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.r007-tall-162037989800282.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 AirplaneLD-PT-0500, examination is LTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r007-tall-162037989800282
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 23M
-rw-r--r-- 1 mcc users 2.9M May 5 16:58 CTLCardinality.txt
-rw-r--r-- 1 mcc users 9.8M May 5 16:58 CTLCardinality.xml
-rw-r--r-- 1 mcc users 655K May 5 16:58 CTLFireability.txt
-rw-r--r-- 1 mcc users 3.6M May 5 16:58 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 6 14:48 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.5K May 6 14:48 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 53K Mar 28 15:43 LTLCardinality.txt
-rw-r--r-- 1 mcc users 141K Mar 28 15:43 LTLCardinality.xml
-rw-r--r-- 1 mcc users 88K Mar 28 15:43 LTLFireability.txt
-rw-r--r-- 1 mcc users 404K Mar 28 15:43 LTLFireability.xml
-rw-r--r-- 1 mcc users 183K Mar 23 01:19 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 441K Mar 23 01:19 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 129K Mar 22 09:41 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 531K Mar 22 09:41 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 41K Mar 22 09:09 UpperBounds.txt
-rw-r--r-- 1 mcc users 72K Mar 22 09:09 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 May 5 16:51 equiv_col
-rw-r--r-- 1 mcc users 5 May 5 16:51 instance
-rw-r--r-- 1 mcc users 6 May 5 16:51 iscolored
-rw-r--r-- 1 mcc users 3.9M May 5 16:51 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 AirplaneLD-PT-0500-00
FORMULA_NAME AirplaneLD-PT-0500-01
FORMULA_NAME AirplaneLD-PT-0500-02
FORMULA_NAME AirplaneLD-PT-0500-03
FORMULA_NAME AirplaneLD-PT-0500-04
FORMULA_NAME AirplaneLD-PT-0500-05
FORMULA_NAME AirplaneLD-PT-0500-06
FORMULA_NAME AirplaneLD-PT-0500-07
FORMULA_NAME AirplaneLD-PT-0500-08
FORMULA_NAME AirplaneLD-PT-0500-09
FORMULA_NAME AirplaneLD-PT-0500-10
FORMULA_NAME AirplaneLD-PT-0500-11
FORMULA_NAME AirplaneLD-PT-0500-12
FORMULA_NAME AirplaneLD-PT-0500-13
FORMULA_NAME AirplaneLD-PT-0500-14
FORMULA_NAME AirplaneLD-PT-0500-15

=== Now, execution of the tool begins

BK_START 1620455729212

Running Version 0
[2021-05-08 06:35:30] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLFireability, -spotpath, /home/mcc/BenchKit/bin//..//ltlfilt, -z3path, /home/mcc/BenchKit/bin//..//z3/bin/z3, -yices2path, /home/mcc/BenchKit/bin//..//yices/bin/yices, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2021-05-08 06:35:30] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2021-05-08 06:35:31] [INFO ] Load time of PNML (sax parser for PT used): 361 ms
[2021-05-08 06:35:31] [INFO ] Transformed 3519 places.
[2021-05-08 06:35:31] [INFO ] Transformed 4008 transitions.
[2021-05-08 06:35:31] [INFO ] Found NUPN structural information;
[2021-05-08 06:35:31] [INFO ] Parsed PT model containing 3519 places and 4008 transitions in 445 ms.
Parsed 16 properties from file /home/mcc/execution/LTLFireability.xml in 40 ms.
Working with output stream class java.io.PrintStream
[2021-05-08 06:35:31] [INFO ] Initial state test concluded for 1 properties.
Reduce places removed 1502 places and 0 transitions.
Support contains 1763 out of 2017 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 2017/2017 places, 4008/4008 transitions.
Reduce places removed 3 places and 0 transitions.
Iterating post reduction 0 with 3 rules applied. Total rules applied 3 place count 2014 transition count 4008
Discarding 248 places :
Symmetric choice reduction at 1 with 248 rule applications. Total rules 251 place count 1766 transition count 3760
Iterating global reduction 1 with 248 rules applied. Total rules applied 499 place count 1766 transition count 3760
Ensure Unique test removed 248 transitions
Reduce isomorphic transitions removed 248 transitions.
Iterating post reduction 1 with 248 rules applied. Total rules applied 747 place count 1766 transition count 3512
Applied a total of 747 rules in 74 ms. Remains 1766 /2017 variables (removed 251) and now considering 3512/4008 (removed 496) transitions.
// Phase 1: matrix 3512 rows 1766 cols
[2021-05-08 06:35:32] [INFO ] Computed 1 place invariants in 382 ms
[2021-05-08 06:35:32] [INFO ] Implicit Places using invariants in 684 ms returned []
// Phase 1: matrix 3512 rows 1766 cols
[2021-05-08 06:35:32] [INFO ] Computed 1 place invariants in 277 ms
[2021-05-08 06:35:33] [INFO ] Implicit Places using invariants and state equation in 905 ms returned []
Implicit Place search using SMT with State Equation took 1615 ms to find 0 implicit places.
// Phase 1: matrix 3512 rows 1766 cols
[2021-05-08 06:35:33] [INFO ] Computed 1 place invariants in 273 ms
[2021-05-08 06:35:35] [INFO ] Dead Transitions using invariants and state equation in 1789 ms returned []
Finished structural reductions, in 1 iterations. Remains : 1766/2017 places, 3512/4008 transitions.
[2021-05-08 06:35:35] [INFO ] Initial state reduction rules for LTL removed 2 formulas.
[2021-05-08 06:35:35] [INFO ] Flatten gal took : 237 ms
FORMULA AirplaneLD-PT-0500-15 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-0500-10 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
[2021-05-08 06:35:36] [INFO ] Flatten gal took : 175 ms
[2021-05-08 06:35:36] [INFO ] Input system was already deterministic with 3512 transitions.
Incomplete random walk after 100000 steps, including 12590 resets, run finished after 8348 ms. (steps per millisecond=11 ) properties (out of 27) seen :25
Running SMT prover for 2 properties.
// Phase 1: matrix 3512 rows 1766 cols
[2021-05-08 06:35:45] [INFO ] Computed 1 place invariants in 259 ms
[2021-05-08 06:35:45] [INFO ] [Real]Absence check using 0 positive and 1 generalized place invariants in 22 ms returned sat
[2021-05-08 06:35:45] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2021-05-08 06:35:45] [INFO ] [Real]Absence check using state equation in 391 ms returned unsat
[2021-05-08 06:35:46] [INFO ] [Real]Absence check using 0 positive and 1 generalized place invariants in 13 ms returned sat
[2021-05-08 06:35:46] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2021-05-08 06:35:46] [INFO ] [Real]Absence check using state equation in 873 ms returned unsat
Successfully simplified 2 atomic propositions for a total of 14 simplifications.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(((X((G(p1) U (p2&&G(p1))))||p0) U p3))], workingDir=/home/mcc/execution]
Support contains 255 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1496 places :
Symmetric choice reduction at 0 with 1496 rule applications. Total rules 1496 place count 270 transition count 2016
Iterating global reduction 0 with 1496 rules applied. Total rules applied 2992 place count 270 transition count 2016
Ensure Unique test removed 1496 transitions
Reduce isomorphic transitions removed 1496 transitions.
Iterating post reduction 0 with 1496 rules applied. Total rules applied 4488 place count 270 transition count 520
Applied a total of 4488 rules in 51 ms. Remains 270 /1766 variables (removed 1496) and now considering 520/3512 (removed 2992) transitions.
// Phase 1: matrix 520 rows 270 cols
[2021-05-08 06:35:47] [INFO ] Computed 1 place invariants in 11 ms
[2021-05-08 06:35:47] [INFO ] Implicit Places using invariants in 45 ms returned []
// Phase 1: matrix 520 rows 270 cols
[2021-05-08 06:35:47] [INFO ] Computed 1 place invariants in 11 ms
[2021-05-08 06:35:47] [INFO ] Implicit Places using invariants and state equation in 138 ms returned []
Implicit Place search using SMT with State Equation took 183 ms to find 0 implicit places.
// Phase 1: matrix 520 rows 270 cols
[2021-05-08 06:35:47] [INFO ] Computed 1 place invariants in 11 ms
[2021-05-08 06:35:47] [INFO ] Dead Transitions using invariants and state equation in 183 ms returned []
Finished structural reductions, in 1 iterations. Remains : 270/1766 places, 520/3512 transitions.
Stuttering acceptance computed with spot in 214 ms :[(NOT p3), (OR (NOT p2) (NOT p1)), true, (NOT p1)]
Running random walk in product with property : AirplaneLD-PT-0500-00 automaton TGBA [mat=[[{ cond=(NOT p3), acceptance={0} source=0 dest: 0}, { cond=(AND (NOT p3) (NOT p0)), acceptance={0} source=0 dest: 1}], [{ cond=(AND (NOT p2) p1), acceptance={0} source=1 dest: 1}, { cond=(NOT p1), acceptance={0} source=1 dest: 2}, { cond=(AND p2 p1), acceptance={0} source=1 dest: 3}], [{ cond=true, acceptance={0} source=2 dest: 2}], [{ cond=(NOT p1), acceptance={} source=3 dest: 2}, { cond=p1, acceptance={} source=3 dest: 3}]], initial=0, aps=[p3:(AND (EQ s0 1) (EQ s2 1)), p0:(OR (AND (EQ s12 1) (EQ s22 1)) (AND (EQ s12 1) (EQ s87 1)) (AND (EQ s12 1) (EQ s152 1)) (AND (EQ s12 1) (EQ s217 1)) (AND (EQ s12 1) (EQ s14 1)) (AND (EQ s12 1) (EQ s79 1)) (AND (EQ s12 1) (EQ s144 1)) (AND (EQ s12 1) (EQ s209 1)) (AND (EQ s12 1) (EQ s71 1)) (AND (EQ s12 1) (EQ s136 1)) (AND (EQ s12 1) (EQ s201 1)) (AND (EQ s12 1) (EQ s63 1)) (AND (EQ s12 1) (EQ s193 1)) (AND (EQ s12 1) (EQ s128 1)) (AND (EQ s12 1) (EQ s258 1)) (AND (EQ s12 1) (EQ s55 1)) (AND (EQ s12 1) (EQ s185 1)) (AND (EQ s12 1) (EQ s120 1)) (AND (EQ s12 1) (EQ s250 1)) (AND (EQ s12 1) (EQ s47 1)) (AND (EQ s12 1) (EQ s177 1)) (AND (EQ s12 1) (EQ s112 1)) (AND (EQ s12 1) (EQ s242 1)) (AND (EQ s12 1) (EQ s39 1)) (AND (EQ s12 1) (EQ s169 1)) (AND (EQ s12 1) (EQ s104 1)) (AND (EQ s12 1) (EQ s234 1)) (AND (EQ s12 1) (EQ s31 1)) (AND (EQ s12 1) (EQ s161 1)) (AND (EQ s12 1) (EQ s96 1)) (AND (EQ s12 1) (EQ s226 1)) (AND (EQ s12 1) (EQ s23 1)) (AND (EQ s12 1) (EQ s153 1)) (AND (EQ s12 1) (EQ s88 1)) (AND (EQ s12 1) (EQ s218 1)) (AND (EQ s12 1) (EQ s15 1)) (AND (EQ s12 1) (EQ s145 1)) (AND (EQ s12 1) (EQ s80 1)) (AND (EQ s12 1) (EQ s210 1)) (AND (EQ s12 1) (EQ s137 1)) (AND (EQ s12 1) (EQ s72 1)) (AND (EQ s12 1) (EQ s202 1)) (AND (EQ s12 1) (EQ s64 1)) (AND (EQ s12 1) (EQ s129 1)) (AND (EQ s12 1) (EQ s194 1)) (AND (EQ s12 1) (EQ s259 1)) (AND (EQ s12 1) (EQ s56 1)) (AND (EQ s12 1) (EQ s121 1)) (AND (EQ s12 1) (EQ s186 1)) (AND (EQ s12 1) (EQ s251 1)) (AND (EQ s12 1) (EQ s48 1)) (AND (EQ s12 1) (EQ s113 1)) (AND (EQ s12 1) (EQ s178 1)) (AND (EQ s12 1) (EQ s243 1)) (AND (EQ s12 1) (EQ s40 1)) (AND (EQ s12 1) (EQ s105 1)) (AND (EQ s12 1) (EQ s170 1)) (AND (EQ s12 1) (EQ s235 1)) (AND (EQ s12 1) (EQ s32 1)) (AND (EQ s12 1) (EQ s97 1)) (AND (EQ s12 1) (EQ s162 1)) (AND (EQ s12 1) (EQ s227 1)) (AND (EQ s12 1) (EQ s24 1)) (AND (EQ s12 1) (EQ s89 1)) (AND (EQ s12 1) (EQ s154 1)) (AND (EQ s12 1) (EQ s219 1)) (AND (EQ s12 1) (EQ s16 1)) (AND (EQ s12 1) (EQ s81 1)) (AND (EQ s12 1) (EQ s146 1)) (AND (EQ s12 1) (EQ s211 1)) (AND (EQ s12 1) (EQ s73 1)) (AND (EQ s12 1) (EQ s138 1)) (AND (EQ s12 1) (EQ s203 1)) (AND (EQ s12 1) (EQ s65 1)) (AND (EQ s12 1) (EQ s130 1)) (AND (EQ s12 1) (EQ s260 1)) (AND (EQ s12 1) (EQ s264 1)) (AND (EQ s12 1) (EQ s195 1)) (AND (EQ s12 1) (EQ s57 1)) (AND (EQ s12 1) (EQ s122 1)) (AND (EQ s12 1) (EQ s252 1)) (AND (EQ s12 1) (EQ s187 1)) (AND (EQ s12 1) (EQ s49 1)) (AND (EQ s12 1) (EQ s114 1)) (AND (EQ s12 1) (EQ s244 1)) (AND (EQ s12 1) (EQ s179 1)) (AND (EQ s12 1) (EQ s41 1)) (AND (EQ s12 1) (EQ s106 1)) (AND (EQ s12 1) (EQ s236 1)) (AND (EQ s12 1) (EQ s171 1)) (AND (EQ s12 1) (EQ s33 1)) (AND (EQ s12 1) (EQ s98 1)) (AND (EQ s12 1) (EQ s228 1)) (AND (EQ s12 1) (EQ s163 1)) (AND (EQ s12 1) (EQ s25 1)) (AND (EQ s12 1) (EQ s90 1)) (AND (EQ s12 1) (EQ s220 1)) (AND (EQ s12 1) (EQ s155 1)) (AND (EQ s12 1) (EQ s17 1)) (AND (EQ s12 1) (EQ s82 1)) (AND (EQ s12 1) (EQ s212 1)) (AND (EQ s12 1) (EQ s147 1)) (AND (EQ s12 1) (EQ s74 1)) (AND (EQ s12 1) (EQ s204 1)) (AND (EQ s12 1) (EQ s139 1)) (AND (EQ s12 1) (EQ s66 1)) (AND (EQ s12 1) (EQ s131 1)) (AND (EQ s12 1) (EQ s196 1)) (AND (EQ s12 1) (EQ s261 1)) (AND (EQ s12 1) (EQ s58 1)) (AND (EQ s12 1) (EQ s123 1)) (AND (EQ s12 1) (EQ s188 1)) (AND (EQ s12 1) (EQ s253 1)) (AND (EQ s12 1) (EQ s50 1)) (AND (EQ s12 1) (EQ s115 1)) (AND (EQ s12 1) (EQ s180 1)) (AND (EQ s12 1) (EQ s245 1)) (AND (EQ s12 1) (EQ s42 1)) (AND (EQ s12 1) (EQ s107 1)) (AND (EQ s12 1) (EQ s172 1)) (AND (EQ s12 1) (EQ s237 1)) (AND (EQ s12 1) (EQ s34 1)) (AND (EQ s12 1) (EQ s99 1)) (AND (EQ s12 1) (EQ s164 1)) (AND (EQ s12 1) (EQ s229 1)) (AND (EQ s12 1) (EQ s26 1)) (AND (EQ s12 1) (EQ s91 1)) (AND (EQ s12 1) (EQ s156 1)) (AND (EQ s12 1) (EQ s221 1)) (AND (EQ s12 1) (EQ s18 1)) (AND (EQ s12 1) (EQ s83 1)) (AND (EQ s12 1) (EQ s148 1)) (AND (EQ s12 1) (EQ s213 1)) (AND (EQ s12 1) (EQ s262 1)) (AND (EQ s12 1) (EQ s75 1)) (AND (EQ s12 1) (EQ s140 1)) (AND (EQ s12 1) (EQ s205 1)) (AND (EQ s12 1) (EQ s254 1)) (AND (EQ s12 1) (EQ s67 1)) (AND (EQ s12 1) (EQ s197 1)) (AND (EQ s12 1) (EQ s132 1)) (AND (EQ s12 1) (EQ s246 1)) (AND (EQ s12 1) (EQ s59 1)) (AND (EQ s12 1) (EQ s189 1)) (AND (EQ s12 1) (EQ s124 1)) (AND (EQ s12 1) (EQ s238 1)) (AND (EQ s12 1) (EQ s51 1)) (AND (EQ s12 1) (EQ s181 1)) (AND (EQ s12 1) (EQ s116 1)) (AND (EQ s12 1) (EQ s230 1)) (AND (EQ s12 1) (EQ s43 1)) (AND (EQ s12 1) (EQ s173 1)) (AND (EQ s12 1) (EQ s108 1)) (AND (EQ s12 1) (EQ s222 1)) (AND (EQ s12 1) (EQ s35 1)) (AND (EQ s12 1) (EQ s165 1)) (AND (EQ s12 1) (EQ s100 1)) (AND (EQ s12 1) (EQ s214 1)) (AND (EQ s12 1) (EQ s27 1)) (AND (EQ s12 1) (EQ s157 1)) (AND (EQ s12 1) (EQ s92 1)) (AND (EQ s12 1) (EQ s206 1)) (AND (EQ s12 1) (EQ s19 1)) (AND (EQ s12 1) (EQ s149 1)) (AND (EQ s12 1) (EQ s84 1)) (AND (EQ s12 1) (EQ s198 1)) (AND (EQ s12 1) (EQ s141 1)) (AND (EQ s12 1) (EQ s76 1)) (AND (EQ s12 1) (EQ s190 1)) (AND (EQ s12 1) (EQ s255 1)) (AND (EQ s12 1) (EQ s133 1)) (AND (EQ s12 1) (EQ s68 1)) (AND (EQ s12 1) (EQ s182 1)) (AND (EQ s12 1) (EQ s247 1)) (AND (EQ s12 1) (EQ s60 1)) (AND (EQ s12 1) (EQ s125 1)) (AND (EQ s12 1) (EQ s174 1)) (AND (EQ s12 1) (EQ s239 1)) (AND (EQ s12 1) (EQ s52 1)) (AND (EQ s12 1) (EQ s117 1)) (AND (EQ s12 1) (EQ s166 1)) (AND (EQ s12 1) (EQ s231 1)) (AND (EQ s12 1) (EQ s44 1)) (AND (EQ s12 1) (EQ s109 1)) (AND (EQ s12 1) (EQ s158 1)) (AND (EQ s12 1) (EQ s223 1)) (AND (EQ s12 1) (EQ s36 1)) (AND (EQ s12 1) (EQ s101 1)) (AND (EQ s12 1) (EQ s150 1)) (AND (EQ s12 1) (EQ s215 1)) (AND (EQ s12 1) (EQ s28 1)) (AND (EQ s12 1) (EQ s93 1)) (AND (EQ s12 1) (EQ s142 1)) (AND (EQ s12 1) (EQ s207 1)) (AND (EQ s12 1) (EQ s20 1)) (AND (EQ s12 1) (EQ s85 1)) (AND (EQ s12 1) (EQ s134 1)) (AND (EQ s12 1) (EQ s199 1)) (AND (EQ s12 1) (EQ s77 1)) (AND (EQ s12 1) (EQ s126 1)) (AND (EQ s12 1) (EQ s256 1)) (AND (EQ s12 1) (EQ s191 1)) (AND (EQ s12 1) (EQ s69 1)) (AND (EQ s12 1) (EQ s118 1)) (AND (EQ s12 1) (EQ s248 1)) (AND (EQ s12 1) (EQ s183 1)) (AND (EQ s12 1) (EQ s61 1)) (AND (EQ s12 1) (EQ s110 1)) (AND (EQ s12 1) (EQ s240 1)) (AND (EQ s12 1) (EQ s175 1)) (AND (EQ s12 1) (EQ s53 1)) (AND (EQ s12 1) (EQ s102 1)) (AND (EQ s12 1) (EQ s232 1)) (AND (EQ s12 1) (EQ s167 1)) (AND (EQ s12 1) (EQ s45 1)) (AND (EQ s12 1) (EQ s94 1)) (AND (EQ s12 1) (EQ s224 1)) (AND (EQ s12 1) (EQ s159 1)) (AND (EQ s12 1) (EQ s37 1)) (AND (EQ s12 1) (EQ s86 1)) (AND (EQ s12 1) (EQ s216 1)) (AND (EQ s12 1) (EQ s151 1)) (AND (EQ s12 1) (EQ s29 1)) (AND (EQ s12 1) (EQ s78 1)) (AND (EQ s12 1) (EQ s208 1)) (AND (EQ s12 1) (EQ s143 1)) (AND (EQ s12 1) (EQ s21 1)) (AND (EQ s12 1) (EQ s200 1)) (AND (EQ s12 1) (EQ s70 1)) (AND (EQ s12 1) (EQ s135 1)) (AND (EQ s12 1) (EQ s13 1)) (AND (EQ s12 1) (EQ s62 1)) (AND (EQ s12 1) (EQ s127 1)) (AND (EQ s12 1) (EQ s192 1)) (AND (EQ s12 1) (EQ s257 1)) (AND (EQ s12 1) (EQ s54 1)) (AND (EQ s12 1) (EQ s119 1)) (AND (EQ s12 1) (EQ s184 1)) (AND (EQ s12 1) (EQ s249 1)) (AND (EQ s12 1) (EQ s46 1)) (AND (EQ s12 1) (EQ s111 1)) (AND (EQ s12 1) (EQ s176 1)) (AND (EQ s12 1) (EQ s241 1)) (AND (EQ s12 1) (EQ s38 1)) (AND (EQ s12 1) (EQ s103 1)) (AND (EQ s12 1) (EQ s168 1)) (AND (EQ s12 1) (EQ s233 1)) (AND (EQ s12 1) (EQ s30 1)) (AND (EQ s12 1) (EQ s95 1)) (AND (EQ s12 1) (EQ s160 1)) (AND (EQ s12 1) (EQ s225 1))), p2:(OR (AND (EQ s12 1) (EQ s22 1)) (AND (EQ s12 1) (EQ s87 1)) (AND (EQ s12 1) (EQ s152 1)) (AND (EQ s12 1) (EQ s217 1)) (AND (EQ s12 1) (EQ s14 1)) (AND (EQ s12 1) (EQ s79 1)) (AND (EQ s12 1) (EQ s144 1)) (AND (EQ s12 1) (EQ s209 1)) (AND (EQ s12 1) (EQ s71 1)) (AND (EQ s12 1) (EQ s136 1)) (AND (EQ s12 1) (EQ s201 1)) (AND (EQ s12 1) (EQ s63 1)) (AND (EQ s12 1) (EQ s193 1)) (AND (EQ s12 1) (EQ s128 1)) (AND (EQ s12 1) (EQ s258 1)) (AND (EQ s12 1) (EQ s55 1)) (AND (EQ s12 1) (EQ s185 1)) (AND (EQ s12 1) (EQ s120 1)) (AND (EQ s12 1) (EQ s250 1)) (AND (EQ s12 1) (EQ s47 1)) (AND (EQ s12 1) (EQ s177 1)) (AND (EQ s12 1) (EQ s112 1)) (AND (EQ s12 1) (EQ s242 1)) (AND (EQ s12 1) (EQ s39 1)) (AND (EQ s12 1) (EQ s169 1)) (AND (EQ s12 1) (EQ s104 1)) (AND (EQ s12 1) (EQ s234 1)) (AND (EQ s12 1) (EQ s31 1)) (AND (EQ s12 1) (EQ s161 1)) (AND (EQ s12 1) (EQ s96 1)) (AND (EQ s12 1) (EQ s226 1)) (AND (EQ s12 1) (EQ s23 1)) (AND (EQ s12 1) (EQ s153 1)) (AND (EQ s12 1) (EQ s88 1)) (AND (EQ s12 1) (EQ s218 1)) (AND (EQ s12 1) (EQ s15 1)) (AND (EQ s12 1) (EQ s145 1)) (AND (EQ s12 1) (EQ s80 1)) (AND (EQ s12 1) (EQ s210 1)) (AND (EQ s12 1) (EQ s137 1)) (AND (EQ s12 1) (EQ s72 1)) (AND (EQ s12 1) (EQ s202 1)) (AND (EQ s12 1) (EQ s64 1)) (AND (EQ s12 1) (EQ s129 1)) (AND (EQ s12 1) (EQ s194 1)) (AND (EQ s12 1) (EQ s259 1)) (AND (EQ s12 1) (EQ s56 1)) (AND (EQ s12 1) (EQ s121 1)) (AND (EQ s12 1) (EQ s186 1)) (AND (EQ s12 1) (EQ s251 1)) (AND (EQ s12 1) (EQ s48 1)) (AND (EQ s12 1) (EQ s113 1)) (AND (EQ s12 1) (EQ s178 1)) (AND (EQ s12 1) (EQ s243 1)) (AND (EQ s12 1) (EQ s40 1)) (AND (EQ s12 1) (EQ s105 1)) (AND (EQ s12 1) (EQ s170 1)) (AND (EQ s12 1) (EQ s235 1)) (AND (EQ s12 1) (EQ s32 1)) (AND (EQ s12 1) (EQ s97 1)) (AND (EQ s12 1) (EQ s162 1)) (AND (EQ s12 1) (EQ s227 1)) (AND (EQ s12 1) (EQ s24 1)) (AND (EQ s12 1) (EQ s89 1)) (AND (EQ s12 1) (EQ s154 1)) (AND (EQ s12 1) (EQ s219 1)) (AND (EQ s12 1) (EQ s16 1)) (AND (EQ s12 1) (EQ s81 1)) (AND (EQ s12 1) (EQ s146 1)) (AND (EQ s12 1) (EQ s211 1)) (AND (EQ s12 1) (EQ s73 1)) (AND (EQ s12 1) (EQ s138 1)) (AND (EQ s12 1) (EQ s203 1)) (AND (EQ s12 1) (EQ s65 1)) (AND (EQ s12 1) (EQ s130 1)) (AND (EQ s12 1) (EQ s260 1)) (AND (EQ s12 1) (EQ s264 1)) (AND (EQ s12 1) (EQ s195 1)) (AND (EQ s12 1) (EQ s57 1)) (AND (EQ s12 1) (EQ s122 1)) (AND (EQ s12 1) (EQ s252 1)) (AND (EQ s12 1) (EQ s187 1)) (AND (EQ s12 1) (EQ s49 1)) (AND (EQ s12 1) (EQ s114 1)) (AND (EQ s12 1) (EQ s244 1)) (AND (EQ s12 1) (EQ s179 1)) (AND (EQ s12 1) (EQ s41 1)) (AND (EQ s12 1) (EQ s106 1)) (AND (EQ s12 1) (EQ s236 1)) (AND (EQ s12 1) (EQ s171 1)) (AND (EQ s12 1) (EQ s33 1)) (AND (EQ s12 1) (EQ s98 1)) (AND (EQ s12 1) (EQ s228 1)) (AND (EQ s12 1) (EQ s163 1)) (AND (EQ s12 1) (EQ s25 1)) (AND (EQ s12 1) (EQ s90 1)) (AND (EQ s12 1) (EQ s220 1)) (AND (EQ s12 1) (EQ s155 1)) (AND (EQ s12 1) (EQ s17 1)) (AND (EQ s12 1) (EQ s82 1)) (AND (EQ s12 1) (EQ s212 1)) (AND (EQ s12 1) (EQ s147 1)) (AND (EQ s12 1) (EQ s74 1)) (AND (EQ s12 1) (EQ s204 1)) (AND (EQ s12 1) (EQ s139 1)) (AND (EQ s12 1) (EQ s66 1)) (AND (EQ s12 1) (EQ s131 1)) (AND (EQ s12 1) (EQ s196 1)) (AND (EQ s12 1) (EQ s261 1)) (AND (EQ s12 1) (EQ s58 1)) (AND (EQ s12 1) (EQ s123 1)) (AND (EQ s12 1) (EQ s188 1)) (AND (EQ s12 1) (EQ s253 1)) (AND (EQ s12 1) (EQ s50 1)) (AND (EQ s12 1) (EQ s115 1)) (AND (EQ s12 1) (EQ s180 1)) (AND (EQ s12 1) (EQ s245 1)) (AND (EQ s12 1) (EQ s42 1)) (AND (EQ s12 1) (EQ s107 1)) (AND (EQ s12 1) (EQ s172 1)) (AND (EQ s12 1) (EQ s237 1)) (AND (EQ s12 1) (EQ s34 1)) (AND (EQ s12 1) (EQ s99 1)) (AND (EQ s12 1) (EQ s164 1)) (AND (EQ s12 1) (EQ s229 1)) (AND (EQ s12 1) (EQ s26 1)) (AND (EQ s12 1) (EQ s91 1)) (AND (EQ s12 1) (EQ s156 1)) (AND (EQ s12 1) (EQ s221 1)) (AND (EQ s12 1) (EQ s18 1)) (AND (EQ s12 1) (EQ s83 1)) (AND (EQ s12 1) (EQ s148 1)) (AND (EQ s12 1) (EQ s213 1)) (AND (EQ s12 1) (EQ s262 1)) (AND (EQ s12 1) (EQ s75 1)) (AND (EQ s12 1) (EQ s140 1)) (AND (EQ s12 1) (EQ s205 1)) (AND (EQ s12 1) (EQ s254 1)) (AND (EQ s12 1) (EQ s67 1)) (AND (EQ s12 1) (EQ s197 1)) (AND (EQ s12 1) (EQ s132 1)) (AND (EQ s12 1) (EQ s246 1)) (AND (EQ s12 1) (EQ s59 1)) (AND (EQ s12 1) (EQ s189 1)) (AND (EQ s12 1) (EQ s124 1)) (AND (EQ s12 1) (EQ s238 1)) (AND (EQ s12 1) (EQ s51 1)) (AND (EQ s12 1) (EQ s181 1)) (AND (EQ s12 1) (EQ s116 1)) (AND (EQ s12 1) (EQ s230 1)) (AND (EQ s12 1) (EQ s43 1)) (AND (EQ s12 1) (EQ s173 1)) (AND (EQ s12 1) (EQ s108 1)) (AND (EQ s12 1) (EQ s222 1)) (AND (EQ s12 1) (EQ s35 1)) (AND (EQ s12 1) (EQ s165 1)) (AND (EQ s12 1) (EQ s100 1)) (AND (EQ s12 1) (EQ s214 1)) (AND (EQ s12 1) (EQ s27 1)) (AND (EQ s12 1) (EQ s157 1)) (AND (EQ s12 1) (EQ s92 1)) (AND (EQ s12 1) (EQ s206 1)) (AND (EQ s12 1) (EQ s19 1)) (AND (EQ s12 1) (EQ s149 1)) (AND (EQ s12 1) (EQ s84 1)) (AND (EQ s12 1) (EQ s198 1)) (AND (EQ s12 1) (EQ s141 1)) (AND (EQ s12 1) (EQ s76 1)) (AND (EQ s12 1) (EQ s190 1)) (AND (EQ s12 1) (EQ s255 1)) (AND (EQ s12 1) (EQ s133 1)) (AND (EQ s12 1) (EQ s68 1)) (AND (EQ s12 1) (EQ s182 1)) (AND (EQ s12 1) (EQ s247 1)) (AND (EQ s12 1) (EQ s60 1)) (AND (EQ s12 1) (EQ s125 1)) (AND (EQ s12 1) (EQ s174 1)) (AND (EQ s12 1) (EQ s239 1)) (AND (EQ s12 1) (EQ s52 1)) (AND (EQ s12 1) (EQ s117 1)) (AND (EQ s12 1) (EQ s166 1)) (AND (EQ s12 1) (EQ s231 1)) (AND (EQ s12 1) (EQ s44 1)) (AND (EQ s12 1) (EQ s109 1)) (AND (EQ s12 1) (EQ s158 1)) (AND (EQ s12 1) (EQ s223 1)) (AND (EQ s12 1) (EQ s36 1)) (AND (EQ s12 1) (EQ s101 1)) (AND (EQ s12 1) (EQ s150 1)) (AND (EQ s12 1) (EQ s215 1)) (AND (EQ s12 1) (EQ s28 1)) (AND (EQ s12 1) (EQ s93 1)) (AND (EQ s12 1) (EQ s142 1)) (AND (EQ s12 1) (EQ s207 1)) (AND (EQ s12 1) (EQ s20 1)) (AND (EQ s12 1) (EQ s85 1)) (AND (EQ s12 1) (EQ s134 1)) (AND (EQ s12 1) (EQ s199 1)) (AND (EQ s12 1) (EQ s77 1)) (AND (EQ s12 1) (EQ s126 1)) (AND (EQ s12 1) (EQ s256 1)) (AND (EQ s12 1) (EQ s191 1)) (AND (EQ s12 1) (EQ s69 1)) (AND (EQ s12 1) (EQ s118 1)) (AND (EQ s12 1) (EQ s248 1)) (AND (EQ s12 1) (EQ s183 1)) (AND (EQ s12 1) (EQ s61 1)) (AND (EQ s12 1) (EQ s110 1)) (AND (EQ s12 1) (EQ s240 1)) (AND (EQ s12 1) (EQ s175 1)) (AND (EQ s12 1) (EQ s53 1)) (AND (EQ s12 1) (EQ s102 1)) (AND (EQ s12 1) (EQ s232 1)) (AND (EQ s12 1) (EQ s167 1)) (AND (EQ s12 1) (EQ s45 1)) (AND (EQ s12 1) (EQ s94 1)) (AND (EQ s12 1) (EQ s224 1)) (AND (EQ s12 1) (EQ s159 1)) (AND (EQ s12 1) (EQ s37 1)) (AND (EQ s12 1) (EQ s86 1)) (AND (EQ s12 1) (EQ s216 1)) (AND (EQ s12 1) (EQ s151 1)) (AND (EQ s12 1) (EQ s29 1)) (AND (EQ s12 1) (EQ s78 1)) (AND (EQ s12 1) (EQ s208 1)) (AND (EQ s12 1) (EQ s143 1)) (AND (EQ s12 1) (EQ s21 1)) (AND (EQ s12 1) (EQ s200 1)) (AND (EQ s12 1) (EQ s70 1)) (AND (EQ s12 1) (EQ s135 1)) (AND (EQ s12 1) (EQ s13 1)) (AND (EQ s12 1) (EQ s62 1)) (AND (EQ s12 1) (EQ s127 1)) (AND (EQ s12 1) (EQ s192 1)) (AND (EQ s12 1) (EQ s257 1)) (AND (EQ s12 1) (EQ s54 1)) (AND (EQ s12 1) (EQ s119 1)) (AND (EQ s12 1) (EQ s184 1)) (AND (EQ s12 1) (EQ s249 1)) (AND (EQ s12 1) (EQ s46 1)) (AND (EQ s12 1) (EQ s111 1)) (AND (EQ s12 1) (EQ s176 1)) (AND (EQ s12 1) (EQ s241 1)) (AND (EQ s12 1) (EQ s38 1)) (AND (EQ s12 1) (EQ s103 1)) (AND (EQ s12 1) (EQ s168 1)) (AND (EQ s12 1) (EQ s233 1)) (AND (EQ s12 1) (EQ s30 1)) (AND (EQ s12 1) (EQ s95 1)) (AND (EQ s12 1) (EQ s160 1)) (AND (EQ s12 1) (EQ s225 1))), p1:(EQ s269 0)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null][false, false, false, false]]
Entered a terminal (fully accepting) state of product in 2 steps with 0 reset in 2 ms.
