] Implicit Places using invariants and state equation in 4356 ms returned []
Implicit Place search using SMT with State Equation took 5108 ms to find 0 implicit places.
[2021-05-17 13:32:19] [INFO ] Redundant transitions in 194 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:19] [INFO ] Computed 44 place invariants in 98 ms
[2021-05-17 13:32:20] [INFO ] Dead Transitions using invariants and state equation in 1263 ms returned []
Finished structural reductions, in 1 iterations. Remains : 675/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 58 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : Sudoku-PT-AN15-10 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:(LEQ s514 s306)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, stutter-invariant, very-weak, weak, inherently-weak], stateDesc=[null, null][true, true]]
Stuttering criterion allowed to conclude after 583 steps with 2 reset in 137 ms.
FORMULA Sudoku-PT-AN15-10 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-10 finished in 6910 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(X(F((p0&&G(p1))))))], workingDir=/home/mcc/execution]
Support contains 4 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Reduce places removed 3375 places and 0 transitions.
Iterating post reduction 0 with 3375 rules applied. Total rules applied 3375 place count 675 transition count 3375
Applied a total of 3375 rules in 98 ms. Remains 675 /4050 variables (removed 3375) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:21] [INFO ] Computed 44 place invariants in 82 ms
[2021-05-17 13:32:21] [INFO ] Implicit Places using invariants in 743 ms returned []
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:21] [INFO ] Computed 44 place invariants in 83 ms
[2021-05-17 13:32:26] [INFO ] Implicit Places using invariants and state equation in 4533 ms returned []
Implicit Place search using SMT with State Equation took 5278 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 675 cols
[2021-05-17 13:32:26] [INFO ] Computed 44 place invariants in 85 ms
[2021-05-17 13:32:27] [INFO ] Dead Transitions using invariants and state equation in 1452 ms returned []
Finished structural reductions, in 1 iterations. Remains : 675/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 126 ms :[(OR (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (NOT p1)]
Running random walk in product with property : Sudoku-PT-AN15-11 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=true, acceptance={} source=1 dest: 2}], [{ cond=(OR (NOT p0) (NOT p1)), acceptance={0} source=2 dest: 2}, { cond=(AND p0 p1), acceptance={} source=2 dest: 3}], [{ cond=(NOT p1), acceptance={0} source=3 dest: 2}, { cond=p1, acceptance={} source=3 dest: 3}]], initial=0, aps=[p0:(LEQ s96 s276), p1:(LEQ s299 s99)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic], stateDesc=[null, null, null, null][false, false, false, false]]
Stuttering criterion allowed to conclude after 592 steps with 2 reset in 139 ms.
FORMULA Sudoku-PT-AN15-11 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-11 finished in 7116 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(((X((p0&&X(p1)))&&F((p2||X(X(p2)))))||X(G((p0&&X(p1)))))))], workingDir=/home/mcc/execution]
Support contains 6 out of 4050 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 4050/4050 places, 3375/3375 transitions.
Reduce places removed 3373 places and 0 transitions.
Iterating post reduction 0 with 3373 rules applied. Total rules applied 3373 place count 677 transition count 3375
Applied a total of 3373 rules in 88 ms. Remains 677 /4050 variables (removed 3373) and now considering 3375/3375 (removed 0) transitions.
// Phase 1: matrix 3375 rows 677 cols
[2021-05-17 13:32:28] [INFO ] Computed 44 place invariants in 244 ms
[2021-05-17 13:32:29] [INFO ] Implicit Places using invariants in 961 ms returned []
// Phase 1: matrix 3375 rows 677 cols
[2021-05-17 13:32:29] [INFO ] Computed 44 place invariants in 228 ms
[2021-05-17 13:32:32] [INFO ] Implicit Places using invariants and state equation in 3596 ms returned []
Implicit Place search using SMT with State Equation took 4561 ms to find 0 implicit places.
// Phase 1: matrix 3375 rows 677 cols
[2021-05-17 13:32:32] [INFO ] Computed 44 place invariants in 226 ms
[2021-05-17 13:32:34] [INFO ] Dead Transitions using invariants and state equation in 1530 ms returned []
Finished structural reductions, in 1 iterations. Remains : 677/4050 places, 3375/3375 transitions.
Stuttering acceptance computed with spot in 210 ms :[(OR (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (OR (AND (NOT p1) (NOT p2)) (AND (NOT p0) (NOT p2))), true, (NOT p1), (AND (NOT p2) p0 (NOT p1)), (NOT p2)]
Running random walk in product with property : Sudoku-PT-AN15-12 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=true, acceptance={} source=1 dest: 2}, { cond=(NOT p2), acceptance={} source=1 dest: 3}], [{ cond=(NOT p0), acceptance={} source=2 dest: 4}, { cond=p0, acceptance={} source=2 dest: 5}], [{ cond=(AND (NOT p2) p0), acceptance={} source=3 dest: 3}, { cond=(AND (NOT p2) p0), acceptance={} source=3 dest: 6}, { cond=(AND (NOT p2) (NOT p0)), acceptance={} source=3 dest: 7}], [{ cond=true, acceptance={0} source=4 dest: 4}], [{ cond=(NOT p1), acceptance={} source=5 dest: 4}], [{ cond=(AND (NOT p2) p0 (NOT p1)), acceptance={} source=6 dest: 7}], [{ cond=(NOT p2), acceptance={0} source=7 dest: 7}]], initial=0, aps=[p2:(GT s402 s566), p0:(GT s226 s544), p1:(LEQ s225 s179)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null, null, null, null, null][false, false, false, false, false, false, false, false]]
Entered a terminal (fully accepting) state of product in 2 steps with 0 reset in 3 ms.
FORMULA Sudoku-PT-AN15-12 FALSE TECHNIQUES STUTTER_TEST
Treatment of property Sudoku-PT-AN15-12 finished in 6420 ms.
Using solver Z3 to compute partial order matrices.
Built C files in :
/tmp/ltsmin15734175275446282219
[2021-05-17 13:32:34] [INFO ] Too many transitions (3375) to apply POR reductions. Disabling POR matrices.
[2021-05-17 13:32:34] [INFO ] Built C files in 46ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin15734175275446282219
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/ltsmin15734175275446282219]
[2021-05-17 13:32:34] [INFO ] Applying decomposition