FORMULA AirplaneLD-PT-0500-00 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-00 finished in 686 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X((F(p0)&&X(G(p1)))))], workingDir=/home/mcc/execution]
Support contains 250 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1499 places :
Symmetric choice reduction at 0 with 1499 rule applications. Total rules 1499 place count 267 transition count 2013
Iterating global reduction 0 with 1499 rules applied. Total rules applied 2998 place count 267 transition count 2013
Ensure Unique test removed 1499 transitions
Reduce isomorphic transitions removed 1499 transitions.
Iterating post reduction 0 with 1499 rules applied. Total rules applied 4497 place count 267 transition count 514
Applied a total of 4497 rules in 43 ms. Remains 267 /1766 variables (removed 1499) and now considering 514/3512 (removed 2998) transitions.
// Phase 1: matrix 514 rows 267 cols
[2021-05-08 06:35:47] [INFO ] Computed 1 place invariants in 12 ms
[2021-05-08 06:35:47] [INFO ] Implicit Places using invariants in 64 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 66 ms to find 1 implicit places.
// Phase 1: matrix 514 rows 266 cols
[2021-05-08 06:35:47] [INFO ] Computed 0 place invariants in 14 ms
[2021-05-08 06:35:47] [INFO ] Dead Transitions using invariants and state equation in 200 ms returned []
Starting structural reductions, iteration 1 : 266/1766 places, 514/3512 transitions.
Applied a total of 0 rules in 13 ms. Remains 266 /266 variables (removed 0) and now considering 514/514 (removed 0) transitions.
// Phase 1: matrix 514 rows 266 cols
[2021-05-08 06:35:48] [INFO ] Computed 0 place invariants in 11 ms
[2021-05-08 06:35:48] [INFO ] Dead Transitions using invariants and state equation in 207 ms returned []
Finished structural reductions, in 2 iterations. Remains : 266/1766 places, 514/3512 transitions.
Stuttering acceptance computed with spot in 181 ms :[(NOT p1), (OR (NOT p1) (NOT p0)), (OR (NOT p0) (NOT p1)), (OR (NOT p1) (NOT p0)), true]
Running random walk in product with property : AirplaneLD-PT-0500-01 automaton TGBA [mat=[[{ cond=p1, acceptance={} source=0 dest: 0}, { cond=(NOT p1), acceptance={} source=0 dest: 4}], [{ cond=p0, acceptance={} source=1 dest: 0}, { cond=(NOT p0), acceptance={} source=1 dest: 2}], [{ cond=(AND p0 p1), acceptance={0} source=2 dest: 0}, { cond=(AND (NOT p0) p1), acceptance={0} source=2 dest: 2}, { cond=(NOT p1), acceptance={0} source=2 dest: 4}], [{ cond=true, acceptance={} source=3 dest: 1}], [{ cond=true, acceptance={0} source=4 dest: 4}]], initial=3, aps=[p1:(OR (AND (EQ s8 1) (EQ s108 1)) (AND (EQ s8 1) (EQ s173 1)) (AND (EQ s8 1) (EQ s238 1)) (AND (EQ s8 1) (EQ s43 1)) (AND (EQ s8 1) (EQ s246 1)) (AND (EQ s8 1) (EQ s51 1)) (AND (EQ s8 1) (EQ s181 1)) (AND (EQ s8 1) (EQ s116 1)) (AND (EQ s8 1) (EQ s59 1)) (AND (EQ s8 1) (EQ s189 1)) (AND (EQ s8 1) (EQ s124 1)) (AND (EQ s8 1) (EQ s254 1)) (AND (EQ s8 1) (EQ s67 1)) (AND (EQ s8 1) (EQ s197 1)) (AND (EQ s8 1) (EQ s132 1)) (AND (EQ s8 1) (EQ s10 1)) (AND (EQ s8 1) (EQ s11 1)) (AND (EQ s8 1) (EQ s76 1)) (AND (EQ s8 1) (EQ s141 1)) (AND (EQ s8 1) (EQ s206 1)) (AND (EQ s8 1) (EQ s19 1)) (AND (EQ s8 1) (EQ s84 1)) (AND (EQ s8 1) (EQ s149 1)) (AND (EQ s8 1) (EQ s214 1)) (AND (EQ s8 1) (EQ s27 1)) (AND (EQ s8 1) (EQ s92 1)) (AND (EQ s8 1) (EQ s157 1)) (AND (EQ s8 1) (EQ s222 1)) (AND (EQ s8 1) (EQ s35 1)) (AND (EQ s8 1) (EQ s100 1)) (AND (EQ s8 1) (EQ s165 1)) (AND (EQ s8 1) (EQ s230 1)) (AND (EQ s8 1) (EQ s44 1)) (AND (EQ s8 1) (EQ s174 1)) (AND (EQ s8 1) (EQ s109 1)) (AND (EQ s8 1) (EQ s239 1)) (AND (EQ s8 1) (EQ s52 1)) (AND (EQ s8 1) (EQ s117 1)) (AND (EQ s8 1) (EQ s182 1)) (AND (EQ s8 1) (EQ s247 1)) (AND (EQ s8 1) (EQ s60 1)) (AND (EQ s8 1) (EQ s125 1)) (AND (EQ s8 1) (EQ s190 1)) (AND (EQ s8 1) (EQ s255 1)) (AND (EQ s8 1) (EQ s68 1)) (AND (EQ s8 1) (EQ s133 1)) (AND (EQ s8 1) (EQ s198 1)) (AND (EQ s8 1) (EQ s12 1)) (AND (EQ s8 1) (EQ s142 1)) (AND (EQ s8 1) (EQ s77 1)) (AND (EQ s8 1) (EQ s207 1)) (AND (EQ s8 1) (EQ s20 1)) (AND (EQ s8 1) (EQ s150 1)) (AND (EQ s8 1) (EQ s85 1)) (AND (EQ s8 1) (EQ s215 1)) (AND (EQ s8 1) (EQ s28 1)) (AND (EQ s8 1) (EQ s158 1)) (AND (EQ s8 1) (EQ s93 1)) (AND (EQ s8 1) (EQ s223 1)) (AND (EQ s8 1) (EQ s36 1)) (AND (EQ s8 1) (EQ s166 1)) (AND (EQ s8 1) (EQ s101 1)) (AND (EQ s8 1) (EQ s231 1)) (AND (EQ s8 1) (EQ s171 1)) (AND (EQ s8 1) (EQ s236 1)) (AND (EQ s8 1) (EQ s114 1)) (AND (EQ s8 1) (EQ s49 1)) (AND (EQ s8 1) (EQ s244 1)) (AND (EQ s8 1) (EQ s179 1)) (AND (EQ s8 1) (EQ s122 1)) (AND (EQ s8 1) (EQ s57 1)) (AND (EQ s8 1) (EQ s187 1)) (AND (EQ s8 1) (EQ s130 1)) (AND (EQ s8 1) (EQ s252 1)) (AND (EQ s8 1) (EQ s65 1)) (AND (EQ s8 1) (EQ s195 1)) (AND (EQ s8 1) (EQ s138 1)) (AND (EQ s8 1) (EQ s73 1)) (AND (EQ s8 1) (EQ s139 1)) (AND (EQ s8 1) (EQ s204 1)) (AND (EQ s8 1) (EQ s17 1)) (AND (EQ s8 1) (EQ s82 1)) (AND (EQ s8 1) (EQ s147 1)) (AND (EQ s8 1) (EQ s212 1)) (AND (EQ s8 1) (EQ s25 1)) (AND (EQ s8 1) (EQ s90 1)) (AND (EQ s8 1) (EQ s155 1)) (AND (EQ s8 1) (EQ s220 1)) (AND (EQ s8 1) (EQ s33 1)) (AND (EQ s8 1) (EQ s98 1)) (AND (EQ s8 1) (EQ s163 1)) (AND (EQ s8 1) (EQ s228 1)) (AND (EQ s8 1) (EQ s41 1)) (AND (EQ s8 1) (EQ s106 1)) (AND (EQ s8 1) (EQ s107 1)) (AND (EQ s8 1) (EQ s237 1)) (AND (EQ s8 1) (EQ s172 1)) (AND (EQ s8 1) (EQ s50 1)) (AND (EQ s8 1) (EQ s245 1)) (AND (EQ s8 1) (EQ s115 1)) (AND (EQ s8 1) (EQ s180 1)) (AND (EQ s8 1) (EQ s58 1)) (AND (EQ s8 1) (EQ s123 1)) (AND (EQ s8 1) (EQ s188 1)) (AND (EQ s8 1) (EQ s66 1)) (AND (EQ s8 1) (EQ s253 1)) (AND (EQ s8 1) (EQ s131 1)) (AND (EQ s8 1) (EQ s196 1)) (AND (EQ s8 1) (EQ s74 1)) (AND (EQ s8 1) (EQ s75 1)) (AND (EQ s8 1) (EQ s205 1)) (AND (EQ s8 1) (EQ s140 1)) (AND (EQ s8 1) (EQ s18 1)) (AND (EQ s8 1) (EQ s83 1)) (AND (EQ s8 1) (EQ s213 1)) (AND (EQ s8 1) (EQ s148 1)) (AND (EQ s8 1) (EQ s26 1)) (AND (EQ s8 1) (EQ s91 1)) (AND (EQ s8 1) (EQ s221 1)) (AND (EQ s8 1) (EQ s156 1)) (AND (EQ s8 1) (EQ s34 1)) (AND (EQ s8 1) (EQ s99 1)) (AND (EQ s8 1) (EQ s229 1)) (AND (EQ s8 1) (EQ s164 1)) (AND (EQ s8 1) (EQ s42 1)) (AND (EQ s8 1) (EQ s177 1)) (AND (EQ s8 1) (EQ s242 1)) (AND (EQ s8 1) (EQ s47 1)) (AND (EQ s8 1) (EQ s112 1)) (AND (EQ s8 1) (EQ s250 1)) (AND (EQ s8 1) (EQ s55 1)) (AND (EQ s8 1) (EQ s185 1)) (AND (EQ s8 1) (EQ s120 1)) (AND (EQ s8 1) (EQ s258 1)) (AND (EQ s8 1) (EQ s63 1)) (AND (EQ s8 1) (EQ s193 1)) (AND (EQ s8 1) (EQ s128 1)) (AND (EQ s8 1) (EQ s71 1)) (AND (EQ s8 1) (EQ s201 1)) (AND (EQ s8 1) (EQ s136 1)) (AND (EQ s8 1) (EQ s15 1)) (AND (EQ s8 1) (EQ s80 1)) (AND (EQ s8 1) (EQ s145 1)) (AND (EQ s8 1) (EQ s210 1)) (AND (EQ s8 1) (EQ s23 1)) (AND (EQ s8 1) (EQ s88 1)) (AND (EQ s8 1) (EQ s153 1)) (AND (EQ s8 1) (EQ s218 1)) (AND (EQ s8 1) (EQ s31 1)) (AND (EQ s8 1) (EQ s96 1)) (AND (EQ s8 1) (EQ s161 1)) (AND (EQ s8 1) (EQ s226 1)) (AND (EQ s8 1) (EQ s39 1)) (AND (EQ s8 1) (EQ s104 1)) (AND (EQ s8 1) (EQ s169 1)) (AND (EQ s8 1) (EQ s234 1)) (AND (EQ s8 1) (EQ s235 1)) (AND (EQ s8 1) (EQ s48 1)) (AND (EQ s8 1) (EQ s113 1)) (AND (EQ s8 1) (EQ s178 1)) (AND (EQ s8 1) (EQ s243 1)) (AND (EQ s8 1) (EQ s56 1)) (AND (EQ s8 1) (EQ s121 1)) (AND (EQ s8 1) (EQ s186 1)) (AND (EQ s8 1) (EQ s64 1)) (AND (EQ s8 1) (EQ s129 1)) (AND (EQ s8 1) (EQ s194 1)) (AND (EQ s8 1) (EQ s251 1)) (AND (EQ s8 1) (EQ s72 1)) (AND (EQ s8 1) (EQ s137 1)) (AND (EQ s8 1) (EQ s202 1)) (AND (EQ s8 1) (EQ s203 1)) (AND (EQ s8 1) (EQ s16 1)) (AND (EQ s8 1) (EQ s146 1)) (AND (EQ s8 1) (EQ s81 1)) (AND (EQ s8 1) (EQ s211 1)) (AND (EQ s8 1) (EQ s24 1)) (AND (EQ s8 1) (EQ s154 1)) (AND (EQ s8 1) (EQ s89 1)) (AND (EQ s8 1) (EQ s219 1)) (AND (EQ s8 1) (EQ s32 1)) (AND (EQ s8 1) (EQ s162 1)) (AND (EQ s8 1) (EQ s97 1)) (AND (EQ s8 1) (EQ s227 1)) (AND (EQ s8 1) (EQ s40 1)) (AND (EQ s8 1) (EQ s170 1)) (AND (EQ s8 1) (EQ s105 1)) (AND (EQ s8 1) (EQ s110 1)) (AND (EQ s8 1) (EQ s45 1)) (AND (EQ s8 1) (EQ s175 1)) (AND (EQ s8 1) (EQ s240 1)) (AND (EQ s8 1) (EQ s118 1)) (AND (EQ s8 1) (EQ s248 1)) (AND (EQ s8 1) (EQ s53 1)) (AND (EQ s8 1) (EQ s183 1)) (AND (EQ s8 1) (EQ s126 1)) (AND (EQ s8 1) (EQ s256 1)) (AND (EQ s8 1) (EQ s61 1)) (AND (EQ s8 1) (EQ s191 1)) (AND (EQ s8 1) (EQ s134 1)) (AND (EQ s8 1) (EQ s69 1)) (AND (EQ s8 1) (EQ s199 1)) (AND (EQ s8 1) (EQ s13 1)) (AND (EQ s8 1) (EQ s78 1)) (AND (EQ s8 1) (EQ s143 1)) (AND (EQ s8 1) (EQ s208 1)) (AND (EQ s8 1) (EQ s21 1)) (AND (EQ s8 1) (EQ s86 1)) (AND (EQ s8 1) (EQ s151 1)) (AND (EQ s8 1) (EQ s216 1)) (AND (EQ s8 1) (EQ s29 1)) (AND (EQ s8 1) (EQ s94 1)) (AND (EQ s8 1) (EQ s159 1)) (AND (EQ s8 1) (EQ s224 1)) (AND (EQ s8 1) (EQ s37 1)) (AND (EQ s8 1) (EQ s102 1)) (AND (EQ s8 1) (EQ s167 1)) (AND (EQ s8 1) (EQ s232 1)) (AND (EQ s8 1) (EQ s46 1)) (AND (EQ s8 1) (EQ s241 1)) (AND (EQ s8 1) (EQ s111 1)) (AND (EQ s8 1) (EQ s176 1)) (AND (EQ s8 1) (EQ s54 1)) (AND (EQ s8 1) (EQ s249 1)) (AND (EQ s8 1) (EQ s119 1)) (AND (EQ s8 1) (EQ s184 1)) (AND (EQ s8 1) (EQ s62 1)) (AND (EQ s8 1) (EQ s257 1)) (AND (EQ s8 1) (EQ s127 1)) (AND (EQ s8 1) (EQ s192 1)) (AND (EQ s8 1) (EQ s70 1)) (AND (EQ s8 1) (EQ s135 1)) (AND (EQ s8 1) (EQ s200 1)) (AND (EQ s8 1) (EQ s14 1)) (AND (EQ s8 1) (EQ s79 1)) (AND (EQ s8 1) (EQ s209 1)) (AND (EQ s8 1) (EQ s144 1)) (AND (EQ s8 1) (EQ s22 1)) (AND (EQ s8 1) (EQ s87 1)) (AND (EQ s8 1) (EQ s217 1)) (AND (EQ s8 1) (EQ s152 1)) (AND (EQ s8 1) (EQ s30 1)) (AND (EQ s8 1) (EQ s95 1)) (AND (EQ s8 1) (EQ s225 1)) (AND (EQ s8 1) (EQ s160 1)) (AND (EQ s8 1) (EQ s38 1)) (AND (EQ s8 1) (EQ s103 1)) (AND (EQ s8 1) (EQ s233 1)) (AND (EQ s8 1) (EQ s168 1))), p0:(AND (OR (EQ s8 0) (EQ s108 0)) (OR (EQ s8 0) (EQ s173 0)) (OR (EQ s8 0) (EQ s238 0)) (OR (EQ s8 0) (EQ s43 0)) (OR (EQ s8 0) (EQ s246 0)) (OR (EQ s8 0) (EQ s51 0)) (OR (EQ s8 0) (EQ s181 0)) (OR (EQ s8 0) (EQ s116 0)) (OR (EQ s8 0) (EQ s59 0)) (OR (EQ s8 0) (EQ s189 0)) (OR (EQ s8 0) (EQ s124 0)) (OR (EQ s8 0) (EQ s254 0)) (OR (EQ s8 0) (EQ s67 0)) (OR (EQ s8 0) (EQ s197 0)) (OR (EQ s8 0) (EQ s132 0)) (OR (EQ s8 0) (EQ s10 0)) (OR (EQ s8 0) (EQ s11 0)) (OR (EQ s8 0) (EQ s76 0)) (OR (EQ s8 0) (EQ s141 0)) (OR (EQ s8 0) (EQ s206 0)) (OR (EQ s8 0) (EQ s19 0)) (OR (EQ s8 0) (EQ s84 0)) (OR (EQ s8 0) (EQ s149 0)) (OR (EQ s8 0) (EQ s214 0)) (OR (EQ s8 0) (EQ s27 0)) (OR (EQ s8 0) (EQ s92 0)) (OR (EQ s8 0) (EQ s157 0)) (OR (EQ s8 0) (EQ s222 0)) (OR (EQ s8 0) (EQ s35 0)) (OR (EQ s8 0) (EQ s100 0)) (OR (EQ s8 0) (EQ s165 0)) (OR (EQ s8 0) (EQ s230 0)) (OR (EQ s8 0) (EQ s44 0)) (OR (EQ s8 0) (EQ s174 0)) (OR (EQ s8 0) (EQ s109 0)) (OR (EQ s8 0) (EQ s239 0)) (OR (EQ s8 0) (EQ s52 0)) (OR (EQ s8 0) (EQ s117 0)) (OR (EQ s8 0) (EQ s182 0)) (OR (EQ s8 0) (EQ s247 0)) (OR (EQ s8 0) (EQ s60 0)) (OR (EQ s8 0) (EQ s125 0)) (OR (EQ s8 0) (EQ s190 0)) (OR (EQ s8 0) (EQ s255 0)) (OR (EQ s8 0) (EQ s68 0)) (OR (EQ s8 0) (EQ s133 0)) (OR (EQ s8 0) (EQ s198 0)) (OR (EQ s8 0) (EQ s12 0)) (OR (EQ s8 0) (EQ s142 0)) (OR (EQ s8 0) (EQ s77 0)) (OR (EQ s8 0) (EQ s207 0)) (OR (EQ s8 0) (EQ s20 0)) (OR (EQ s8 0) (EQ s150 0)) (OR (EQ s8 0) (EQ s85 0)) (OR (EQ s8 0) (EQ s215 0)) (OR (EQ s8 0) (EQ s28 0)) (OR (EQ s8 0) (EQ s158 0)) (OR (EQ s8 0) (EQ s93 0)) (OR (EQ s8 0) (EQ s223 0)) (OR (EQ s8 0) (EQ s36 0)) (OR (EQ s8 0) (EQ s166 0)) (OR (EQ s8 0) (EQ s101 0)) (OR (EQ s8 0) (EQ s231 0)) (OR (EQ s8 0) (EQ s171 0)) (OR (EQ s8 0) (EQ s236 0)) (OR (EQ s8 0) (EQ s114 0)) (OR (EQ s8 0) (EQ s49 0)) (OR (EQ s8 0) (EQ s244 0)) (OR (EQ s8 0) (EQ s179 0)) (OR (EQ s8 0) (EQ s122 0)) (OR (EQ s8 0) (EQ s57 0)) (OR (EQ s8 0) (EQ s187 0)) (OR (EQ s8 0) (EQ s130 0)) (OR (EQ s8 0) (EQ s252 0)) (OR (EQ s8 0) (EQ s65 0)) (OR (EQ s8 0) (EQ s195 0)) (OR (EQ s8 0) (EQ s138 0)) (OR (EQ s8 0) (EQ s73 0)) (OR (EQ s8 0) (EQ s139 0)) (OR (EQ s8 0) (EQ s204 0)) (OR (EQ s8 0) (EQ s17 0)) (OR (EQ s8 0) (EQ s82 0)) (OR (EQ s8 0) (EQ s147 0)) (OR (EQ s8 0) (EQ s212 0)) (OR (EQ s8 0) (EQ s25 0)) (OR (EQ s8 0) (EQ s90 0)) (OR (EQ s8 0) (EQ s155 0)) (OR (EQ s8 0) (EQ s220 0)) (OR (EQ s8 0) (EQ s33 0)) (OR (EQ s8 0) (EQ s98 0)) (OR (EQ s8 0) (EQ s163 0)) (OR (EQ s8 0) (EQ s228 0)) (OR (EQ s8 0) (EQ s41 0)) (OR (EQ s8 0) (EQ s106 0)) (OR (EQ s8 0) (EQ s107 0)) (OR (EQ s8 0) (EQ s237 0)) (OR (EQ s8 0) (EQ s172 0)) (OR (EQ s8 0) (EQ s50 0)) (OR (EQ s8 0) (EQ s245 0)) (OR (EQ s8 0) (EQ s115 0)) (OR (EQ s8 0) (EQ s180 0)) (OR (EQ s8 0) (EQ s58 0)) (OR (EQ s8 0) (EQ s123 0)) (OR (EQ s8 0) (EQ s188 0)) (OR (EQ s8 0) (EQ s66 0)) (OR (EQ s8 0) (EQ s253 0)) (OR (EQ s8 0) (EQ s131 0)) (OR (EQ s8 0) (EQ s196 0)) (OR (EQ s8 0) (EQ s74 0)) (OR (EQ s8 0) (EQ s75 0)) (OR (EQ s8 0) (EQ s205 0)) (OR (EQ s8 0) (EQ s140 0)) (OR (EQ s8 0) (EQ s18 0)) (OR (EQ s8 0) (EQ s83 0)) (OR (EQ s8 0) (EQ s213 0)) (OR (EQ s8 0) (EQ s148 0)) (OR (EQ s8 0) (EQ s26 0)) (OR (EQ s8 0) (EQ s91 0)) (OR (EQ s8 0) (EQ s221 0)) (OR (EQ s8 0) (EQ s156 0)) (OR (EQ s8 0) (EQ s34 0)) (OR (EQ s8 0) (EQ s99 0)) (OR (EQ s8 0) (EQ s229 0)) (OR (EQ s8 0) (EQ s164 0)) (OR (EQ s8 0) (EQ s42 0)) (OR (EQ s8 0) (EQ s177 0)) (OR (EQ s8 0) (EQ s242 0)) (OR (EQ s8 0) (EQ s47 0)) (OR (EQ s8 0) (EQ s112 0)) (OR (EQ s8 0) (EQ s250 0)) (OR (EQ s8 0) (EQ s55 0)) (OR (EQ s8 0) (EQ s185 0)) (OR (EQ s8 0) (EQ s120 0)) (OR (EQ s8 0) (EQ s258 0)) (OR (EQ s8 0) (EQ s63 0)) (OR (EQ s8 0) (EQ s193 0)) (OR (EQ s8 0) (EQ s128 0)) (OR (EQ s8 0) (EQ s71 0)) (OR (EQ s8 0) (EQ s201 0)) (OR (EQ s8 0) (EQ s136 0)) (OR (EQ s8 0) (EQ s15 0)) (OR (EQ s8 0) (EQ s80 0)) (OR (EQ s8 0) (EQ s145 0)) (OR (EQ s8 0) (EQ s210 0)) (OR (EQ s8 0) (EQ s23 0)) (OR (EQ s8 0) (EQ s88 0)) (OR (EQ s8 0) (EQ s153 0)) (OR (EQ s8 0) (EQ s218 0)) (OR (EQ s8 0) (EQ s31 0)) (OR (EQ s8 0) (EQ s96 0)) (OR (EQ s8 0) (EQ s161 0)) (OR (EQ s8 0) (EQ s226 0)) (OR (EQ s8 0) (EQ s39 0)) (OR (EQ s8 0) (EQ s104 0)) (OR (EQ s8 0) (EQ s169 0)) (OR (EQ s8 0) (EQ s234 0)) (OR (EQ s8 0) (EQ s235 0)) (OR (EQ s8 0) (EQ s48 0)) (OR (EQ s8 0) (EQ s113 0)) (OR (EQ s8 0) (EQ s178 0)) (OR (EQ s8 0) (EQ s243 0)) (OR (EQ s8 0) (EQ s56 0)) (OR (EQ s8 0) (EQ s121 0)) (OR (EQ s8 0) (EQ s186 0)) (OR (EQ s8 0) (EQ s64 0)) (OR (EQ s8 0) (EQ s129 0)) (OR (EQ s8 0) (EQ s194 0)) (OR (EQ s8 0) (EQ s251 0)) (OR (EQ s8 0) (EQ s72 0)) (OR (EQ s8 0) (EQ s137 0)) (OR (EQ s8 0) (EQ s202 0)) (OR (EQ s8 0) (EQ s203 0)) (OR (EQ s8 0) (EQ s16 0)) (OR (EQ s8 0) (EQ s146 0)) (OR (EQ s8 0) (EQ s81 0)) (OR (EQ s8 0) (EQ s211 0)) (OR (EQ s8 0) (EQ s24 0)) (OR (EQ s8 0) (EQ s154 0)) (OR (EQ s8 0) (EQ s89 0)) (OR (EQ s8 0) (EQ s219 0)) (OR (EQ s8 0) (EQ s32 0)) (OR (EQ s8 0) (EQ s162 0)) (OR (EQ s8 0) (EQ s97 0)) (OR (EQ s8 0) (EQ s227 0)) (OR (EQ s8 0) (EQ s40 0)) (OR (EQ s8 0) (EQ s170 0)) (OR (EQ s8 0) (EQ s105 0)) (OR (EQ s8 0) (EQ s110 0)) (OR (EQ s8 0) (EQ s45 0)) (OR (EQ s8 0) (EQ s175 0)) (OR (EQ s8 0) (EQ s240 0)) (OR (EQ s8 0) (EQ s118 0)) (OR (EQ s8 0) (EQ s248 0)) (OR (EQ s8 0) (EQ s53 0)) (OR (EQ s8 0) (EQ s183 0)) (OR (EQ s8 0) (EQ s126 0)) (OR (EQ s8 0) (EQ s256 0)) (OR (EQ s8 0) (EQ s61 0)) (OR (EQ s8 0) (EQ s191 0)) (OR (EQ s8 0) (EQ s134 0)) (OR (EQ s8 0) (EQ s69 0)) (OR (EQ s8 0) (EQ s199 0)) (OR (EQ s8 0) (EQ s13 0)) (OR (EQ s8 0) (EQ s78 0)) (OR (EQ s8 0) (EQ s143 0)) (OR (EQ s8 0) (EQ s208 0)) (OR (EQ s8 0) (EQ s21 0)) (OR (EQ s8 0) (EQ s86 0)) (OR (EQ s8 0) (EQ s151 0)) (OR (EQ s8 0) (EQ s216 0)) (OR (EQ s8 0) (EQ s29 0)) (OR (EQ s8 0) (EQ s94 0)) (OR (EQ s8 0) (EQ s159 0)) (OR (EQ s8 0) (EQ s224 0)) (OR (EQ s8 0) (EQ s37 0)) (OR (EQ s8 0) (EQ s102 0)) (OR (EQ s8 0) (EQ s167 0)) (OR (EQ s8 0) (EQ s232 0)) (OR (EQ s8 0) (EQ s46 0)) (OR (EQ s8 0) (EQ s241 0)) (OR (EQ s8 0) (EQ s111 0)) (OR (EQ s8 0) (EQ s176 0)) (OR (EQ s8 0) (EQ s54 0)) (OR (EQ s8 0) (EQ s249 0)) (OR (EQ s8 0) (EQ s119 0)) (OR (EQ s8 0) (EQ s184 0)) (OR (EQ s8 0) (EQ s62 0)) (OR (EQ s8 0) (EQ s257 0)) (OR (EQ s8 0) (EQ s127 0)) (OR (EQ s8 0) (EQ s192 0)) (OR (EQ s8 0) (EQ s70 0)) (OR (EQ s8 0) (EQ s135 0)) (OR (EQ s8 0) (EQ s200 0)) (OR (EQ s8 0) (EQ s14 0)) (OR (EQ s8 0) (EQ s79 0)) (OR (EQ s8 0) (EQ s209 0)) (OR (EQ s8 0) (EQ s144 0)) (OR (EQ s8 0) (EQ s22 0)) (OR (EQ s8 0) (EQ s87 0)) (OR (EQ s8 0) (EQ s217 0)) (OR (EQ s8 0) (EQ s152 0)) (OR (EQ s8 0) (EQ s30 0)) (OR (EQ s8 0) (EQ s95 0)) (OR (EQ s8 0) (EQ s225 0)) (OR (EQ s8 0) (EQ s160 0)) (OR (EQ s8 0) (EQ s38 0)) (OR (EQ s8 0) (EQ s103 0)) (OR (EQ s8 0) (EQ s233 0)) (OR (EQ s8 0) (EQ s168 0)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null, null][false, false, false, false, false]]
Entered a terminal (fully accepting) state of product in 2 steps with 0 reset in 1 ms.
FORMULA AirplaneLD-PT-0500-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-01 finished in 732 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !((p0 U G((F(p1) U X(p2)))))], workingDir=/home/mcc/execution]
Support contains 253 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1497 places :
Symmetric choice reduction at 0 with 1497 rule applications. Total rules 1497 place count 269 transition count 2015
Iterating global reduction 0 with 1497 rules applied. Total rules applied 2994 place count 269 transition count 2015
Ensure Unique test removed 1497 transitions
Reduce isomorphic transitions removed 1497 transitions.
Iterating post reduction 0 with 1497 rules applied. Total rules applied 4491 place count 269 transition count 518
Applied a total of 4491 rules in 31 ms. Remains 269 /1766 variables (removed 1497) and now considering 518/3512 (removed 2994) transitions.
// Phase 1: matrix 518 rows 269 cols
[2021-05-08 06:35:48] [INFO ] Computed 1 place invariants in 6 ms
[2021-05-08 06:35:48] [INFO ] Implicit Places using invariants in 53 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 54 ms to find 1 implicit places.
// Phase 1: matrix 518 rows 268 cols
[2021-05-08 06:35:48] [INFO ] Computed 0 place invariants in 6 ms
[2021-05-08 06:35:48] [INFO ] Dead Transitions using invariants and state equation in 225 ms returned []
Starting structural reductions, iteration 1 : 268/1766 places, 518/3512 transitions.
Applied a total of 0 rules in 2 ms. Remains 268 /268 variables (removed 0) and now considering 518/518 (removed 0) transitions.
// Phase 1: matrix 518 rows 268 cols
[2021-05-08 06:35:48] [INFO ] Computed 0 place invariants in 6 ms
[2021-05-08 06:35:48] [INFO ] Dead Transitions using invariants and state equation in 162 ms returned []
Finished structural reductions, in 2 iterations. Remains : 268/1766 places, 518/3512 transitions.
Stuttering acceptance computed with spot in 271 ms :[(NOT p2), false, (NOT p2), (AND (NOT p1) (NOT p2)), (NOT p2), (AND (NOT p1) (NOT p2)), false, (AND (NOT p1) (NOT p2)), (NOT p1)]
Running random walk in product with property : AirplaneLD-PT-0500-02 automaton TGBA [mat=[[{ cond=p0, acceptance={} source=0 dest: 0}, { cond=(NOT p0), acceptance={} source=0 dest: 1}, { cond=p0, acceptance={} source=0 dest: 2}, { cond=(AND (NOT p1) p0), acceptance={} source=0 dest: 3}, { cond=(NOT p0), acceptance={} source=0 dest: 4}, { cond=(AND (NOT p1) (NOT p0)), acceptance={} source=0 dest: 5}], [{ cond=true, acceptance={} source=1 dest: 1}, { cond=p2, acceptance={} source=1 dest: 4}, { cond=(AND (NOT p1) p2), acceptance={} source=1 dest: 5}], [{ cond=(AND p0 (NOT p2)), acceptance={0} source=2 dest: 2}, { cond=(AND (NOT p1) p0 (NOT p2)), acceptance={} source=2 dest: 3}, { cond=(AND (NOT p0) (NOT p2)), acceptance={} source=2 dest: 4}, { cond=(AND (NOT p1) (NOT p0) (NOT p2)), acceptance={} source=2 dest: 5}], [{ cond=(AND (NOT p1) p0 (NOT p2)), acceptance={0} source=3 dest: 3}, { cond=(AND (NOT p1) (NOT p0) (NOT p2)), acceptance={} source=3 dest: 5}, { cond=(AND (NOT p1) p0 (NOT p2)), acceptance={} source=3 dest: 6}, { cond=(AND (NOT p1) (NOT p0) (NOT p2)), acceptance={} source=3 dest: 7}], [{ cond=(NOT p2), acceptance={0} source=4 dest: 4}, { cond=(AND (NOT p1) (NOT p2)), acceptance={} source=4 dest: 5}], [{ cond=(AND (NOT p1) (NOT p2)), acceptance={} source=5 dest: 8}], [{ cond=(AND (NOT p1) p0 p2), acceptance={0} source=6 dest: 3}, { cond=(AND (NOT p1) (NOT p0) p2), acceptance={} source=6 dest: 5}, { cond=(AND (NOT p1) p0 p2), acceptance={} source=6 dest: 6}, { cond=(AND (NOT p1) (NOT p0) p2), acceptance={} source=6 dest: 7}], [{ cond=(NOT p1), acceptance={} source=7 dest: 5}, { cond=(NOT p1), acceptance={} source=7 dest: 7}], [{ cond=(NOT p1), acceptance={0} source=8 dest: 8}]], initial=0, aps=[p0:(AND (OR (EQ s8 0) (EQ s32 0)) (OR (EQ s8 0) (EQ s162 0)) (OR (EQ s8 0) (EQ s97 0)) (OR (EQ s8 0) (EQ s235 0)) (OR (EQ s8 0) (EQ s154 0)) (OR (EQ s8 0) (EQ s219 0)) (OR (EQ s8 0) (EQ s24 0)) (OR (EQ s8 0) (EQ s89 0)) (OR (EQ s8 0) (EQ s243 0)) (OR (EQ s8 0) (EQ s16 0)) (OR (EQ s8 0) (EQ s81 0)) (OR (EQ s8 0) (EQ s146 0)) (OR (EQ s8 0) (EQ s211 0)) (OR (EQ s8 0) (EQ s251 0)) (OR (EQ s8 0) (EQ s73 0)) (OR (EQ s8 0) (EQ s138 0)) (OR (EQ s8 0) (EQ s203 0)) (OR (EQ s8 0) (EQ s64 0)) (OR (EQ s8 0) (EQ s194 0)) (OR (EQ s8 0) (EQ s129 0)) (OR (EQ s8 0) (EQ s56 0)) (OR (EQ s8 0) (EQ s186 0)) (OR (EQ s8 0) (EQ s121 0)) (OR (EQ s8 0) (EQ s48 0)) (OR (EQ s8 0) (EQ s178 0)) (OR (EQ s8 0) (EQ s113 0)) (OR (EQ s8 0) (EQ s40 0)) (OR (EQ s8 0) (EQ s170 0)) (OR (EQ s8 0) (EQ s105 0)) (OR (EQ s8 0) (EQ s227 0)) (OR (EQ s8 0) (EQ s33 0)) (OR (EQ s8 0) (EQ s98 0)) (OR (EQ s8 0) (EQ s163 0)) (OR (EQ s8 0) (EQ s228 0)) (OR (EQ s8 0) (EQ s220 0)) (OR (EQ s8 0) (EQ s25 0)) (OR (EQ s8 0) (EQ s90 0)) (OR (EQ s8 0) (EQ s155 0)) (OR (EQ s8 0) (EQ s236 0)) (OR (EQ s8 0) (EQ s212 0)) (OR (EQ s8 0) (EQ s244 0)) (OR (EQ s8 0) (EQ s17 0)) (OR (EQ s8 0) (EQ s147 0)) (OR (EQ s8 0) (EQ s82 0)) (OR (EQ s8 0) (EQ s204 0)) (OR (EQ s8 0) (EQ s252 0)) (OR (EQ s8 0) (EQ s9 0)) (OR (EQ s8 0) (EQ s139 0)) (OR (EQ s8 0) (EQ s74 0)) (OR (EQ s8 0) (EQ s196 0)) (OR (EQ s8 0) (EQ s65 0)) (OR (EQ s8 0) (EQ s130 0)) (OR (EQ s8 0) (EQ s195 0)) (OR (EQ s8 0) (EQ s57 0)) (OR (EQ s8 0) (EQ s122 0)) (OR (EQ s8 0) (EQ s187 0)) (OR (EQ s8 0) (EQ s49 0)) (OR (EQ s8 0) (EQ s114 0)) (OR (EQ s8 0) (EQ s179 0)) (OR (EQ s8 0) (EQ s41 0)) (OR (EQ s8 0) (EQ s106 0)) (OR (EQ s8 0) (EQ s171 0)) (OR (EQ s8 0) (EQ s160 0)) (OR (EQ s8 0) (EQ s95 0)) (OR (EQ s8 0) (EQ s233 0)) (OR (EQ s8 0) (EQ s30 0)) (OR (EQ s8 0) (EQ s152 0)) (OR (EQ s8 0) (EQ s217 0)) (OR (EQ s8 0) (EQ s87 0)) (OR (EQ s8 0) (EQ s241 0)) (OR (EQ s8 0) (EQ s22 0)) (OR (EQ s8 0) (EQ s144 0)) (OR (EQ s8 0) (EQ s209 0)) (OR (EQ s8 0) (EQ s249 0)) (OR (EQ s8 0) (EQ s14 0)) (OR (EQ s8 0) (EQ s79 0)) (OR (EQ s8 0) (EQ s136 0)) (OR (EQ s8 0) (EQ s201 0)) (OR (EQ s8 0) (EQ s257 0)) (OR (EQ s8 0) (EQ s71 0)) (OR (EQ s8 0) (EQ s192 0)) (OR (EQ s8 0) (EQ s127 0)) (OR (EQ s8 0) (EQ s62 0)) (OR (EQ s8 0) (EQ s184 0)) (OR (EQ s8 0) (EQ s119 0)) (OR (EQ s8 0) (EQ s54 0)) (OR (EQ s8 0) (EQ s176 0)) (OR (EQ s8 0) (EQ s111 0)) (OR (EQ s8 0) (EQ s46 0)) (OR (EQ s8 0) (EQ s168 0)) (OR (EQ s8 0) (EQ s103 0)) (OR (EQ s8 0) (EQ s225 0)) (OR (EQ s8 0) (EQ s38 0)) (OR (EQ s8 0) (EQ s96 0)) (OR (EQ s8 0) (EQ s161 0)) (OR (EQ s8 0) (EQ s31 0)) (OR (EQ s8 0) (EQ s234 0)) (OR (EQ s8 0) (EQ s218 0)) (OR (EQ s8 0) (EQ s88 0)) (OR (EQ s8 0) (EQ s153 0)) (OR (EQ s8 0) (EQ s23 0)) (OR (EQ s8 0) (EQ s242 0)) (OR (EQ s8 0) (EQ s80 0)) (OR (EQ s8 0) (EQ s210 0)) (OR (EQ s8 0) (EQ s145 0)) (OR (EQ s8 0) (EQ s250 0)) (OR (EQ s8 0) (EQ s15 0)) (OR (EQ s8 0) (EQ s72 0)) (OR (EQ s8 0) (EQ s202 0)) (OR (EQ s8 0) (EQ s137 0)) (OR (EQ s8 0) (EQ s258 0)) (OR (EQ s8 0) (EQ s128 0)) (OR (EQ s8 0) (EQ s193 0)) (OR (EQ s8 0) (EQ s63 0)) (OR (EQ s8 0) (EQ s120 0)) (OR (EQ s8 0) (EQ s185 0)) (OR (EQ s8 0) (EQ s55 0)) (OR (EQ s8 0) (EQ s112 0)) (OR (EQ s8 0) (EQ s177 0)) (OR (EQ s8 0) (EQ s47 0)) (OR (EQ s8 0) (EQ s104 0)) (OR (EQ s8 0) (EQ s169 0)) (OR (EQ s8 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(OR (EQ s8 0) (EQ s11 0)) (OR (EQ s8 0) (EQ s68 0)) (OR (EQ s8 0) (EQ s198 0)) (OR (EQ s8 0) (EQ s133 0)) (OR (EQ s8 0) (EQ s67 0)) (OR (EQ s8 0) (EQ s124 0)) (OR (EQ s8 0) (EQ s189 0)) (OR (EQ s8 0) (EQ s59 0)) (OR (EQ s8 0) (EQ s116 0)) (OR (EQ s8 0) (EQ s181 0)) (OR (EQ s8 0) (EQ s51 0)) (OR (EQ s8 0) (EQ s108 0)) (OR (EQ s8 0) (EQ s173 0)) (OR (EQ s8 0) (EQ s43 0)) (OR (EQ s8 0) (EQ s100 0)) (OR (EQ s8 0) (EQ s165 0))), p1:(EQ s266 1), p2:(AND (OR (NEQ s8 1) (NEQ s32 1)) (OR (NEQ s8 1) (NEQ s162 1)) (OR (NEQ s8 1) (NEQ s97 1)) (OR (NEQ s8 1) (NEQ s235 1)) (OR (NEQ s8 1) (NEQ s154 1)) (OR (NEQ s8 1) (NEQ s219 1)) (OR (NEQ s8 1) (NEQ s24 1)) (OR (NEQ s8 1) (NEQ s89 1)) (OR (NEQ s8 1) (NEQ s243 1)) (OR (NEQ s8 1) (NEQ s16 1)) (OR (NEQ s8 1) (NEQ s81 1)) (OR (NEQ s8 1) (NEQ s146 1)) (OR (NEQ s8 1) (NEQ s211 1)) (OR (NEQ s8 1) (NEQ s251 1)) (OR (NEQ s8 1) (NEQ s73 1)) (OR (NEQ s8 1) (NEQ s138 1)) (OR (NEQ s8 1) (NEQ s203 1)) (OR (NEQ s8 1) (NEQ s64 1)) (OR (NEQ s8 1) (NEQ s194 1)) (OR (NEQ s8 1) (NEQ s129 1)) (OR (NEQ s8 1) (NEQ s56 1)) (OR (NEQ s8 1) (NEQ s186 1)) (OR (NEQ s8 1) (NEQ s121 1)) (OR (NEQ s8 1) (NEQ s48 1)) (OR (NEQ s8 1) (NEQ s178 1)) (OR (NEQ s8 1) (NEQ s113 1)) (OR (NEQ s8 1) (NEQ s40 1)) (OR (NEQ s8 1) (NEQ s170 1)) (OR (NEQ s8 1) (NEQ s105 1)) (OR (NEQ s8 1) (NEQ s227 1)) (OR (NEQ s8 1) (NEQ s33 1)) (OR (NEQ s8 1) (NEQ s98 1)) (OR (NEQ s8 1) (NEQ s163 1)) (OR (NEQ s8 1) (NEQ s228 1)) (OR (NEQ s8 1) (NEQ s220 1)) (OR (NEQ s8 1) (NEQ s25 1)) (OR (NEQ s8 1) (NEQ s90 1)) (OR (NEQ s8 1) (NEQ s155 1)) (OR (NEQ s8 1) (NEQ s236 1)) (OR (NEQ s8 1) (NEQ s212 1)) (OR (NEQ s8 1) (NEQ s244 1)) (OR (NEQ s8 1) (NEQ s17 1)) (OR (NEQ s8 1) (NEQ s147 1)) (OR (NEQ s8 1) (NEQ s82 1)) (OR (NEQ s8 1) (NEQ s204 1)) (OR (NEQ s8 1) (NEQ s252 1)) (OR (NEQ s8 1) (NEQ s9 1)) (OR (NEQ s8 1) (NEQ s139 1)) (OR (NEQ s8 1) (NEQ s74 1)) (OR (NEQ s8 1) (NEQ s196 1)) (OR (NEQ s8 1) (NEQ s65 1)) (OR (NEQ s8 1) (NEQ s130 1)) (OR (NEQ s8 1) (NEQ s195 1)) (OR (NEQ s8 1) (NEQ s57 1)) (OR (NEQ s8 1) (NEQ s122 1)) (OR (NEQ s8 1) (NEQ s187 1)) (OR (NEQ s8 1) (NEQ s49 1)) (OR (NEQ s8 1) (NEQ s114 1)) (OR (NEQ s8 1) (NEQ s179 1)) (OR (NEQ s8 1) (NEQ s41 1)) (OR (NEQ s8 1) (NEQ s106 1)) (OR (NEQ s8 1) (NEQ s171 1)) (OR (NEQ s8 1) (NEQ s160 1)) (OR (NEQ s8 1) (NEQ s95 1)) (OR (NEQ s8 1) (NEQ s233 1)) (OR (NEQ s8 1) (NEQ s30 1)) (OR (NEQ s8 1) (NEQ s152 1)) (OR (NEQ s8 1) (NEQ s217 1)) (OR (NEQ s8 1) (NEQ s87 1)) (OR (NEQ s8 1) (NEQ s241 1)) (OR (NEQ s8 1) (NEQ s22 1)) (OR (NEQ s8 1) (NEQ s144 1)) (OR (NEQ s8 1) (NEQ s209 1)) (OR (NEQ s8 1) (NEQ s249 1)) (OR (NEQ s8 1) (NEQ s14 1)) (OR (NEQ s8 1) (NEQ s79 1)) (OR (NEQ s8 1) (NEQ s136 1)) (OR (NEQ s8 1) (NEQ s201 1)) (OR (NEQ s8 1) (NEQ s257 1)) (OR (NEQ s8 1) (NEQ s71 1)) (OR (NEQ s8 1) (NEQ s192 1)) (OR (NEQ s8 1) (NEQ s127 1)) (OR (NEQ s8 1) (NEQ s62 1)) (OR (NEQ s8 1) (NEQ s184 1)) (OR (NEQ s8 1) (NEQ s119 1)) (OR (NEQ s8 1) (NEQ s54 1)) (OR (NEQ s8 1) (NEQ s176 1)) (OR (NEQ s8 1) (NEQ s111 1)) (OR (NEQ s8 1) (NEQ s46 1)) (OR (NEQ s8 1) (NEQ s168 1)) (OR (NEQ s8 1) (NEQ s103 1)) (OR (NEQ s8 1) (NEQ s225 1)) (OR (NEQ s8 1) (NEQ s38 1)) (OR (NEQ s8 1) (NEQ s96 1)) (OR (NEQ s8 1) (NEQ s161 1)) (OR (NEQ s8 1) (NEQ s31 1)) (OR (NEQ s8 1) (NEQ s234 1)) (OR (NEQ s8 1) (NEQ s218 1)) (OR (NEQ s8 1) (NEQ s88 1)) (OR (NEQ s8 1) (NEQ s153 1)) (OR (NEQ s8 1) (NEQ s23 1)) (OR (NEQ s8 1) (NEQ s242 1)) (OR (NEQ s8 1) (NEQ s80 1)) (OR (NEQ s8 1) (NEQ s210 1)) (OR (NEQ s8 1) (NEQ s145 1)) (OR (NEQ s8 1) (NEQ s250 1)) (OR (NEQ s8 1) (NEQ s15 1)) (OR (NEQ s8 1) (NEQ s72 1)) (OR (NEQ s8 1) (NEQ s202 1)) (OR (NEQ s8 1) (NEQ s137 1)) (OR (NEQ s8 1) (NEQ s258 1)) (OR (NEQ s8 1) (NEQ s128 1)) (OR (NEQ s8 1) (NEQ s193 1)) (OR (NEQ s8 1) (NEQ s63 1)) (OR (NEQ s8 1) (NEQ s120 1)) (OR (NEQ s8 1) (NEQ s185 1)) (OR (NEQ s8 1) (NEQ s55 1)) (OR (NEQ s8 1) (NEQ s112 1)) (OR (NEQ s8 1) (NEQ s177 1)) (OR (NEQ s8 1) (NEQ s47 1)) (OR (NEQ s8 1) (NEQ s104 1)) (OR (NEQ s8 1) (NEQ s169 1)) (OR (NEQ s8 1) (NEQ s39 1)) (OR (NEQ s8 1) (NEQ s226 1)) (OR (NEQ s8 1) (NEQ s231 1)) (OR (NEQ s8 1) (NEQ s28 1)) (OR (NEQ s8 1) (NEQ s158 1)) (OR (NEQ s8 1) (NEQ s93 1)) (OR (NEQ s8 1) (NEQ s239 1)) (OR (NEQ s8 1) (NEQ s85 1)) (OR (NEQ s8 1) (NEQ s150 1)) (OR (NEQ s8 1) (NEQ s215 1)) (OR (NEQ s8 1) (NEQ s20 1)) (OR (NEQ s8 1) (NEQ s247 1)) (OR (NEQ s8 1) (NEQ s12 1)) (OR (NEQ s8 1) (NEQ s77 1)) (OR (NEQ s8 1) (NEQ s142 1)) (OR (NEQ s8 1) (NEQ s207 1)) (OR (NEQ s8 1) (NEQ s255 1)) (OR (NEQ s8 1) (NEQ s69 1)) (OR (NEQ s8 1) (NEQ s134 1)) (OR (NEQ s8 1) (NEQ s199 1)) (OR (NEQ s8 1) (NEQ s60 1)) (OR (NEQ s8 1) (NEQ s190 1)) (OR (NEQ s8 1) (NEQ s125 1)) (OR (NEQ s8 1) (NEQ s52 1)) (OR (NEQ s8 1) (NEQ s182 1)) (OR (NEQ s8 1) (NEQ s117 1)) (OR (NEQ s8 1) (NEQ s44 1)) (OR (NEQ s8 1) (NEQ s174 1)) (OR (NEQ s8 1) (NEQ s109 1)) (OR (NEQ s8 1) (NEQ s223 1)) (OR (NEQ s8 1) (NEQ s36 1)) (OR (NEQ s8 1) (NEQ s166 1)) (OR (NEQ s8 1) (NEQ s101 1)) (OR (NEQ s8 1) (NEQ s29 1)) (OR (NEQ s8 1) (NEQ s94 1)) (OR (NEQ s8 1) (NEQ s159 1)) (OR (NEQ s8 1) (NEQ s232 1)) (OR (NEQ s8 1) (NEQ s216 1)) (OR (NEQ s8 1) (NEQ s21 1)) (OR (NEQ s8 1) (NEQ s86 1)) (OR (NEQ s8 1) (NEQ s240 1)) (OR (NEQ s8 1) (NEQ s151 1)) (OR (NEQ s8 1) (NEQ s208 1)) (OR (NEQ s8 1) (NEQ s248 1)) (OR (NEQ s8 1) (NEQ s13 1)) (OR (NEQ s8 1) (NEQ s143 1)) (OR (NEQ s8 1) (NEQ s78 1)) (OR (NEQ s8 1) (NEQ s200 1)) (OR (NEQ s8 1) (NEQ s256 1)) (OR (NEQ s8 1) (NEQ s260 1)) (OR (NEQ s8 1) (NEQ s135 1)) (OR (NEQ s8 1) (NEQ s70 1)) (OR (NEQ s8 1) (NEQ s61 1)) (OR (NEQ s8 1) (NEQ s126 1)) (OR (NEQ s8 1) (NEQ s191 1)) (OR (NEQ s8 1) (NEQ s53 1)) (OR (NEQ s8 1) (NEQ s118 1)) (OR (NEQ s8 1) (NEQ s183 1)) (OR (NEQ s8 1) (NEQ s45 1)) (OR (NEQ s8 1) (NEQ s110 1)) (OR (NEQ s8 1) (NEQ s175 1)) (OR (NEQ s8 1) (NEQ s37 1)) (OR (NEQ s8 1) (NEQ s102 1)) (OR (NEQ s8 1) (NEQ s167 1)) (OR (NEQ s8 1) (NEQ s224 1)) (OR (NEQ s8 1) (NEQ s99 1)) (OR (NEQ s8 1) (NEQ s229 1)) (OR (NEQ s8 1) (NEQ s34 1)) (OR (NEQ s8 1) (NEQ s221 1)) (OR (NEQ s8 1) (NEQ s156 1)) (OR (NEQ s8 1) (NEQ s91 1)) (OR (NEQ s8 1) (NEQ s237 1)) (OR (NEQ s8 1) (NEQ s26 1)) (OR (NEQ s8 1) (NEQ s148 1)) (OR (NEQ s8 1) (NEQ s213 1)) (OR (NEQ s8 1) (NEQ s245 1)) (OR (NEQ s8 1) (NEQ s83 1)) (OR (NEQ s8 1) (NEQ s18 1)) (OR (NEQ s8 1) (NEQ s140 1)) (OR (NEQ s8 1) (NEQ s205 1)) (OR (NEQ s8 1) (NEQ s253 1)) (OR (NEQ s8 1) (NEQ s10 1)) (OR (NEQ s8 1) (NEQ s75 1)) (OR (NEQ s8 1) (NEQ s132 1)) (OR (NEQ s8 1) (NEQ s197 1)) (OR (NEQ s8 1) (NEQ s131 1)) (OR (NEQ s8 1) (NEQ s66 1)) (OR (NEQ s8 1) (NEQ s188 1)) (OR (NEQ s8 1) (NEQ s123 1)) (OR (NEQ s8 1) (NEQ s58 1)) (OR (NEQ s8 1) (NEQ s180 1)) (OR (NEQ s8 1) (NEQ s115 1)) (OR (NEQ s8 1) (NEQ s50 1)) (OR (NEQ s8 1) (NEQ s172 1)) (OR (NEQ s8 1) (NEQ s107 1)) (OR (NEQ s8 1) (NEQ s42 1)) (OR (NEQ s8 1) (NEQ s164 1)) (OR (NEQ s8 1) (NEQ s35 1)) (OR (NEQ s8 1) (NEQ s230 1)) (OR (NEQ s8 1) (NEQ s222 1)) (OR (NEQ s8 1) (NEQ s92 1)) (OR (NEQ s8 1) (NEQ s157 1)) (OR (NEQ s8 1) (NEQ s27 1)) (OR (NEQ s8 1) (NEQ s238 1)) (OR (NEQ s8 1) (NEQ s84 1)) (OR (NEQ s8 1) (NEQ s214 1)) (OR (NEQ s8 1) (NEQ s149 1)) (OR (NEQ s8 1) (NEQ s19 1)) (OR (NEQ s8 1) (NEQ s246 1)) (OR (NEQ s8 1) (NEQ s76 1)) (OR (NEQ s8 1) (NEQ s206 1)) (OR (NEQ s8 1) (NEQ s141 1)) (OR (NEQ s8 1) (NEQ s254 1)) (OR (NEQ s8 1) (NEQ s11 1)) (OR (NEQ s8 1) (NEQ s68 1)) (OR (NEQ s8 1) (NEQ s198 1)) (OR (NEQ s8 1) (NEQ s133 1)) (OR (NEQ s8 1) (NEQ s67 1)) (OR (NEQ s8 1) (NEQ s124 1)) (OR (NEQ s8 1) (NEQ s189 1)) (OR (NEQ s8 1) (NEQ s59 1)) (OR (NEQ s8 1) (NEQ s116 1)) (OR (NEQ s8 1) (NEQ s181 1)) (OR (NEQ s8 1) (NEQ s51 1)) (OR (NEQ s8 1) (NEQ s108 1)) (OR (NEQ s8 1) (NEQ s173 1)) (OR (NEQ s8 1) (NEQ s43 1)) (OR (NEQ s8 1) (NEQ s100 1)) (OR (NEQ s8 1) (NEQ s165 1)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch], stateDesc=[null, null, null, null, null, null, null, null, null][false, false, false, false, false, false, false, false, false]]
Product exploration explored 100000 steps with 33933 reset in 4821 ms.
Product exploration explored 100000 steps with 33935 reset in 4774 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 268 transition count 518
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 (G p0)), (F (G (NOT p1))), (F (G p2)), p0, p1, p2]
Stuttering acceptance computed with spot in 358 ms :[(NOT p2), false, (NOT p2), (AND (NOT p1) (NOT p2)), (NOT p2), (AND (NOT p1) (NOT p2)), false, (AND (NOT p1) (NOT p2)), (NOT p1)]
Product exploration explored 100000 steps with 33825 reset in 4697 ms.
Product exploration explored 100000 steps with 33892 reset in 4692 ms.
Applying partial POR strategy [false, false, false, false, false, true, false, true, true]
Stuttering acceptance computed with spot in 312 ms :[(NOT p2), false, (NOT p2), (AND (NOT p1) (NOT p2)), (NOT p2), (AND (NOT p1) (NOT p2)), false, (AND (NOT p1) (NOT p2)), (NOT p1)]
Support contains 253 out of 268 places. Attempting structural reductions.
Property had overlarge support with respect to TGBA, discarding it for now.
Starting structural reductions, iteration 0 : 268/268 places, 518/518 transitions.
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 0
Iterating post reduction 0 with 2 rules applied. Total rules applied 2 place count 268 transition count 518
Deduced a syphon composed of 2 places in 1 ms
Applied a total of 2 rules in 12 ms. Remains 268 /268 variables (removed 0) and now considering 518/518 (removed 0) transitions.
[2021-05-08 06:36:09] [INFO ] Redundant transitions in 34 ms returned []
// Phase 1: matrix 518 rows 268 cols
[2021-05-08 06:36:09] [INFO ] Computed 0 place invariants in 7 ms
[2021-05-08 06:36:09] [INFO ] Dead Transitions using invariants and state equation in 182 ms returned []
Finished structural reductions, in 1 iterations. Remains : 268/268 places, 518/518 transitions.
Product exploration explored 100000 steps with 33887 reset in 6268 ms.
Product exploration explored 100000 steps with 33812 reset in 6238 ms.