[2021-05-17 13:32:35] [INFO ] Flatten gal took : 204 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/graph5854362080599687259.txt, -o, /tmp/graph5854362080599687259.bin, -w, /tmp/graph5854362080599687259.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/graph5854362080599687259.bin, -l, -1, -v, -w, /tmp/graph5854362080599687259.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-05-17 13:32:36] [INFO ] Decomposing Gal with order
[2021-05-17 13:32:36] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-05-17 13:32:43] [INFO ] Removed a total of 6075 redundant transitions.
[2021-05-17 13:32:43] [INFO ] Flatten gal took : 7099 ms
[2021-05-17 13:32:43] [INFO ] Fuse similar labels procedure discarded/fused a total of 0 labels/synchronizations in 27 ms.
[2021-05-17 13:32:43] [INFO ] Time to serialize gal into /tmp/LTLCardinality2170157230509998328.gal : 24 ms
[2021-05-17 13:32:43] [INFO ] Time to serialize properties into /tmp/LTLCardinality14154601316935429945.ltl : 1 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTLCardinality2170157230509998328.gal, -t, CGAL, -LTL, /tmp/LTLCardinality14154601316935429945.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/LTLCardinality2170157230509998328.gal -t CGAL -LTL /tmp/LTLCardinality14154601316935429945.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : 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12_7)+gu2.Columns_12_8)+gu2.Columns_12_9)+gu2.Columns_12_10)+gu2.Columns_12_11)+gu2.Columns_12_12)+gu2.Columns_12_13)+gu2.Columns_12_14)+gu2.Columns_13_0)+gu2.Columns_13_1)+gu2.Columns_13_2)+gu2.Columns_13_3)+gu2.Columns_13_4)+gu2.Columns_13_5)+gu2.Columns_13_6)+gu2.Columns_13_7)+gu2.Columns_13_8)+gu2.Columns_13_9)+gu2.Columns_13_10)+gu2.Columns_13_11)+gu2.Columns_13_12)+gu2.Columns_13_13)+gu2.Columns_13_14)+gu2.Columns_14_0)+gu2.Columns_14_1)+gu2.Columns_14_2)+gu2.Columns_14_3)+gu2.Columns_14_4)+gu2.Columns_14_5)+gu2.Columns_14_6)+gu2.Columns_14_7)+gu2.Columns_14_8)+gu2.Columns_14_9)+gu2.Columns_14_10)+gu2.Columns_14_11)+gu2.Columns_14_12)+gu2.Columns_14_13)+gu2.Columns_14_14))"))))&&(G("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu2.Columns_0_0+gu2.Columns_0_1)+gu2.Columns_0_2)+gu2.Columns_0_3)+gu2.Columns_0_4)+gu2.Columns_0_5)+gu2.Columns_0_6)+gu2.Columns_0_7)+gu2.Columns_0_8)+gu2.Columns_0_9)+gu2.Columns_0_10)+gu2.Columns_0_11)+gu2.Columns_0_12)+gu2.Columns_0_13)+gu2.Columns_0_14)+gu2.Columns_1_0)+gu2.Columns_1_1)+gu2.Columns_1_2)+gu2.Columns_1_3)+gu2.Columns_1_4)+gu2.Columns_1_5)+gu2.Columns_1_6)+gu2.Columns_1_7)+gu2.Columns_1_8)+gu2.Columns_1_9)+gu2.Columns_1_10)+gu2.Columns_1_11)+gu2.Columns_1_12)+gu2.Columns_1_13)+gu2.Columns_1_14)+gu2.Columns_2_0)+gu2.Columns_2_1)+gu2.Columns_2_2)+gu2.Columns_2_3)+gu2.Columns_2_4)+gu2.Columns_2_5)+gu2.Columns_2_6)+gu2.Columns_2_7)+gu2.Columns_2_8)+gu2.Columns_2_9)+gu2.Columns_2_10)+gu2.Columns_2_11)+gu2.Columns_2_12)+gu2.Columns_2_13)+gu2.Columns_2_14)+gu2.Columns_3_0)+gu2.Columns_3_1)+gu2.Columns_3_2)+gu2.Columns_3_3)+gu2.Columns_3_4)+gu2.Columns_3_5)+gu2.Columns_3_6)+gu2.Columns_3_7)+gu2.Columns_3_8)+gu2.Columns_3_9)+gu2.Columns_3_10)+gu2.Columns_3_11)+gu2.Columns_3_12)+gu2.Columns_3_13)+gu2.Columns_3_14)+gu2.Columns_4_0)+gu2.Columns_4_1)+gu2.Columns_4_2)+gu2.Columns_4_3)+gu2.Columns_4_4)+gu2.Columns_4_5)+gu2.Columns_4_6)+gu2.Columns_4_7)+gu2.Columns_4_8)+gu2.Columns_4_9)+gu2.Columns_4_10)+gu2.Columns_4_11)+gu2.Columns_4_12)+gu2.Columns_4_13)+gu2.Columns_4_14)+gu2.Columns_5_0)+gu2.Columns_5_1)+gu2.Columns_5_2)+gu2.Columns_5_3)+gu2.Columns_5_4)+gu2.Columns_5_5)+gu2.Columns_5_6)+gu2.Columns_5_7)+gu2.Columns_5_8)+gu2.Columns_5_9)+gu2.Columns_5_10)+gu2.Columns_5_11)+gu2.Columns_5_12)+gu2.Columns_5_13)+gu2.Columns_5_14)+gu2.Columns_6_0)+gu2.Columns_6_1)+gu2.Columns_6_2)+gu2.Columns_6_3)+gu2.Columns_6_4)+gu2.Columns_6_5)+gu2.Columns_6_6)+gu2.Columns_6_7)+gu2.Columns_6_8)+gu2.Columns_6_9)+gu2.Columns_6_10)+gu2.Columns_6_11)+gu2.Columns_6_12)+gu2.Columns_6_13)+gu2.Columns_6_14)+gu2.Columns_7_0)+gu2.Columns_7_1)+gu2.Columns_7_2)+gu2.Columns_7_3)+gu2.Columns_7_4)+gu2.Columns_7_5)+gu2.Columns_7_6)+gu2.Columns_7_7)+gu2.Columns_7_8)+gu2.Columns_7_9)+gu2.Columns_7_10)+gu2.Columns_7_11)+gu2.Columns_7_12)+gu2.Columns_7_13)+gu2.Columns_7_14)+gu2.Columns_8_0)+gu2.Columns_8_1)+gu2.Columns_8_2)+gu2.Columns_8_3)+gu2.Columns_8_4)+gu2.Columns_8_5)+gu2.Columns_8_6)+gu2.Columns_8_7)+gu2.Columns_8_8)+gu2.Columns_8_9)+gu2.Columns_8_10)+gu2.Columns_8_11)+gu2.Columns_8_12)+gu2.Columns_8_13)+gu2.Columns_8_14)+gu2.Columns_9_0)+gu2.Columns_9_1)+gu2.Columns_9_2)+gu2.Columns_9_3)+gu2.Columns_9_4)+gu2.Columns_9_5)+gu2.Columns_9_6)+gu2.Columns_9_7)+gu2.Columns_9_8)+gu2.Columns_9_9)+gu2.Columns_9_10)+gu2.Columns_9_11)+gu2.Columns_9_12)+gu2.Columns_9_13)+gu2.Columns_9_14)+gu2.Columns_10_0)+gu2.Columns_10_1)+gu2.Columns_10_2)+gu2.Columns_10_3)+gu2.Columns_10_4)+gu2.Columns_10_5)+gu2.Columns_10_6)+gu2.Columns_10_7)+gu2.Columns_10_8)+gu2.Columns_10_9)+gu2.Columns_10_10)+gu2.Columns_10_11)+gu2.Columns_10_12)+gu2.Columns_10_13)+gu2.Columns_10_14)+gu2.Columns_11_0)+gu2.Columns_11_1)+gu2.Columns_11_2)+gu2.Columns_11_3)+gu2.Columns_11_4)+gu2.Columns_11_5)+gu2.Columns_11_6)+gu2.Columns_11_7)+gu2.Columns_11_8)+gu2.Columns_11_9)+gu2.Columns_11_10)+gu2.Columns_11_11)+gu2.Columns_11_12)+gu2.Columns_11_13)+gu2.Columns_11_14)+gu2.Columns_12_0)+gu2.Columns_12_1)+gu2.Columns_12_2)+gu2.Columns_12_3)+gu2.Columns_12_4)+gu2.Columns_12_5)+gu2.Columns_12_6)+gu2.Columns_12_7)+gu2.Columns_12_8)+gu2.Columns_12_9)+gu2.Columns_12_10)+gu2.Columns_12_11)+gu2.Columns_12_12)+gu2.Columns_12_13)+gu2.Columns_12_14)+gu2.Columns_13_0)+gu2.Columns_13_1)+gu2.Columns_13_2)+gu2.Columns_13_3)+gu2.Columns_13_4)+gu2.Columns_13_5)+gu2.Columns_13_6)+gu2.Columns_13_7)+gu2.Columns_13_8)+gu2.Columns_13_9)+gu2.Columns_13_10)+gu2.Columns_13_11)+gu2.Columns_13_12)+gu2.Columns_13_13)+gu2.Columns_13_14)+gu2.Columns_14_0)+gu2.Columns_14_1)+gu2.Columns_14_2)+gu2.Columns_14_3)+gu2.Columns_14_4)+gu2.Columns_14_5)+gu2.Columns_14_6)+gu2.Columns_14_7)+gu2.Columns_14_8)+gu2.Columns_14_9)+gu2.Columns_14_10)+gu2.Columns_14_11)+gu2.Columns_14_12)+gu2.Columns_14_13)+gu2.Columns_14_14)>=3)"))))