[2021-05-08 06:36:22] [INFO ] Flatten gal took : 19 ms
[2021-05-08 06:36:22] [INFO ] Flatten gal took : 19 ms
[2021-05-08 06:36:22] [INFO ] Time to serialize gal into /tmp/LTL8668649690494796457.gal : 6 ms
[2021-05-08 06:36:22] [INFO ] Time to serialize properties into /tmp/LTL17239846412999028614.ltl : 5 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/LTL8668649690494796457.gal, -t, CGAL, -LTL, /tmp/LTL17239846412999028614.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/LTL8668649690494796457.gal -t CGAL -LTL /tmp/LTL17239846412999028614.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !((("((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P4==0)||(Speed_Left_Wheel_24==0))&&((P4==0)||(Speed_Left_Wheel_154==0)))&&((P4==0)||(Speed_Left_Wheel_89==0)))&&((P4==0)||(Speed_Left_Wheel_227==0)))&&((P4==0)||(Speed_Left_Wheel_146==0)))&&((P4==0)||(Speed_Left_Wheel_211==0)))&&((P4==0)||(Speed_Left_Wheel_16==0)))&&((P4==0)||(Speed_Left_Wheel_81==0)))&&((P4==0)||(Speed_Left_Wheel_235==0)))&&((P4==0)||(Speed_Left_Wheel_8==0)))&&((P4==0)||(Speed_Left_Wheel_73==0)))&&((P4==0)||(Speed_Left_Wheel_138==0)))&&((P4==0)||(Speed_Left_Wheel_203==0)))&&((P4==0)||(Speed_Left_Wheel_243==0)))&&((P4==0)||(Speed_Left_Wheel_65==0)))&&((P4==0)||(Speed_Left_Wheel_130==0)))&&((P4==0)||(Speed_Left_Wheel_195==0)))&&((P4==0)||(Speed_Left_Wheel_56==0)))&&((P4==0)||(Speed_Left_Wheel_186==0)))&&((P4==0)||(Speed_Left_Wheel_121==0)))&&((P4==0)||(Speed_Left_Wheel_48==0)))&&((P4==0)||(Speed_Left_Wheel_178==0)))&&((P4==0)||(Speed_Left_Wheel_113==0)))&&((P4==0)||(Speed_Left_Wheel_40==0)))&&((P4==0)||(Speed_Left_Wheel_170==0)))&&((P4==0)||(Speed_Left_Wheel_105==0)))&&((P4==0)||(Speed_Left_Wheel_32==0)))&&((P4==0)||(Speed_Left_Wheel_162==0)))&&((P4==0)||(Speed_Left_Wheel_97==0)))&&((P4==0)||(Speed_Left_Wheel_219==0)))&&((P4==0)||(Speed_Left_Wheel_25==0)))&&((P4==0)||(Speed_Left_Wheel_90==0)))&&((P4==0)||(Speed_Left_Wheel_155==0)))&&((P4==0)||(Speed_Left_Wheel_220==0)))&&((P4==0)||(Speed_Left_Wheel_212==0)))&&((P4==0)||(Speed_Left_Wheel_17==0)))&&((P4==0)||(Speed_Left_Wheel_82==0)))&&((P4==0)||(Speed_Left_Wheel_147==0)))&&((P4==0)||(Speed_Left_Wheel_228==0)))&&((P4==0)||(Speed_Left_Wheel_204==0)))&&((P4==0)||(Speed_Left_Wheel_236==0)))&&((P4==0)||(Speed_Left_Wheel_9==0)))&&((P4==0)||(Speed_Left_Wheel_139==0)))&&((P4==0)||(Speed_Left_Wheel_74==0)))&&((P4==0)||(Speed_Left_Wheel_196==0)))&&((P4==0)||(Speed_Left_Wheel_244==0)))&&((P4==0)||(Speed_Left_Wheel_1==0)))&&((P4==0)||(Speed_Left_Wheel_131==0)))&&((P4==0)||(Speed_Left_Wheel_66==0)))&&((P4==0)||(Speed_Left_Wheel_188==0)))&&((P4==0)||(Speed_Left_Wheel_57==0)))&&((P4==0)||(Speed_Left_Wheel_122==0)))&&((P4==0)||(Speed_Left_Wheel_187==0)))&&((P4==0)||(Speed_Left_Wheel_49==0)))&&((P4==0)||(Speed_Left_Wheel_114==0)))&&((P4==0)||(Speed_Left_Wheel_179==0)))&&((P4==0)||(Speed_Left_Wheel_41==0)))&&((P4==0)||(Speed_Left_Wheel_106==0)))&&((P4==0)||(Speed_Left_Wheel_171==0)))&&((P4==0)||(Speed_Left_Wheel_33==0)))&&((P4==0)||(Speed_Left_Wheel_98==0)))&&((P4==0)||(Speed_Left_Wheel_163==0)))&&((P4==0)||(Speed_Left_Wheel_152==0)))&&((P4==0)||(Speed_Left_Wheel_87==0)))&&((P4==0)||(Speed_Left_Wheel_225==0)))&&((P4==0)||(Speed_Left_Wheel_22==0)))&&((P4==0)||(Speed_Left_Wheel_144==0)))&&((P4==0)||(Speed_Left_Wheel_209==0)))&&((P4==0)||(Speed_Left_Wheel_79==0)))&&((P4==0)||(Speed_Left_Wheel_233==0)))&&((P4==0)||(Speed_Left_Wheel_14==0)))&&((P4==0)||(Speed_Left_Wheel_136==0)))&&((P4==0)||(Speed_Left_Wheel_201==0)))&&((P4==0)||(Speed_Left_Wheel_241==0)))&&((P4==0)||(Speed_Left_Wheel_6==0)))&&((P4==0)||(Speed_Left_Wheel_71==0)))&&((P4==0)||(Speed_Left_Wheel_128==0)))&&((P4==0)||(Speed_Left_Wheel_193==0)))&&((P4==0)||(Speed_Left_Wheel_249==0)))&&((P4==0)||(Speed_Left_Wheel_63==0)))&&((P4==0)||(Speed_Left_Wheel_184==0)))&&((P4==0)||(Speed_Left_Wheel_119==0)))&&((P4==0)||(Speed_Left_Wheel_54==0)))&&((P4==0)||(Speed_Left_Wheel_176==0)))&&((P4==0)||(Speed_Left_Wheel_111==0)))&&((P4==0)||(Speed_Left_Wheel_46==0)))&&((P4==0)||(Speed_Left_Wheel_168==0)))&&((P4==0)||(Speed_Left_Wheel_103==0)))&&((P4==0)||(Speed_Left_Wheel_38==0)))&&((P4==0)||(Speed_Left_Wheel_160==0)))&&((P4==0)||(Speed_Left_Wheel_95==0)))&&((P4==0)||(Speed_Left_Wheel_217==0)))&&((P4==0)||(Speed_Left_Wheel_30==0)))&&((P4==0)||(Speed_Left_Wheel_88==0)))&&((P4==0)||(Speed_Left_Wheel_153==0)))&&((P4==0)||(Speed_Left_Wheel_23==0)))&&((P4==0)||(Speed_Left_Wheel_226==0)))&&((P4==0)||(Speed_Left_Wheel_210==0)))&&((P4==0)||(Speed_Left_Wheel_80==0)))&&((P4==0)||(Speed_Left_Wheel_145==0)))&&((P4==0)||(Speed_Left_Wheel_15==0)))&&((P4==0)||(Speed_Left_Wheel_234==0)))&&((P4==0)||(Speed_Left_Wheel_72==0)))&&((P4==0)||(Speed_Left_Wheel_202==0)))&&((P4==0)||(Speed_Left_Wheel_137==0)))&&((P4==0)||(Speed_Left_Wheel_242==0)))&&((P4==0)||(Speed_Left_Wheel_7==0)))&&((P4==0)||(Speed_Left_Wheel_64==0)))&&((P4==0)||(Speed_Left_Wheel_194==0)))&&((P4==0)||(Speed_Left_Wheel_129==0)))&&((P4==0)||(Speed_Left_Wheel_250==0)))&&((P4==0)||(Speed_Left_Wheel_120==0)))&&((P4==0)||(Speed_Left_Wheel_185==0)))&&((P4==0)||(Speed_Left_Wheel_55==0)))&&((P4==0)||(Speed_Left_Wheel_112==0)))&&((P4==0)||(Speed_Left_Wheel_177==0)))&&((P4==0)||(Speed_Left_Wheel_47==0)))&&((P4==0)||(Speed_Left_Wheel_104==0)))&&((P4==0)||(Speed_Left_Wheel_169==0)))&&((P4==0)||(Speed_Left_Wheel_39==0)))&&((P4==0)||(Speed_Left_Wheel_96==0)))&&((P4==0)||(Speed_Left_Wheel_161==0)))&&((P4==0)||(Speed_Left_Wheel_31==0)))&&((P4==0)||(Speed_Left_Wheel_218==0)))&&((P4==0)||(Speed_Left_Wheel_223==0)))&&((P4==0)||(Speed_Left_Wheel_20==0)))&&((P4==0)||(Speed_Left_Wheel_150==0)))&&((P4==0)||(Speed_Left_Wheel_85==0)))&&((P4==0)||(Speed_Left_Wheel_231==0)))&&((P4==0)||(Speed_Left_Wheel_77==0)))&&((P4==0)||(Speed_Left_Wheel_142==0)))&&((P4==0)||(Speed_Left_Wheel_207==0)))&&((P4==0)||(Speed_Left_Wheel_12==0)))&&((P4==0)||(Speed_Left_Wheel_239==0)))&&((P4==0)||(Speed_Left_Wheel_4==0)))&&((P4==0)||(Speed_Left_Wheel_69==0)))&&((P4==0)||(Speed_Left_Wheel_134==0)))&&((P4==0)||(Speed_Left_Wheel_199==0)))&&((P4==0)||(Speed_Left_Wheel_247==0)))&&((P4==0)||(Speed_Left_Wheel_61==0)))&&((P4==0)||(Speed_Left_Wheel_126==0)))&&((P4==0)||(Speed_Left_Wheel_191==0)))&&((P4==0)||(Speed_Left_Wheel_52==0)))&&((P4==0)||(Speed_Left_Wheel_182==0)))&&((P4==0)||(Speed_Left_Wheel_117==0)))&&((P4==0)||(Speed_Left_Wheel_44==0)))&&((P4==0)||(Speed_Left_Wheel_174==0)))&&((P4==0)||(Speed_Left_Wheel_109==0)))&&((P4==0)||(Speed_Left_Wheel_36==0)))&&((P4==0)||(Speed_Left_Wheel_166==0)))&&((P4==0)||(Speed_Left_Wheel_101==0)))&&((P4==0)||(Speed_Left_Wheel_215==0)))&&((P4==0)||(Speed_Left_Wheel_28==0)))&&((P4==0)||(Speed_Left_Wheel_158==0)))&&((P4==0)||(Speed_Left_Wheel_93==0)))&&((P4==0)||(Speed_Left_Wheel_21==0)))&&((P4==0)||(Speed_Left_Wheel_86==0)))&&((P4==0)||(Speed_Left_Wheel_151==0)))&&((P4==0)||(Speed_Left_Wheel_224==0)))&&((P4==0)||(Speed_Left_Wheel_208==0)))&&((P4==0)||(Speed_Left_Wheel_13==0)))&&((P4==0)||(Speed_Left_Wheel_78==0)))&&((P4==0)||(Speed_Left_Wheel_232==0)))&&((P4==0)||(Speed_Left_Wheel_143==0)))&&((P4==0)||(Speed_Left_Wheel_200==0)))&&((P4==0)||(Speed_Left_Wheel_240==0)))&&((P4==0)||(Speed_Left_Wheel_5==0)))&&((P4==0)||(Speed_Left_Wheel_135==0)))&&((P4==0)||(Speed_Left_Wheel_70==0)))&&((P4==0)||(Speed_Left_Wheel_192==0)))&&((P4==0)||(Speed_Left_Wheel_248==0)))&&((P4==0)||(Speed_Left_Wheel_500==0)))&&((P4==0)||(Speed_Left_Wheel_127==0)))&&((P4==0)||(Speed_Left_Wheel_62==0)))&&((P4==0)||(Speed_Left_Wheel_53==0)))&&((P4==0)||(Speed_Left_Wheel_118==0)))&&((P4==0)||(Speed_Left_Wheel_183==0)))&&((P4==0)||(Speed_Left_Wheel_45==0)))&&((P4==0)||(Speed_Left_Wheel_110==0)))&&((P4==0)||(Speed_Left_Wheel_175==0)))&&((P4==0)||(Speed_Left_Wheel_37==0)))&&((P4==0)||(Speed_Left_Wheel_102==0)))&&((P4==0)||(Speed_Left_Wheel_167==0)))&&((P4==0)||(Speed_Left_Wheel_29==0)))&&((P4==0)||(Speed_Left_Wheel_94==0)))&&((P4==0)||(Speed_Left_Wheel_159==0)))&&((P4==0)||(Speed_Left_Wheel_216==0)))&&((P4==0)||(Speed_Left_Wheel_91==0)))&&((P4==0)||(Speed_Left_Wheel_221==0)))&&((P4==0)||(Speed_Left_Wheel_26==0)))&&((P4==0)||(Speed_Left_Wheel_213==0)))&&((P4==0)||(Speed_Left_Wheel_148==0)))&&((P4==0)||(Speed_Left_Wheel_83==0)))&&((P4==0)||(Speed_Left_Wheel_229==0)))&&((P4==0)||(Speed_Left_Wheel_18==0)))&&((P4==0)||(Speed_Left_Wheel_140==0)))&&((P4==0)||(Speed_Left_Wheel_205==0)))&&((P4==0)||(Speed_Left_Wheel_237==0)))&&((P4==0)||(Speed_Left_Wheel_75==0)))&&((P4==0)||(Speed_Left_Wheel_10==0)))&&((P4==0)||(Speed_Left_Wheel_132==0)))&&((P4==0)||(Speed_Left_Wheel_197==0)))&&((P4==0)||(Speed_Left_Wheel_245==0)))&&((P4==0)||(Speed_Left_Wheel_2==0)))&&((P4==0)||(Speed_Left_Wheel_67==0)))&&((P4==0)||(Speed_Left_Wheel_124==0)))&&((P4==0)||(Speed_Left_Wheel_189==0)))&&((P4==0)||(Speed_Left_Wheel_123==0)))&&((P4==0)||(Speed_Left_Wheel_58==0)))&&((P4==0)||(Speed_Left_Wheel_180==0)))&&((P4==0)||(Speed_Left_Wheel_115==0)))&&((P4==0)||(Speed_Left_Wheel_50==0)))&&((P4==0)||(Speed_Left_Wheel_172==0)))&&((P4==0)||(Speed_Left_Wheel_107==0)))&&((P4==0)||(Speed_Left_Wheel_42==0)))&&((P4==0)||(Speed_Left_Wheel_164==0)))&&((P4==0)||(Speed_Left_Wheel_99==0)))&&((P4==0)||(Speed_Left_Wheel_34==0)))&&((P4==0)||(Speed_Left_Wheel_156==0)))&&((P4==0)||(Speed_Left_Wheel_27==0)))&&((P4==0)||(Speed_Left_Wheel_222==0)))&&((P4==0)||(Speed_Left_Wheel_214==0)))&&((P4==0)||(Speed_Left_Wheel_84==0)))&&((P4==0)||(Speed_Left_Wheel_149==0)))&&((P4==0)||(Speed_Left_Wheel_19==0)))&&((P4==0)||(Speed_Left_Wheel_230==0)))&&((P4==0)||(Speed_Left_Wheel_76==0)))&&((P4==0)||(Speed_Left_Wheel_206==0)))&&((P4==0)||(Speed_Left_Wheel_141==0)))&&((P4==0)||(Speed_Left_Wheel_11==0)))&&((P4==0)||(Speed_Left_Wheel_238==0)))&&((P4==0)||(Speed_Left_Wheel_68==0)))&&((P4==0)||(Speed_Left_Wheel_198==0)))&&((P4==0)||(Speed_Left_Wheel_133==0)))&&((P4==0)||(Speed_Left_Wheel_246==0)))&&((P4==0)||(Speed_Left_Wheel_3==0)))&&((P4==0)||(Speed_Left_Wheel_60==0)))&&((P4==0)||(Speed_Left_Wheel_190==0)))&&((P4==0)||(Speed_Left_Wheel_125==0)))&&((P4==0)||(Speed_Left_Wheel_59==0)))&&((P4==0)||(Speed_Left_Wheel_116==0)))&&((P4==0)||(Speed_Left_Wheel_181==0)))&&((P4==0)||(Speed_Left_Wheel_51==0)))&&((P4==0)||(Speed_Left_Wheel_108==0)))&&((P4==0)||(Speed_Left_Wheel_173==0)))&&((P4==0)||(Speed_Left_Wheel_43==0)))&&((P4==0)||(Speed_Left_Wheel_100==0)))&&((P4==0)||(Speed_Left_Wheel_165==0)))&&((P4==0)||(Speed_Left_Wheel_35==0)))&&((P4==0)||(Speed_Left_Wheel_92==0)))&&((P4==0)||(Speed_Left_Wheel_157==0)))")U(G((F("(stp5==1)"))U(X("((((((((((((((((((((((((((((((((((((((((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Formula 0 simplified : !("((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P4==0)||(Speed_Left_Wheel_24==0))&&((P4==0)||(Speed_Left_Wheel_154==0)))&&((P4==0)||(Speed_Left_Wheel_89==0)))&&((P4==0)||(Speed_Left_Wheel_227==0)))&&((P4==0)||(Speed_Left_Wheel_146==0)))&&((P4==0)||(Speed_Left_Wheel_211==0)))&&((P4==0)||(Speed_Left_Wheel_16==0)))&&((P4==0)||(Speed_Left_Wheel_81==0)))&&((P4==0)||(Speed_Left_Wheel_235==0)))&&((P4==0)||(Speed_Left_Wheel_8==0)))&&((P4==0)||(Speed_Left_Wheel_73==0)))&&((P4==0)||(Speed_Left_Wheel_138==0)))&&((P4==0)||(Speed_Left_Wheel_203==0)))&&((P4==0)||(Speed_Left_Wheel_243==0)))&&((P4==0)||(Speed_Left_Wheel_65==0)))&&((P4==0)||(Speed_Left_Wheel_130==0)))&&((P4==0)||(Speed_Left_Wheel_195==0)))&&((P4==0)||(Speed_Left_Wheel_56==0)))&&((P4==0)||(Speed_Left_Wheel_186==0)))&&((P4==0)||(Speed_Left_Wheel_121==0)))&&((P4==0)||(Speed_Left_Wheel_48==0)))&&((P4==0)||(Speed_Left_Wheel_178==0)))&&((P4==0)||(Speed_Left_Wheel_113==0)))&&((P4==0)||(Speed_Left_Wheel_40==0)))&&((P4==0)||(Speed_Left_Wheel_170==0)))&&((P4==0)||(Speed_Left_Wheel_105==0)))&&((P4==0)||(Speed_Left_Wheel_32==0)))&&((P4==0)||(Speed_Left_Wheel_162==0)))&&((P4==0)||(Speed_Left_Wheel_97==0)))&&((P4==0)||(Speed_Left_Wheel_219==0)))&&((P4==0)||(Speed_Left_Wheel_25==0)))&&((P4==0)||(Speed_Left_Wheel_90==0)))&&((P4==0)||(Speed_Left_Wheel_155==0)))&&((P4==0)||(Speed_Left_Wheel_220==0)))&&((P4==0)||(Speed_Left_Wheel_212==0)))&&((P4==0)||(Speed_Left_Wheel_17==0)))&&((P4==0)||(Speed_Left_Wheel_82==0)))&&((P4==0)||(Speed_Left_Wheel_147==0)))&&((P4==0)||(Speed_Left_Wheel_228==0)))&&((P4==0)||(Speed_Left_Wheel_204==0)))&&((P4==0)||(Speed_Left_Wheel_236==0)))&&((P4==0)||(Speed_Left_Wheel_9==0)))&&((P4==0)||(Speed_Left_Wheel_139==0)))&&((P4==0)||(Speed_Left_Wheel_74==0)))&&((P4==0)||(Speed_Left_Wheel_196==0)))&&((P4==0)||(Speed_Left_Wheel_244==0)))&&((P4==0)||(Speed_Left_Wheel_1==0)))&&((P4==0)||(Speed_Left_Wheel_131==0)))&&((P4==0)||(Speed_Left_Wheel_66==0)))&&((P4==0)||(Speed_Left_Wheel_188==0)))&&((P4==0)||(Speed_Left_Wheel_57==0)))&&((P4==0)||(Speed_Left_Wheel_122==0)))&&((P4==0)||(Speed_Left_Wheel_187==0)))&&((P4==0)||(Speed_Left_Wheel_49==0)))&&((P4==0)||(Speed_Left_Wheel_114==0)))&&((P4==0)||(Speed_Left_Wheel_179==0)))&&((P4==0)||(Speed_Left_Wheel_41==0)))&&((P4==0)||(Speed_Left_Wheel_106==0)))&&((P4==0)||(Speed_Left_Wheel_171==0)))&&((P4==0)||(Speed_Left_Wheel_33==0)))&&((P4==0)||(Speed_Left_Wheel_98==0)))&&((P4==0)||(Speed_Left_Wheel_163==0)))&&((P4==0)||(Speed_Left_Wheel_152==0)))&&((P4==0)||(Speed_Left_Wheel_87==0)))&&((P4==0)||(Speed_Left_Wheel_225==0)))&&((P4==0)||(Speed_Left_Wheel_22==0)))&&((P4==0)||(Speed_Left_Wheel_144==0)))&&((P4==0)||(Speed_Left_Wheel_209==0)))&&((P4==0)||(Speed_Left_Wheel_79==0)))&&((P4==0)||(Speed_Left_Wheel_233==0)))&&((P4==0)||(Speed_Left_Wheel_14==0)))&&((P4==0)||(Speed_Left_Wheel_136==0)))&&((P4==0)||(Speed_Left_Wheel_201==0)))&&((P4==0)||(Speed_Left_Wheel_241==0)))&&((P4==0)||(Speed_Left_Wheel_6==0)))&&((P4==0)||(Speed_Left_Wheel_71==0)))&&((P4==0)||(Speed_Left_Wheel_128==0)))&&((P4==0)||(Speed_Left_Wheel_193==0)))&&((P4==0)||(Speed_Left_Wheel_249==0)))&&((P4==0)||(Speed_Left_Wheel_63==0)))&&((P4==0)||(Speed_Left_Wheel_184==0)))&&((P4==0)||(Speed_Left_Wheel_119==0)))&&((P4==0)||(Speed_Left_Wheel_54==0)))&&((P4==0)||(Speed_Left_Wheel_176==0)))&&((P4==0)||(Speed_Left_Wheel_111==0)))&&((P4==0)||(Speed_Left_Wheel_46==0)))&&((P4==0)||(Speed_Left_Wheel_168==0)))&&((P4==0)||(Speed_Left_Wheel_103==0)))&&((P4==0)||(Speed_Left_Wheel_38==0)))&&((P4==0)||(Speed_Left_Wheel_160==0)))&&((P4==0)||(Speed_Left_Wheel_95==0)))&&((P4==0)||(Speed_Left_Wheel_217==0)))&&((P4==0)||(Speed_Left_Wheel_30==0)))&&((P4==0)||(Speed_Left_Wheel_88==0)))&&((P4==0)||(Speed_Left_Wheel_153==0)))&&((P4==0)||(Speed_Left_Wheel_23==0)))&&((P4==0)||(Speed_Left_Wheel_226==0)))&&((P4==0)||(Speed_Left_Wheel_210==0)))&&((P4==0)||(Speed_Left_Wheel_80==0)))&&((P4==0)||(Speed_Left_Wheel_145==0)))&&((P4==0)||(Speed_Left_Wheel_15==0)))&&((P4==0)||(Speed_Left_Wheel_234==0)))&&((P4==0)||(Speed_Left_Wheel_72==0)))&&((P4==0)||(Speed_Left_Wheel_202==0)))&&((P4==0)||(Speed_Left_Wheel_137==0)))&&((P4==0)||(Speed_Left_Wheel_242==0)))&&((P4==0)||(Speed_Left_Wheel_7==0)))&&((P4==0)||(Speed_Left_Wheel_64==0)))&&((P4==0)||(Speed_Left_Wheel_194==0)))&&((P4==0)||(Speed_Left_Wheel_129==0)))&&((P4==0)||(Speed_Left_Wheel_250==0)))&&((P4==0)||(Speed_Left_Wheel_120==0)))&&((P4==0)||(Speed_Left_Wheel_185==0)))&&((P4==0)||(Speed_Left_Wheel_55==0)))&&((P4==0)||(Speed_Left_Wheel_112==0)))&&((P4==0)||(Speed_Left_Wheel_177==0)))&&((P4==0)||(Speed_Left_Wheel_47==0)))&&((P4==0)||(Speed_Left_Wheel_104==0)))&&((P4==0)||(Speed_Left_Wheel_169==0)))&&((P4==0)||(Speed_Left_Wheel_39==0)))&&((P4==0)||(Speed_Left_Wheel_96==0)))&&((P4==0)||(Speed_Left_Wheel_161==0)))&&((P4==0)||(Speed_Left_Wheel_31==0)))&&((P4==0)||(Speed_Left_Wheel_218==0)))&&((P4==0)||(Speed_Left_Wheel_223==0)))&&((P4==0)||(Speed_Left_Wheel_20==0)))&&((P4==0)||(Speed_Left_Wheel_150==0)))&&((P4==0)||(Speed_Left_Wheel_85==0)))&&((P4==0)||(Speed_Left_Wheel_231==0)))&&((P4==0)||(Speed_Left_Wheel_77==0)))&&((P4==0)||(Speed_Left_Wheel_142==0)))&&((P4==0)||(Speed_Left_Wheel_207==0)))&&((P4==0)||(Speed_Left_Wheel_12==0)))&&((P4==0)||(Speed_Left_Wheel_239==0)))&&((P4==0)||(Speed_Left_Wheel_4==0)))&&((P4==0)||(Speed_Left_Wheel_69==0)))&&((P4==0)||(Speed_Left_Wheel_134==0)))&&((P4==0)||(Speed_Left_Wheel_199==0)))&&((P4==0)||(Speed_Left_Wheel_247==0)))&&((P4==0)||(Speed_Left_Wheel_61==0)))&&((P4==0)||(Speed_Left_Wheel_126==0)))&&((P4==0)||(Speed_Left_Wheel_191==0)))&&((P4==0)||(Speed_Left_Wheel_52==0)))&&((P4==0)||(Speed_Left_Wheel_182==0)))&&((P4==0)||(Speed_Left_Wheel_117==0)))&&((P4==0)||(Speed_Left_Wheel_44==0)))&&((P4==0)||(Speed_Left_Wheel_174==0)))&&((P4==0)||(Speed_Left_Wheel_109==0)))&&((P4==0)||(Speed_Left_Wheel_36==0)))&&((P4==0)||(Speed_Left_Wheel_166==0)))&&((P4==0)||(Speed_Left_Wheel_101==0)))&&((P4==0)||(Speed_Left_Wheel_215==0)))&&((P4==0)||(Speed_Left_Wheel_28==0)))&&((P4==0)||(Speed_Left_Wheel_158==0)))&&((P4==0)||(Speed_Left_Wheel_93==0)))&&((P4==0)||(Speed_Left_Wheel_21==0)))&&((P4==0)||(Speed_Left_Wheel_86==0)))&&((P4==0)||(Speed_Left_Wheel_151==0)))&&((P4==0)||(Speed_Left_Wheel_224==0)))&&((P4==0)||(Speed_Left_Wheel_208==0)))&&((P4==0)||(Speed_Left_Wheel_13==0)))&&((P4==0)||(Speed_Left_Wheel_78==0)))&&((P4==0)||(Speed_Left_Wheel_232==0)))&&((P4==0)||(Speed_Left_Wheel_143==0)))&&((P4==0)||(Speed_Left_Wheel_200==0)))&&((P4==0)||(Speed_Left_Wheel_240==0)))&&((P4==0)||(Speed_Left_Wheel_5==0)))&&((P4==0)||(Speed_Left_Wheel_135==0)))&&((P4==0)||(Speed_Left_Wheel_70==0)))&&((P4==0)||(Speed_Left_Wheel_192==0)))&&((P4==0)||(Speed_Left_Wheel_248==0)))&&((P4==0)||(Speed_Left_Wheel_500==0)))&&((P4==0)||(Speed_Left_Wheel_127==0)))&&((P4==0)||(Speed_Left_Wheel_62==0)))&&((P4==0)||(Speed_Left_Wheel_53==0)))&&((P4==0)||(Speed_Left_Wheel_118==0)))&&((P4==0)||(Speed_Left_Wheel_183==0)))&&((P4==0)||(Speed_Left_Wheel_45==0)))&&((P4==0)||(Speed_Left_Wheel_110==0)))&&((P4==0)||(Speed_Left_Wheel_175==0)))&&((P4==0)||(Speed_Left_Wheel_37==0)))&&((P4==0)||(Speed_Left_Wheel_102==0)))&&((P4==0)||(Speed_Left_Wheel_167==0)))&&((P4==0)||(Speed_Left_Wheel_29==0)))&&((P4==0)||(Speed_Left_Wheel_94==0)))&&((P4==0)||(Speed_Left_Wheel_159==0)))&&((P4==0)||(Speed_Left_Wheel_216==0)))&&((P4==0)||(Speed_Left_Wheel_91==0)))&&((P4==0)||(Speed_Left_Wheel_221==0)))&&((P4==0)||(Speed_Left_Wheel_26==0)))&&((P4==0)||(Speed_Left_Wheel_213==0)))&&((P4==0)||(Speed_Left_Wheel_148==0)))&&((P4==0)||(Speed_Left_Wheel_83==0)))&&((P4==0)||(Speed_Left_Wheel_229==0)))&&((P4==0)||(Speed_Left_Wheel_18==0)))&&((P4==0)||(Speed_Left_Wheel_140==0)))&&((P4==0)||(Speed_Left_Wheel_205==0)))&&((P4==0)||(Speed_Left_Wheel_237==0)))&&((P4==0)||(Speed_Left_Wheel_75==0)))&&((P4==0)||(Speed_Left_Wheel_10==0)))&&((P4==0)||(Speed_Left_Wheel_132==0)))&&((P4==0)||(Speed_Left_Wheel_197==0)))&&((P4==0)||(Speed_Left_Wheel_245==0)))&&((P4==0)||(Speed_Left_Wheel_2==0)))&&((P4==0)||(Speed_Left_Wheel_67==0)))&&((P4==0)||(Speed_Left_Wheel_124==0)))&&((P4==0)||(Speed_Left_Wheel_189==0)))&&((P4==0)||(Speed_Left_Wheel_123==0)))&&((P4==0)||(Speed_Left_Wheel_58==0)))&&((P4==0)||(Speed_Left_Wheel_180==0)))&&((P4==0)||(Speed_Left_Wheel_115==0)))&&((P4==0)||(Speed_Left_Wheel_50==0)))&&((P4==0)||(Speed_Left_Wheel_172==0)))&&((P4==0)||(Speed_Left_Wheel_107==0)))&&((P4==0)||(Speed_Left_Wheel_42==0)))&&((P4==0)||(Speed_Left_Wheel_164==0)))&&((P4==0)||(Speed_Left_Wheel_99==0)))&&((P4==0)||(Speed_Left_Wheel_34==0)))&&((P4==0)||(Speed_Left_Wheel_156==0)))&&((P4==0)||(Speed_Left_Wheel_27==0)))&&((P4==0)||(Speed_Left_Wheel_222==0)))&&((P4==0)||(Speed_Left_Wheel_214==0)))&&((P4==0)||(Speed_Left_Wheel_84==0)))&&((P4==0)||(Speed_Left_Wheel_149==0)))&&((P4==0)||(Speed_Left_Wheel_19==0)))&&((P4==0)||(Speed_Left_Wheel_230==0)))&&((P4==0)||(Speed_Left_Wheel_76==0)))&&((P4==0)||(Speed_Left_Wheel_206==0)))&&((P4==0)||(Speed_Left_Wheel_141==0)))&&((P4==0)||(Speed_Left_Wheel_11==0)))&&((P4==0)||(Speed_Left_Wheel_238==0)))&&((P4==0)||(Speed_Left_Wheel_68==0)))&&((P4==0)||(Speed_Left_Wheel_198==0)))&&((P4==0)||(Speed_Left_Wheel_133==0)))&&((P4==0)||(Speed_Left_Wheel_246==0)))&&((P4==0)||(Speed_Left_Wheel_3==0)))&&((P4==0)||(Speed_Left_Wheel_60==0)))&&((P4==0)||(Speed_Left_Wheel_190==0)))&&((P4==0)||(Speed_Left_Wheel_125==0)))&&((P4==0)||(Speed_Left_Wheel_59==0)))&&((P4==0)||(Speed_Left_Wheel_116==0)))&&((P4==0)||(Speed_Left_Wheel_181==0)))&&((P4==0)||(Speed_Left_Wheel_51==0)))&&((P4==0)||(Speed_Left_Wheel_108==0)))&&((P4==0)||(Speed_Left_Wheel_173==0)))&&((P4==0)||(Speed_Left_Wheel_43==0)))&&((P4==0)||(Speed_Left_Wheel_100==0)))&&((P4==0)||(Speed_Left_Wheel_165==0)))&&((P4==0)||(Speed_Left_Wheel_35==0)))&&((P4==0)||(Speed_Left_Wheel_92==0)))&&((P4==0)||(Speed_Left_Wheel_157==0)))" U G(F"(stp5==1)" U X"((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P4!=1)||(Speed_Left_Wheel_24!=1))&&((P4!=1)||(Speed_Left_Wheel_154!=1)))&&((P4!=1)||(Speed_Left_Wheel_89!=1)))&&((P4!=1)||(Speed_Left_Wheel_227!=1)))&&((P4!=1)||(Speed_Left_Wheel_146!=1)))&&((P4!=1)||(Speed_Left_Wheel_211!=1)))&&((P4!=1)||(Speed_Left_Wheel_16!=1)))&&((P4!=1)||(Speed_Left_Wheel_81!=1)))&&((P4!=1)||(Speed_Left_Wheel_235!=1)))&&((P4!=1)||(Speed_Left_Wheel_8!=1)))&&((P4!=1)||(Speed_Left_Wheel_73!=1)))&&((P4!=1)||(Speed_Left_Wheel_138!=1)))&&((P4!=1)||(Speed_Left_Wheel_203!=1)))&&((P4!=1)||(Speed_Left_Wheel_243!=1)))&&((P4!=1)||(Speed_Left_Wheel_65!=1)))&&((P4!=1)||(Speed_Left_Wheel_130!=1)))&&((P4!=1)||(Speed_Left_Wheel_195!=1)))&&((P4!=1)||(Speed_Left_Wheel_56!=1)))&&((P4!=1)||(Speed_Left_Wheel_186!=1)))&&((P4!=1)||(Speed_Left_Wheel_121!=1)))&&((P4!=1)||(Speed_Left_Wheel_48!=1)))&&((P4!=1)||(Speed_Left_Wheel_178!=1)))&&((P4!=1)||(Speed_Left_Wheel_113!=1)))&&((P4!=1)||(Speed_Left_Wheel_40!=1)))&&((P4!=1)||(Speed_Left_Wheel_170!=1)))&&((P4!=1)||(Speed_Left_Wheel_105!=1)))&&((P4!=1)||(Speed_Left_Wheel_32!=1)))&&((P4!=1)||(Speed_Left_Wheel_162!=1)))&&((P4!=1)||(Speed_Left_Wheel_97!=1)))&&((P4!=1)||(Speed_Left_Wheel_219!=1)))&&((P4!=1)||(Speed_Left_Wheel_25!=1)))&&((P4!=1)||(Speed_Left_Wheel_90!=1)))&&((P4!=1)||(Speed_Left_Wheel_155!=1)))&&((P4!=1)||(Speed_Left_Wheel_220!=1)))&&((P4!=1)||(Speed_Left_Wheel_212!=1)))&&((P4!=1)||(Speed_Left_Wheel_17!=1)))&&((P4!=1)||(Speed_Left_Wheel_82!=1)))&&((P4!=1)||(Speed_Left_Wheel_147!=1)))&&((P4!=1)||(Speed_Left_Wheel_228!=1)))&&((P4!=1)||(Speed_Left_Wheel_204!=1)))&&((P4!=1)||(Speed_Left_Wheel_236!=1)))&&((P4!=1)||(Speed_Left_Wheel_9!=1)))&&((P4!=1)||(Speed_Left_Wheel_139!=1)))&&((P4!=1)||(Speed_Left_Wheel_74!=1)))&&((P4!=1)||(Speed_Left_Wheel_196!=1)))&&((P4!=1)||(Speed_Left_Wheel_244!=1)))&&((P4!=1)||(Speed_Left_Wheel_1!=1)))&&((P4!=1)||(Speed_Left_Wheel_131!=1)))&&((P4!=1)||(Speed_Left_Wheel_66!=1)))&&((P4!=1)||(Speed_Left_Wheel_188!=1)))&&((P4!=1)||(Speed_Left_Wheel_57!=1)))&&((P4!=1)||(Speed_Left_Wheel_122!=1)))&&((P4!=1)||(Speed_Left_Wheel_187!=1)))&&((P4!=1)||(Speed_Left_Wheel_49!=1)))&&((P4!=1)||(Speed_Left_Wheel_114!=1)))&&((P4!=1)||(Speed_Left_Wheel_179!=1)))&&((P4!=1)||(Speed_Left_Wheel_41!=1)))&&((P4!=1)||(Speed_Left_Wheel_106!=1)))&&((P4!=1)||(Speed_Left_Wheel_171!=1)))&&((P4!=1)||(Speed_Left_Wheel_33!=1)))&&((P4!=1)||(Speed_Left_Wheel_98!=1)))&&((P4!=1)||(Speed_Left_Wheel_163!=1)))&&((P4!=1)||(Speed_Left_Wheel_152!=1)))&&((P4!=1)||(Speed_Left_Wheel_87!=1)))&&((P4!=1)||(Speed_Left_Wheel_225!=1)))&&((P4!=1)||(Speed_Left_Wheel_22!=1)))&&((P4!=1)||(Speed_Left_Wheel_144!=1)))&&((P4!=1)||(Speed_Left_Wheel_209!=1)))&&((P4!=1)||(Speed_Left_Wheel_79!=1)))&&((P4!=1)||(Speed_Left_Wheel_233!=1)))&&((P4!=1)||(Speed_Left_Wheel_14!=1)))&&((P4!=1)||(Speed_Left_Wheel_136!=1)))&&((P4!=1)||(Speed_Left_Wheel_201!=1)))&&((P4!=1)||(Speed_Left_Wheel_241!=1)))&&((P4!=1)||(Speed_Left_Wheel_6!=1)))&&((P4!=1)||(Speed_Left_Wheel_71!=1)))&&((P4!=1)||(Speed_Left_Wheel_128!=1)))&&((P4!=1)||(Speed_Left_Wheel_193!=1)))&&((P4!=1)||(Speed_Left_Wheel_249!=1)))&&((P4!=1)||(Speed_Left_Wheel_63!=1)))&&((P4!=1)||(Speed_Left_Wheel_184!=1)))&&((P4!=1)||(Speed_Left_Wheel_119!=1)))&&((P4!=1)||(Speed_Left_Wheel_54!=1)))&&((P4!=1)||(Speed_Left_Wheel_176!=1)))&&((P4!=1)||(Speed_Left_Wheel_111!=1)))&&((P4!=1)||(Speed_Left_Wheel_46!=1)))&&((P4!=1)||(Speed_Left_Wheel_168!=1)))&&((P4!=1)||(Speed_Left_Wheel_103!=1)))&&((P4!=1)||(Speed_Left_Wheel_38!=1)))&&((P4!=1)||(Speed_Left_Wheel_160!=1)))&&((P4!=1)||(Speed_Left_Wheel_95!=1)))&&((P4!=1)||(Speed_Left_Wheel_217!=1)))&&((P4!=1)||(Speed_Left_Wheel_30!=1)))&&((P4!=1)||(Speed_Left_Wheel_88!=1)))&&((P4!=1)||(Speed_Left_Wheel_153!=1)))&&((P4!=1)||(Speed_Left_Wheel_23!=1)))&&((P4!=1)||(Speed_Left_Wheel_226!=1)))&&((P4!=1)||(Speed_Left_Wheel_210!=1)))&&((P4!=1)||(Speed_Left_Wheel_80!=1)))&&((P4!=1)||(Speed_Left_Wheel_145!=1)))&&((P4!=1)||(Speed_Left_Wheel_15!=1)))&&((P4!=1)||(Speed_Left_Wheel_234!=1)))&&((P4!=1)||(Speed_Left_Wheel_72!=1)))&&((P4!=1)||(Speed_Left_Wheel_202!=1)))&&((P4!=1)||(Speed_Left_Wheel_137!=1)))&&((P4!=1)||(Speed_Left_Wheel_242!=1)))&&((P4!=1)||(Speed_Left_Wheel_7!=1)))&&((P4!=1)||(Speed_Left_Wheel_64!=1)))&&((P4!=1)||(Speed_Left_Wheel_194!=1)))&&((P4!=1)||(Speed_Left_Wheel_129!=1)))&&((P4!=1)||(Speed_Left_Wheel_250!=1)))&&((P4!=1)||(Speed_Left_Wheel_120!=1)))&&((P4!=1)||(Speed_Left_Wheel_185!=1)))&&((P4!=1)||(Speed_Left_Wheel_55!=1)))&&((P4!=1)||(Speed_Left_Wheel_112!=1)))&&((P4!=1)||(Speed_Left_Wheel_177!=1)))&&((P4!=1)||(Speed_Left_Wheel_47!=1)))&&((P4!=1)||(Speed_Left_Wheel_104!=1)))&&((P4!=1)||(Speed_Left_Wheel_169!=1)))&&((P4!=1)||(Speed_Left_Wheel_39!=1)))&&((P4!=1)||(Speed_Left_Wheel_96!=1)))&&((P4!=1)||(Speed_Left_Wheel_161!=1)))&&((P4!=1)||(Speed_Left_Wheel_31!=1)))&&((P4!=1)||(Speed_Left_Wheel_218!=1)))&&((P4!=1)||(Speed_Left_Wheel_223!=1)))&&((P4!=1)||(Speed_Left_Wheel_20!=1)))&&((P4!=1)||(Speed_Left_Wheel_150!=1)))&&((P4!=1)||(Speed_Left_Wheel_85!=1)))&&((P4!=1)||(Speed_Left_Wheel_231!=1)))&&((P4!=1)||(Speed_Left_Wheel_77!=1)))&&((P4!=1)||(Speed_Left_Wheel_142!=1)))&&((P4!=1)||(Speed_Left_Wheel_207!=1)))&&((P4!=1)||(Speed_Left_Wheel_12!=1)))&&((P4!=1)||(Speed_Left_Wheel_239!=1)))&&((P4!=1)||(Speed_Left_Wheel_4!=1)))&&((P4!=1)||(Speed_Left_Wheel_69!=1)))&&((P4!=1)||(Speed_Left_Wheel_134!=1)))&&((P4!=1)||(Speed_Left_Wheel_199!=1)))&&((P4!=1)||(Speed_Left_Wheel_247!=1)))&&((P4!=1)||(Speed_Left_Wheel_61!=1)))&&((P4!=1)||(Speed_Left_Wheel_126!=1)))&&((P4!=1)||(Speed_Left_Wheel_191!=1)))&&((P4!=1)||(Speed_Left_Wheel_52!=1)))&&((P4!=1)||(Speed_Left_Wheel_182!=1)))&&((P4!=1)||(Speed_Left_Wheel_117!=1)))&&((P4!=1)||(Speed_Left_Wheel_44!=1)))&&((P4!=1)||(Speed_Left_Wheel_174!=1)))&&((P4!=1)||(Speed_Left_Wheel_109!=1)))&&((P4!=1)||(Speed_Left_Wheel_36!=1)))&&((P4!=1)||(Speed_Left_Wheel_166!=1)))&&((P4!=1)||(Speed_Left_Wheel_101!=1)))&&((P4!=1)||(Speed_Left_Wheel_215!=1)))&&((P4!=1)||(Speed_Left_Wheel_28!=1)))&&((P4!=1)||(Speed_Left_Wheel_158!=1)))&&((P4!=1)||(Speed_Left_Wheel_93!=1)))&&((P4!=1)||(Speed_Left_Wheel_21!=1)))&&((P4!=1)||(Speed_Left_Wheel_86!=1)))&&((P4!=1)||(Speed_Left_Wheel_151!=1)))&&((P4!=1)||(Speed_Left_Wheel_224!=1)))&&((P4!=1)||(Speed_Left_Wheel_208!=1)))&&((P4!=1)||(Speed_Left_Wheel_13!=1)))&&((P4!=1)||(Speed_Left_Wheel_78!=1)))&&((P4!=1)||(Speed_Left_Wheel_232!=1)))&&((P4!=1)||(Speed_Left_Wheel_143!=1)))&&((P4!=1)||(Speed_Left_Wheel_200!=1)))&&((P4!=1)||(Speed_Left_Wheel_240!=1)))&&((P4!=1)||(Speed_Left_Wheel_5!=1)))&&((P4!=1)||(Speed_Left_Wheel_135!=1)))&&((P4!=1)||(Speed_Left_Wheel_70!=1)))&&((P4!=1)||(Speed_Left_Wheel_192!=1)))&&((P4!=1)||(Speed_Left_Wheel_248!=1)))&&((P4!=1)||(Speed_Left_Wheel_500!=1)))&&((P4!=1)||(Speed_Left_Wheel_127!=1)))&&((P4!=1)||(Speed_Left_Wheel_62!=1)))&&((P4!=1)||(Speed_Left_Wheel_53!=1)))&&((P4!=1)||(Speed_Left_Wheel_118!=1)))&&((P4!=1)||(Speed_Left_Wheel_183!=1)))&&((P4!=1)||(Speed_Left_Wheel_45!=1)))&&((P4!=1)||(Speed_Left_Wheel_110!=1)))&&((P4!=1)||(Speed_Left_Wheel_175!=1)))&&((P4!=1)||(Speed_Left_Wheel_37!=1)))&&((P4!=1)||(Speed_Left_Wheel_102!=1)))&&((P4!=1)||(Speed_Left_Wheel_167!=1)))&&((P4!=1)||(Speed_Left_Wheel_29!=1)))&&((P4!=1)||(Speed_Left_Wheel_94!=1)))&&((P4!=1)||(Speed_Left_Wheel_159!=1)))&&((P4!=1)||(Speed_Left_Wheel_216!=1)))&&((P4!=1)||(Speed_Left_Wheel_91!=1)))&&((P4!=1)||(Speed_Left_Wheel_221!=1)))&&((P4!=1)||(Speed_Left_Wheel_26!=1)))&&((P4!=1)||(Speed_Left_Wheel_213!=1)))&&((P4!=1)||(Speed_Left_Wheel_148!=1)))&&((P4!=1)||(Speed_Left_Wheel_83!=1)))&&((P4!=1)||(Speed_Left_Wheel_229!=1)))&&((P4!=1)||(Speed_Left_Wheel_18!=1)))&&((P4!=1)||(Speed_Left_Wheel_140!=1)))&&((P4!=1)||(Speed_Left_Wheel_205!=1)))&&((P4!=1)||(Speed_Left_Wheel_237!=1)))&&((P4!=1)||(Speed_Left_Wheel_75!=1)))&&((P4!=1)||(Speed_Left_Wheel_10!=1)))&&((P4!=1)||(Speed_Left_Wheel_132!=1)))&&((P4!=1)||(Speed_Left_Wheel_197!=1)))&&((P4!=1)||(Speed_Left_Wheel_245!=1)))&&((P4!=1)||(Speed_Left_Wheel_2!=1)))&&((P4!=1)||(Speed_Left_Wheel_67!=1)))&&((P4!=1)||(Speed_Left_Wheel_124!=1)))&&((P4!=1)||(Speed_Left_Wheel_189!=1)))&&((P4!=1)||(Speed_Left_Wheel_123!=1)))&&((P4!=1)||(Speed_Left_Wheel_58!=1)))&&((P4!=1)||(Speed_Left_Wheel_180!=1)))&&((P4!=1)||(Speed_Left_Wheel_115!=1)))&&((P4!=1)||(Speed_Left_Wheel_50!=1)))&&((P4!=1)||(Speed_Left_Wheel_172!=1)))&&((P4!=1)||(Speed_Left_Wheel_107!=1)))&&((P4!=1)||(Speed_Left_Wheel_42!=1)))&&((P4!=1)||(Speed_Left_Wheel_164!=1)))&&((P4!=1)||(Speed_Left_Wheel_99!=1)))&&((P4!=1)||(Speed_Left_Wheel_34!=1)))&&((P4!=1)||(Speed_Left_Wheel_156!=1)))&&((P4!=1)||(Speed_Left_Wheel_27!=1)))&&((P4!=1)||(Speed_Left_Wheel_222!=1)))&&((P4!=1)||(Speed_Left_Wheel_214!=1)))&&((P4!=1)||(Speed_Left_Wheel_84!=1)))&&((P4!=1)||(Speed_Left_Wheel_149!=1)))&&((P4!=1)||(Speed_Left_Wheel_19!=1)))&&((P4!=1)||(Speed_Left_Wheel_230!=1)))&&((P4!=1)||(Speed_Left_Wheel_76!=1)))&&((P4!=1)||(Speed_Left_Wheel_206!=1)))&&((P4!=1)||(Speed_Left_Wheel_141!=1)))&&((P4!=1)||(Speed_Left_Wheel_11!=1)))&&((P4!=1)||(Speed_Left_Wheel_238!=1)))&&((P4!=1)||(Speed_Left_Wheel_68!=1)))&&((P4!=1)||(Speed_Left_Wheel_198!=1)))&&((P4!=1)||(Speed_Left_Wheel_133!=1)))&&((P4!=1)||(Speed_Left_Wheel_246!=1)))&&((P4!=1)||(Speed_Left_Wheel_3!=1)))&&((P4!=1)||(Speed_Left_Wheel_60!=1)))&&((P4!=1)||(Speed_Left_Wheel_190!=1)))&&((P4!=1)||(Speed_Left_Wheel_125!=1)))&&((P4!=1)||(Speed_Left_Wheel_59!=1)))&&((P4!=1)||(Speed_Left_Wheel_116!=1)))&&((P4!=1)||(Speed_Left_Wheel_181!=1)))&&((P4!=1)||(Speed_Left_Wheel_51!=1)))&&((P4!=1)||(Speed_Left_Wheel_108!=1)))&&((P4!=1)||(Speed_Left_Wheel_173!=1)))&&((P4!=1)||(Speed_Left_Wheel_43!=1)))&&((P4!=1)||(Speed_Left_Wheel_100!=1)))&&((P4!=1)||(Speed_Left_Wheel_165!=1)))&&((P4!=1)||(Speed_Left_Wheel_35!=1)))&&((P4!=1)||(Speed_Left_Wheel_92!=1)))&&((P4!=1)||(Speed_Left_Wheel_157!=1)))"))
Reverse transition relation is NOT exact ! Due to transitions t0, t2, t4, t1004, t1505, Intersection with reachable at each step enabled. (destroyed/reverse/intersect/total) :0/513/5/518
Computing Next relation with stutter on 1766 deadlock states
47 unique states visited
0 strongly connected components in search stack
141 transitions explored
12 items max in DFS search stack
411 ticks for the emptiness check
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
STATS,0,4.15248,119552,1,0,577,419248,1110,319,12658,147050,1414
no accepting run found
Formula 0 is TRUE no accepting run found.
FORMULA AirplaneLD-PT-0500-02 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
ITS tools runner thread asked to quit. Dying gracefully.
Treatment of property AirplaneLD-PT-0500-02 finished in 38310 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X((p0 U G((!p1 U p2)))))], workingDir=/home/mcc/execution]
Support contains 756 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 997 places :
Symmetric choice reduction at 0 with 997 rule applications. Total rules 997 place count 769 transition count 2515
Iterating global reduction 0 with 997 rules applied. Total rules applied 1994 place count 769 transition count 2515
Ensure Unique test removed 997 transitions
Reduce isomorphic transitions removed 997 transitions.
Iterating post reduction 0 with 997 rules applied. Total rules applied 2991 place count 769 transition count 1518
Applied a total of 2991 rules in 40 ms. Remains 769 /1766 variables (removed 997) and now considering 1518/3512 (removed 1994) transitions.
// Phase 1: matrix 1518 rows 769 cols
[2021-05-08 06:36:26] [INFO ] Computed 1 place invariants in 34 ms
[2021-05-08 06:36:26] [INFO ] Implicit Places using invariants in 136 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 138 ms to find 1 implicit places.
// Phase 1: matrix 1518 rows 768 cols
[2021-05-08 06:36:26] [INFO ] Computed 0 place invariants in 26 ms
[2021-05-08 06:36:27] [INFO ] Dead Transitions using invariants and state equation in 572 ms returned []
Starting structural reductions, iteration 1 : 768/1766 places, 1518/3512 transitions.
Applied a total of 0 rules in 4 ms. Remains 768 /768 variables (removed 0) and now considering 1518/1518 (removed 0) transitions.
// Phase 1: matrix 1518 rows 768 cols
[2021-05-08 06:36:27] [INFO ] Computed 0 place invariants in 26 ms
[2021-05-08 06:36:28] [INFO ] Dead Transitions using invariants and state equation in 576 ms returned []
Finished structural reductions, in 2 iterations. Remains : 768/1766 places, 1518/3512 transitions.
Stuttering acceptance computed with spot in 161 ms :[(NOT p2), (NOT p2), true, (NOT p2), (NOT p2), (NOT p2)]
Running random walk in product with property : AirplaneLD-PT-0500-03 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=(AND (NOT p2) p1 p0), acceptance={0} source=1 dest: 1}, { cond=(OR (AND p2 p0) (AND (NOT p1) p0)), acceptance={} source=1 dest: 1}, { cond=(AND (NOT p2) p1 (NOT p0)), acceptance={} source=1 dest: 2}, { cond=(AND (NOT p2) (NOT p1) (NOT p0)), acceptance={} source=1 dest: 3}, { cond=(OR (AND p2 (NOT p0)) (AND (NOT p1) (NOT p0))), acceptance={} source=1 dest: 4}, { cond=(AND (NOT p2) (NOT p1) p0), acceptance={0} source=1 dest: 5}], [{ cond=true, acceptance={0} source=2 dest: 2}], [{ cond=(AND (NOT p2) p1), acceptance={} source=3 dest: 2}, { cond=(AND (NOT p2) (NOT p1)), acceptance={0} source=3 dest: 3}], [{ cond=(AND (NOT p2) p1), acceptance={} source=4 dest: 2}, { cond=(AND (NOT p2) (NOT p1)), acceptance={} source=4 dest: 3}, { cond=(OR p2 (NOT p1)), acceptance={} source=4 dest: 4}], [{ cond=(AND (NOT p2) p1 p0), acceptance={0} source=5 dest: 1}, { cond=(AND (NOT p2) p1 (NOT p0)), acceptance={} source=5 dest: 2}, { cond=(AND (NOT p2) (NOT p1) (NOT p0)), acceptance={} source=5 dest: 3}, { cond=(AND (NOT p2) (NOT p1) p0), acceptance={0} source=5 dest: 5}]], initial=0, aps=[p2:(OR (AND (EQ s5 1) (EQ s27 1)) (AND (EQ s5 1) (EQ s157 1)) (AND (EQ s5 1) (EQ s287 1)) (AND (EQ s5 1) (EQ s417 1)) (AND (EQ s5 1) (EQ s222 1)) (AND (EQ s5 1) (EQ s482 1)) (AND (EQ s5 1) (EQ s92 1)) (AND (EQ s5 1) (EQ s368 1)) (AND (EQ s5 1) (EQ s11 1)) (AND (EQ s5 1) (EQ s141 1)) (AND (EQ s5 1) (EQ s271 1)) (AND (EQ s5 1) (EQ s433 1)) (AND (EQ s5 1) (EQ s206 1)) (AND (EQ s5 1) (EQ s498 1)) (AND (EQ s5 1) (EQ s76 1)) (AND (EQ s5 1) (EQ s319 1)) (AND (EQ s5 1) (EQ s384 1)) (AND (EQ s5 1) (EQ s125 1)) (AND (EQ s5 1) (EQ s255 1)) (AND (EQ s5 1) (EQ s449 1)) (AND (EQ s5 1) (EQ s190 1)) (AND (EQ s5 1) (EQ s60 1)) (AND (EQ s5 1) (EQ s335 1)) (AND (EQ s5 1) (EQ s400 1)) (AND (EQ s5 1) (EQ s304 1)) (AND (EQ s5 1) (EQ s109 1)) (AND (EQ s5 1) (EQ s239 1)) (AND (EQ s5 1) (EQ s465 1)) (AND (EQ s5 1) (EQ s174 1)) (AND (EQ s5 1) (EQ s44 1)) (AND (EQ s5 1) (EQ s351 1)) (AND (EQ s5 1) (EQ s416 1)) (AND (EQ s5 1) (EQ s353 1)) (AND (EQ s5 1) (EQ s418 1)) (AND (EQ s5 1) (EQ s483 1)) (AND (EQ s5 1) (EQ s26 1)) (AND (EQ s5 1) (EQ s221 1)) (AND (EQ s5 1) (EQ s286 1)) (AND (EQ s5 1) (EQ s91 1)) (AND (EQ s5 1) (EQ s156 1)) (AND (EQ s5 1) (EQ s369 1)) (AND (EQ s5 1) (EQ s434 1)) (AND (EQ s5 1) (EQ s499 1)) (AND (EQ s5 1) (EQ s10 1)) (AND (EQ s5 1) (EQ s205 1)) (AND (EQ s5 1) (EQ s270 1)) (AND (EQ s5 1) (EQ s75 1)) (AND (EQ s5 1) (EQ s140 1)) (AND (EQ s5 1) (EQ s320 1)) (AND (EQ s5 1) (EQ s385 1)) (AND (EQ s5 1) (EQ s189 1)) (AND (EQ s5 1) (EQ s254 1)) (AND (EQ s5 1) (EQ s450 1)) (AND (EQ s5 1) (EQ s59 1)) (AND (EQ s5 1) (EQ s124 1)) (AND (EQ s5 1) (EQ s336 1)) (AND (EQ s5 1) (EQ s303 1)) (AND (EQ s5 1) (EQ s401 1)) (AND (EQ s5 1) (EQ s173 1)) (AND (EQ s5 1) (EQ s238 1)) (AND (EQ s5 1) (EQ s466 1)) (AND (EQ s5 1) (EQ s43 1)) (AND (EQ s5 1) (EQ s108 1)) (AND (EQ 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(EQ s518 1)) (AND (EQ s508 1) (EQ s640 1)) (AND (EQ s508 1) (EQ s705 1)) (AND (EQ s508 1) (EQ s753 1)) (AND (EQ s508 1) (EQ s510 1)) (AND (EQ s508 1) (EQ s575 1)) (AND (EQ s508 1) (EQ s632 1)) (AND (EQ s508 1) (EQ s697 1)) (AND (EQ s508 1) (EQ s631 1)) (AND (EQ s508 1) (EQ s566 1)) (AND (EQ s508 1) (EQ s688 1)) (AND (EQ s508 1) (EQ s623 1)) (AND (EQ s508 1) (EQ s558 1)) (AND (EQ s508 1) (EQ s680 1)) (AND (EQ s508 1) (EQ s615 1)) (AND (EQ s508 1) (EQ s550 1)) (AND (EQ s508 1) (EQ s672 1)) (AND (EQ s508 1) (EQ s607 1)) (AND (EQ s508 1) (EQ s542 1)) (AND (EQ s508 1) (EQ s664 1)) (AND (EQ s508 1) (EQ s535 1)) (AND (EQ s508 1) (EQ s730 1)) (AND (EQ s508 1) (EQ s722 1)) (AND (EQ s508 1) (EQ s592 1)) (AND (EQ s508 1) (EQ s657 1)) (AND (EQ s508 1) (EQ s527 1)) (AND (EQ s508 1) (EQ s738 1)) (AND (EQ s508 1) (EQ s584 1)) (AND (EQ s508 1) (EQ s714 1)) (AND (EQ s508 1) (EQ s649 1)) (AND (EQ s508 1) (EQ s519 1)) (AND (EQ s508 1) (EQ s746 1)) (AND (EQ s508 1) (EQ s576 1)) (AND (EQ s508 1) (EQ s706 1)) (AND (EQ s508 1) (EQ s641 1)) (AND (EQ s508 1) (EQ s754 1)) (AND (EQ s508 1) (EQ s511 1)) (AND (EQ s508 1) (EQ s568 1)) (AND (EQ s508 1) (EQ s698 1)) (AND (EQ s508 1) (EQ s633 1)) (AND (EQ s508 1) (EQ s567 1)) (AND (EQ s508 1) (EQ s624 1)) (AND (EQ s508 1) (EQ s689 1)) (AND (EQ s508 1) (EQ s559 1)) (AND (EQ s508 1) (EQ s616 1)) (AND (EQ s508 1) (EQ s681 1)) (AND (EQ s508 1) (EQ s551 1)) (AND (EQ s508 1) (EQ s608 1)) (AND (EQ s508 1) (EQ s673 1)) (AND (EQ s508 1) (EQ s543 1)) (AND (EQ s508 1) (EQ s600 1)) (AND (EQ s508 1) (EQ s665 1)))], 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 6 steps with 0 reset in 2 ms.
FORMULA AirplaneLD-PT-0500-03 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-03 finished in 1525 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(G(p0)))], workingDir=/home/mcc/execution]
Support contains 250 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1499 places :
Symmetric choice reduction at 0 with 1499 rule applications. Total rules 1499 place count 267 transition count 2013
Iterating global reduction 0 with 1499 rules applied. Total rules applied 2998 place count 267 transition count 2013
Ensure Unique test removed 1499 transitions
Reduce isomorphic transitions removed 1499 transitions.
Iterating post reduction 0 with 1499 rules applied. Total rules applied 4497 place count 267 transition count 514
Applied a total of 4497 rules in 27 ms. Remains 267 /1766 variables (removed 1499) and now considering 514/3512 (removed 2998) transitions.
// Phase 1: matrix 514 rows 267 cols
[2021-05-08 06:36:28] [INFO ] Computed 1 place invariants in 10 ms
[2021-05-08 06:36:28] [INFO ] Implicit Places using invariants in 44 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 46 ms to find 1 implicit places.
// Phase 1: matrix 514 rows 266 cols
[2021-05-08 06:36:28] [INFO ] Computed 0 place invariants in 10 ms
[2021-05-08 06:36:28] [INFO ] Dead Transitions using invariants and state equation in 168 ms returned []
Starting structural reductions, iteration 1 : 266/1766 places, 514/3512 transitions.
Applied a total of 0 rules in 1 ms. Remains 266 /266 variables (removed 0) and now considering 514/514 (removed 0) transitions.
// Phase 1: matrix 514 rows 266 cols
[2021-05-08 06:36:28] [INFO ] Computed 0 place invariants in 10 ms
[2021-05-08 06:36:28] [INFO ] Dead Transitions using invariants and state equation in 180 ms returned []
Finished structural reductions, in 2 iterations. Remains : 266/1766 places, 514/3512 transitions.
Stuttering acceptance computed with spot in 61 ms :[true, (NOT p0), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-0500-04 automaton TGBA [mat=[[{ cond=true, acceptance={0} source=0 dest: 0}], [{ cond=true, acceptance={} source=1 dest: 2}], [{ cond=(NOT p0), acceptance={} source=2 dest: 0}, { cond=p0, acceptance={} source=2 dest: 2}]], initial=1, aps=[p0:(OR (AND (EQ s8 1) (EQ s108 1)) (AND (EQ s8 1) (EQ s173 1)) (AND (EQ s8 1) (EQ s238 1)) (AND (EQ s8 1) (EQ s43 1)) (AND (EQ s8 1) (EQ s246 1)) (AND (EQ s8 1) (EQ s51 1)) (AND (EQ s8 1) (EQ s181 1)) (AND (EQ s8 1) (EQ s116 1)) (AND (EQ s8 1) (EQ s59 1)) (AND (EQ s8 1) (EQ s189 1)) (AND (EQ s8 1) (EQ s124 1)) (AND (EQ s8 1) (EQ s254 1)) (AND (EQ s8 1) (EQ s67 1)) (AND (EQ s8 1) (EQ s197 1)) (AND (EQ s8 1) (EQ s132 1)) (AND (EQ s8 1) (EQ s10 1)) (AND (EQ s8 1) (EQ s11 1)) (AND (EQ s8 1) (EQ s76 1)) (AND (EQ s8 1) (EQ s141 1)) (AND (EQ s8 1) (EQ s206 1)) (AND (EQ s8 1) (EQ s19 1)) (AND (EQ s8 1) (EQ s84 1)) (AND (EQ s8 1) (EQ s149 1)) (AND (EQ s8 1) (EQ s214 1)) (AND (EQ s8 1) (EQ s27 1)) (AND (EQ s8 1) (EQ s92 1)) (AND (EQ s8 1) (EQ s157 1)) (AND (EQ s8 1) (EQ s222 1)) (AND (EQ s8 1) (EQ s35 1)) (AND (EQ s8 1) (EQ s100 1)) (AND (EQ s8 1) (EQ s165 1)) (AND (EQ s8 1) (EQ s230 1)) (AND (EQ s8 1) (EQ s44 1)) (AND (EQ s8 1) (EQ s174 1)) (AND (EQ s8 1) (EQ s109 1)) (AND (EQ s8 1) (EQ s239 1)) (AND (EQ s8 1) (EQ s52 1)) (AND (EQ s8 1) (EQ s117 1)) (AND (EQ s8 1) (EQ s182 1)) (AND (EQ s8 1) (EQ s247 1)) (AND (EQ s8 1) (EQ s60 1)) (AND (EQ s8 1) (EQ s125 1)) (AND (EQ s8 1) (EQ s190 1)) (AND (EQ s8 1) (EQ s255 1)) (AND (EQ s8 1) (EQ s68 1)) (AND (EQ s8 1) (EQ s133 1)) (AND (EQ s8 1) (EQ s198 1)) (AND (EQ s8 1) (EQ s12 1)) (AND (EQ s8 1) (EQ s142 1)) (AND (EQ s8 1) (EQ s77 1)) (AND (EQ s8 1) (EQ s207 1)) (AND (EQ s8 1) (EQ s20 1)) (AND (EQ s8 1) (EQ s150 1)) (AND (EQ s8 1) (EQ s85 1)) (AND (EQ s8 1) (EQ s215 1)) (AND (EQ s8 1) (EQ s28 1)) (AND (EQ s8 1) (EQ s158 1)) (AND (EQ s8 1) (EQ s93 1)) (AND (EQ s8 1) (EQ s223 1)) (AND (EQ s8 1) (EQ s36 1)) (AND (EQ s8 1) (EQ s166 1)) (AND (EQ s8 1) (EQ s101 1)) (AND (EQ s8 1) (EQ s231 1)) (AND (EQ s8 1) (EQ s171 1)) (AND (EQ s8 1) (EQ s236 1)) (AND (EQ s8 1) (EQ s114 1)) (AND (EQ s8 1) (EQ s49 1)) (AND (EQ s8 1) (EQ s244 1)) (AND (EQ s8 1) (EQ s179 1)) (AND (EQ s8 1) (EQ s122 1)) (AND (EQ s8 1) (EQ s57 1)) (AND (EQ s8 1) (EQ s187 1)) (AND (EQ s8 1) (EQ s130 1)) (AND (EQ s8 1) (EQ s252 1)) (AND (EQ s8 1) (EQ s65 1)) (AND (EQ s8 1) (EQ s195 1)) (AND (EQ s8 1) (EQ s138 1)) (AND (EQ s8 1) (EQ s73 1)) (AND (EQ s8 1) (EQ s139 1)) (AND (EQ s8 1) (EQ s204 1)) (AND (EQ s8 1) (EQ s17 1)) (AND (EQ s8 1) (EQ s82 1)) (AND (EQ s8 1) (EQ s147 1)) (AND (EQ s8 1) (EQ s212 1)) (AND (EQ s8 1) (EQ s25 1)) (AND (EQ s8 1) (EQ s90 1)) (AND (EQ s8 1) (EQ s155 1)) (AND (EQ s8 1) (EQ s220 1)) (AND (EQ s8 1) (EQ s33 1)) (AND (EQ s8 1) (EQ s98 1)) (AND (EQ s8 1) (EQ s163 1)) (AND (EQ s8 1) (EQ s228 1)) (AND (EQ s8 1) (EQ s41 1)) (AND (EQ s8 1) (EQ s106 1)) (AND (EQ s8 1) (EQ s107 1)) (AND (EQ s8 1) (EQ s237 1)) (AND (EQ s8 1) (EQ s172 1)) (AND (EQ s8 1) (EQ s50 1)) (AND (EQ s8 1) (EQ s245 1)) (AND (EQ s8 1) (EQ s115 1)) (AND (EQ s8 1) (EQ s180 1)) (AND (EQ s8 1) (EQ s58 1)) (AND (EQ s8 1) (EQ s123 1)) (AND (EQ s8 1) (EQ s188 1)) (AND (EQ s8 1) (EQ s66 1)) (AND (EQ s8 1) (EQ s253 1)) (AND (EQ s8 1) (EQ s131 1)) (AND (EQ s8 1) (EQ s196 1)) (AND (EQ s8 1) (EQ s74 1)) (AND (EQ s8 1) (EQ s75 1)) (AND (EQ s8 1) (EQ s205 1)) (AND (EQ s8 1) (EQ s140 1)) (AND (EQ s8 1) (EQ s18 1)) (AND (EQ s8 1) (EQ s83 1)) (AND (EQ s8 1) (EQ s213 1)) (AND (EQ s8 1) (EQ s148 1)) (AND (EQ s8 1) (EQ s26 1)) (AND (EQ s8 1) (EQ s91 1)) (AND (EQ s8 1) (EQ s221 1)) (AND (EQ s8 1) (EQ s156 1)) (AND (EQ s8 1) (EQ s34 1)) (AND (EQ s8 1) (EQ s99 1)) (AND (EQ s8 1) (EQ s229 1)) (AND (EQ s8 1) (EQ s164 1)) (AND (EQ s8 1) (EQ s42 1)) (AND (EQ s8 1) (EQ s177 1)) (AND (EQ s8 1) (EQ s242 1)) (AND (EQ s8 1) (EQ s47 1)) (AND (EQ s8 1) (EQ s112 1)) (AND (EQ s8 1) (EQ s250 1)) (AND (EQ s8 1) (EQ s55 1)) (AND (EQ s8 1) (EQ s185 1)) (AND (EQ s8 1) (EQ s120 1)) (AND (EQ s8 1) (EQ s258 1)) (AND (EQ s8 1) (EQ s63 1)) (AND (EQ s8 1) (EQ s193 1)) (AND (EQ s8 1) (EQ s128 1)) (AND (EQ s8 1) (EQ s71 1)) (AND (EQ s8 1) (EQ s201 1)) (AND (EQ s8 1) (EQ s136 1)) (AND (EQ s8 1) (EQ s15 1)) (AND (EQ s8 1) (EQ s80 1)) (AND (EQ s8 1) (EQ s145 1)) (AND (EQ s8 1) (EQ s210 1)) (AND (EQ s8 1) (EQ s23 1)) (AND (EQ s8 1) (EQ s88 1)) (AND (EQ s8 1) (EQ s153 1)) (AND (EQ s8 1) (EQ s218 1)) (AND (EQ s8 1) (EQ s31 1)) (AND (EQ s8 1) (EQ s96 1)) (AND (EQ s8 1) (EQ s161 1)) (AND (EQ s8 1) (EQ s226 1)) (AND (EQ s8 1) (EQ s39 1)) (AND (EQ s8 1) (EQ s104 1)) (AND (EQ s8 1) (EQ s169 1)) (AND (EQ s8 1) (EQ s234 1)) (AND (EQ s8 1) (EQ s235 1)) (AND (EQ s8 1) (EQ s48 1)) (AND (EQ s8 1) (EQ s113 1)) (AND (EQ s8 1) (EQ s178 1)) (AND (EQ s8 1) (EQ s243 1)) (AND (EQ s8 1) (EQ s56 1)) (AND (EQ s8 1) (EQ s121 1)) (AND (EQ s8 1) (EQ s186 1)) (AND (EQ s8 1) (EQ s64 1)) (AND (EQ s8 1) (EQ s129 1)) (AND (EQ s8 1) (EQ s194 1)) (AND (EQ s8 1) (EQ s251 1)) (AND (EQ s8 1) (EQ s72 1)) (AND (EQ s8 1) (EQ s137 1)) (AND (EQ s8 1) (EQ s202 1)) (AND (EQ s8 1) (EQ s203 1)) (AND (EQ s8 1) (EQ s16 1)) (AND (EQ s8 1) (EQ s146 1)) (AND (EQ s8 1) (EQ s81 1)) (AND (EQ s8 1) (EQ s211 1)) (AND (EQ s8 1) (EQ s24 1)) (AND (EQ s8 1) (EQ s154 1)) (AND (EQ s8 1) (EQ s89 1)) (AND (EQ s8 1) (EQ s219 1)) (AND (EQ s8 1) (EQ s32 1)) (AND (EQ s8 1) (EQ s162 1)) (AND (EQ s8 1) (EQ s97 1)) (AND (EQ s8 1) (EQ s227 1)) (AND (EQ s8 1) (EQ s40 1)) (AND (EQ s8 1) (EQ s170 1)) (AND (EQ s8 1) (EQ s105 1)) (AND (EQ s8 1) (EQ s110 1)) (AND (EQ s8 1) (EQ s45 1)) (AND (EQ s8 1) (EQ s175 1)) (AND (EQ s8 1) (EQ s240 1)) (AND (EQ s8 1) (EQ s118 1)) (AND (EQ s8 1) (EQ s248 1)) (AND (EQ s8 1) (EQ s53 1)) (AND (EQ s8 1) (EQ s183 1)) (AND (EQ s8 1) (EQ s126 1)) (AND (EQ s8 1) (EQ s256 1)) (AND (EQ s8 1) (EQ s61 1)) (AND (EQ s8 1) (EQ s191 1)) (AND (EQ s8 1) (EQ s134 1)) (AND (EQ s8 1) (EQ s69 1)) (AND (EQ s8 1) (EQ s199 1)) (AND (EQ s8 1) (EQ s13 1)) (AND (EQ s8 1) (EQ s78 1)) (AND (EQ s8 1) (EQ s143 1)) (AND (EQ s8 1) (EQ s208 1)) (AND (EQ s8 1) (EQ s21 1)) (AND (EQ s8 1) (EQ s86 1)) (AND (EQ s8 1) (EQ s151 1)) (AND (EQ s8 1) (EQ s216 1)) (AND (EQ s8 1) (EQ s29 1)) (AND (EQ s8 1) (EQ s94 1)) (AND (EQ s8 1) (EQ s159 1)) (AND (EQ s8 1) (EQ s224 1)) (AND (EQ s8 1) (EQ s37 1)) (AND (EQ s8 1) (EQ s102 1)) (AND (EQ s8 1) (EQ s167 1)) (AND (EQ s8 1) (EQ s232 1)) (AND (EQ s8 1) (EQ s46 1)) (AND (EQ s8 1) (EQ s241 1)) (AND (EQ s8 1) (EQ s111 1)) (AND (EQ s8 1) (EQ s176 1)) (AND (EQ s8 1) (EQ s54 1)) (AND (EQ s8 1) (EQ s249 1)) (AND (EQ s8 1) (EQ s119 1)) (AND (EQ s8 1) (EQ s184 1)) (AND (EQ s8 1) (EQ s62 1)) (AND (EQ s8 1) (EQ s257 1)) (AND (EQ s8 1) (EQ s127 1)) (AND (EQ s8 1) (EQ s192 1)) (AND (EQ s8 1) (EQ s70 1)) (AND (EQ s8 1) (EQ s135 1)) (AND (EQ s8 1) (EQ s200 1)) (AND (EQ s8 1) (EQ s14 1)) (AND (EQ s8 1) (EQ s79 1)) (AND (EQ s8 1) (EQ s209 1)) (AND (EQ s8 1) (EQ s144 1)) (AND (EQ s8 1) (EQ s22 1)) (AND (EQ s8 1) (EQ s87 1)) (AND (EQ s8 1) (EQ s217 1)) (AND (EQ s8 1) (EQ s152 1)) (AND (EQ s8 1) (EQ s30 1)) (AND (EQ s8 1) (EQ s95 1)) (AND (EQ s8 1) (EQ s225 1)) (AND (EQ s8 1) (EQ s160 1)) (AND (EQ s8 1) (EQ s38 1)) (AND (EQ s8 1) (EQ s103 1)) (AND (EQ s8 1) (EQ s233 1)) (AND (EQ s8 1) (EQ s168 1)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, terminal, very-weak, weak, inherently-weak], stateDesc=[null, null, null][false, false, false]]
Entered a terminal (fully accepting) state of product in 1 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-04 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-04 finished in 499 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F(G(!p0)))], workingDir=/home/mcc/execution]
Support contains 250 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1499 places :
Symmetric choice reduction at 0 with 1499 rule applications. Total rules 1499 place count 267 transition count 2013
Iterating global reduction 0 with 1499 rules applied. Total rules applied 2998 place count 267 transition count 2013
Ensure Unique test removed 1499 transitions
Reduce isomorphic transitions removed 1499 transitions.