Formula 0 simplified : !(F("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu0.Rows_0_0+gu0.Rows_0_1)+gu0.Rows_0_2)+gu0.Rows_0_3)+gu0.Rows_0_4)+gu0.Rows_0_5)+gu0.Rows_0_6)+gu0.Rows_0_7)+gu0.Rows_0_8)+gu0.Rows_0_9)+gu0.Rows_0_10)+gu0.Rows_0_11)+gu0.Rows_0_12)+gu0.Rows_0_13)+gu0.Rows_0_14)+gu0.Rows_1_0)+gu0.Rows_1_1)+gu0.Rows_1_2)+gu0.Rows_1_3)+gu0.Rows_1_4)+gu0.Rows_1_5)+gu0.Rows_1_6)+gu0.Rows_1_7)+gu0.Rows_1_8)+gu0.Rows_1_9)+gu0.Rows_1_10)+gu0.Rows_1_11)+gu0.Rows_1_12)+gu0.Rows_1_13)+gu0.Rows_1_14)+gu0.Rows_2_0)+gu0.Rows_2_1)+gu0.Rows_2_2)+gu0.Rows_2_3)+gu0.Rows_2_4)+gu0.Rows_2_5)+gu0.Rows_2_6)+gu0.Rows_2_7)+gu0.Rows_2_8)+gu0.Rows_2_9)+gu0.Rows_2_10)+gu0.Rows_2_11)+gu0.Rows_2_12)+gu0.Rows_2_13)+gu0.Rows_2_14)+gu0.Rows_3_0)+gu0.Rows_3_1)+gu0.Rows_3_2)+gu0.Rows_3_3)+gu0.Rows_3_4)+gu0.Rows_3_5)+gu0.Rows_3_6)+gu0.Rows_3_7)+gu0.Rows_3_8)+gu0.Rows_3_9)+gu0.Rows_3_10)+gu0.Rows_3_11)+gu0.Rows_3_12)+gu0.Rows_3_13)+gu0.Rows_3_14)+gu0.Rows_4_0)+gu0.Rows_4_1)+gu0.Rows_4_2)+gu0.Rows_4_3)+gu0.Rows_4_4)+gu0.Rows_4_5)+gu0.Rows_4_6)+gu0.Rows_4_7)+gu0.Rows_4_8)+gu0.Rows_4_9)+gu0.Rows_4_10)+gu0.Rows_4_11)+gu0.Rows_4_12)+gu0.Rows_4_13)+gu0.Rows_4_14)+gu0.Rows_5_0)+gu0.Rows_5_1)+gu0.Rows_5_2)+gu0.Rows_5_3)+gu0.Rows_5_4)+gu0.Rows_5_5)+gu0.Rows_5_6)+gu0.Rows_5_7)+gu0.Rows_5_8)+gu0.Rows_5_9)+gu0.Rows_5_10)+gu0.Rows_5_11)+gu0.Rows_5_12)+gu0.Rows_5_13)+gu0.Rows_5_14)+gu0.Rows_6_0)+gu0.Rows_6_1)+gu0.Rows_6_2)+gu0.Rows_6_3)+gu0.Rows_6_4)+gu0.Rows_6_5)+gu0.Rows_6_6)+gu0.Rows_6_7)+gu0.Rows_6_8)+gu0.Rows_6_9)+gu0.Rows_6_10)+gu0.Rows_6_11)+gu0.Rows_6_12)+gu0.Rows_6_13)+gu0.Rows_6_14)+gu0.Rows_7_0)+gu0.Rows_7_1)+gu0.Rows_7_2)+gu0.Rows_7_3)+gu0.Rows_7_4)+gu0.Rows_7_5)+gu0.Rows_7_6)+gu0.Rows_7_7)+gu0.Rows_7_8)+gu0.Rows_7_9)+gu0.Rows_7_10)+gu0.Rows_7_11)+gu0.Rows_7_12)+gu0.Rows_7_13)+gu0.Rows_7_14)+gu0.Rows_8_0)+gu0.Rows_8_1)+gu0.Rows_8_2)+gu0.Rows_8_3)+gu0.Rows_8_4)+gu0.Rows_8_5)+gu0.Rows_8_6)+gu0.Rows_8_7)+gu0.Rows_8_8)+gu0.Rows_8_9)+gu0.Rows_8_10)+gu0.Rows_8_11)+gu0.Rows_8_12)+gu0.Rows_8_13)+gu0.Rows_8_14)+gu0.Rows_9_0)+gu0.Rows_9_1)+gu0.Rows_9_2)+gu0.Rows_9_3)+gu0.Rows_9_4)+gu0.Rows_9_5)+gu0.Rows_9_6)+gu0.Rows_9_7)+gu0.Rows_9_8)+gu0.Rows_9_9)+gu0.Rows_9_10)+gu0.Rows_9_11)+gu0.Rows_9_12)+gu0.Rows_9_13)+gu0.Rows_9_14)+gu0.Rows_10_0)+gu0.Rows_10_1)+gu0.Rows_10_2)+gu0.Rows_10_3)+gu0.Rows_10_4)+gu0.Rows_10_5)+gu0.Rows_10_6)+gu0.Rows_10_7)+gu0.Rows_10_8)+gu0.Rows_10_9)+gu0.Rows_10_10)+gu0.Rows_10_11)+gu0.Rows_10_12)+gu0.Rows_10_13)+gu0.Rows_10_14)+gu0.Rows_11_0)+gu0.Rows_11_1)+gu0.Rows_11_2)+gu0.Rows_11_3)+gu0.Rows_11_4)+gu0.Rows_11_5)+gu0.Rows_11_6)+gu0.Rows_11_7)+gu0.Rows_11_8)+gu0.Rows_11_9)+gu0.Rows_11_10)+gu0.Rows_11_11)+gu0.Rows_11_12)+gu0.Rows_11_13)+gu0.Rows_11_14)+gu0.Rows_12_0)+gu0.Rows_12_1)+gu0.Rows_12_2)+gu0.Rows_12_3)+gu0.Rows_12_4)+gu0.Rows_12_5)+gu0.Rows_12_6)+gu0.Rows_12_7)+gu0.Rows_12_8)+gu0.Rows_12_9)+gu0.Rows_12_10)+gu0.Rows_12_11)+gu0.Rows_12_12)+gu0.Rows_12_13)+gu0.Rows_12_14)+gu0.Rows_13_0)+gu0.Rows_13_1)+gu0.Rows_13_2)+gu0.Rows_13_3)+gu0.Rows_13_4)+gu0.Rows_13_5)+gu0.Rows_13_6)+gu0.Rows_13_7)+gu0.Rows_13_8)+gu0.Rows_13_9)+gu0.Rows_13_10)+gu0.Rows_13_11)+gu0.Rows_13_12)+gu0.Rows_13_13)+gu0.Rows_13_14)+gu0.Rows_14_0)+gu0.Rows_14_1)+gu0.Rows_14_2)+gu0.Rows_14_3)+gu0.Rows_14_4)+gu0.Rows_14_5)+gu0.Rows_14_6)+gu0.Rows_14_7)+gu0.Rows_14_8)+gu0.Rows_14_9)+gu0.Rows_14_10)+gu0.Rows_14_11)+gu0.Rows_14_12)+gu0.Rows_14_13)+gu0.Rows_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu2.Columns_0_0+gu2.Columns_0_1)+gu2.Columns_0_2)+gu2.Columns_0_3)+gu2.Columns_0_4)+gu2.Columns_0_5)+gu2.Columns_0_6)+gu2.Columns_0_7)+gu2.Columns_0_8)+gu2.Columns_0_9)+gu2.Columns_0_10)+gu2.Columns_0_11)+gu2.Columns_0_12)+gu2.Columns_0_13)+gu2.Columns_0_14)+gu2.Columns_1_0)+gu2.Columns_1_1)+gu2.Columns_1_2)+gu2.Columns_1_3)+gu2.Columns_1_4)+gu2.Columns_1_5)+gu2.Columns_1_6)+gu2.Columns_1_7)+gu2.Columns_1_8)+gu2.Columns_1_9)+gu2.Columns_1_10)+gu2.Columns_1_11)+gu2.Columns_1_12)+gu2.Columns_1_13)+gu2.Columns_1_14)+gu2.Columns_2_0)+gu2.Columns_2_1)+gu2.Columns_2_2)+gu2.Columns_2_3)+gu2.Columns_2_4)+gu2.Columns_2_5)+gu2.Columns_2_6)+gu2.Columns_2_7)+gu2.Columns_2_8)+gu2.Columns_2_9)+gu2.Columns_2_10)+gu2.Columns_2_11)+gu2.Columns_2_12)+gu2.Columns_2_13)+gu2.Columns_2_14)+gu2.Columns_3_0)+gu2.Columns_3_1)+gu2.Columns_3_2)+gu2.Columns_3_3)+gu2.Columns_3_4)+gu2.Columns_3_5)+gu2.Columns_3_6)+gu2.Columns_3_7)+gu2.Columns_3_8)+gu2.Columns_3_9)+gu2.Columns_3_10)+gu2.Columns_3_11)+gu2.Columns_3_12)+gu2.Columns_3_13)+gu2.Columns_3_14)+gu2.Columns_4_0)+gu2.Columns_4_1)+gu2.Columns_4_2)+gu2.Columns_4_3)+gu2.Columns_4_4)+gu2.Columns_4_5)+gu2.Columns_4_6)+gu2.Columns_4_7)+gu2.Columns_4_8)+gu2.Columns_4_9)+gu2.Columns_4_10)+gu2.Columns_4_11)+gu2.Columns_4_12)+gu2.Columns_4_13)+gu2.Columns_4_14)+gu2.Columns_5_0)+gu2.Columns_5_1)+gu2.Columns_5_2)+gu2.Columns_5_3)+gu2.Columns_5_4)+gu2.Columns_5_5)+gu2.Columns_5_6)+gu2.Columns_5_7)+gu2.Columns_5_8)+gu2.Columns_5_9)+gu2.Columns_5_10)+gu2.Columns_5_11)+gu2.Columns_5_12)+gu2.Columns_5_13)+gu2.Columns_5_14)+gu2.Columns_6_0)+gu2.Columns_6_1)+gu2.Columns_6_2)+gu2.Columns_6_3)+gu2.Columns_6_4)+gu2.Columns_6_5)+gu2.Columns_6_6)+gu2.Columns_6_7)+gu2.Columns_6_8)+gu2.Columns_6_9)+gu2.Columns_6_10)+gu2.Columns_6_11)+gu2.Columns_6_12)+gu2.Columns_6_13)+gu2.Columns_6_14)+gu2.Columns_7_0)+gu2.Columns_7_1)+gu2.Columns_7_2)+gu2.Columns_7_3)+gu2.Columns_7_4)+gu2.Columns_7_5)+gu2.Columns_7_6)+gu2.Columns_7_7)+gu2.Columns_7_8)+gu2.Columns_7_9)+gu2.Columns_7_10)+gu2.Columns_7_11)+gu2.Columns_7_12)+gu2.Columns_7_13)+gu2.Columns_7_14)+gu2.Columns_8_0)+gu2.Columns_8_1)+gu2.Columns_8_2)+gu2.Columns_8_3)+gu2.Columns_8_4)+gu2.Columns_8_5)+gu2.Columns_8_6)+gu2.Columns_8_7)+gu2.Columns_8_8)+gu2.Columns_8_9)+gu2.Columns_8_10)+gu2.Columns_8_11)+gu2.Columns_8_12)+gu2.Columns_8_13)+gu2.Columns_8_14)+gu2.Columns_9_0)+gu2.Columns_9_1)+gu2.Columns_9_2)+gu2.Columns_9_3)+gu2.Columns_9_4)+gu2.Columns_9_5)+gu2.Columns_9_6)+gu2.Columns_9_7)+gu2.Columns_9_8)+gu2.Columns_9_9)+gu2.Columns_9_10)+gu2.Columns_9_11)+gu2.Columns_9_12)+gu2.Columns_9_13)+gu2.Columns_9_14)+gu2.Columns_10_0)+gu2.Columns_10_1)+gu2.Columns_10_2)+gu2.Columns_10_3)+gu2.Columns_10_4)+gu2.Columns_10_5)+gu2.Columns_10_6)+gu2.Columns_10_7)+gu2.Columns_10_8)+gu2.Columns_10_9)+gu2.Columns_10_10)+gu2.Columns_10_11)+gu2.Columns_10_12)+gu2.Columns_10_13)+gu2.Columns_10_14)+gu2.Columns_11_0)+gu2.Columns_11_1)+gu2.Columns_11_2)+gu2.Columns_11_3)+gu2.Columns_11_4)+gu2.Columns_11_5)+gu2.Columns_11_6)+gu2.Columns_11_7)+gu2.Columns_11_8)+gu2.Columns_11_9)+gu2.Columns_11_10)+gu2.Columns_11_11)+gu2.Columns_11_12)+gu2.Columns_11_13)+gu2.Columns_11_14)+gu2.Columns_12_0)+gu2.Columns_12_1)+gu2.Columns_12_2)+gu2.Columns_12_3)+gu2.Columns_12_4)+gu2.Columns_12_5)+gu2.Columns_12_6)+gu2.Columns_12_7)+gu2.Columns_12_8)+gu2.Columns_12_9)+gu2.Columns_12_10)+gu2.Columns_12_11)+gu2.Columns_12_12)+gu2.Columns_12_13)+gu2.Columns_12_14)+gu2.Columns_13_0)+gu2.Columns_13_1)+gu2.Columns_13_2)+gu2.Columns_13_3)+gu2.Columns_13_4)+gu2.Columns_13_5)+gu2.Columns_13_6)+gu2.Columns_13_7)+gu2.Columns_13_8)+gu2.Columns_13_9)+gu2.Columns_13_10)+gu2.Columns_13_11)+gu2.Columns_13_12)+gu2.Columns_13_13)+gu2.Columns_13_14)+gu2.Columns_14_0)+gu2.Columns_14_1)+gu2.Columns_14_2)+gu2.Columns_14_3)+gu2.Columns_14_4)+gu2.Columns_14_5)+gu2.Columns_14_6)+gu2.Columns_14_7)+gu2.Columns_14_8)+gu2.Columns_14_9)+gu2.Columns_14_10)+gu2.Columns_14_11)+gu2.Columns_14_12)+gu2.Columns_14_13)+gu2.Columns_14_14))" & F"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu1.Cells_0_0+gu1.Cells_0_1)+gu1.Cells_0_2)+gu1.Cells_0_3)+gu1.Cells_0_4)+gu1.Cells_0_5)+gu1.Cells_0_6)+gu1.Cells_0_7)+gu1.Cells_0_8)+gu1.Cells_0_9)+gu1.Cells_0_10)+gu1.Cells_0_11)+gu1.Cells_0_12)+gu1.Cells_0_13)+gu1.Cells_0_14)+gu1.Cells_1_0)+gu1.Cells_1_1)+gu1.Cells_1_2)+gu1.Cells_1_3)+gu1.Cells_1_4)+gu1.Cells_1_5)+gu1.Cells_1_6)+gu1.Cells_1_7)+gu1.Cells_1_8)+gu1.Cells_1_9)+gu1.Cells_1_10)+gu1.Cells_1_11)+gu1.Cells_1_12)+gu1.Cells_1_13)+gu1.Cells_1_14)+gu1.Cells_2_0)+gu1.Cells_2_1)+gu1.Cells_2_2)+gu1.Cells_2_3)+gu1.Cells_2_4)+gu1.Cells_2_5)+gu1.Cells_2_6)+gu1.Cells_2_7)+gu1.Cells_2_8)+gu1.Cells_2_9)+gu1.Cells_2_10)+gu1.Cells_2_11)+gu1.Cells_2_12)+gu1.Cells_2_13)+gu1.Cells_2_14)+gu1.Cells_3_0)+gu1.Cells_3_1)+gu1.Cells_3_2)+gu1.Cells_3_3)+gu1.Cells_3_4)+gu1.Cells_3_5)+gu1.Cells_3_6)+gu1.Cells_3_7)+gu1.Cells_3_8)+gu1.Cells_3_9)+gu1.Cells_3_10)+gu1.Cells_3_11)+gu1.Cells_3_12)+gu1.Cells_3_13)+gu1.Cells_3_14)+gu1.Cells_4_0)+gu1.Cells_4_1)+gu1.Cells_4_2)+gu1.Cells_4_3)+gu1.Cells_4_4)+gu1.Cells_4_5)+gu1.Cells_4_6)+gu1.Cells_4_7)+gu1.Cells_4_8)+gu1.Cells_4_9)+gu1.Cells_4_10)+gu1.Cells_4_11)+gu1.Cells_4_12)+gu1.Cells_4_13)+gu1.Cells_4_14)+gu1.Cells_5_0)+gu1.Cells_5_1)+gu1.Cells_5_2)+gu1.Cells_5_3)+gu1.Cells_5_4)+gu1.Cells_5_5)+gu1.Cells_5_6)+gu1.Cells_5_7)+gu1.Cells_5_8)+gu1.Cells_5_9)+gu1.Cells_5_10)+gu1.Cells_5_11)+gu1.Cells_5_12)+gu1.Cells_5_13)+gu1.Cells_5_14)+gu1.Cells_6_0)+gu1.Cells_6_1)+gu1.Cells_6_2)+gu1.Cells_6_3)+gu1.Cells_6_4)+gu1.Cells_6_5)+gu1.Cells_6_6)+gu1.Cells_6_7)+gu1.Cells_6_8)+gu1.Cells_6_9)+gu1.Cells_6_10)+gu1.Cells_6_11)+gu1.Cells_6_12)+gu1.Cells_6_13)+gu1.Cells_6_14)+gu1.Cells_7_0)+gu1.Cells_7_1)+gu1.Cells_7_2)+gu1.Cells_7_3)+gu1.Cells_7_4)+gu1.Cells_7_5)+gu1.Cells_7_6)+gu1.Cells_7_7)+gu1.Cells_7_8)+gu1.Cells_7_9)+gu1.Cells_7_10)+gu1.Cells_7_11)+gu1.Cells_7_12)+gu1.Cells_7_13)+gu1.Cells_7_14)+gu1.Cells_8_0)+gu1.Cells_8_1)+gu1.Cells_8_2)+gu1.Cells_8_3)+gu1.Cells_8_4)+gu1.Cells_8_5)+gu1.Cells_8_6)+gu1.Cells_8_7)+gu1.Cells_8_8)+gu1.Cells_8_9)+gu1.Cells_8_10)+gu1.Cells_8_11)+gu1.Cells_8_12)+gu1.Cells_8_13)+gu1.Cells_8_14)+gu1.Cells_9_0)+gu1.Cells_9_1)+gu1.Cells_9_2)+gu1.Cells_9_3)+gu1.Cells_9_4)+gu1.Cells_9_5)+gu1.Cells_9_6)+gu1.Cells_9_7)+gu1.Cells_9_8)+gu1.Cells_9_9)+gu1.Cells_9_10)+gu1.Cells_9_11)+gu1.Cells_9_12)+gu1.Cells_9_13)+gu1.Cells_9_14)+gu1.Cells_10_0)+gu1.Cells_10_1)+gu1.Cells_10_2)+gu1.Cells_10_3)+gu1.Cells_10_4)+gu1.Cells_10_5)+gu1.Cells_10_6)+gu1.Cells_10_7)+gu1.Cells_10_8)+gu1.Cells_10_9)+gu1.Cells_10_10)+gu1.Cells_10_11)+gu1.Cells_10_12)+gu1.Cells_10_13)+gu1.Cells_10_14)+gu1.Cells_11_0)+gu1.Cells_11_1)+gu1.Cells_11_2)+gu1.Cells_11_3)+gu1.Cells_11_4)+gu1.Cells_11_5)+gu1.Cells_11_6)+gu1.Cells_11_7)+gu1.Cells_11_8)+gu1.Cells_11_9)+gu1.Cells_11_10)+gu1.Cells_11_11)+gu1.Cells_11_12)+gu1.Cells_11_13)+gu1.Cells_11_14)+gu1.Cells_12_0)+gu1.Cells_12_1)+gu1.Cells_12_2)+gu1.Cells_12_3)+gu1.Cells_12_4)+gu1.Cells_12_5)+gu1.Cells_12_6)+gu1.Cells_12_7)+gu1.Cells_12_8)+gu1.Cells_12_9)+gu1.Cells_12_10)+gu1.Cells_12_11)+gu1.Cells_12_12)+gu1.Cells_12_13)+gu1.Cells_12_14)+gu1.Cells_13_0)+gu1.Cells_13_1)+gu1.Cells_13_2)+gu1.Cells_13_3)+gu1.Cells_13_4)+gu1.Cells_13_5)+gu1.Cells_13_6)+gu1.Cells_13_7)+gu1.Cells_13_8)+gu1.Cells_13_9)+gu1.Cells_13_10)+gu1.Cells_13_11)+gu1.Cells_13_12)+gu1.Cells_13_13)+gu1.Cells_13_14)+gu1.Cells_14_0)+gu1.Cells_14_1)+gu1.Cells_14_2)+gu1.Cells_14_3)+gu1.Cells_14_4)+gu1.Cells_14_5)+gu1.Cells_14_6)+gu1.Cells_14_7)+gu1.Cells_14_8)+gu1.Cells_14_9)+gu1.Cells_14_10)+gu1.Cells_14_11)+gu1.Cells_14_12)+gu1.Cells_14_13)+gu1.Cells_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu2.Columns_0_0+gu2.Columns_0_1)+gu2.Columns_0_2)+gu2.Columns_0_3)+gu2.Columns_0_4)+gu2.Columns_0_5)+gu2.Columns_0_6)+gu2.Columns_0_7)+gu2.Columns_0_8)+gu2.Columns_0_9)+gu2.Columns_0_10)+gu2.Columns_0_11)+gu2.Columns_0_12)+gu2.Columns_0_13)+gu2.Columns_0_14)+gu2.Columns_1_0)+gu2.Columns_1_1)+gu2.Columns_1_2)+gu2.Columns_1_3)+gu2.Columns_1_4)+gu2.Columns_1_5)+gu2.Columns_1_6)+gu2.Columns_1_7)+gu2.Columns_1_8)+gu2.Columns_1_9)+gu2.Columns_1_10)+gu2.Columns_1_11)+gu2.Columns_1_12)+gu2.Columns_1_13)+gu2.Columns_1_14)+gu2.Columns_2_0)+gu2.Columns_2_1)+gu2.Columns_2_2)+gu2.Columns_2_3)+gu2.Columns_2_4)+gu2.Columns_2_5)+gu2.Columns_2_6)+gu2.Columns_2_7)+gu2.Columns_2_8)+gu2.Columns_2_9)+gu2.Columns_2_10)+gu2.Columns_2_11)+gu2.Columns_2_12)+gu2.Columns_2_13)+gu2.Columns_2_14)+gu2.Columns_3_0)+gu2.Columns_3_1)+gu2.Columns_3_2)+gu2.Columns_3_3)+gu2.Columns_3_4)+gu2.Columns_3_5)+gu2.Columns_3_6)+gu2.Columns_3_7)+gu2.Columns_3_8)+gu2.Columns_3_9)+gu2.Columns_3_10)+gu2.Columns_3_11)+gu2.Columns_3_12)+gu2.Columns_3_13)+gu2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& G"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((gu2.Columns_0_0+gu2.Columns_0_1)+gu2.Columns_0_2)+gu2.Columns_0_3)+gu2.Columns_0_4)+gu2.Columns_0_5)+gu2.Columns_0_6)+gu2.Columns_0_7)+gu2.Columns_0_8)+gu2.Columns_0_9)+gu2.Columns_0_10)+gu2.Columns_0_11)+gu2.Columns_0_12)+gu2.Columns_0_13)+gu2.Columns_0_14)+gu2.Columns_1_0)+gu2.Columns_1_1)+gu2.Columns_1_2)+gu2.Columns_1_3)+gu2.Columns_1_4)+gu2.Columns_1_5)+gu2.Columns_1_6)+gu2.Columns_1_7)+gu2.Columns_1_8)+gu2.Columns_1_9)+gu2.Columns_1_10)+gu2.Columns_1_11)+gu2.Columns_1_12)+gu2.Columns_1_13)+gu2.Columns_1_14)+gu2.Columns_2_0)+gu2.Columns_2_1)+gu2.Columns_2_2)+gu2.Columns_2_3)+gu2.Columns_2_4)+gu2.Columns_2_5)+gu2.Columns_2_6)+gu2.Columns_2_7)+gu2.Columns_2_8)+gu2.Columns_2_9)+gu2.Columns_2_10)+gu2.Columns_2_11)+gu2.Columns_2_12)+gu2.Columns_2_13)+gu2.Columns_2_14)+gu2.Columns_3_0)+gu2.Columns_3_1)+gu2.Columns_3_2)+gu2.Columns_3_3)+gu2.Columns_3_4)+gu2.Columns_3_5)+gu2.Columns_3_6)+gu2.Columns_3_7)+gu2.Columns_3_8)+gu2.Columns_3_9)+gu2.Columns_3_10)+gu2.Columns_3_11)+gu2.Columns_3_12)+gu2.Columns_3_13)+gu2.Columns_3_14)+gu2.Columns_4_0)+gu2.Columns_4_1)+gu2.Columns_4_2)+gu2.Columns_4_3)+gu2.Columns_4_4)+gu2.Columns_4_5)+gu2.Columns_4_6)+gu2.Columns_4_7)+gu2.Columns_4_8)+gu2.Columns_4_9)+gu2.Columns_4_10)+gu2.Columns_4_11)+gu2.Columns_4_12)+gu2.Columns_4_13)+gu2.Columns_4_14)+gu2.Columns_5_0)+gu2.Columns_5_1)+gu2.Columns_5_2)+gu2.Columns_5_3)+gu2.Columns_5_4)+gu2.Columns_5_5)+gu2.Columns_5_6)+gu2.Columns_5_7)+gu2.Columns_5_8)+gu2.Columns_5_9)+gu2.Columns_5_10)+gu2.Columns_5_11)+gu2.Columns_5_12)+gu2.Columns_5_13)+gu2.Columns_5_14)+gu2.Columns_6_0)+gu2.Columns_6_1)+gu2.Columns_6_2)+gu2.Columns_6_3)+gu2.Columns_6_4)+gu2.Columns_6_5)+gu2.Columns_6_6)+gu2.Columns_6_7)+gu2.Columns_6_8)+gu2.Columns_6_9)+gu2.Columns_6_10)+gu2.Columns_6_11)+gu2.Columns_6_12)+gu2.Columns_6_13)+gu2.Columns_6_14)+gu2.Columns_7_0)+gu2.Columns_7_1)+gu2.Columns_7_2)+gu2.Columns_7_3)+gu2.Columns_7_4)+gu2.Columns_7_5)+gu2.Columns_7_6)+gu2.Columns_7_7)+gu2.Columns_7_8)+gu2.Columns_7_9)+gu2.Columns_7_10)+gu2.Columns_7_11)+gu2.Columns_7_12)+gu2.Columns_7_13)+gu2.Columns_7_14)+gu2.Columns_8_0)+gu2.Columns_8_1)+gu2.Columns_8_2)+gu2.Columns_8_3)+gu2.Columns_8_4)+gu2.Columns_8_5)+gu2.Columns_8_6)+gu2.Columns_8_7)+gu2.Columns_8_8)+gu2.Columns_8_9)+gu2.Columns_8_10)+gu2.Columns_8_11)+gu2.Columns_8_12)+gu2.Columns_8_13)+gu2.Columns_8_14)+gu2.Columns_9_0)+gu2.Columns_9_1)+gu2.Columns_9_2)+gu2.Columns_9_3)+gu2.Columns_9_4)+gu2.Columns_9_5)+gu2.Columns_9_6)+gu2.Columns_9_7)+gu2.Columns_9_8)+gu2.Columns_9_9)+gu2.Columns_9_10)+gu2.Columns_9_11)+gu2.Columns_9_12)+gu2.Columns_9_13)+gu2.Columns_9_14)+gu2.Columns_10_0)+gu2.Columns_10_1)+gu2.Columns_10_2)+gu2.Columns_10_3)+gu2.Columns_10_4)+gu2.Columns_10_5)+gu2.Columns_10_6)+gu2.Columns_10_7)+gu2.Columns_10_8)+gu2.Columns_10_9)+gu2.Columns_10_10)+gu2.Columns_10_11)+gu2.Columns_10_12)+gu2.Columns_10_13)+gu2.Columns_10_14)+gu2.Columns_11_0)+gu2.Columns_11_1)+gu2.Columns_11_2)+gu2.Columns_11_3)+gu2.Columns_11_4)+gu2.Columns_11_5)+gu2.Columns_11_6)+gu2.Columns_11_7)+gu2.Columns_11_8)+gu2.Columns_11_9)+gu2.Columns_11_10)+gu2.Columns_11_11)+gu2.Columns_11_12)+gu2.Columns_11_13)+gu2.Columns_11_14)+gu2.Columns_12_0)+gu2.Columns_12_1)+gu2.Columns_12_2)+gu2.Columns_12_3)+gu2.Columns_12_4)+gu2.Columns_12_5)+gu2.Columns_12_6)+gu2.Columns_12_7)+gu2.Columns_12_8)+gu2.Columns_12_9)+gu2.Columns_12_10)+gu2.Columns_12_11)+gu2.Columns_12_12)+gu2.Columns_12_13)+gu2.Columns_12_14)+gu2.Columns_13_0)+gu2.Columns_13_1)+gu2.Columns_13_2)+gu2.Columns_13_3)+gu2.Columns_13_4)+gu2.Columns_13_5)+gu2.Columns_13_6)+gu2.Columns_13_7)+gu2.Columns_13_8)+gu2.Columns_13_9)+gu2.Columns_13_10)+gu2.Columns_13_11)+gu2.Columns_13_12)+gu2.Columns_13_13)+gu2.Columns_13_14)+gu2.Columns_14_0)+gu2.Columns_14_1)+gu2.Columns_14_2)+gu2.Columns_14_3)+gu2.Columns_14_4)+gu2.Columns_14_5)+gu2.Columns_14_6)+gu2.Columns_14_7)+gu2.Columns_14_8)+gu2.Columns_14_9)+gu2.Columns_14_10)+gu2.Columns_14_11)+gu2.Columns_14_12)+gu2.Columns_14_13)+gu2.Columns_14_14)>=3)")
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/ltsmin15734175275446282219] killed by timeout after 40 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/ltsmin15734175275446282219] killed by timeout after 40 SECONDS
at fr.lip6.move.gal.application.LTSminRunner$1.run(LTSminRunner.java:79)
at java.base/java.lang.Thread.run(Thread.java:834)
Detected timeout of ITS tools.
[2021-05-17 13:54:15] [INFO ] Flatten gal took : 779 ms
[2021-05-17 13:54:15] [INFO ] Time to serialize gal into /tmp/LTLCardinality9601914570877591689.gal : 52 ms
[2021-05-17 13:54:15] [INFO ] Time to serialize properties into /tmp/LTLCardinality16289698049005648334.ltl : 8 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/LTLCardinality9601914570877591689.gal, -t, CGAL, -LTL, /tmp/LTLCardinality16289698049005648334.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/LTLCardinality9601914570877591689.gal -t CGAL -LTL /tmp/LTLCardinality16289698049005648334.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !(((F(("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Rows_0_0+Rows_0_1)+Rows_0_2)+Rows_0_3)+Rows_0_4)+Rows_0_5)+Rows_0_6)+Rows_0_7)+Rows_0_8)+Rows_0_9)+Rows_0_10)+Rows_0_11)+Rows_0_12)+Rows_0_13)+Rows_0_14)+Rows_1_0)+Rows_1_1)+Rows_1_2)+Rows_1_3)+Rows_1_4)+Rows_1_5)+Rows_1_6)+Rows_1_7)+Rows_1_8)+Rows_1_9)+Rows_1_10)+Rows_1_11)+Rows_1_12)+Rows_1_13)+Rows_1_14)+Rows_2_0)+Rows_2_1)+Rows_2_2)+Rows_2_3)+Rows_2_4)+Rows_2_5)+Rows_2_6)+Rows_2_7)+Rows_2_8)+Rows_2_9)+Rows_2_10)+Rows_2_11)+Rows_2_12)+Rows_2_13)+Rows_2_14)+Rows_3_0)+Rows_3_1)+Rows_3_2)+Rows_3_3)+Rows_3_4)+Rows_3_5)+Rows_3_6)+Rows_3_7)+Rows_3_8)+Rows_3_9)+Rows_3_10)+Rows_3_11)+Rows_3_12)+Rows_3_13)+Rows_3_14)+Rows_4_0)+Rows_4_1)+Rows_4_2)+Rows_4_3)+Rows_4_4)+Rows_4_5)+Rows_4_6)+Rows_4_7)+Rows_4_8)+Rows_4_9)+Rows_4_10)+Rows_4_11)+Rows_4_12)+Rows_4_13)+Rows_4_14)+Rows_5_0)+Rows_5_1)+Rows_5_2)+Rows_5_3)+Rows_5_4)+Rows_5_5)+Rows_5_6)+Rows_5_7)+Rows_5_8)+Rows_5_9)+Rows_5_10)+Rows_5_11)+Rows_5_12)+Rows_5_13)+Rows_5_14)+Rows_6_0)+Rows_6_1)+Rows_6_2)+Rows_6_3)+Rows_6_4)+Rows_6_5)+Rows_6_6)+Rows_6_7)+Rows_6_8)+Rows_6_9)+Rows_6_10)+Rows_6_11)+Rows_6_12)+Rows_6_13)+Rows_6_14)+Rows_7_0)+Rows_7_1)+Rows_7_2)+Rows_7_3)+Rows_7_4)+Rows_7_5)+Rows_7_6)+Rows_7_7)+Rows_7_8)+Rows_7_9)+Rows_7_10)+Rows_7_11)+Rows_7_12)+Rows_7_13)+Rows_7_14)+Rows_8_0)+Rows_8_1)+Rows_8_2)+Rows_8_3)+Rows_8_4)+Rows_8_5)+Rows_8_6)+Rows_8_7)+Rows_8_8)+Rows_8_9)+Rows_8_10)+Rows_8_11)+Rows_8_12)+Rows_8_13)+Rows_8_14)+Rows_9_0)+Rows_9_1)+Rows_9_2)+Rows_9_3)+Rows_9_4)+Rows_9_5)+Rows_9_6)+Rows_9_7)+Rows_9_8)+Rows_9_9)+Rows_9_10)+Rows_9_11)+Rows_9_12)+Rows_9_13)+Rows_9_14)+Rows_10_0)+Rows_10_1)+Rows_10_2)+Rows_10_3)+Rows_10_4)+Rows_10_5)+Rows_10_6)+Rows_10_7)+Rows_10_8)+Rows_10_9)+Rows_10_10)+Rows_10_11)+Rows_10_12)+Rows_10_13)+Rows_10_14)+Rows_11_0)+Rows_11_1)+Rows_11_2)+Rows_11_3)+Rows_11_4)+Rows_11_5)+Rows_11_6)+Rows_11_7)+Rows_11_8)+Rows_11_9)+Rows_11_10)+Rows_11_11)+Rows_11_12)+Rows_11_13)+Rows_11_14)+Rows_12_0)+Rows_12_1)+Rows_12_2)+Rows_12_3)+Rows_12_4)+Rows_12_5)+Rows_12_6)+Rows_12_7)+Rows_12_8)+Rows_12_9)+Rows_12_10)+Rows_12_11)+Rows_12_12)+Rows_12_13)+Rows_12_14)+Rows_13_0)+Rows_13_1)+Rows_13_2)+Rows_13_3)+Rows_13_4)+Rows_13_5)+Rows_13_6)+Rows_13_7)+Rows_13_8)+Rows_13_9)+Rows_13_10)+Rows_13_11)+Rows_13_12)+Rows_13_13)+Rows_13_14)+Rows_14_0)+Rows_14_1)+Rows_14_2)+Rows_14_3)+Rows_14_4)+Rows_14_5)+Rows_14_6)+Rows_14_7)+Rows_14_8)+Rows_14_9)+Rows_14_10)+Rows_14_11)+Rows_14_12)+Rows_14_13)+Rows_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Colu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ns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)"))))
Formula 0 simplified : !(F("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Rows_0_0+Rows_0_1)+Rows_0_2)+Rows_0_3)+Rows_0_4)+Rows_0_5)+Rows_0_6)+Rows_0_7)+Rows_0_8)+Rows_0_9)+Rows_0_10)+Rows_0_11)+Rows_0_12)+Rows_0_13)+Rows_0_14)+Rows_1_0)+Rows_1_1)+Rows_1_2)+Rows_1_3)+Rows_1_4)+Rows_1_5)+Rows_1_6)+Rows_1_7)+Rows_1_8)+Rows_1_9)+Rows_1_10)+Rows_1_11)+Rows_1_12)+Rows_1_13)+Rows_1_14)+Rows_2_0)+Rows_2_1)+Rows_2_2)+Rows_2_3)+Rows_2_4)+Rows_2_5)+Rows_2_6)+Rows_2_7)+Rows_2_8)+Rows_2_9)+Rows_2_10)+Rows_2_11)+Rows_2_12)+Rows_2_13)+Rows_2_14)+Rows_3_0)+Rows_3_1)+Rows_3_2)+Rows_3_3)+Rows_3_4)+Rows_3_5)+Rows_3_6)+Rows_3_7)+Rows_3_8)+Rows_3_9)+Rows_3_10)+Rows_3_11)+Rows_3_12)+Rows_3_13)+Rows_3_14)+Rows_4_0)+Rows_4_1)+Rows_4_2)+Rows_4_3)+Rows_4_4)+Rows_4_5)+Rows_4_6)+Rows_4_7)+Rows_4_8)+Rows_4_9)+Rows_4_10)+Rows_4_11)+Rows_4_12)+Rows_4_13)+Rows_4_14)+Rows_5_0)+Rows_5_1)+Rows_5_2)+Rows_5_3)+Rows_5_4)+Rows_5_5)+Rows_5_6)+Rows_5_7)+Rows_5_8)+Rows_5_9)+Rows_5_10)+Rows_5_11)+Rows_5_12)+Rows_5_13)+Rows_5_14)+Rows_6_0)+Rows_6_1)+Rows_6_2)+Rows_6_3)+Rows_6_4)+Rows_6_5)+Rows_6_6)+Rows_6_7)+Rows_6_8)+Rows_6_9)+Rows_6_10)+Rows_6_11)+Rows_6_12)+Rows_6_13)+Rows_6_14)+Rows_7_0)+Rows_7_1)+Rows_7_2)+Rows_7_3)+Rows_7_4)+Rows_7_5)+Rows_7_6)+Rows_7_7)+Rows_7_8)+Rows_7_9)+Rows_7_10)+Rows_7_11)+Rows_7_12)+Rows_7_13)+Rows_7_14)+Rows_8_0)+Rows_8_1)+Rows_8_2)+Rows_8_3)+Rows_8_4)+Rows_8_5)+Rows_8_6)+Rows_8_7)+Rows_8_8)+Rows_8_9)+Rows_8_10)+Rows_8_11)+Rows_8_12)+Rows_8_13)+Rows_8_14)+Rows_9_0)+Rows_9_1)+Rows_9_2)+Rows_9_3)+Rows_9_4)+Rows_9_5)+Rows_9_6)+Rows_9_7)+Rows_9_8)+Rows_9_9)+Rows_9_10)+Rows_9_11)+Rows_9_12)+Rows_9_13)+Rows_9_14)+Rows_10_0)+Rows_10_1)+Rows_10_2)+Rows_10_3)+Rows_10_4)+Rows_10_5)+Rows_10_6)+Rows_10_7)+Rows_10_8)+Rows_10_9)+Rows_10_10)+Rows_10_11)+Rows_10_12)+Rows_10_13)+Rows_10_14)+Rows_11_0)+Rows_11_1)+Rows_11_2)+Rows_11_3)+Rows_11_4)+Rows_11_5)+Rows_11_6)+Rows_11_7)+Rows_11_8)+Rows_11_9)+Rows_11_10)+Rows_11_11)+Rows_11_12)+Rows_11_13)+Rows_11_14)+Rows_12_0)+Rows_12_1)+Rows_12_2)+Rows_12_3)+Rows_12_4)+Rows_12_5)+Rows_12_6)+Rows_12_7)+Rows_12_8)+Rows_12_9)+Rows_12_10)+Rows_12_11)+Rows_12_12)+Rows_12_13)+Rows_12_14)+Rows_13_0)+Rows_13_1)+Rows_13_2)+Rows_13_3)+Rows_13_4)+Rows_13_5)+Rows_13_6)+Rows_13_7)+Rows_13_8)+Rows_13_9)+Rows_13_10)+Rows_13_11)+Rows_13_12)+Rows_13_13)+Rows_13_14)+Rows_14_0)+Rows_14_1)+Rows_14_2)+Rows_14_3)+Rows_14_4)+Rows_14_5)+Rows_14_6)+Rows_14_7)+Rows_14_8)+Rows_14_9)+Rows_14_10)+Rows_14_11)+Rows_14_12)+Rows_14_13)+Rows_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14))" & F"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Cells_0_0+Cells_0_1)+Cells_0_2)+Cells_0_3)+Cells_0_4)+Cells_0_5)+Cells_0_6)+Cells_0_7)+Cells_0_8)+Cells_0_9)+Cells_0_10)+Cells_0_11)+Cells_0_12)+Cells_0_13)+Cells_0_14)+Cells_1_0)+Cells_1_1)+Cells_1_2)+Cells_1_3)+Cells_1_4)+Cells_1_5)+Cells_1_6)+Cells_1_7)+Cells_1_8)+Cells_1_9)+Cells_1_10)+Cells_1_11)+Cells_1_12)+Cells_1_13)+Cells_1_14)+Cells_2_0)+Cells_2_1)+Cells_2_2)+Cells_2_3)+Cells_2_4)+Cells_2_5)+Cells_2_6)+Cells_2_7)+Cells_2_8)+Cells_2_9)+Cells_2_10)+Cells_2_11)+Cells_2_12)+Cells_2_13)+Cells_2_14)+Cells_3_0)+Cells_3_1)+Cells_3_2)+Cells_3_3)+Cells_3_4)+Cells_3_5)+Cells_3_6)+Cells_3_7)+Cells_3_8)+Cells_3_9)+Cells_3_10)+Cells_3_11)+Cells_3_12)+Cells_3_13)+Cells_3_14)+Cells_4_0)+Cells_4_1)+Cells_4_2)+Cells_4_3)+Cells_4_4)+Cells_4_5)+Cells_4_6)+Cells_4_7)+Cells_4_8)+Cells_4_9)+Cells_4_10)+Cells_4_11)+Cells_4_12)+Cells_4_13)+Cells_4_14)+Cells_5_0)+Cells_5_1)+Cells_5_2)+Cells_5_3)+Cells_5_4)+Cells_5_5)+Cells_5_6)+Cells_5_7)+Cells_5_8)+Cells_5_9)+Cells_5_10)+Cells_5_11)+Cells_5_12)+Cells_5_13)+Cells_5_14)+Cells_6_0)+Cells_6_1)+Cells_6_2)+Cells_6_3)+Cells_6_4)+Cells_6_5)+Cells_6_6)+Cells_6_7)+Cells_6_8)+Cells_6_9)+Cells_6_10)+Cells_6_11)+Cells_6_12)+Cells_6_13)+Cells_6_14)+Cells_7_0)+Cells_7_1)+Cells_7_2)+Cells_7_3)+Cells_7_4)+Cells_7_5)+Cells_7_6)+Cells_7_7)+Cells_7_8)+Cells_7_9)+Cells_7_10)+Cells_7_11)+Cells_7_12)+Cells_7_13)+Cells_7_14)+Cells_8_0)+Cells_8_1)+Cells_8_2)+Cells_8_3)+Cells_8_4)+Cells_8_5)+Cells_8_6)+Cells_8_7)+Cells_8_8)+Cells_8_9)+Cells_8_10)+Cells_8_11)+Cells_8_12)+Cells_8_13)+Cells_8_14)+Cells_9_0)+Cells_9_1)+Cells_9_2)+Cells_9_3)+Cells_9_4)+Cells_9_5)+Cells_9_6)+Cells_9_7)+Cells_9_8)+Cells_9_9)+Cells_9_10)+Cells_9_11)+Cells_9_12)+Cells_9_13)+Cells_9_14)+Cells_10_0)+Cells_10_1)+Cells_10_2)+Cells_10_3)+Cells_10_4)+Cells_10_5)+Cells_10_6)+Cells_10_7)+Cells_10_8)+Cells_10_9)+Cells_10_10)+Cells_10_11)+Cells_10_12)+Cells_10_13)+Cells_10_14)+Cells_11_0)+Cells_11_1)+Cells_11_2)+Cells_11_3)+Cells_11_4)+Cells_11_5)+Cells_11_6)+Cells_11_7)+Cells_11_8)+Cells_11_9)+Cells_11_10)+Cells_11_11)+Cells_11_12)+Cells_11_13)+Cells_11_14)+Cells_12_0)+Cells_12_1)+Cells_12_2)+Cells_12_3)+Cells_12_4)+Cells_12_5)+Cells_12_6)+Cells_12_7)+Cells_12_8)+Cells_12_9)+Cells_12_10)+Cells_12_11)+Cells_12_12)+Cells_12_13)+Cells_12_14)+Cells_13_0)+Cells_13_1)+Cells_13_2)+Cells_13_3)+Cells_13_4)+Cells_13_5)+Cells_13_6)+Cells_13_7)+Cells_13_8)+Cells_13_9)+Cells_13_10)+Cells_13_11)+Cells_13_12)+Cells_13_13)+Cells_13_14)+Cells_14_0)+Cells_14_1)+Cells_14_2)+Cells_14_3)+Cells_14_4)+Cells_14_5)+Cells_14_6)+Cells_14_7)+Cells_14_8)+Cells_14_9)+Cells_14_10)+Cells_14_11)+Cells_14_12)+Cells_14_13)+Cells_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_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& G"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)")
Detected timeout of ITS tools.
[2021-05-17 14:15:55] [INFO ] Flatten gal took : 826 ms
[2021-05-17 14:15:58] [INFO ] Input system was already deterministic with 3375 transitions.
[2021-05-17 14:15:58] [INFO ] Transformed 4050 places.
[2021-05-17 14:15:58] [INFO ] Transformed 3375 transitions.
Running greatSPN : CommandLine [args=[/home/mcc/BenchKit/bin//..//greatspn//bin/pinvar, /home/mcc/execution/gspn], workingDir=/home/mcc/execution]
Run of greatSPN captured in /home/mcc/execution/outPut.txt
Running greatSPN : CommandLine [args=[/home/mcc/BenchKit/bin//..//greatspn//bin/RGMEDD2, /home/mcc/execution/gspn, -META, -varord-only], workingDir=/home/mcc/execution]
Run of greatSPN captured in /home/mcc/execution/outPut.txt
Using order generated by GreatSPN with heuristic : META
[2021-05-17 14:16:07] [INFO ] Time to serialize gal into /tmp/LTLCardinality7389714934778560562.gal : 13 ms
[2021-05-17 14:16:07] [INFO ] Time to serialize properties into /tmp/LTLCardinality12054953283623313817.ltl : 2 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64, --gc-threshold, 2000000, -i, /tmp/LTLCardinality7389714934778560562.gal, -t, CGAL, -LTL, /tmp/LTLCardinality12054953283623313817.ltl, -c, -stutter-deadlock, --load-order, /home/mcc/execution/model.ord, --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/LTLCardinality7389714934778560562.gal -t CGAL -LTL /tmp/LTLCardinality12054953283623313817.ltl -c -stutter-deadlock --load-order /home/mcc/execution/model.ord --gen-order FOLLOW
Read 1 LTL properties
Successfully loaded order from file /home/mcc/execution/model.ord
Checking formula 0 : !(((F(("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Rows_0_0+Rows_0_1)+Rows_0_2)+Rows_0_3)+Rows_0_4)+Rows_0_5)+Rows_0_6)+Rows_0_7)+Rows_0_8)+Rows_0_9)+Rows_0_10)+Rows_0_11)+Rows_0_12)+Rows_0_13)+Rows_0_14)+Rows_1_0)+Rows_1_1)+Rows_1_2)+Rows_1_3)+Rows_1_4)+Rows_1_5)+Rows_1_6)+Rows_1_7)+Rows_1_8)+Rows_1_9)+Rows_1_10)+Rows_1_11)+Rows_1_12)+Rows_1_13)+Rows_1_14)+Rows_2_0)+Rows_2_1)+Rows_2_2)+Rows_2_3)+Rows_2_4)+Rows_2_5)+Rows_2_6)+Rows_2_7)+Rows_2_8)+Rows_2_9)+Rows_2_10)+Rows_2_11)+Rows_2_12)+Rows_2_13)+Rows_2_14)+Rows_3_0)+Rows_3_1)+Rows_3_2)+Rows_3_3)+Rows_3_4)+Rows_3_5)+Rows_3_6)+Rows_3_7)+Rows_3_8)+Rows_3_9)+Rows_3_10)+Rows_3_11)+Rows_3_12)+Rows_3_13)+Rows_3_14)+Rows_4_0)+Rows_4_1)+Rows_4_2)+Rows_4_3)+Rows_4_4)+Rows_4_5)+Rows_4_6)+Rows_4_7)+Rows_4_8)+Rows_4_9)+Rows_4_10)+Rows_4_11)+Rows_4_12)+Rows_4_13)+Rows_4_14)+Rows_5_0)+Rows_5_1)+Rows_5_2)+Rows_5_3)+Rows_5_4)+Rows_5_5)+Rows_5_6)+Rows_5_7)+Rows_5_8)+Rows_5_9)+Rows_5_10)+Rows_5_11)+Rows_5_12)+Rows_5_13)+Rows_5_14)+Rows_6_0)+Rows_6_1)+Rows_6_2)+Rows_6_3)+Rows_6_4)+Rows_6_5)+Rows_6_6)+Rows_6_7)+Rows_6_8)+Rows_6_9)+Rows_6_10)+Rows_6_11)+Rows_6_12)+Rows_6_13)+Rows_6_14)+Rows_7_0)+Rows_7_1)+Rows_7_2)+Rows_7_3)+Rows_7_4)+Rows_7_5)+Rows_7_6)+Rows_7_7)+Rows_7_8)+Rows_7_9)+Rows_7_10)+Rows_7_11)+Rows_7_12)+Rows_7_13)+Rows_7_14)+Rows_8_0)+Rows_8_1)+Rows_8_2)+Rows_8_3)+Rows_8_4)+Rows_8_5)+Rows_8_6)+Rows_8_7)+Rows_8_8)+Rows_8_9)+Rows_8_10)+Rows_8_11)+Rows_8_12)+Rows_8_13)+Rows_8_14)+Rows_9_0)+Rows_9_1)+Rows_9_2)+Rows_9_3)+Rows_9_4)+Rows_9_5)+Rows_9_6)+Rows_9_7)+Rows_9_8)+Rows_9_9)+Rows_9_10)+Rows_9_11)+Rows_9_12)+Rows_9_13)+Rows_9_14)+Rows_10_0)+Rows_10_1)+Rows_10_2)+Rows_10_3)+Rows_10_4)+Rows_10_5)+Rows_10_6)+Rows_10_7)+Rows_10_8)+Rows_10_9)+Rows_10_10)+Rows_10_11)+Rows_10_12)+Rows_10_13)+Rows_10_14)+Rows_11_0)+Rows_11_1)+Rows_11_2)+Rows_11_3)+Rows_11_4)+Rows_11_5)+Rows_11_6)+Rows_11_7)+Rows_11_8)+Rows_11_9)+Rows_11_10)+Rows_11_11)+Rows_11_12)+Rows_11_13)+Rows_11_14)+Rows_12_0)+Rows_12_1)+Rows_12_2)+Rows_12_3)+Rows_12_4)+Rows_12_5)+Rows_12_6)+Rows_12_7)+Rows_12_8)+Rows_12_9)+Rows_12_10)+Rows_12_11)+Rows_12_12)+Rows_12_13)+Rows_12_14)+Rows_13_0)+Rows_13_1)+Rows_13_2)+Rows_13_3)+Rows_13_4)+Rows_13_5)+Rows_13_6)+Rows_13_7)+Rows_13_8)+Rows_13_9)+Rows_13_10)+Rows_13_11)+Rows_13_12)+Rows_13_13)+Rows_13_14)+Rows_14_0)+Rows_14_1)+Rows_14_2)+Rows_14_3)+Rows_14_4)+Rows_14_5)+Rows_14_6)+Rows_14_7)+Rows_14_8)+Rows_14_9)+Rows_14_10)+Rows_14_11)+Rows_14_12)+Rows_14_13)+Rows_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Colu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ns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)"))))
Formula 0 simplified : !(F("(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Rows_0_0+Rows_0_1)+Rows_0_2)+Rows_0_3)+Rows_0_4)+Rows_0_5)+Rows_0_6)+Rows_0_7)+Rows_0_8)+Rows_0_9)+Rows_0_10)+Rows_0_11)+Rows_0_12)+Rows_0_13)+Rows_0_14)+Rows_1_0)+Rows_1_1)+Rows_1_2)+Rows_1_3)+Rows_1_4)+Rows_1_5)+Rows_1_6)+Rows_1_7)+Rows_1_8)+Rows_1_9)+Rows_1_10)+Rows_1_11)+Rows_1_12)+Rows_1_13)+Rows_1_14)+Rows_2_0)+Rows_2_1)+Rows_2_2)+Rows_2_3)+Rows_2_4)+Rows_2_5)+Rows_2_6)+Rows_2_7)+Rows_2_8)+Rows_2_9)+Rows_2_10)+Rows_2_11)+Rows_2_12)+Rows_2_13)+Rows_2_14)+Rows_3_0)+Rows_3_1)+Rows_3_2)+Rows_3_3)+Rows_3_4)+Rows_3_5)+Rows_3_6)+Rows_3_7)+Rows_3_8)+Rows_3_9)+Rows_3_10)+Rows_3_11)+Rows_3_12)+Rows_3_13)+Rows_3_14)+Rows_4_0)+Rows_4_1)+Rows_4_2)+Rows_4_3)+Rows_4_4)+Rows_4_5)+Rows_4_6)+Rows_4_7)+Rows_4_8)+Rows_4_9)+Rows_4_10)+Rows_4_11)+Rows_4_12)+Rows_4_13)+Rows_4_14)+Rows_5_0)+Rows_5_1)+Rows_5_2)+Rows_5_3)+Rows_5_4)+Rows_5_5)+Rows_5_6)+Rows_5_7)+Rows_5_8)+Rows_5_9)+Rows_5_10)+Rows_5_11)+Rows_5_12)+Rows_5_13)+Rows_5_14)+Rows_6_0)+Rows_6_1)+Rows_6_2)+Rows_6_3)+Rows_6_4)+Rows_6_5)+Rows_6_6)+Rows_6_7)+Rows_6_8)+Rows_6_9)+Rows_6_10)+Rows_6_11)+Rows_6_12)+Rows_6_13)+Rows_6_14)+Rows_7_0)+Rows_7_1)+Rows_7_2)+Rows_7_3)+Rows_7_4)+Rows_7_5)+Rows_7_6)+Rows_7_7)+Rows_7_8)+Rows_7_9)+Rows_7_10)+Rows_7_11)+Rows_7_12)+Rows_7_13)+Rows_7_14)+Rows_8_0)+Rows_8_1)+Rows_8_2)+Rows_8_3)+Rows_8_4)+Rows_8_5)+Rows_8_6)+Rows_8_7)+Rows_8_8)+Rows_8_9)+Rows_8_10)+Rows_8_11)+Rows_8_12)+Rows_8_13)+Rows_8_14)+Rows_9_0)+Rows_9_1)+Rows_9_2)+Rows_9_3)+Rows_9_4)+Rows_9_5)+Rows_9_6)+Rows_9_7)+Rows_9_8)+Rows_9_9)+Rows_9_10)+Rows_9_11)+Rows_9_12)+Rows_9_13)+Rows_9_14)+Rows_10_0)+Rows_10_1)+Rows_10_2)+Rows_10_3)+Rows_10_4)+Rows_10_5)+Rows_10_6)+Rows_10_7)+Rows_10_8)+Rows_10_9)+Rows_10_10)+Rows_10_11)+Rows_10_12)+Rows_10_13)+Rows_10_14)+Rows_11_0)+Rows_11_1)+Rows_11_2)+Rows_11_3)+Rows_11_4)+Rows_11_5)+Rows_11_6)+Rows_11_7)+Rows_11_8)+Rows_11_9)+Rows_11_10)+Rows_11_11)+Rows_11_12)+Rows_11_13)+Rows_11_14)+Rows_12_0)+Rows_12_1)+Rows_12_2)+Rows_12_3)+Rows_12_4)+Rows_12_5)+Rows_12_6)+Rows_12_7)+Rows_12_8)+Rows_12_9)+Rows_12_10)+Rows_12_11)+Rows_12_12)+Rows_12_13)+Rows_12_14)+Rows_13_0)+Rows_13_1)+Rows_13_2)+Rows_13_3)+Rows_13_4)+Rows_13_5)+Rows_13_6)+Rows_13_7)+Rows_13_8)+Rows_13_9)+Rows_13_10)+Rows_13_11)+Rows_13_12)+Rows_13_13)+Rows_13_14)+Rows_14_0)+Rows_14_1)+Rows_14_2)+Rows_14_3)+Rows_14_4)+Rows_14_5)+Rows_14_6)+Rows_14_7)+Rows_14_8)+Rows_14_9)+Rows_14_10)+Rows_14_11)+Rows_14_12)+Rows_14_13)+Rows_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14))" & F"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Cells_0_0+Cells_0_1)+Cells_0_2)+Cells_0_3)+Cells_0_4)+Cells_0_5)+Cells_0_6)+Cells_0_7)+Cells_0_8)+Cells_0_9)+Cells_0_10)+Cells_0_11)+Cells_0_12)+Cells_0_13)+Cells_0_14)+Cells_1_0)+Cells_1_1)+Cells_1_2)+Cells_1_3)+Cells_1_4)+Cells_1_5)+Cells_1_6)+Cells_1_7)+Cells_1_8)+Cells_1_9)+Cells_1_10)+Cells_1_11)+Cells_1_12)+Cells_1_13)+Cells_1_14)+Cells_2_0)+Cells_2_1)+Cells_2_2)+Cells_2_3)+Cells_2_4)+Cells_2_5)+Cells_2_6)+Cells_2_7)+Cells_2_8)+Cells_2_9)+Cells_2_10)+Cells_2_11)+Cells_2_12)+Cells_2_13)+Cells_2_14)+Cells_3_0)+Cells_3_1)+Cells_3_2)+Cells_3_3)+Cells_3_4)+Cells_3_5)+Cells_3_6)+Cells_3_7)+Cells_3_8)+Cells_3_9)+Cells_3_10)+Cells_3_11)+Cells_3_12)+Cells_3_13)+Cells_3_14)+Cells_4_0)+Cells_4_1)+Cells_4_2)+Cells_4_3)+Cells_4_4)+Cells_4_5)+Cells_4_6)+Cells_4_7)+Cells_4_8)+Cells_4_9)+Cells_4_10)+Cells_4_11)+Cells_4_12)+Cells_4_13)+Cells_4_14)+Cells_5_0)+Cells_5_1)+Cells_5_2)+Cells_5_3)+Cells_5_4)+Cells_5_5)+Cells_5_6)+Cells_5_7)+Cells_5_8)+Cells_5_9)+Cells_5_10)+Cells_5_11)+Cells_5_12)+Cells_5_13)+Cells_5_14)+Cells_6_0)+Cells_6_1)+Cells_6_2)+Cells_6_3)+Cells_6_4)+Cells_6_5)+Cells_6_6)+Cells_6_7)+Cells_6_8)+Cells_6_9)+Cells_6_10)+Cells_6_11)+Cells_6_12)+Cells_6_13)+Cells_6_14)+Cells_7_0)+Cells_7_1)+Cells_7_2)+Cells_7_3)+Cells_7_4)+Cells_7_5)+Cells_7_6)+Cells_7_7)+Cells_7_8)+Cells_7_9)+Cells_7_10)+Cells_7_11)+Cells_7_12)+Cells_7_13)+Cells_7_14)+Cells_8_0)+Cells_8_1)+Cells_8_2)+Cells_8_3)+Cells_8_4)+Cells_8_5)+Cells_8_6)+Cells_8_7)+Cells_8_8)+Cells_8_9)+Cells_8_10)+Cells_8_11)+Cells_8_12)+Cells_8_13)+Cells_8_14)+Cells_9_0)+Cells_9_1)+Cells_9_2)+Cells_9_3)+Cells_9_4)+Cells_9_5)+Cells_9_6)+Cells_9_7)+Cells_9_8)+Cells_9_9)+Cells_9_10)+Cells_9_11)+Cells_9_12)+Cells_9_13)+Cells_9_14)+Cells_10_0)+Cells_10_1)+Cells_10_2)+Cells_10_3)+Cells_10_4)+Cells_10_5)+Cells_10_6)+Cells_10_7)+Cells_10_8)+Cells_10_9)+Cells_10_10)+Cells_10_11)+Cells_10_12)+Cells_10_13)+Cells_10_14)+Cells_11_0)+Cells_11_1)+Cells_11_2)+Cells_11_3)+Cells_11_4)+Cells_11_5)+Cells_11_6)+Cells_11_7)+Cells_11_8)+Cells_11_9)+Cells_11_10)+Cells_11_11)+Cells_11_12)+Cells_11_13)+Cells_11_14)+Cells_12_0)+Cells_12_1)+Cells_12_2)+Cells_12_3)+Cells_12_4)+Cells_12_5)+Cells_12_6)+Cells_12_7)+Cells_12_8)+Cells_12_9)+Cells_12_10)+Cells_12_11)+Cells_12_12)+Cells_12_13)+Cells_12_14)+Cells_13_0)+Cells_13_1)+Cells_13_2)+Cells_13_3)+Cells_13_4)+Cells_13_5)+Cells_13_6)+Cells_13_7)+Cells_13_8)+Cells_13_9)+Cells_13_10)+Cells_13_11)+Cells_13_12)+Cells_13_13)+Cells_13_14)+Cells_14_0)+Cells_14_1)+Cells_14_2)+Cells_14_3)+Cells_14_4)+Cells_14_5)+Cells_14_6)+Cells_14_7)+Cells_14_8)+Cells_14_9)+Cells_14_10)+Cells_14_11)+Cells_14_12)+Cells_14_13)+Cells_14_14)<=((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14))") & G"(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((Columns_0_0+Columns_0_1)+Columns_0_2)+Columns_0_3)+Columns_0_4)+Columns_0_5)+Columns_0_6)+Columns_0_7)+Columns_0_8)+Columns_0_9)+Columns_0_10)+Columns_0_11)+Columns_0_12)+Columns_0_13)+Columns_0_14)+Columns_1_0)+Columns_1_1)+Columns_1_2)+Columns_1_3)+Columns_1_4)+Columns_1_5)+Columns_1_6)+Columns_1_7)+Columns_1_8)+Columns_1_9)+Columns_1_10)+Columns_1_11)+Columns_1_12)+Columns_1_13)+Columns_1_14)+Columns_2_0)+Columns_2_1)+Columns_2_2)+Columns_2_3)+Columns_2_4)+Columns_2_5)+Columns_2_6)+Columns_2_7)+Columns_2_8)+Columns_2_9)+Columns_2_10)+Columns_2_11)+Columns_2_12)+Columns_2_13)+Columns_2_14)+Columns_3_0)+Columns_3_1)+Columns_3_2)+Columns_3_3)+Columns_3_4)+Columns_3_5)+Columns_3_6)+Columns_3_7)+Columns_3_8)+Columns_3_9)+Columns_3_10)+Columns_3_11)+Columns_3_12)+Columns_3_13)+Columns_3_14)+Columns_4_0)+Columns_4_1)+Columns_4_2)+Columns_4_3)+Columns_4_4)+Columns_4_5)+Columns_4_6)+Columns_4_7)+Columns_4_8)+Columns_4_9)+Columns_4_10)+Columns_4_11)+Columns_4_12)+Columns_4_13)+Columns_4_14)+Columns_5_0)+Columns_5_1)+Columns_5_2)+Columns_5_3)+Columns_5_4)+Columns_5_5)+Columns_5_6)+Columns_5_7)+Columns_5_8)+Columns_5_9)+Columns_5_10)+Columns_5_11)+Columns_5_12)+Columns_5_13)+Columns_5_14)+Columns_6_0)+Columns_6_1)+Columns_6_2)+Columns_6_3)+Columns_6_4)+Columns_6_5)+Columns_6_6)+Columns_6_7)+Columns_6_8)+Columns_6_9)+Columns_6_10)+Columns_6_11)+Columns_6_12)+Columns_6_13)+Columns_6_14)+Columns_7_0)+Columns_7_1)+Columns_7_2)+Columns_7_3)+Columns_7_4)+Columns_7_5)+Columns_7_6)+Columns_7_7)+Columns_7_8)+Columns_7_9)+Columns_7_10)+Columns_7_11)+Columns_7_12)+Columns_7_13)+Columns_7_14)+Columns_8_0)+Columns_8_1)+Columns_8_2)+Columns_8_3)+Columns_8_4)+Columns_8_5)+Columns_8_6)+Columns_8_7)+Columns_8_8)+Columns_8_9)+Columns_8_10)+Columns_8_11)+Columns_8_12)+Columns_8_13)+Columns_8_14)+Columns_9_0)+Columns_9_1)+Columns_9_2)+Columns_9_3)+Columns_9_4)+Columns_9_5)+Columns_9_6)+Columns_9_7)+Columns_9_8)+Columns_9_9)+Columns_9_10)+Columns_9_11)+Columns_9_12)+Columns_9_13)+Columns_9_14)+Columns_10_0)+Columns_10_1)+Columns_10_2)+Columns_10_3)+Columns_10_4)+Columns_10_5)+Columns_10_6)+Columns_10_7)+Columns_10_8)+Columns_10_9)+Columns_10_10)+Columns_10_11)+Columns_10_12)+Columns_10_13)+Columns_10_14)+Columns_11_0)+Columns_11_1)+Columns_11_2)+Columns_11_3)+Columns_11_4)+Columns_11_5)+Columns_11_6)+Columns_11_7)+Columns_11_8)+Columns_11_9)+Columns_11_10)+Columns_11_11)+Columns_11_12)+Columns_11_13)+Columns_11_14)+Columns_12_0)+Columns_12_1)+Columns_12_2)+Columns_12_3)+Columns_12_4)+Columns_12_5)+Columns_12_6)+Columns_12_7)+Columns_12_8)+Columns_12_9)+Columns_12_10)+Columns_12_11)+Columns_12_12)+Columns_12_13)+Columns_12_14)+Columns_13_0)+Columns_13_1)+Columns_13_2)+Columns_13_3)+Columns_13_4)+Columns_13_5)+Columns_13_6)+Columns_13_7)+Columns_13_8)+Columns_13_9)+Columns_13_10)+Columns_13_11)+Columns_13_12)+Columns_13_13)+Columns_13_14)+Columns_14_0)+Columns_14_1)+Columns_14_2)+Columns_14_3)+Columns_14_4)+Columns_14_5)+Columns_14_6)+Columns_14_7)+Columns_14_8)+Columns_14_9)+Columns_14_10)+Columns_14_11)+Columns_14_12)+Columns_14_13)+Columns_14_14)>=3)")

BK_TIME_CONFINEMENT_REACHED

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

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

Sequence of Actions to be Executed by the VM

This is useful if one wants to reexecute the tool in the VM from the submitted image disk.

set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="Sudoku-PT-AN15"
export BK_EXAMINATION="LTLCardinality"
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 Sudoku-PT-AN15, examination is LTLCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r254-tall-162106746300668"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/Sudoku-PT-AN15.tgz
mv Sudoku-PT-AN15 execution
cd execution
if [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "UpperBounds" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] || [ "LTLCardinality" = "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 [ "LTLCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLCardinality" != "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 "LTLCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property LTLCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "LTLCardinality.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 '' LTLCardinality.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] ; then
echo "FORMULA_NAME LTLCardinality"
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 ;