Iterating post reduction 0 with 1499 rules applied. Total rules applied 4497 place count 267 transition count 514
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 1 with 1 Pre rules applied. Total rules applied 4497 place count 267 transition count 513
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 1 with 2 rules applied. Total rules applied 4499 place count 266 transition count 513
Applied a total of 4499 rules in 48 ms. Remains 266 /1766 variables (removed 1500) and now considering 513/3512 (removed 2999) transitions.
// Phase 1: matrix 513 rows 266 cols
[2021-05-08 06:36:28] [INFO ] Computed 1 place invariants in 10 ms
[2021-05-08 06:36:28] [INFO ] Implicit Places using invariants in 45 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 49 ms to find 1 implicit places.
[2021-05-08 06:36:28] [INFO ] Redundant transitions in 19 ms returned []
// Phase 1: matrix 513 rows 265 cols
[2021-05-08 06:36:28] [INFO ] Computed 0 place invariants in 11 ms
[2021-05-08 06:36:29] [INFO ] Dead Transitions using invariants and state equation in 179 ms returned []
Starting structural reductions, iteration 1 : 265/1766 places, 513/3512 transitions.
Drop transitions removed 2 transitions
Trivial Post-agglo rules discarded 2 transitions
Performed 2 trivial Post agglomeration. Transition count delta: 2
Iterating post reduction 0 with 2 rules applied. Total rules applied 2 place count 265 transition count 511
Reduce places removed 2 places and 0 transitions.
Iterating post reduction 1 with 2 rules applied. Total rules applied 4 place count 263 transition count 511
Applied a total of 4 rules in 14 ms. Remains 263 /265 variables (removed 2) and now considering 511/513 (removed 2) transitions.
// Phase 1: matrix 511 rows 263 cols
[2021-05-08 06:36:29] [INFO ] Computed 0 place invariants in 10 ms
[2021-05-08 06:36:29] [INFO ] Implicit Places using invariants in 49 ms returned []
// Phase 1: matrix 511 rows 263 cols
[2021-05-08 06:36:29] [INFO ] Computed 0 place invariants in 11 ms
[2021-05-08 06:36:29] [INFO ] Implicit Places using invariants and state equation in 153 ms returned [261]
Discarding 1 places :
Implicit Place search using SMT with State Equation took 204 ms to find 1 implicit places.
Starting structural reductions, iteration 2 : 262/1766 places, 511/3512 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 262 transition count 510
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 2 place count 261 transition count 510
Applied a total of 2 rules in 16 ms. Remains 261 /262 variables (removed 1) and now considering 510/511 (removed 1) transitions.
// Phase 1: matrix 510 rows 261 cols
[2021-05-08 06:36:29] [INFO ] Computed 0 place invariants in 10 ms
[2021-05-08 06:36:29] [INFO ] Implicit Places using invariants in 35 ms returned []
// Phase 1: matrix 510 rows 261 cols
[2021-05-08 06:36:29] [INFO ] Computed 0 place invariants in 10 ms
[2021-05-08 06:36:29] [INFO ] Implicit Places using invariants and state equation in 127 ms returned []
Implicit Place search using SMT with State Equation took 163 ms to find 0 implicit places.
Finished structural reductions, in 3 iterations. Remains : 261/1766 places, 510/3512 transitions.
Stuttering acceptance computed with spot in 23 ms :[p0]
Running random walk in product with property : AirplaneLD-PT-0500-05 automaton TGBA [mat=[[{ cond=(NOT p0), acceptance={} source=0 dest: 0}, { cond=p0, acceptance={0} source=0 dest: 0}]], initial=0, aps=[p0:(OR (AND (EQ s6 1) (EQ s106 1)) (AND (EQ s6 1) (EQ s171 1)) (AND (EQ s6 1) (EQ s236 1)) (AND (EQ s6 1) (EQ s41 1)) (AND (EQ s6 1) (EQ s244 1)) (AND (EQ s6 1) (EQ s49 1)) (AND (EQ s6 1) (EQ s179 1)) (AND (EQ s6 1) (EQ s114 1)) (AND (EQ s6 1) (EQ s57 1)) (AND (EQ s6 1) (EQ s187 1)) (AND (EQ s6 1) (EQ s122 1)) (AND (EQ s6 1) (EQ s252 1)) (AND (EQ s6 1) (EQ s65 1)) (AND (EQ s6 1) (EQ s195 1)) (AND (EQ s6 1) (EQ s130 1)) (AND (EQ s6 1) (EQ s8 1)) (AND (EQ s6 1) (EQ s9 1)) (AND (EQ s6 1) (EQ s74 1)) (AND (EQ s6 1) (EQ s139 1)) (AND (EQ s6 1) (EQ s204 1)) (AND (EQ s6 1) (EQ s17 1)) (AND (EQ s6 1) (EQ s82 1)) (AND (EQ s6 1) (EQ s147 1)) (AND (EQ s6 1) (EQ s212 1)) (AND (EQ s6 1) (EQ s25 1)) (AND (EQ s6 1) (EQ s90 1)) (AND (EQ s6 1) (EQ s155 1)) (AND (EQ s6 1) (EQ s220 1)) (AND (EQ s6 1) (EQ s33 1)) (AND (EQ s6 1) (EQ s98 1)) (AND (EQ s6 1) (EQ s163 1)) (AND (EQ s6 1) (EQ s228 1)) (AND (EQ s6 1) (EQ s42 1)) (AND (EQ s6 1) (EQ s172 1)) (AND (EQ s6 1) (EQ s107 1)) (AND (EQ s6 1) (EQ s237 1)) (AND (EQ s6 1) (EQ s50 1)) (AND (EQ s6 1) (EQ s115 1)) (AND (EQ s6 1) (EQ s180 1)) (AND (EQ s6 1) (EQ s245 1)) (AND (EQ s6 1) (EQ s58 1)) (AND (EQ s6 1) (EQ s123 1)) (AND (EQ s6 1) (EQ s188 1)) (AND (EQ s6 1) (EQ s253 1)) (AND (EQ s6 1) (EQ s66 1)) (AND (EQ s6 1) (EQ s131 1)) (AND (EQ s6 1) (EQ s196 1)) (AND (EQ s6 1) (EQ s10 1)) (AND (EQ s6 1) (EQ s140 1)) (AND (EQ s6 1) (EQ s75 1)) (AND (EQ s6 1) (EQ s205 1)) (AND (EQ s6 1) (EQ s18 1)) (AND (EQ s6 1) (EQ s148 1)) (AND (EQ s6 1) (EQ s83 1)) (AND (EQ s6 1) (EQ s213 1)) (AND (EQ s6 1) (EQ s26 1)) (AND (EQ s6 1) (EQ s156 1)) (AND (EQ s6 1) (EQ s91 1)) (AND (EQ s6 1) (EQ s221 1)) (AND (EQ s6 1) (EQ s34 1)) (AND (EQ s6 1) (EQ s164 1)) (AND (EQ s6 1) (EQ s99 1)) (AND (EQ s6 1) (EQ s229 1)) (AND (EQ s6 1) (EQ s169 1)) (AND (EQ s6 1) (EQ s234 1)) (AND (EQ s6 1) (EQ s112 1)) (AND (EQ s6 1) (EQ s47 1)) (AND (EQ s6 1) (EQ s242 1)) (AND (EQ s6 1) (EQ s177 1)) (AND (EQ s6 1) (EQ s120 1)) (AND (EQ s6 1) (EQ s55 1)) (AND (EQ s6 1) (EQ s185 1)) (AND (EQ s6 1) (EQ s128 1)) (AND (EQ s6 1) (EQ s250 1)) (AND (EQ s6 1) (EQ s63 1)) (AND (EQ s6 1) (EQ s193 1)) (AND (EQ s6 1) (EQ s136 1)) (AND (EQ s6 1) (EQ s71 1)) (AND (EQ s6 1) (EQ s137 1)) (AND (EQ s6 1) (EQ s202 1)) (AND (EQ s6 1) (EQ s15 1)) (AND (EQ s6 1) (EQ s80 1)) (AND (EQ s6 1) (EQ s145 1)) (AND (EQ s6 1) (EQ s210 1)) (AND (EQ s6 1) (EQ s23 1)) (AND (EQ s6 1) (EQ s88 1)) (AND (EQ s6 1) (EQ s153 1)) (AND (EQ s6 1) (EQ s218 1)) (AND (EQ s6 1) (EQ s31 1)) (AND (EQ s6 1) (EQ s96 1)) (AND (EQ s6 1) (EQ s161 1)) (AND (EQ s6 1) (EQ s226 1)) (AND (EQ s6 1) (EQ s39 1)) (AND (EQ s6 1) (EQ s104 1)) (AND (EQ s6 1) (EQ s105 1)) (AND (EQ s6 1) (EQ s235 1)) (AND (EQ s6 1) (EQ s170 1)) (AND (EQ s6 1) (EQ s48 1)) (AND (EQ s6 1) (EQ s243 1)) (AND (EQ s6 1) (EQ s113 1)) (AND (EQ s6 1) (EQ s178 1)) (AND (EQ s6 1) (EQ s56 1)) (AND (EQ s6 1) (EQ s121 1)) (AND (EQ s6 1) (EQ s186 1)) (AND (EQ s6 1) (EQ s64 1)) (AND (EQ s6 1) (EQ s251 1)) (AND (EQ s6 1) (EQ s129 1)) (AND (EQ s6 1) (EQ s194 1)) (AND (EQ s6 1) (EQ s72 1)) (AND (EQ s6 1) (EQ s73 1)) (AND (EQ s6 1) (EQ s203 1)) (AND (EQ s6 1) (EQ s138 1)) (AND (EQ s6 1) (EQ s16 1)) (AND (EQ s6 1) (EQ s81 1)) (AND (EQ s6 1) (EQ s211 1)) (AND (EQ s6 1) (EQ s146 1)) (AND (EQ s6 1) (EQ s24 1)) (AND (EQ s6 1) (EQ s89 1)) (AND (EQ s6 1) (EQ s219 1)) (AND (EQ s6 1) (EQ s154 1)) (AND (EQ s6 1) (EQ s32 1)) (AND (EQ s6 1) (EQ s97 1)) (AND (EQ s6 1) (EQ s227 1)) (AND (EQ s6 1) (EQ s162 1)) (AND (EQ s6 1) (EQ s40 1)) (AND (EQ s6 1) (EQ s175 1)) (AND (EQ s6 1) (EQ s240 1)) (AND (EQ s6 1) (EQ s45 1)) (AND (EQ s6 1) (EQ s110 1)) (AND (EQ s6 1) (EQ s248 1)) (AND (EQ s6 1) (EQ s53 1)) (AND (EQ s6 1) (EQ s183 1)) (AND (EQ s6 1) (EQ s118 1)) (AND (EQ s6 1) (EQ s256 1)) (AND (EQ s6 1) (EQ s61 1)) (AND (EQ s6 1) (EQ s191 1)) (AND (EQ s6 1) (EQ s126 1)) (AND (EQ s6 1) (EQ s69 1)) (AND (EQ s6 1) (EQ s199 1)) (AND (EQ s6 1) (EQ s134 1)) (AND (EQ s6 1) (EQ s13 1)) (AND (EQ s6 1) (EQ s78 1)) (AND (EQ s6 1) (EQ s143 1)) (AND (EQ s6 1) (EQ s208 1)) (AND (EQ s6 1) (EQ s21 1)) (AND (EQ s6 1) (EQ s86 1)) (AND (EQ s6 1) (EQ s151 1)) (AND (EQ s6 1) (EQ s216 1)) (AND (EQ s6 1) (EQ s29 1)) (AND (EQ s6 1) (EQ s94 1)) (AND (EQ s6 1) (EQ s159 1)) (AND (EQ s6 1) (EQ s224 1)) (AND (EQ s6 1) (EQ s37 1)) (AND (EQ s6 1) (EQ s102 1)) (AND (EQ s6 1) (EQ s167 1)) (AND (EQ s6 1) (EQ s232 1)) (AND (EQ s6 1) (EQ s233 1)) (AND (EQ s6 1) (EQ s46 1)) (AND (EQ s6 1) (EQ s111 1)) (AND (EQ s6 1) (EQ s176 1)) (AND (EQ s6 1) (EQ s241 1)) (AND (EQ s6 1) (EQ s54 1)) (AND (EQ s6 1) (EQ s119 1)) (AND (EQ s6 1) (EQ s184 1)) (AND (EQ s6 1) (EQ s62 1)) (AND (EQ s6 1) (EQ s127 1)) (AND (EQ s6 1) (EQ s192 1)) (AND (EQ s6 1) (EQ s249 1)) (AND (EQ s6 1) (EQ s70 1)) (AND (EQ s6 1) (EQ s135 1)) (AND (EQ s6 1) (EQ s200 1)) (AND (EQ s6 1) (EQ s201 1)) (AND (EQ s6 1) (EQ s14 1)) (AND (EQ s6 1) (EQ s144 1)) (AND (EQ s6 1) (EQ s79 1)) (AND (EQ s6 1) (EQ s209 1)) (AND (EQ s6 1) (EQ s22 1)) (AND (EQ s6 1) (EQ s152 1)) (AND (EQ s6 1) (EQ s87 1)) (AND (EQ s6 1) (EQ s217 1)) (AND (EQ s6 1) (EQ s30 1)) (AND (EQ s6 1) (EQ s160 1)) (AND (EQ s6 1) (EQ s95 1)) (AND (EQ s6 1) (EQ s225 1)) (AND (EQ s6 1) (EQ s38 1)) (AND (EQ s6 1) (EQ s168 1)) (AND (EQ s6 1) (EQ s103 1)) (AND (EQ s6 1) (EQ s108 1)) (AND (EQ s6 1) (EQ s43 1)) (AND (EQ s6 1) (EQ s173 1)) (AND (EQ s6 1) (EQ s238 1)) (AND (EQ s6 1) (EQ s116 1)) (AND (EQ s6 1) (EQ s246 1)) (AND (EQ s6 1) (EQ s51 1)) (AND (EQ s6 1) (EQ s181 1)) (AND (EQ s6 1) (EQ s124 1)) (AND (EQ s6 1) (EQ s254 1)) (AND (EQ s6 1) (EQ s59 1)) (AND (EQ s6 1) (EQ s189 1)) (AND (EQ s6 1) (EQ s132 1)) (AND (EQ s6 1) (EQ s67 1)) (AND (EQ s6 1) (EQ s197 1)) (AND (EQ s6 1) (EQ s11 1)) (AND (EQ s6 1) (EQ s76 1)) (AND (EQ s6 1) (EQ s141 1)) (AND (EQ s6 1) (EQ s206 1)) (AND (EQ s6 1) (EQ s19 1)) (AND (EQ s6 1) (EQ s84 1)) (AND (EQ s6 1) (EQ s149 1)) (AND (EQ s6 1) (EQ s214 1)) (AND (EQ s6 1) (EQ s27 1)) (AND (EQ s6 1) (EQ s92 1)) (AND (EQ s6 1) (EQ s157 1)) (AND (EQ s6 1) (EQ s222 1)) (AND (EQ s6 1) (EQ s35 1)) (AND (EQ s6 1) (EQ s100 1)) (AND (EQ s6 1) (EQ s165 1)) (AND (EQ s6 1) (EQ s230 1)) (AND (EQ s6 1) (EQ s44 1)) (AND (EQ s6 1) (EQ s239 1)) (AND (EQ s6 1) (EQ s109 1)) (AND (EQ s6 1) (EQ s174 1)) (AND (EQ s6 1) (EQ s52 1)) (AND (EQ s6 1) (EQ s247 1)) (AND (EQ s6 1) (EQ s117 1)) (AND (EQ s6 1) (EQ s182 1)) (AND (EQ s6 1) (EQ s60 1)) (AND (EQ s6 1) (EQ s255 1)) (AND (EQ s6 1) (EQ s125 1)) (AND (EQ s6 1) (EQ s190 1)) (AND (EQ s6 1) (EQ s68 1)) (AND (EQ s6 1) (EQ s133 1)) (AND (EQ s6 1) (EQ s198 1)) (AND (EQ s6 1) (EQ s12 1)) (AND (EQ s6 1) (EQ s77 1)) (AND (EQ s6 1) (EQ s207 1)) (AND (EQ s6 1) (EQ s142 1)) (AND (EQ s6 1) (EQ s20 1)) (AND (EQ s6 1) (EQ s85 1)) (AND (EQ s6 1) (EQ s215 1)) (AND (EQ s6 1) (EQ s150 1)) (AND (EQ s6 1) (EQ s28 1)) (AND (EQ s6 1) (EQ s93 1)) (AND (EQ s6 1) (EQ s223 1)) (AND (EQ s6 1) (EQ s158 1)) (AND (EQ s6 1) (EQ s36 1)) (AND (EQ s6 1) (EQ s101 1)) (AND (EQ s6 1) (EQ s231 1)) (AND (EQ s6 1) (EQ s166 1)))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, stutter-invariant], stateDesc=[null][true]]
Product exploration explored 100000 steps with 17031 reset in 2373 ms.
Product exploration explored 100000 steps with 17066 reset in 2358 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 261 transition count 510
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 (G (NOT p0))), (NOT p0)]
Property proved to be true thanks to knowledge :(F (G (NOT p0)))
FORMULA AirplaneLD-PT-0500-05 TRUE TECHNIQUES STRUCTURAL INITIAL_STATE
Treatment of property AirplaneLD-PT-0500-05 finished in 5601 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(G((!p0&&X(G((G((p2&&X(!p0)))||p1)))))))], workingDir=/home/mcc/execution]
Support contains 3 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1747 places :
Symmetric choice reduction at 0 with 1747 rule applications. Total rules 1747 place count 19 transition count 1765
Iterating global reduction 0 with 1747 rules applied. Total rules applied 3494 place count 19 transition count 1765
Ensure Unique test removed 1747 transitions
Reduce isomorphic transitions removed 1747 transitions.
Iterating post reduction 0 with 1747 rules applied. Total rules applied 5241 place count 19 transition count 18
Applied a total of 5241 rules in 20 ms. Remains 19 /1766 variables (removed 1747) and now considering 18/3512 (removed 3494) transitions.
// Phase 1: matrix 18 rows 19 cols
[2021-05-08 06:36:34] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:36:34] [INFO ] Implicit Places using invariants in 15 ms returned []
// Phase 1: matrix 18 rows 19 cols
[2021-05-08 06:36:34] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:36:34] [INFO ] Implicit Places using invariants and state equation in 17 ms returned []
Implicit Place search using SMT with State Equation took 34 ms to find 0 implicit places.
// Phase 1: matrix 18 rows 19 cols
[2021-05-08 06:36:34] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:36:34] [INFO ] Dead Transitions using invariants and state equation in 14 ms returned []
Finished structural reductions, in 1 iterations. Remains : 19/1766 places, 18/3512 transitions.
Stuttering acceptance computed with spot in 118 ms :[(OR p0 (AND (NOT p1) (NOT p2))), (OR p0 (AND (NOT p1) (NOT p2))), (OR p0 (AND (NOT p1) (NOT p2))), (OR (NOT p2) p0), true]
Running random walk in product with property : AirplaneLD-PT-0500-06 automaton TGBA [mat=[[{ cond=true, acceptance={} source=0 dest: 1}], [{ cond=(NOT p0), acceptance={} source=1 dest: 2}, { cond=p0, acceptance={} source=1 dest: 4}], [{ cond=(AND (NOT p0) p1), acceptance={} source=2 dest: 2}, { cond=(AND (NOT p0) (NOT p1) p2), acceptance={} source=2 dest: 3}, { cond=(OR p0 (AND (NOT p1) (NOT p2))), acceptance={} source=2 dest: 4}], [{ cond=(AND (NOT p0) p2), acceptance={} source=3 dest: 3}, { cond=(OR p0 (NOT p2)), acceptance={} source=3 dest: 4}], [{ cond=true, acceptance={0} source=4 dest: 4}]], initial=0, aps=[p0:(AND (EQ s0 1) (EQ s2 1)), p1:(OR (NEQ s0 1) (NEQ s2 1)), p2:(NEQ s14 1)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, terminal, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null, null][false, false, false, false, false]]
Entered a terminal (fully accepting) state of product in 12 steps with 1 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-06 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-06 finished in 201 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F((G(p0)&&X((G(p2)&&p1)))))], workingDir=/home/mcc/execution]
Support contains 1253 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 498 places :
Symmetric choice reduction at 0 with 498 rule applications. Total rules 498 place count 1268 transition count 3014
Iterating global reduction 0 with 498 rules applied. Total rules applied 996 place count 1268 transition count 3014
Ensure Unique test removed 498 transitions
Reduce isomorphic transitions removed 498 transitions.
Iterating post reduction 0 with 498 rules applied. Total rules applied 1494 place count 1268 transition count 2516
Applied a total of 1494 rules in 17 ms. Remains 1268 /1766 variables (removed 498) and now considering 2516/3512 (removed 996) transitions.
// Phase 1: matrix 2516 rows 1268 cols
[2021-05-08 06:36:34] [INFO ] Computed 1 place invariants in 154 ms
[2021-05-08 06:36:34] [INFO ] Implicit Places using invariants in 257 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 259 ms to find 1 implicit places.
// Phase 1: matrix 2516 rows 1267 cols
[2021-05-08 06:36:34] [INFO ] Computed 0 place invariants in 146 ms
[2021-05-08 06:36:36] [INFO ] Dead Transitions using invariants and state equation in 1192 ms returned []
Starting structural reductions, iteration 1 : 1267/1766 places, 2516/3512 transitions.
Applied a total of 0 rules in 26 ms. Remains 1267 /1267 variables (removed 0) and now considering 2516/2516 (removed 0) transitions.
// Phase 1: matrix 2516 rows 1267 cols
[2021-05-08 06:36:36] [INFO ] Computed 0 place invariants in 157 ms
[2021-05-08 06:36:37] [INFO ] Dead Transitions using invariants and state equation in 1041 ms returned []
Finished structural reductions, in 2 iterations. Remains : 1267/1766 places, 2516/3512 transitions.
Stuttering acceptance computed with spot in 126 ms :[(OR (NOT p0) (NOT p1) (NOT p2)), (NOT p0), (OR (NOT p2) (NOT p1)), (NOT p2)]
Running random walk in product with property : AirplaneLD-PT-0500-07 automaton TGBA [mat=[[{ cond=(NOT p0), acceptance={0, 1} source=0 dest: 0}, { cond=p0, acceptance={1} source=0 dest: 1}, { cond=p0, acceptance={0, 1} source=0 dest: 2}], [{ cond=(NOT p0), acceptance={0, 1} source=1 dest: 0}, { cond=p0, acceptance={1} source=1 dest: 1}], [{ cond=(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p2))), acceptance={0, 1} source=2 dest: 0}, { cond=(OR (AND p0 (NOT p1)) (AND p0 (NOT p2))), acceptance={1} source=2 dest: 1}, { cond=(OR (AND p0 (NOT p1)) (AND p0 (NOT p2))), acceptance={0, 1} source=2 dest: 2}, { cond=(AND p1 p2), acceptance={0} source=2 dest: 3}], [{ cond=(AND (NOT p0) (NOT p2)), acceptance={0, 1} source=3 dest: 0}, { cond=(AND p0 (NOT p2)), acceptance={1} source=3 dest: 1}, { cond=(AND p0 (NOT p2)), acceptance={0, 1} source=3 dest: 2}, { cond=p2, acceptance={0} source=3 dest: 3}]], initial=0, aps=[p0:(AND (OR (NEQ s5 1) (NEQ s395 1)) (OR (NEQ s5 1) (NEQ s135 1)) (OR (NEQ s5 1) (NEQ s200 1)) (OR (NEQ s5 1) (NEQ s460 1)) (OR (NEQ s5 1) (NEQ s70 1)) (OR (NEQ s5 1) (NEQ s265 1)) (OR (NEQ s5 1) (NEQ s330 1)) (OR (NEQ s5 1) (NEQ s119 1)) (OR (NEQ s5 1) (NEQ s249 1)) (OR (NEQ s5 1) (NEQ s379 1)) (OR (NEQ s5 1) (NEQ s184 1)) (OR (NEQ s5 1) (NEQ s444 1)) (OR (NEQ s5 1) (NEQ s54 1)) (OR (NEQ s5 1) (NEQ s314 1)) (OR (NEQ s5 1) (NEQ s103 1)) (OR (NEQ s5 1) (NEQ s233 1)) (OR (NEQ s5 1) (NEQ s363 1)) (OR (NEQ s5 1) (NEQ s493 1)) (OR (NEQ s5 1) (NEQ s168 1)) (OR (NEQ s5 1) (NEQ s428 1)) (OR (NEQ s5 1) (NEQ s38 1)) (OR (NEQ s5 1) (NEQ s298 1)) (OR (NEQ s5 1) (NEQ s87 1)) (OR (NEQ s5 1) (NEQ s217 1)) (OR (NEQ s5 1) (NEQ s347 1)) (OR (NEQ s5 1) (NEQ s477 1)) (OR (NEQ s5 1) (NEQ s152 1)) (OR (NEQ s5 1) (NEQ s412 1)) (OR (NEQ s5 1) (NEQ s22 1)) (OR (NEQ s5 1) (NEQ s282 1)) (OR (NEQ s5 1) (NEQ s459 1)) (OR (NEQ s5 1) (NEQ s199 1)) (OR (NEQ s5 1) (NEQ s134 1)) (OR (NEQ s5 1) (NEQ s69 1)) (OR (NEQ s5 1) (NEQ s264 1)) (OR (NEQ s5 1) (NEQ s394 1)) (OR (NEQ s5 1) (NEQ s329 1)) (OR (NEQ s5 1) (NEQ s183 1)) (OR (NEQ s5 1) (NEQ s248 1)) (OR (NEQ s5 1) (NEQ s443 1)) (OR (NEQ s5 1) (NEQ s53 1)) (OR (NEQ s5 1) (NEQ s118 1)) (OR (NEQ s5 1) (NEQ s313 1)) (OR (NEQ s5 1) (NEQ s378 1)) (OR (NEQ s5 1) (NEQ s167 1)) (OR (NEQ s5 1) (NEQ s232 1)) (OR (NEQ s5 1) (NEQ s427 1)) (OR (NEQ s5 1) (NEQ s492 1)) (OR (NEQ s5 1) (NEQ s37 1)) (OR (NEQ s5 1) (NEQ s102 1)) (OR (NEQ s5 1) (NEQ s297 1)) (OR (NEQ s5 1) (NEQ s362 1)) (OR (NEQ s5 1) (NEQ s151 1)) (OR (NEQ s5 1) (NEQ s216 1)) (OR (NEQ s5 1) (NEQ s411 1)) (OR (NEQ s5 1) (NEQ s476 1)) (OR (NEQ s5 1) (NEQ s21 1)) (OR (NEQ s5 1) (NEQ s86 1)) (OR (NEQ s5 1) (NEQ s281 1)) (OR (NEQ s5 1) (NEQ s346 1)) (OR (NEQ s5 1) (NEQ s68 1)) (OR (NEQ s5 1) (NEQ s133 1)) (OR (NEQ s5 1) (NEQ s198 1)) (OR (NEQ s5 1) (NEQ s263 1)) (OR (NEQ s5 1) (NEQ s328 1)) (OR (NEQ s5 1) (NEQ s458 1)) (OR (NEQ s5 1) (NEQ s393 1)) (OR (NEQ s5 1) (NEQ s247 1)) (OR (NEQ s5 1) (NEQ s52 1)) (OR (NEQ s5 1) (NEQ s182 1)) (OR (NEQ s5 1) (NEQ s117 1)) (OR (NEQ s5 1) (NEQ s312 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(NEQ s383 1)) (OR (NEQ s5 1) (NEQ s448 1)) (OR (NEQ s5 1) (NEQ s253 1)) (OR (NEQ s5 1) (NEQ s123 1)) (OR (NEQ s5 1) (NEQ s188 1)) (OR (NEQ s5 1) (NEQ s42 1)) (OR (NEQ s5 1) (NEQ s302 1)) (OR (NEQ s5 1) (NEQ s367 1)) (OR (NEQ s5 1) (NEQ s497 1)) (OR (NEQ s5 1) (NEQ s432 1)) (OR (NEQ s5 1) (NEQ s107 1)) (OR (NEQ s5 1) (NEQ s237 1)) (OR (NEQ s5 1) (NEQ s172 1)) (OR (NEQ s5 1) (NEQ s26 1)) (OR (NEQ s5 1) (NEQ s286 1)) (OR (NEQ s5 1) (NEQ s351 1)) (OR (NEQ s5 1) (NEQ s481 1)) (OR (NEQ s5 1) (NEQ s416 1)) (OR (NEQ s5 1) (NEQ s91 1)) (OR (NEQ s5 1) (NEQ s221 1)) (OR (NEQ s5 1) (NEQ s156 1)) (OR (NEQ s5 1) (NEQ s8 1)) (OR (NEQ s5 1) (NEQ s138 1)) (OR (NEQ s5 1) (NEQ s268 1)) (OR (NEQ s5 1) (NEQ s398 1)) (OR (NEQ s5 1) (NEQ s73 1)) (OR (NEQ s5 1) (NEQ s333 1)) (OR (NEQ s5 1) (NEQ s463 1)) (OR (NEQ s5 1) (NEQ s203 1)) (OR (NEQ s5 1) (NEQ s122 1)) (OR (NEQ s5 1) (NEQ s317 1)) (OR (NEQ s5 1) (NEQ s382 1)) (OR (NEQ s5 1) (NEQ s57 1)) (OR (NEQ s5 1) (NEQ s447 1)) (OR (NEQ s5 1) (NEQ s187 1)) (OR (NEQ s5 1) (NEQ s252 1)) (OR (NEQ s5 1) (NEQ s41 1)) (OR (NEQ s5 1) (NEQ s106 1)) (OR (NEQ s5 1) (NEQ s301 1)) (OR (NEQ s5 1) (NEQ s366 1)) (OR (NEQ s5 1) (NEQ s431 1)) (OR (NEQ s5 1) (NEQ s496 1)) (OR (NEQ s5 1) (NEQ s171 1)) (OR (NEQ s5 1) (NEQ s236 1)) (OR (NEQ s5 1) (NEQ s25 1)) (OR (NEQ s5 1) (NEQ s90 1)) (OR (NEQ s5 1) (NEQ s285 1)) (OR (NEQ s5 1) (NEQ s350 1)) (OR (NEQ s5 1) (NEQ s415 1)) (OR (NEQ s5 1) (NEQ s480 1)) (OR (NEQ s5 1) (NEQ s155 1)) (OR (NEQ s5 1) (NEQ s220 1)) (OR (NEQ s5 1) (NEQ s7 1)) (OR (NEQ s5 1) (NEQ s72 1)) (OR (NEQ s5 1) (NEQ s137 1)) (OR (NEQ s5 1) (NEQ s202 1)) (OR (NEQ s5 1) (NEQ s267 1)) (OR (NEQ s5 1) (NEQ s332 1)) (OR (NEQ s5 1) (NEQ s397 1)) (OR (NEQ s5 1) (NEQ s462 1)) (OR (NEQ s5 1) (NEQ s56 1)) (OR (NEQ s5 1) (NEQ s186 1)) (OR (NEQ s5 1) (NEQ s316 1)) (OR (NEQ s5 1) (NEQ s446 1)) (OR (NEQ s5 1) (NEQ s121 1)) (OR (NEQ s5 1) (NEQ s381 1)) (OR (NEQ s5 1) (NEQ s251 1)) (OR (NEQ s5 1) (NEQ s40 1)) (OR (NEQ s5 1) (NEQ s170 1)) (OR (NEQ s5 1) (NEQ s300 1)) (OR (NEQ s5 1) (NEQ s430 1)) (OR (NEQ s5 1) (NEQ s105 1)) (OR (NEQ s5 1) (NEQ s365 1)) (OR (NEQ s5 1) (NEQ s495 1)) (OR (NEQ s5 1) (NEQ s235 1)) (OR (NEQ s5 1) (NEQ s24 1)) (OR (NEQ s5 1) (NEQ s154 1)) (OR (NEQ s5 1) (NEQ s284 1)) (OR (NEQ s5 1) (NEQ s414 1)) (OR (NEQ s5 1) (NEQ s89 1)) (OR (NEQ s5 1) (NEQ s349 1)) (OR (NEQ s5 1) (NEQ s479 1)) (OR (NEQ s5 1) (NEQ s219 1)) (OR (NEQ s5 1) (NEQ s461 1)) (OR (NEQ s5 1) (NEQ s71 1)) (OR (NEQ s5 1) (NEQ s201 1)) (OR (NEQ s5 1) (NEQ s331 1)) (OR (NEQ s5 1) (NEQ s136 1)) (OR (NEQ s5 1) (NEQ s396 1)) (OR (NEQ s5 1) (NEQ s6 1)) (OR (NEQ s5 1) (NEQ s266 1)) (OR (NEQ s5 1) (NEQ s120 1)) (OR (NEQ s5 1) (NEQ s185 1)) (OR (NEQ s5 1) (NEQ s250 1)) (OR (NEQ s5 1) (NEQ s315 1)) (OR (NEQ s5 1) (NEQ s380 1)) (OR (NEQ s5 1) (NEQ s445 1)) (OR (NEQ s5 1) (NEQ s55 1)) (OR (NEQ s5 1) (NEQ s39 1)) (OR (NEQ s5 1) (NEQ s104 1)) (OR (NEQ s5 1) (NEQ s169 1)) (OR (NEQ s5 1) (NEQ s234 1)) (OR (NEQ s5 1) (NEQ s299 1)) (OR (NEQ s5 1) (NEQ s364 1)) (OR (NEQ s5 1) (NEQ s429 1)) (OR (NEQ s5 1) (NEQ s494 1)) (OR (NEQ s5 1) (NEQ s23 1)) (OR (NEQ s5 1) (NEQ s88 1)) (OR (NEQ s5 1) (NEQ s153 1)) (OR (NEQ s5 1) (NEQ s218 1)) (OR (NEQ s5 1) (NEQ s283 1)) (OR (NEQ s5 1) (NEQ s348 1)) (OR (NEQ s5 1) (NEQ s413 1)) (OR (NEQ s5 1) (NEQ s478 1)) (OR (NEQ s1009 1) (NEQ s1019 1)) (OR (NEQ s1009 1) (NEQ s1084 1)) (OR (NEQ s1009 1) (NEQ s1149 1)) (OR (NEQ s1009 1) (NEQ s1214 1)) (OR (NEQ s1009 1) (NEQ s1011 1)) (OR (NEQ s1009 1) (NEQ s1076 1)) (OR (NEQ s1009 1) (NEQ s1141 1)) (OR (NEQ s1009 1) (NEQ s1206 1)) (OR (NEQ s1009 1) (NEQ s1068 1)) (OR (NEQ s1009 1) (NEQ s1133 1)) (OR (NEQ s1009 1) (NEQ s1198 1)) (OR (NEQ s1009 1) (NEQ s1060 1)) (OR (NEQ s1009 1) (NEQ s1190 1)) (OR (NEQ s1009 1) (NEQ s1125 1)) (OR (NEQ s1009 1) (NEQ s1255 1)) (OR (NEQ s1009 1) (NEQ s1052 1)) (OR (NEQ s1009 1) (NEQ s1182 1)) (OR (NEQ s1009 1) (NEQ s1117 1)) (OR (NEQ s1009 1) (NEQ s1247 1)) (OR (NEQ s1009 1) (NEQ s1044 1)) (OR (NEQ s1009 1) (NEQ s1174 1)) (OR (NEQ s1009 1) (NEQ s1109 1)) (OR (NEQ s1009 1) (NEQ s1239 1)) (OR (NEQ s1009 1) (NEQ s1036 1)) (OR (NEQ s1009 1) (NEQ s1166 1)) (OR (NEQ s1009 1) (NEQ s1101 1)) (OR (NEQ s1009 1) (NEQ s1231 1)) (OR (NEQ s1009 1) (NEQ s1028 1)) (OR (NEQ s1009 1) (NEQ s1158 1)) (OR (NEQ s1009 1) (NEQ s1093 1)) (OR (NEQ s1009 1) (NEQ s1223 1)) (OR (NEQ s1009 1) (NEQ s1020 1)) (OR (NEQ s1009 1) (NEQ s1150 1)) (OR (NEQ s1009 1) (NEQ s1085 1)) (OR (NEQ s1009 1) (NEQ s1215 1)) (OR (NEQ s1009 1) (NEQ s1012 1)) (OR (NEQ s1009 1) (NEQ s1142 1)) (OR (NEQ s1009 1) (NEQ s1077 1)) (OR (NEQ s1009 1) (NEQ s1207 1)) (OR (NEQ s1009 1) (NEQ s1134 1)) (OR (NEQ s1009 1) (NEQ s1069 1)) (OR (NEQ s1009 1) (NEQ s1199 1)) (OR (NEQ s1009 1) (NEQ s1061 1)) (OR (NEQ s1009 1) (NEQ s1126 1)) (OR (NEQ s1009 1) (NEQ s1191 1)) (OR (NEQ s1009 1) (NEQ s1256 1)) (OR (NEQ s1009 1) (NEQ s1053 1)) (OR (NEQ s1009 1) (NEQ s1118 1)) (OR (NEQ s1009 1) (NEQ s1183 1)) (OR (NEQ s1009 1) (NEQ s1248 1)) (OR (NEQ s1009 1) (NEQ s1045 1)) (OR (NEQ s1009 1) (NEQ s1110 1)) (OR (NEQ s1009 1) (NEQ s1175 1)) (OR (NEQ s1009 1) (NEQ s1240 1)) (OR (NEQ s1009 1) (NEQ s1037 1)) (OR (NEQ s1009 1) (NEQ s1102 1)) (OR (NEQ s1009 1) (NEQ s1167 1)) (OR (NEQ s1009 1) (NEQ s1232 1)) (OR (NEQ s1009 1) (NEQ s1029 1)) (OR (NEQ s1009 1) (NEQ s1094 1)) (OR (NEQ s1009 1) (NEQ s1159 1)) (OR (NEQ s1009 1) (NEQ s1224 1)) (OR (NEQ s1009 1) (NEQ s1021 1)) (OR (NEQ s1009 1) (NEQ s1086 1)) (OR (NEQ s1009 1) (NEQ s1151 1)) (OR (NEQ s1009 1) (NEQ s1216 1)) (OR (NEQ s1009 1) (NEQ s1013 1)) (OR (NEQ s1009 1) (NEQ s1078 1)) (OR (NEQ s1009 1) (NEQ s1143 1)) (OR (NEQ s1009 1) (NEQ s1208 1)) (OR (NEQ s1009 1) (NEQ s1070 1)) (OR (NEQ s1009 1) (NEQ s1135 1)) (OR (NEQ s1009 1) (NEQ s1200 1)) (OR (NEQ s1009 1) (NEQ s1062 1)) (OR (NEQ s1009 1) (NEQ s1127 1)) (OR (NEQ s1009 1) (NEQ s1257 1)) (OR (NEQ s1009 1) (NEQ s1261 1)) (OR (NEQ s1009 1) (NEQ s1192 1)) (OR (NEQ s1009 1) (NEQ s1054 1)) (OR (NEQ s1009 1) (NEQ s1119 1)) (OR (NEQ s1009 1) (NEQ s1249 1)) (OR (NEQ s1009 1) (NEQ s1184 1)) (OR (NEQ s1009 1) (NEQ s1046 1)) (OR (NEQ s1009 1) (NEQ s1111 1)) (OR (NEQ s1009 1) (NEQ s1241 1)) (OR (NEQ s1009 1) (NEQ s1176 1)) (OR (NEQ s1009 1) (NEQ s1038 1)) (OR (NEQ s1009 1) (NEQ s1103 1)) (OR (NEQ s1009 1) (NEQ s1233 1)) (OR (NEQ s1009 1) (NEQ s1168 1)) (OR (NEQ s1009 1) (NEQ s1030 1)) (OR (NEQ s1009 1) (NEQ s1095 1)) (OR (NEQ s1009 1) (NEQ s1225 1)) (OR (NEQ s1009 1) (NEQ s1160 1)) (OR (NEQ s1009 1) (NEQ s1022 1)) (OR (NEQ s1009 1) (NEQ s1087 1)) (OR (NEQ s1009 1) (NEQ s1217 1)) (OR (NEQ s1009 1) (NEQ s1152 1)) (OR (NEQ s1009 1) (NEQ s1014 1)) (OR (NEQ s1009 1) (NEQ s1079 1)) (OR (NEQ s1009 1) (NEQ s1209 1)) (OR (NEQ s1009 1) (NEQ s1144 1)) (OR (NEQ s1009 1) (NEQ s1071 1)) (OR (NEQ s1009 1) (NEQ s1201 1)) (OR (NEQ s1009 1) (NEQ s1136 1)) (OR (NEQ s1009 1) (NEQ s1063 1)) (OR (NEQ s1009 1) (NEQ s1128 1)) (OR (NEQ s1009 1) (NEQ s1193 1)) (OR (NEQ s1009 1) (NEQ s1258 1)) (OR (NEQ s1009 1) (NEQ s1055 1)) (OR (NEQ s1009 1) (NEQ s1120 1)) (OR (NEQ s1009 1) (NEQ s1185 1)) (OR (NEQ s1009 1) (NEQ s1250 1)) (OR (NEQ s1009 1) (NEQ s1047 1)) (OR (NEQ s1009 1) (NEQ s1112 1)) (OR (NEQ s1009 1) (NEQ s1177 1)) (OR (NEQ s1009 1) (NEQ s1242 1)) (OR (NEQ s1009 1) (NEQ s1039 1)) (OR (NEQ s1009 1) (NEQ s1104 1)) (OR (NEQ s1009 1) (NEQ s1169 1)) (OR (NEQ s1009 1) (NEQ s1234 1)) (OR (NEQ s1009 1) (NEQ s1031 1)) (OR (NEQ s1009 1) (NEQ s1096 1)) (OR (NEQ s1009 1) (NEQ s1161 1)) (OR (NEQ s1009 1) (NEQ s1226 1)) (OR (NEQ s1009 1) (NEQ s1023 1)) (OR (NEQ s1009 1) (NEQ s1088 1)) (OR (NEQ s1009 1) (NEQ s1153 1)) (OR (NEQ s1009 1) (NEQ s1218 1)) (OR (NEQ s1009 1) (NEQ s1015 1)) (OR (NEQ s1009 1) (NEQ s1080 1)) (OR (NEQ s1009 1) (NEQ s1145 1)) (OR (NEQ s1009 1) (NEQ s1210 1)) (OR (NEQ s1009 1) (NEQ s1259 1)) (OR (NEQ s1009 1) (NEQ s1072 1)) (OR (NEQ s1009 1) (NEQ s1137 1)) (OR (NEQ s1009 1) (NEQ s1202 1)) (OR (NEQ s1009 1) (NEQ s1251 1)) (OR (NEQ s1009 1) (NEQ s1064 1)) (OR (NEQ s1009 1) (NEQ s1194 1)) (OR (NEQ s1009 1) (NEQ s1129 1)) (OR (NEQ s1009 1) (NEQ s1243 1)) (OR (NEQ s1009 1) (NEQ s1056 1)) (OR (NEQ s1009 1) (NEQ s1186 1)) (OR (NEQ s1009 1) (NEQ s1121 1)) (OR (NEQ s1009 1) (NEQ s1235 1)) (OR (NEQ s1009 1) (NEQ s1048 1)) (OR (NEQ s1009 1) (NEQ s1178 1)) (OR (NEQ s1009 1) (NEQ s1113 1)) (OR (NEQ s1009 1) (NEQ s1227 1)) (OR (NEQ s1009 1) (NEQ s1040 1)) (OR (NEQ s1009 1) (NEQ s1170 1)) (OR (NEQ s1009 1) (NEQ s1105 1)) (OR (NEQ s1009 1) (NEQ s1219 1)) (OR (NEQ s1009 1) (NEQ s1032 1)) (OR (NEQ s1009 1) (NEQ s1162 1)) (OR (NEQ s1009 1) (NEQ s1097 1)) (OR (NEQ s1009 1) (NEQ s1211 1)) (OR (NEQ s1009 1) (NEQ s1024 1)) (OR (NEQ s1009 1) (NEQ s1154 1)) (OR (NEQ s1009 1) (NEQ s1089 1)) (OR (NEQ s1009 1) (NEQ s1203 1)) (OR (NEQ s1009 1) (NEQ s1016 1)) (OR (NEQ s1009 1) (NEQ s1146 1)) (OR (NEQ s1009 1) (NEQ s1081 1)) (OR (NEQ s1009 1) (NEQ s1195 1)) (OR (NEQ s1009 1) (NEQ s1138 1)) (OR (NEQ s1009 1) (NEQ s1073 1)) (OR (NEQ s1009 1) (NEQ s1187 1)) (OR (NEQ s1009 1) (NEQ s1252 1)) (OR (NEQ s1009 1) (NEQ s1130 1)) (OR (NEQ s1009 1) (NEQ s1065 1)) (OR (NEQ s1009 1) (NEQ s1179 1)) (OR (NEQ s1009 1) (NEQ s1244 1)) (OR (NEQ s1009 1) (NEQ s1057 1)) (OR (NEQ s1009 1) (NEQ s1122 1)) (OR (NEQ s1009 1) (NEQ s1171 1)) (OR (NEQ s1009 1) (NEQ s1236 1)) (OR (NEQ s1009 1) (NEQ s1049 1)) (OR (NEQ s1009 1) (NEQ s1114 1)) (OR (NEQ s1009 1) (NEQ s1163 1)) (OR (NEQ s1009 1) (NEQ s1228 1)) (OR (NEQ s1009 1) (NEQ s1041 1)) (OR (NEQ s1009 1) (NEQ s1106 1)) (OR (NEQ s1009 1) (NEQ s1155 1)) (OR (NEQ s1009 1) (NEQ s1220 1)) (OR (NEQ s1009 1) (NEQ s1033 1)) (OR (NEQ s1009 1) (NEQ s1098 1)) (OR (NEQ s1009 1) (NEQ s1147 1)) (OR (NEQ s1009 1) (NEQ s1212 1)) (OR (NEQ s1009 1) (NEQ s1025 1)) (OR (NEQ s1009 1) (NEQ s1090 1)) (OR (NEQ s1009 1) (NEQ s1139 1)) (OR (NEQ s1009 1) (NEQ s1204 1)) (OR (NEQ s1009 1) (NEQ s1017 1)) (OR (NEQ s1009 1) (NEQ s1082 1)) (OR (NEQ s1009 1) (NEQ s1131 1)) (OR (NEQ s1009 1) (NEQ s1196 1)) (OR (NEQ s1009 1) (NEQ s1074 1)) (OR (NEQ s1009 1) (NEQ s1123 1)) (OR (NEQ s1009 1) (NEQ s1253 1)) (OR (NEQ s1009 1) (NEQ s1188 1)) (OR (NEQ s1009 1) (NEQ s1066 1)) (OR (NEQ s1009 1) (NEQ s1115 1)) (OR (NEQ s1009 1) (NEQ s1245 1)) (OR (NEQ s1009 1) (NEQ s1180 1)) (OR (NEQ s1009 1) (NEQ s1058 1)) (OR (NEQ s1009 1) (NEQ s1107 1)) (OR (NEQ s1009 1) (NEQ s1237 1)) (OR (NEQ s1009 1) (NEQ s1172 1)) (OR (NEQ s1009 1) (NEQ s1050 1)) (OR (NEQ s1009 1) (NEQ s1099 1)) (OR (NEQ s1009 1) (NEQ s1229 1)) (OR (NEQ s1009 1) (NEQ s1164 1)) (OR (NEQ s1009 1) (NEQ s1042 1)) (OR (NEQ s1009 1) (NEQ s1091 1)) (OR (NEQ s1009 1) (NEQ s1221 1)) (OR (NEQ s1009 1) (NEQ s1156 1)) (OR (NEQ s1009 1) (NEQ s1034 1)) (OR (NEQ s1009 1) (NEQ s1083 1)) (OR (NEQ s1009 1) (NEQ s1213 1)) (OR (NEQ s1009 1) (NEQ s1148 1)) (OR (NEQ s1009 1) (NEQ s1026 1)) (OR (NEQ s1009 1) (NEQ s1075 1)) (OR (NEQ s1009 1) (NEQ s1205 1)) (OR (NEQ s1009 1) (NEQ s1140 1)) (OR (NEQ s1009 1) (NEQ s1018 1)) (OR (NEQ s1009 1) (NEQ s1197 1)) (OR (NEQ s1009 1) (NEQ s1067 1)) (OR (NEQ s1009 1) (NEQ s1132 1)) (OR (NEQ s1009 1) (NEQ s1010 1)) (OR (NEQ s1009 1) (NEQ s1059 1)) (OR (NEQ s1009 1) (NEQ s1124 1)) (OR (NEQ s1009 1) (NEQ s1189 1)) (OR (NEQ s1009 1) (NEQ s1254 1)) (OR (NEQ s1009 1) (NEQ s1051 1)) (OR (NEQ s1009 1) (NEQ s1116 1)) (OR (NEQ s1009 1) (NEQ s1181 1)) (OR (NEQ s1009 1) (NEQ s1246 1)) (OR (NEQ s1009 1) (NEQ s1043 1)) (OR (NEQ s1009 1) (NEQ s1108 1)) (OR (NEQ s1009 1) (NEQ s1173 1)) (OR (NEQ s1009 1) (NEQ s1238 1)) (OR (NEQ s1009 1) (NEQ s1035 1)) (OR (NEQ s1009 1) (NEQ s1100 1)) (OR (NEQ s1009 1) (NEQ s1165 1)) (OR (NEQ s1009 1) (NEQ s1230 1)) (OR (NEQ s1009 1) (NEQ s1027 1)) (OR (NEQ s1009 1) (NEQ s1092 1)) (OR (NEQ s1009 1) (NEQ s1157 1)) (OR (NEQ s1009 1) (NEQ s1222 1)))], nbAcceptance=2, properties=[trans-labels, explicit-labels, trans-acc, complete, no-univ-branch], stateDesc=[null, null, null, null][false, false, false, false]]
Product exploration timeout after 71460 steps with 9019 reset in 10002 ms.
Product exploration timeout after 71970 steps with 9067 reset in 10002 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 1267 transition count 2516
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 (G p0)), (F (G p1)), (F (G p2)), p0, p1, p2]
Stuttering acceptance computed with spot in 115 ms :[(OR (NOT p0) (NOT p1) (NOT p2)), (NOT p0), (OR (NOT p2) (NOT p1)), (NOT p2)]
Product exploration timeout after 72410 steps with 9088 reset in 10001 ms.
Product exploration timeout after 72310 steps with 9094 reset in 10001 ms.
[2021-05-08 06:37:18] [INFO ] Flatten gal took : 90 ms
[2021-05-08 06:37:18] [INFO ] Flatten gal took : 95 ms
[2021-05-08 06:37:18] [INFO ] Time to serialize gal into /tmp/LTL1449985598558692037.gal : 11 ms
[2021-05-08 06:37:18] [INFO ] Time to serialize properties into /tmp/LTL6317763015375382024.ltl : 9 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/LTL1449985598558692037.gal, -t, CGAL, -LTL, /tmp/LTL6317763015375382024.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/LTL1449985598558692037.gal -t CGAL -LTL /tmp/LTL6317763015375382024.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !((F((G("((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P3!=1)||(TheAltitude_390!=1))&&((P3!=1)||(TheAltitude_130!=1)))&&((P3!=1)||(TheAltitude_195!=1)))&&((P3!=1)||(TheAltitude_455!=1)))&&((P3!=1)||(TheAltitude_65!=1)))&&((P3!=1)||(TheAltitude_260!=1)))&&((P3!=1)||(TheAltitude_325!=1)))&&((P3!=1)||(TheAltitude_114!=1)))&&((P3!=1)||(TheAltitude_244!=1)))&&((P3!=1)||(TheAltitude_374!=1)))&&((P3!=1)||(TheAltitude_179!=1)))&&((P3!=1)||(TheAltitude_439!=1)))&&((P3!=1)||(TheAltitude_49!=1)))&&((P3!=1)||(TheAltitude_309!=1)))&&((P3!=1)||(TheAltitude_98!=1)))&&((P3!=1)||(TheAltitude_228!=1)))&&((P3!=1)||(TheAltitude_358!=1)))&&((P3!=1)||(TheAltitude_488!=1)))&&((P3!=1)||(TheAltitude_163!=1)))&&((P3!=1)||(TheAltitude_423!=1)))&&((P3!=1)||(TheAltitude_33!=1)))&&((P3!=1)||(TheAltitude_293!=1)))&&((P3!=1)||(TheAltitude_82!=1)))&&((P3!=1)||(TheAltitude_212!=1)))&&((P3!=1)||(TheAltitude_342!=1)))&&((P3!=1)||(TheAltitude_472!=1)))&&((P3!=1)||(TheAltitude_147!=1)))&&((P3!=1)||(TheAltitude_407!=1)))&&((P3!=1)||(TheAltitude_17!=1)))&&((P3!=1)||(TheAltitude_277!=1)))&&((P3!=1)||(TheAltitude_454!=1)))&&((P3!=1)||(TheAltitude_194!=1)))&&((P3!=1)||(TheAltitude_129!=1)))&&((P3!=1)||(TheAltitude_64!=1)))&&((P3!=1)||(TheAltitude_259!=1)))&&((P3!=1)||(TheAltitude_389!=1)))&&((P3!=1)||(TheAltitude_324!=1)))&&((P3!=1)||(TheAltitude_178!=1)))&&((P3!=1)||(TheAltitude_243!=1)))&&((P3!=1)||(TheAltitude_438!=1)))&&((P3!=1)||(TheAltitude_48!=1)))&&((P3!=1)||(TheAltitude_113!=1)))&&((P3!=1)||(TheAltitude_308!=1)))&&((P3!=1)||(TheAltitude_373!=1)))&&((P3!=1)||(TheAltitude_162!=1)))&&((P3!=1)||(TheAltitude_227!=1)))&&((P3!=1)||(TheAltitude_422!=1)))&&((P3!=1)||(TheAltitude_487!=1)))&&((P3!=1)||(TheAltitude_32!=1)))&&((P3!=1)||(TheAltitude_97!=1)))&&((P3!=1)||(TheAltitude_292!=1)))&&((P3!=1)||(TheAltitude_357!=1)))&&((P3!=1)||(TheAltitude_146!=1)))&&((P3!=1)||(TheAltitude_211!=1)))&&((P3!=1)||(TheAltitude_406!=1)))&&((P3!=1)||(TheAltitude_471!=1)))&&((P3!=1)||(TheAltitude_16!=1)))&&((P3!=1)||(TheAltitude_81!=1)))&&((P3!=1)||(TheAltitude_276!=1)))&&((P3!=1)||(TheAltitude_341!=1)))&&((P3!=1)||(TheAltitude_63!=1)))&&((P3!=1)||(TheAltitude_128!=1)))&&((P3!=1)||(TheAltitude_193!=1)))&&((P3!=1)||(TheAltitude_258!=1)))&&((P3!=1)||(TheAltitude_323!=1)))&&((P3!=1)||(TheAltitude_453!=1)))&&((P3!=1)||(TheAltitude_388!=1)))&&((P3!=1)||(TheAltitude_242!=1)))&&((P3!=1)||(TheAltitude_47!=1)))&&((P3!=1)||(TheAltitude_177!=1)))&&((P3!=1)||(TheAltitude_112!=1)))&&((P3!=1)||(TheAltitude_307!=1)))&&((P3!=1)||(TheAltitude_437!=1)))&&((P3!=1)||(TheAltitude_372!=1)))&&((P3!=1)||(TheAltitude_226!=1)))&&((P3!=1)||(TheAltitude_486!=1)))&&((P3!=1)||(TheAltitude_31!=1)))&&((P3!=1)||(TheAltitude_161!=1)))&&((P3!=1)||(TheAltitude_96!=1)))&&((P3!=1)||(TheAltitude_291!=1)))&&((P3!=1)||(TheAltitude_421!=1)))&&((P3!=1)||(TheAltitude_356!=1)))&&((P3!=1)||(TheAltitude_210!=1)))&&((P3!=1)||(TheAltitude_470!=1)))&&((P3!=1)||(TheAltitude_15!=1)))&&((P3!=1)||(TheAltitude_145!=1)))&&((P3!=1)||(TheAltitude_80!=1)))&&((P3!=1)||(TheAltitude_275!=1)))&&((P3!=1)||(TheAltitude_405!=1)))&&((P3!=1)||(TheAltitude_340!=1)))&&((P3!=1)||(TheAltitude_62!=1)))&&((P3!=1)||(TheAltitude_192!=1)))&&((P3!=1)||(TheAltitude_127!=1)))&&((P3!=1)||(TheAltitude_13!=1)))&&((P3!=1)||(TheAltitude_257!=1)))&&((P3!=1)||(TheAltitude_322!=1)))&&((P3!=1)||(TheAltitude_387!=1)))&&((P3!=1)||(TheAltitude_452!=1)))&&((P3!=1)||(TheAltitude_46!=1)))&&((P3!=1)||(TheAltitude_111!=1)))&&((P3!=1)||(TheAltitude_176!=1)))&&((P3!=1)||(TheAltitude_241!=1)))&&((P3!=1)||(TheAltitude_306!=1)))&&((P3!=1)||(TheAltitude_371!=1)))&&((P3!=1)||(TheAltitude_436!=1)))&&((P3!=1)||(TheAltitude_30!=1)))&&((P3!=1)||(TheAltitude_95!=1)))&&((P3!=1)||(TheAltitude_160!=1)))&&((P3!=1)||(TheAltitude_225!=1)))&&((P3!=1)||(TheAltitude_290!=1)))&&((P3!=1)||(TheAltitude_355!=1)))&&((P3!=1)||(TheAltitude_420!=1)))&&((P3!=1)||(TheAltitude_485!=1)))&&((P3!=1)||(TheAltitude_14!=1)))&&((P3!=1)||(TheAltitude_79!=1)))&&((P3!=1)||(TheAltitude_144!=1)))&&((P3!=1)||(TheAltitude_209!=1)))&&((P3!=1)||(TheAltitude_274!=1)))&&((P3!=1)||(TheAltitude_339!=1)))&&((P3!=1)||(TheAltitude_404!=1)))&&((P3!=1)||(TheAltitude_469!=1)))&&((P3!=1)||(TheAltitude_126!=1)))&&((P3!=1)||(TheAltitude_191!=1)))&&((P3!=1)||(TheAltitude_12!=1)))&&((P3!=1)||(TheAltitude_77!=1)))&&((P3!=1)||(TheAltitude_256!=1)))&&((P3!=1)||(TheAltitude_321!=1)))&&((P3!=1)||(TheAltitude_386!=1)))&&((P3!=1)||(TheAltitude_451!=1)))&&((P3!=1)||(TheAltitude_110!=1)))&&((P3!=1)||(TheAltitude_240!=1)))&&((P3!=1)||(TheAltitude_175!=1)))&&((P3!=1)||(TheAltitude_61!=1)))&&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ltitude_361!=1)))&&((P3!=1)||(TheAltitude_426!=1)))&&((P3!=1)||(TheAltitude_491!=1)))&&((P3!=1)||(TheAltitude_166!=1)))&&((P3!=1)||(TheAltitude_231!=1)))&&((P3!=1)||(TheAltitude_20!=1)))&&((P3!=1)||(TheAltitude_85!=1)))&&((P3!=1)||(TheAltitude_280!=1)))&&((P3!=1)||(TheAltitude_345!=1)))&&((P3!=1)||(TheAltitude_410!=1)))&&((P3!=1)||(TheAltitude_475!=1)))&&((P3!=1)||(TheAltitude_150!=1)))&&((P3!=1)||(TheAltitude_215!=1)))&&((P3!=1)||(TheAltitude_2!=1)))&&((P3!=1)||(TheAltitude_67!=1)))&&((P3!=1)||(TheAltitude_132!=1)))&&((P3!=1)||(TheAltitude_197!=1)))&&((P3!=1)||(TheAltitude_262!=1)))&&((P3!=1)||(TheAltitude_327!=1)))&&((P3!=1)||(TheAltitude_392!=1)))&&((P3!=1)||(TheAltitude_457!=1)))&&((P3!=1)||(TheAltitude_51!=1)))&&((P3!=1)||(TheAltitude_181!=1)))&&((P3!=1)||(TheAltitude_311!=1)))&&((P3!=1)||(TheAltitude_441!=1)))&&((P3!=1)||(TheAltitude_116!=1)))&&((P3!=1)||(TheAltitude_376!=1)))&&((P3!=1)||(TheAltitude_246!=1)))&&((P3!=1)||(TheAltitude_35!=1)))&&((P3!=1)||(TheAltitude_165!=1)))&&((P3!=1)||(TheAltitude_295!=1)))&&((P3!=1)||(TheAltitude_425!=1)))&&((P3!=1)||(TheAltitude_100!=1)))&&((P3!=1)||(TheAltitude_360!=1)))&&((P3!=1)||(TheAltitude_490!=1)))&&((P3!=1)||(TheAltitude_230!=1)))&&((P3!=1)||(TheAltitude_19!=1)))&&((P3!=1)||(TheAltitude_149!=1)))&&((P3!=1)||(TheAltitude_279!=1)))&&((P3!=1)||(TheAltitude_409!=1)))&&((P3!=1)||(TheAltitude_84!=1)))&&((P3!=1)||(TheAltitude_344!=1)))&&((P3!=1)||(TheAltitude_474!=1)))&&((P3!=1)||(TheAltitude_214!=1)))&&((P3!=1)||(TheAltitude_456!=1)))&&((P3!=1)||(TheAltitude_66!=1)))&&((P3!=1)||(TheAltitude_196!=1)))&&((P3!=1)||(TheAltitude_326!=1)))&&((P3!=1)||(TheAltitude_131!=1)))&&((P3!=1)||(TheAltitude_391!=1)))&&((P3!=1)||(TheAltitude_1!=1)))&&((P3!=1)||(TheAltitude_261!=1)))&&((P3!=1)||(TheAltitude_115!=1)))&&((P3!=1)||(TheAltitude_180!=1)))&&((P3!=1)||(TheAltitude_245!=1)))&&((P3!=1)||(TheAltitude_310!=1)))&&((P3!=1)||(TheAltitude_375!=1)))&&((P3!=1)||(TheAltitude_440!=1)))&&((P3!=1)||(TheAltitude_50!=1)))&&((P3!=1)||(TheAltitude_34!=1)))&&((P3!=1)||(TheAltitude_99!=1)))&&((P3!=1)||(TheAltitude_164!=1)))&&((P3!=1)||(TheAltitude_229!=1)))&&((P3!=1)||(TheAltitude_294!=1)))&&((P3!=1)||(TheAltitude_359!=1)))&&((P3!=1)||(TheAltitude_424!=1)))&&((P3!=1)||(TheAltitude_489!=1)))&&((P3!=1)||(TheAltitude_18!=1)))&&((P3!=1)||(TheAltitude_83!=1)))&&((P3!=1)||(TheAltitude_148!=1)))&&((P3!=1)||(TheAltitude_213!=1)))&&((P3!=1)||(TheAltitude_278!=1)))&&((P3!=1)||(TheAltitude_343!=1)))&&((P3!=1)||(TheAltitude_408!=1)))&&((P3!=1)||(TheAltitude_473!=1)))&&((P5!=1)||(Speed_Right_Wheel_10!=1)))&&((P5!=1)||(Speed_Right_Wheel_75!=1)))&&((P5!=1)||(Speed_Right_Wheel_140!=1)))&&((P5!=1)||(Speed_Right_Wheel_205!=1)))&&((P5!=1)||(Speed_Right_Wheel_2!=1)))&&((P5!=1)||(Speed_Right_Wheel_67!=1)))&&((P5!=1)||(Speed_Right_Wheel_132!=1)))&&((P5!=1)||(Speed_Right_Wheel_197!=1)))&&((P5!=1)||(Speed_Right_Wheel_59!=1)))&&((P5!=1)||(Speed_Right_Wheel_124!=1)))&&((P5!=1)||(Speed_Right_Wheel_189!=1)))&&((P5!=1)||(Speed_Right_Wheel_51!=1)))&&((P5!=1)||(Speed_Right_Wheel_181!=1)))&&((P5!=1)||(Speed_Right_Wheel_116!=1)))&&((P5!=1)||(Speed_Right_Wheel_246!=1)))&&((P5!=1)||(Speed_Right_Wheel_43!=1)))&&((P5!=1)||(Speed_Right_Wheel_173!=1)))&&((P5!=1)||(Speed_Right_Wheel_108!=1)))&&((P5!=1)||(Speed_Right_Wheel_238!=1)))&&((P5!=1)||(Speed_Right_Wheel_35!=1)))&&((P5!=1)||(Speed_Right_Wheel_165!=1)))&&((P5!=1)||(Speed_Right_Wheel_100!=1)))&&((P5!=1)||(Speed_Right_Wheel_230!=1)))&&((P5!=1)||(Speed_Right_Wheel_27!=1)))&&((P5!=1)||(Speed_Right_Wheel_157!=1)))&&((P5!=1)||(Speed_Right_Wheel_92!=1)))&&((P5!=1)||(Speed_Right_Wheel_222!=1)))&&((P5!=1)||(Speed_Right_Wheel_19!=1)))&&((P5!=1)||(Speed_Right_Wheel_149!=1)))&&((P5!=1)||(Speed_Right_Wheel_84!=1)))&&((P5!=1)||(Speed_Right_Wheel_214!=1)))&&((P5!=1)||(Speed_Right_Wheel_11!=1)))&&((P5!=1)||(Speed_Right_Wheel_141!=1)))&&((P5!=1)||(Speed_Right_Wheel_76!=1)))&&((P5!=1)||(Speed_Right_Wheel_206!=1)))&&((P5!=1)||(Speed_Right_Wheel_3!=1)))&&((P5!=1)||(Speed_Right_Wheel_133!=1)))&&((P5!=1)||(Speed_Right_Wheel_68!=1)))&&((P5!=1)||(Speed_Right_Wheel_198!=1)))&&((P5!=1)||(Speed_Right_Wheel_125!=1)))&&((P5!=1)||(Speed_Right_Wheel_60!=1)))&&((P5!=1)||(Speed_Right_Wheel_190!=1)))&&((P5!=1)||(Speed_Right_Wheel_52!=1)))&&((P5!=1)||(Speed_Right_Wheel_117!=1)))&&((P5!=1)||(Speed_Right_Wheel_182!=1)))&&((P5!=1)||(Speed_Right_Wheel_247!=1)))&&((P5!=1)||(Speed_Right_Wheel_44!=1)))&&((P5!=1)||(Speed_Right_Wheel_109!=1)))&&((P5!=1)||(Speed_Right_Wheel_174!=1)))&&((P5!=1)||(Speed_Right_Wheel_239!=1)))&&((P5!=1)||(Speed_Right_Wheel_36!=1)))&&((P5!=1)||(Speed_Right_Wheel_101!=1)))&&((P5!=1)||(Speed_Right_Wheel_166!=1)))&&((P5!=1)||(Speed_Right_Wheel_231!=1)))&&((P5!=1)||(Speed_Right_Wheel_28!=1)))&&((P5!=1)||(Speed_Right_Wheel_93!=1)))&&((P5!=1)||(Speed_Right_Wheel_158!=1)))&&((P5!=1)||(Speed_Right_Wheel_223!=1)))&&((P5!=1)||(Speed_Right_Wheel_20!=1)))&&((P5!=1)||(Speed_Right_Wheel_85!=1)))&&((P5!=1)||(Speed_Right_Wheel_150!=1)))&&((P5!=1)||(Speed_Right_Wheel_215!=1)))&&((P5!=1)||(Speed_Right_Wheel_12!=1)))&&((P5!=1)||(Speed_Right_Wheel_77!=1)))&&((P5!=1)||(Speed_Right_Wheel_142!=1)))&&((P5!=1)||(Speed_Right_Wheel_207!=1)))&&((P5!=1)||(Speed_Right_Wheel_4!=1)))&&((P5!=1)||(Speed_Right_Wheel_69!=1)))&&((P5!=1)||(Speed_Right_Wheel_134!=1)))&&((P5!=1)||(Speed_Right_Wheel_199!=1)))&&((P5!=1)||(Speed_Right_Wheel_61!=1)))&&((P5!=1)||(Speed_Right_Wheel_126!=1)))&&((P5!=1)||(Speed_Right_Wheel_191!=1)))&&((P5!=1)||(Speed_Right_Wheel_53!=1)))&&((P5!=1)||(Speed_Right_Wheel_118!=1)))&&((P5!=1)||(Speed_Right_Wheel_248!=1)))&&((P5!=1)||(Speed_Right_Wheel_500!=1)))&&((P5!=1)||(Speed_Right_Wheel_183!=1)))&&((P5!=1)||(Speed_Right_Wheel_45!=1)))&&((P5!=1)||(Speed_Right_Wheel_110!=1)))&&((P5!=1)||(Speed_Right_Wheel_240!=1)))&&((P5!=1)||(Speed_Right_Wheel_175!=1)))&&((P5!=1)||(Speed_Right_Wheel_37!=1)))&&((P5!=1)||(Speed_Right_Wheel_102!=1)))&&((P5!=1)||(Speed_Right_Wheel_232!=1)))&&((P5!=1)||(Speed_Right_Wheel_167!=1)))&&((P5!=1)||(Speed_Right_Wheel_29!=1)))&&((P5!=1)||(Speed_Right_Wheel_94!=1)))&&((P5!=1)||(Speed_Right_Wheel_224!=1)))&&((P5!=1)||(Speed_Right_Wheel_159!=1)))&&((P5!=1)||(Speed_Right_Wheel_21!=1)))&&((P5!=1)||(Speed_Right_Wheel_86!=1)))&&((P5!=1)||(Speed_Right_Wheel_216!=1)))&&((P5!=1)||(Speed_Right_Wheel_151!=1)))&&((P5!=1)||(Speed_Right_Wheel_13!=1)))&&((P5!=1)||(Speed_Right_Wheel_78!=1)))&&((P5!=1)||(Speed_Right_Wheel_208!=1)))&&((P5!=1)||(Speed_Right_Wheel_143!=1)))&&((P5!=1)||(Speed_Right_Wheel_5!=1)))&&((P5!=1)||(Speed_Right_Wheel_70!=1)))&&((P5!=1)||(Speed_Right_Wheel_200!=1)))&&((P5!=1)||(Speed_Right_Wheel_135!=1)))&&((P5!=1)||(Speed_Right_Wheel_62!=1)))&&((P5!=1)||(Speed_Right_Wheel_192!=1)))&&((P5!=1)||(Speed_Right_Wheel_127!=1)))&&((P5!=1)||(Speed_Right_Wheel_54!=1)))&&((P5!=1)||(Speed_Right_Wheel_119!=1)))&&((P5!=1)||(Speed_Right_Wheel_184!=1)))&&((P5!=1)||(Speed_Right_Wheel_249!=1)))&&((P5!=1)||(Speed_Right_Wheel_46!=1)))&&((P5!=1)||(Speed_Right_Wheel_111!=1)))&&((P5!=1)||(Speed_Right_Wheel_176!=1)))&&((P5!=1)||(Speed_Right_Wheel_241!=1)))&&((P5!=1)||(Speed_Right_Wheel_38!=1)))&&((P5!=1)||(Speed_Right_Wheel_103!=1)))&&((P5!=1)||(Speed_Right_Wheel_168!=1)))&&((P5!=1)||(Speed_Right_Wheel_233!=1)))&&((P5!=1)||(Speed_Right_Wheel_30!=1)))&&((P5!=1)||(Speed_Right_Wheel_95!=1)))&&((P5!=1)||(Speed_Right_Wheel_160!=1)))&&((P5!=1)||(Speed_Right_Wheel_225!=1)))&&((P5!=1)||(Speed_Right_Wheel_22!=1)))&&((P5!=1)||(Speed_Right_Wheel_87!=1)))&&((P5!=1)||(Speed_Right_Wheel_152!=1)))&&((P5!=1)||(Speed_Right_Wheel_217!=1)))&&((P5!=1)||(Speed_Right_Wheel_14!=1)))&&((P5!=1)||(Speed_Right_Wheel_79!=1)))&&((P5!=1)||(Speed_Right_Wheel_144!=1)))&&((P5!=1)||(Speed_Right_Wheel_209!=1)))&&((P5!=1)||(Speed_Right_Wheel_6!=1)))&&((P5!=1)||(Speed_Right_Wheel_71!=1)))&&((P5!=1)||(Speed_Right_Wheel_136!=1)))&&((P5!=1)||(Speed_Right_Wheel_201!=1)))&&((P5!=1)||(Speed_Right_Wheel_250!=1)))&&((P5!=1)||(Speed_Right_Wheel_63!=1)))&&((P5!=1)||(Speed_Right_Wheel_128!=1)))&&((P5!=1)||(Speed_Right_Wheel_193!=1)))&&((P5!=1)||(Speed_Right_Wheel_242!=1)))&&((P5!=1)||(Speed_Right_Wheel_55!=1)))&&((P5!=1)||(Speed_Right_Wheel_185!=1)))&&((P5!=1)||(Speed_Right_Wheel_120!=1)))&&((P5!=1)||(Speed_Right_Wheel_234!=1)))&&((P5!=1)||(Speed_Right_Wheel_47!=1)))&&((P5!=1)||(Speed_Right_Wheel_177!=1)))&&((P5!=1)||(Speed_Right_Wheel_112!=1)))&&((P5!=1)||(Speed_Right_Wheel_226!=1)))&&((P5!=1)||(Speed_Right_Wheel_39!=1)))&&((P5!=1)||(Speed_Right_Wheel_169!=1)))&&((P5!=1)||(Speed_Right_Wheel_104!=1)))&&((P5!=1)||(Speed_Right_Wheel_218!=1)))&&((P5!=1)||(Speed_Right_Wheel_31!=1)))&&((P5!=1)||(Speed_Right_Wheel_161!=1)))&&((P5!=1)||(Speed_Right_Wheel_96!=1)))&&((P5!=1)||(Speed_Right_Wheel_210!=1)))&&((P5!=1)||(Speed_Right_Wheel_23!=1)))&&((P5!=1)||(Speed_Right_Wheel_153!=1)))&&((P5!=1)||(Speed_Right_Wheel_88!=1)))&&((P5!=1)||(Speed_Right_Wheel_202!=1)))&&((P5!=1)||(Speed_Right_Wheel_15!=1)))&&((P5!=1)||(Speed_Right_Wheel_145!=1)))&&((P5!=1)||(Speed_Right_Wheel_80!=1)))&&((P5!=1)||(Speed_Right_Wheel_194!=1)))&&((P5!=1)||(Speed_Right_Wheel_7!=1)))&&((P5!=1)||(Speed_Right_Wheel_137!=1)))&&((P5!=1)||(Speed_Right_Wheel_72!=1)))&&((P5!=1)||(Speed_Right_Wheel_186!=1)))&&((P5!=1)||(Speed_Right_Wheel_129!=1)))&&((P5!=1)||(Speed_Right_Wheel_64!=1)))&&((P5!=1)||(Speed_Right_Wheel_178!=1)))&&((P5!=1)||(Speed_Right_Wheel_243!=1)))&&((P5!=1)||(Speed_Right_Wheel_121!=1)))&&((P5!=1)||(Speed_Right_Wheel_56!=1)))&&((P5!=1)||(Speed_Right_Wheel_170!=1)))&&((P5!=1)||(Speed_Right_Wheel_235!=1)))&&((P5!=1)||(Speed_Right_Wheel_48!=1)))&&((P5!=1)||(Speed_Right_Wheel_113!=1)))&&((P5!=1)||(Speed_Right_Wheel_162!=1)))&&((P5!=1)||(Speed_Right_Wheel_227!=1)))&&((P5!=1)||(Speed_Right_Wheel_40!=1)))&&((P5!=1)||(Speed_Right_Wheel_105!=1)))&&((P5!=1)||(Speed_Right_Wheel_154!=1)))&&((P5!=1)||(Speed_Right_Wheel_219!=1)))&&((P5!=1)||(Speed_Right_Wheel_32!=1)))&&((P5!=1)||(Speed_Right_Wheel_97!=1)))&&((P5!=1)||(Speed_Right_Wheel_146!=1)))&&((P5!=1)||(Speed_Right_Wheel_211!=1)))&&((P5!=1)||(Speed_Right_Wheel_24!=1)))&&((P5!=1)||(Speed_Right_Wheel_89!=1)))&&((P5!=1)||(Speed_Right_Wheel_138!=1)))&&((P5!=1)||(Speed_Right_Wheel_203!=1)))&&((P5!=1)||(Speed_Right_Wheel_16!=1)))&&((P5!=1)||(Speed_Right_Wheel_81!=1)))&&((P5!=1)||(Speed_Right_Wheel_130!=1)))&&((P5!=1)||(Speed_Right_Wheel_195!=1)))&&((P5!=1)||(Speed_Right_Wheel_8!=1)))&&((P5!=1)||(Speed_Right_Wheel_73!=1)))&&((P5!=1)||(Speed_Right_Wheel_122!=1)))&&((P5!=1)||(Speed_Right_Wheel_187!=1)))&&((P5!=1)||(Speed_Right_Wheel_65!=1)))&&((P5!=1)||(Speed_Right_Wheel_114!=1)))&&((P5!=1)||(Speed_Right_Wheel_244!=1)))&&((P5!=1)||(Speed_Right_Wheel_179!=1)))&&((P5!=1)||(Speed_Right_Wheel_57!=1)))&&((P5!=1)||(Speed_Right_Wheel_106!=1)))&&((P5!=1)||(Speed_Right_Wheel_236!=1)))&&((P5!=1)||(Speed_Right_Wheel_171!=1)))&&((P5!=1)||(Speed_Right_Wheel_49!=1)))&&((P5!=1)||(Speed_Right_Wheel_98!=1)))&&((P5!=1)||(Speed_Right_Wheel_228!=1)))&&((P5!=1)||(Speed_Right_Wheel_163!=1)))&&((P5!=1)||(Speed_Right_Wheel_41!=1)))&&((P5!=1)||(Speed_Right_Wheel_90!=1)))&&((P5!=1)||(Speed_Right_Wheel_220!=1)))&&((P5!=1)||(Speed_Right_Wheel_155!=1)))&&((P5!=1)||(Speed_Right_Wheel_33!=1)))&&((P5!=1)||(Speed_Right_Wheel_82!=1)))&&((P5!=1)||(Speed_Right_Wheel_212!=1)))&&((P5!=1)||(Speed_Right_Wheel_147!=1)))&&((P5!=1)||(Speed_Right_Wheel_25!=1)))&&((P5!=1)||(Speed_Right_Wheel_74!=1)))&&((P5!=1)||(Speed_Right_Wheel_204!=1)))&&((P5!=1)||(Speed_Right_Wheel_139!=1)))&&((P5!=1)||(Speed_Right_Wheel_17!=1)))&&((P5!=1)||(Speed_Right_Wheel_66!=1)))&&((P5!=1)||(Speed_Right_Wheel_196!=1)))&&((P5!=1)||(Speed_Right_Wheel_131!=1)))&&((P5!=1)||(Speed_Right_Wheel_9!=1)))&&((P5!=1)||(Speed_Right_Wheel_188!=1)))&&((P5!=1)||(Speed_Right_Wheel_58!=1)))&&((P5!=1)||(Speed_Right_Wheel_123!=1)))&&((P5!=1)||(Speed_Right_Wheel_1!=1)))&&((P5!=1)||(Speed_Right_Wheel_50!=1)))&&((P5!=1)||(Speed_Right_Wheel_115!=1)))&&((P5!=1)||(Speed_Right_Wheel_180!=1)))&&((P5!=1)||(Speed_Right_Wheel_245!=1)))&&((P5!=1)||(Speed_Right_Wheel_42!=1)))&&((P5!=1)||(Speed_Right_Wheel_107!=1)))&&((P5!=1)||(Speed_Right_Wheel_172!=1)))&&((P5!=1)||(Speed_Right_Wheel_237!=1)))&&((P5!=1)||(Speed_Right_Wheel_34!=1)))&&((P5!=1)||(Speed_Right_Wheel_99!=1)))&&((P5!=1)||(Speed_Right_Wheel_164!=1)))&&((P5!=1)||(Speed_Right_Wheel_229!=1)))&&((P5!=1)||(Speed_Right_Wheel_26!=1)))&&((P5!=1)||(Speed_Right_Wheel_91!=1)))&&((P5!=1)||(Speed_Right_Wheel_156!=1)))&&((P5!=1)||(Speed_Right_Wheel_221!=1)))&&((P5!=1)||(Speed_Right_Wheel_18!=1)))&&((P5!=1)||(Speed_Right_Wheel_83!=1)))&&((P5!=1)||(Speed_Right_Wheel_148!=1)))&&((P5!=1)||(Speed_Right_Wheel_213!=1)))")))))))
Formula 0 simplified : !F(G"((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P3!=1)||(TheAltitude_390!=1))&&((P3!=1)||(TheAltitude_130!=1)))&&((P3!=1)||(TheAltitude_195!=1)))&&((P3!=1)||(TheAltitude_455!=1)))&&((P3!=1)||(TheAltitude_65!=1)))&&((P3!=1)||(TheAltitude_260!=1)))&&((P3!=1)||(TheAltitude_325!=1)))&&((P3!=1)||(TheAltitude_114!=1)))&&((P3!=1)||(TheAltitude_244!=1)))&&((P3!=1)||(TheAltitude_374!=1)))&&((P3!=1)||(TheAltitude_179!=1)))&&((P3!=1)||(TheAltitude_439!=1)))&&((P3!=1)||(TheAltitude_49!=1)))&&((P3!=1)||(TheAltitude_309!=1)))&&((P3!=1)||(TheAltitude_98!=1)))&&((P3!=1)||(TheAltitude_228!=1)))&&((P3!=1)||(TheAltitude_358!=1)))&&((P3!=1)||(TheAltitude_488!=1)))&&((P3!=1)||(TheAltitude_163!=1)))&&((P3!=1)||(TheAltitude_423!=1)))&&((P3!=1)||(TheAltitude_33!=1)))&&((P3!=1)||(TheAltitude_293!=1)))&&((P3!=1)||(TheAltitude_82!=1)))&&((P3!=1)||(TheAltitude_212!=1)))&&((P3!=1)||(TheAltitude_342!=1)))&&((P3!=1)||(TheAltitude_472!=1)))&&((P3!=1)||(TheAltitude_147!=1)))&&((P3!=1)||(TheAltitude_407!=1)))&&((P3!=1)||(TheAltitude_17!=1)))&&((P3!=1)||(TheAltitude_277!=1)))&&((P3!=1)||(TheAltitude_454!=1)))&&((P3!=1)||(TheAltitude_194!=1)))&&((P3!=1)||(TheAltitude_129!=1)))&&((P3!=1)||(TheAltitude_64!=1)))&&((P3!=1)||(TheAltitude_259!=1)))&&((P3!=1)||(TheAltitude_389!=1)))&&((P3!=1)||(TheAltitude_324!=1)))&&((P3!=1)||(TheAltitude_178!=1)))&&((P3!=1)||(TheAltitude_243!=1)))&&((P3!=1)||(TheAltitude_438!=1)))&&((P3!=1)||(TheAltitude_48!=1)))&&((P3!=1)||(TheAltitude_113!=1)))&&((P3!=1)||(TheAltitude_308!=1)))&&((P3!=1)||(TheAltitude_373!=1)))&&((P3!=1)||(TheAltitude_162!=1)))&&((P3!=1)||(TheAltitude_227!=1)))&&((P3!=1)||(TheAltitude_422!=1)))&&((P3!=1)||(TheAltitude_487!=1)))&&((P3!=1)||(TheAltitude_32!=1)))&&((P3!=1)||(TheAltitude_97!=1)))&&((P3!=1)||(TheAltitude_292!=1)))&&((P3!=1)||(TheAltitude_357!=1)))&&((P3!=1)||(TheAltitude_146!=1)))&&((P3!=1)||(TheAltitude_211!=1)))&&((P3!=1)||(TheAltitude_406!=1)))&&((P3!=1)||(TheAltitude_471!=1)))&&((P3!=1)||(TheAltitude_16!=1)))&&((P3!=1)||(TheAltitude_81!=1)))&&((P3!=1)||(TheAltitude_276!=1)))&&((P3!=1)||(TheAltitude_341!=1)))&&((P3!=1)||(TheAltitude_63!=1)))&&((P3!=1)||(TheAltitude_128!=1)))&&((P3!=1)||(TheAltitude_193!=1)))&&((P3!=1)||(TheAltitude_258!=1)))&&((P3!=1)||(TheAltitude_323!=1)))&&((P3!=1)||(TheAltitude_453!=1)))&&((P3!=1)||(TheAltitude_388!=1)))&&((P3!=1)||(TheAltitude_242!=1)))&&((P3!=1)||(TheAltitude_47!=1)))&&((P3!=1)||(TheAltitude_177!=1)))&&((P3!=1)||(TheAltitude_112!=1)))&&((P3!=1)||(TheAltitude_307!=1)))&&((P3!=1)||(TheAltitude_437!=1)))&&((P3!=1)||(TheAltitude_372!=1)))&&((P3!=1)||(TheAltitude_226!=1)))&&((P3!=1)||(TheAltitude_486!=1)))&&((P3!=1)||(TheAltitude_31!=1)))&&((P3!=1)||(TheAltitude_161!=1)))&&((P3!=1)||(TheAltitude_96!=1)))&&((P3!=1)||(TheAltitude_291!=1)))&&((P3!=1)||(TheAltitude_421!=1)))&&((P3!=1)||(TheAltitude_356!=1)))&&((P3!=1)||(TheAltitude_210!=1)))&&((P3!=1)||(TheAltitude_470!=1)))&&((P3!=1)||(TheAltitude_15!=1)))&&((P3!=1)||(TheAltitude_145!=1)))&&((P3!=1)||(TheAltitude_80!=1)))&&((P3!=1)||(TheAltitude_275!=1)))&&((P3!=1)||(TheAltitude_405!=1)))&&((P3!=1)||(TheAltitude_340!=1)))&&((P3!=1)||(TheAltitude_62!=1)))&&((P3!=1)||(TheAltitude_192!=1)))&&((P3!=1)||(TheAltitude_127!=1)))&&((P3!=1)||(TheAltitude_13!=1)))&&((P3!=1)||(TheAltitude_257!=1)))&&((P3!=1)||(TheAltitude_322!=1)))&&((P3!=1)||(TheAltitude_387!=1)))&&((P3!=1)||(TheAltitude_452!=1)))&&((P3!=1)||(TheAltitude_46!=1)))&&((P3!=1)||(TheAltitude_111!=1)))&&((P3!=1)||(TheAltitude_176!=1)))&&((P3!=1)||(TheAltitude_241!=1)))&&((P3!=1)||(TheAltitude_306!=1)))&&((P3!=1)||(TheAltitude_371!=1)))&&((P3!=1)||(TheAltitude_436!=1)))&&((P3!=1)||(TheAltitude_30!=1)))&&((P3!=1)||(TheAltitude_95!=1)))&&((P3!=1)||(TheAltitude_160!=1)))&&((P3!=1)||(TheAltitude_225!=1)))&&((P3!=1)||(TheAltitude_290!=1)))&&((P3!=1)||(TheAltitude_355!=1)))&&((P3!=1)||(TheAltitude_420!=1)))&&((P3!=1)||(TheAltitude_485!=1)))&&((P3!=1)||(TheAltitude_14!=1)))&&((P3!=1)||(TheAltitude_79!=1)))&&((P3!=1)||(TheAltitude_144!=1)))&&((P3!=1)||(TheAltitude_209!=1)))&&((P3!=1)||(TheAltitude_274!=1)))&&((P3!=1)||(TheAltitude_339!=1)))&&((P3!=1)||(TheAltitude_404!=1)))&&((P3!=1)||(TheAltitude_469!=1)))&&((P3!=1)||(TheAltitude_126!=1)))&&((P3!=1)||(TheAltitude_191!=1)))&&((P3!=1)||(TheAltitude_12!=1)))&&((P3!=1)||(TheAltitude_77!=1)))&&((P3!=1)||(TheAltitude_256!=1)))&&((P3!=1)||(TheAltitude_321!=1)))&&((P3!=1)||(TheAltitude_386!=1)))&&((P3!=1)||(TheAltitude_451!=1)))&&((P3!=1)||(TheAltitude_110!=1)))&&((P3!=1)||(TheAltitude_240!=1)))&&((P3!=1)||(TheAltitude_175!=1)))&&((P3!=1)||(TheAltitude_61!=1)))&&((P3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3!=1)||(TheAltitude_20!=1)))&&((P3!=1)||(TheAltitude_85!=1)))&&((P3!=1)||(TheAltitude_280!=1)))&&((P3!=1)||(TheAltitude_345!=1)))&&((P3!=1)||(TheAltitude_410!=1)))&&((P3!=1)||(TheAltitude_475!=1)))&&((P3!=1)||(TheAltitude_150!=1)))&&((P3!=1)||(TheAltitude_215!=1)))&&((P3!=1)||(TheAltitude_2!=1)))&&((P3!=1)||(TheAltitude_67!=1)))&&((P3!=1)||(TheAltitude_132!=1)))&&((P3!=1)||(TheAltitude_197!=1)))&&((P3!=1)||(TheAltitude_262!=1)))&&((P3!=1)||(TheAltitude_327!=1)))&&((P3!=1)||(TheAltitude_392!=1)))&&((P3!=1)||(TheAltitude_457!=1)))&&((P3!=1)||(TheAltitude_51!=1)))&&((P3!=1)||(TheAltitude_181!=1)))&&((P3!=1)||(TheAltitude_311!=1)))&&((P3!=1)||(TheAltitude_441!=1)))&&((P3!=1)||(TheAltitude_116!=1)))&&((P3!=1)||(TheAltitude_376!=1)))&&((P3!=1)||(TheAltitude_246!=1)))&&((P3!=1)||(TheAltitude_35!=1)))&&((P3!=1)||(TheAltitude_165!=1)))&&((P3!=1)||(TheAltitude_295!=1)))&&((P3!=1)||(TheAltitude_425!=1)))&&((P3!=1)||(TheAltitude_100!=1)))&&((P3!=1)||(TheAltitude_360!=1)))&&((P3!=1)||(TheAltitude_490!=1)))&&((P3!=1)||(TheAltitude_230!=1)))&&((P3!=1)||(TheAltitude_19!=1)))&&((P3!=1)||(TheAltitude_149!=1)))&&((P3!=1)||(TheAltitude_279!=1)))&&((P3!=1)||(TheAltitude_409!=1)))&&((P3!=1)||(TheAltitude_84!=1)))&&((P3!=1)||(TheAltitude_344!=1)))&&((P3!=1)||(TheAltitude_474!=1)))&&((P3!=1)||(TheAltitude_214!=1)))&&((P3!=1)||(TheAltitude_456!=1)))&&((P3!=1)||(TheAltitude_66!=1)))&&((P3!=1)||(TheAltitude_196!=1)))&&((P3!=1)||(TheAltitude_326!=1)))&&((P3!=1)||(TheAltitude_131!=1)))&&((P3!=1)||(TheAltitude_391!=1)))&&((P3!=1)||(TheAltitude_1!=1)))&&((P3!=1)||(TheAltitude_261!=1)))&&((P3!=1)||(TheAltitude_115!=1)))&&((P3!=1)||(TheAltitude_180!=1)))&&((P3!=1)||(TheAltitude_245!=1)))&&((P3!=1)||(TheAltitude_310!=1)))&&((P3!=1)||(TheAltitude_375!=1)))&&((P3!=1)||(TheAltitude_440!=1)))&&((P3!=1)||(TheAltitude_50!=1)))&&((P3!=1)||(TheAltitude_34!=1)))&&((P3!=1)||(TheAltitude_99!=1)))&&((P3!=1)||(TheAltitude_164!=1)))&&((P3!=1)||(TheAltitude_229!=1)))&&((P3!=1)||(TheAltitude_294!=1)))&&((P3!=1)||(TheAltitude_359!=1)))&&((P3!=1)||(TheAltitude_424!=1)))&&((P3!=1)||(TheAltitude_489!=1)))&&((P3!=1)||(TheAltitude_18!=1)))&&((P3!=1)||(TheAltitude_83!=1)))&&((P3!=1)||(TheAltitude_148!=1)))&&((P3!=1)||(TheAltitude_213!=1)))&&((P3!=1)||(TheAltitude_278!=1)))&&((P3!=1)||(TheAltitude_343!=1)))&&((P3!=1)||(TheAltitude_408!=1)))&&((P3!=1)||(TheAltitude_473!=1)))" & 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eAltitude_947!=1)))&&((P3!=1)||(TheAltitude_670!=1)))&&((P3!=1)||(TheAltitude_735!=1)))&&((P3!=1)||(TheAltitude_540!=1)))&&((P3!=1)||(TheAltitude_605!=1)))&&((P3!=1)||(TheAltitude_833!=1)))&&((P3!=1)||(TheAltitude_898!=1)))&&((P3!=1)||(TheAltitude_963!=1)))&&((P3!=1)||(TheAltitude_654!=1)))&&((P3!=1)||(TheAltitude_784!=1)))&&((P3!=1)||(TheAltitude_719!=1)))&&((P3!=1)||(TheAltitude_587!=1)))&&((P3!=1)||(TheAltitude_717!=1)))&&((P3!=1)||(TheAltitude_847!=1)))&&((P3!=1)||(TheAltitude_977!=1)))&&((P3!=1)||(TheAltitude_652!=1)))&&((P3!=1)||(TheAltitude_912!=1)))&&((P3!=1)||(TheAltitude_522!=1)))&&((P3!=1)||(TheAltitude_766!=1)))&&((P3!=1)||(TheAltitude_571!=1)))&&((P3!=1)||(TheAltitude_701!=1)))&&((P3!=1)||(TheAltitude_863!=1)))&&((P3!=1)||(TheAltitude_993!=1)))&&((P3!=1)||(TheAltitude_636!=1)))&&((P3!=1)||(TheAltitude_928!=1)))&&((P3!=1)||(TheAltitude_506!=1)))&&((P3!=1)||(TheAltitude_750!=1)))&&((P3!=1)||(TheAltitude_814!=1)))&&((P3!=1)||(TheAltitude_879!=1)))&&((P3!=1)||(TheAltitude_944!=1)))&&((P3!=1)||(TheAltitude_555!=1)))&&((P3!=1)||(TheAltitude_685!=1)))&&((P3!=1)||(TheAltitude_620!=1)))&&((P3!=1)||(TheAltitude_799!=1)))&&((P3!=1)||(TheAltitude_734!=1)))&&((P3!=1)||(TheAltitude_830!=1)))&&((P3!=1)||(TheAltitude_895!=1)))&&((P3!=1)||(TheAltitude_960!=1)))&&((P3!=1)||(TheAltitude_539!=1)))&&((P3!=1)||(TheAltitude_669!=1)))&&((P3!=1)||(TheAltitude_604!=1)))&&((P3!=1)||(TheAltitude_718!=1)))&&((P3!=1)||(TheAltitude_783!=1)))&&((P3!=1)||(TheAltitude_521!=1)))&&((P3!=1)||(TheAltitude_586!=1)))&&((P3!=1)||(TheAltitude_651!=1)))&&((P3!=1)||(TheAltitude_716!=1)))&&((P3!=1)||(TheAltitude_781!=1)))&&((P3!=1)||(TheAltitude_848!=1)))&&((P3!=1)||(TheAltitude_913!=1)))&&((P3!=1)||(TheAltitude_978!=1)))&&((P3!=1)||(TheAltitude_505!=1)))&&((P3!=1)||(TheAltitude_570!=1)))&&((P3!=1)||(TheAltitude_635!=1)))&&((P3!=1)||(TheAltitude_700!=1)))&&((P3!=1)||(TheAltitude_765!=1)))&&((P3!=1)||(TheAltitude_864!=1)))&&((P3!=1)||(TheAltitude_929!=1)))&&((P3!=1)||(TheAltitude_994!=1)))&&((P3!=1)||(TheAltitude_554!=1)))&&((P3!=1)||(TheAltitude_619!=1)))&&((P3!=1)||(TheAltitude_684!=1)))&&((P3!=1)||(TheAltitude_749!=1)))&&((P3!=1)||(TheAltitude_815!=1)))&&((P3!=1)||(TheAltitude_945!=1)))&&((P3!=1)||(TheAltitude_880!=1)))&&((P3!=1)||(TheAltitude_798!=1)))&&((P3!=1)||(TheAltitude_538!=1)))&&((P3!=1)||(TheAltitude_603!=1)))&&((P3!=1)||(TheAltitude_668!=1)))&&((P3!=1)||(TheAltitude_733!=1)))&&((P3!=1)||(TheAltitude_831!=1)))&&((P3!=1)||(TheAltitude_961!=1)))&&((P3!=1)||(TheAltitude_896!=1)))&&((P3!=1)||(TheAltitude_782!=1)))" & 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ight_Wheel_150!=1)))&&((P5!=1)||(Speed_Right_Wheel_215!=1)))&&((P5!=1)||(Speed_Right_Wheel_12!=1)))&&((P5!=1)||(Speed_Right_Wheel_77!=1)))&&((P5!=1)||(Speed_Right_Wheel_142!=1)))&&((P5!=1)||(Speed_Right_Wheel_207!=1)))&&((P5!=1)||(Speed_Right_Wheel_4!=1)))&&((P5!=1)||(Speed_Right_Wheel_69!=1)))&&((P5!=1)||(Speed_Right_Wheel_134!=1)))&&((P5!=1)||(Speed_Right_Wheel_199!=1)))&&((P5!=1)||(Speed_Right_Wheel_61!=1)))&&((P5!=1)||(Speed_Right_Wheel_126!=1)))&&((P5!=1)||(Speed_Right_Wheel_191!=1)))&&((P5!=1)||(Speed_Right_Wheel_53!=1)))&&((P5!=1)||(Speed_Right_Wheel_118!=1)))&&((P5!=1)||(Speed_Right_Wheel_248!=1)))&&((P5!=1)||(Speed_Right_Wheel_500!=1)))&&((P5!=1)||(Speed_Right_Wheel_183!=1)))&&((P5!=1)||(Speed_Right_Wheel_45!=1)))&&((P5!=1)||(Speed_Right_Wheel_110!=1)))&&((P5!=1)||(Speed_Right_Wheel_240!=1)))&&((P5!=1)||(Speed_Right_Wheel_175!=1)))&&((P5!=1)||(Speed_Right_Wheel_37!=1)))&&((P5!=1)||(Speed_Right_Wheel_102!=1)))&&((P5!=1)||(Speed_Right_Wheel_232!=1)))&&((P5!=1)||(Speed_Right_Wheel_167!=1)))&&((P5!=1)||(Speed_Right_Wheel_29!=1)))&&((P5!=1)||(Speed_Right_Wheel_94!=1)))&&((P5!=1)||(Speed_Right_Wheel_224!=1)))&&((P5!=1)||(Speed_Right_Wheel_159!=1)))&&((P5!=1)||(Speed_Right_Wheel_21!=1)))&&((P5!=1)||(Speed_Right_Wheel_86!=1)))&&((P5!=1)||(Speed_Right_Wheel_216!=1)))&&((P5!=1)||(Speed_Right_Wheel_151!=1)))&&((P5!=1)||(Speed_Right_Wheel_13!=1)))&&((P5!=1)||(Speed_Right_Wheel_78!=1)))&&((P5!=1)||(Speed_Right_Wheel_208!=1)))&&((P5!=1)||(Speed_Right_Wheel_143!=1)))&&((P5!=1)||(Speed_Right_Wheel_5!=1)))&&((P5!=1)||(Speed_Right_Wheel_70!=1)))&&((P5!=1)||(Speed_Right_Wheel_200!=1)))&&((P5!=1)||(Speed_Right_Wheel_135!=1)))&&((P5!=1)||(Speed_Right_Wheel_62!=1)))&&((P5!=1)||(Speed_Right_Wheel_192!=1)))&&((P5!=1)||(Speed_Right_Wheel_127!=1)))&&((P5!=1)||(Speed_Right_Wheel_54!=1)))&&((P5!=1)||(Speed_Right_Wheel_119!=1)))&&((P5!=1)||(Speed_Right_Wheel_184!=1)))&&((P5!=1)||(Speed_Right_Wheel_249!=1)))&&((P5!=1)||(Speed_Right_Wheel_46!=1)))&&((P5!=1)||(Speed_Right_Wheel_111!=1)))&&((P5!=1)||(Speed_Right_Wheel_176!=1)))&&((P5!=1)||(Speed_Right_Wheel_241!=1)))&&((P5!=1)||(Speed_Right_Wheel_38!=1)))&&((P5!=1)||(Speed_Right_Wheel_103!=1)))&&((P5!=1)||(Speed_Right_Wheel_168!=1)))&&((P5!=1)||(Speed_Right_Wheel_233!=1)))&&((P5!=1)||(Speed_Right_Wheel_30!=1)))&&((P5!=1)||(Speed_Right_Wheel_95!=1)))&&((P5!=1)||(Speed_Right_Wheel_160!=1)))&&((P5!=1)||(Speed_Right_Wheel_225!=1)))&&((P5!=1)||(Speed_Right_Wheel_22!=1)))&&((P5!=1)||(Speed_Right_Wheel_87!=1)))&&((P5!=1)||(Speed_Right_Wheel_152!=1)))&&((P5!=1)||(Speed_Right_Wheel_217!=1)))&&((P5!=1)||(Speed_Right_Wheel_14!=1)))&&((P5!=1)||(Speed_Right_Wheel_79!=1)))&&((P5!=1)||(Speed_Right_Wheel_144!=1)))&&((P5!=1)||(Speed_Right_Wheel_209!=1)))&&((P5!=1)||(Speed_Right_Wheel_6!=1)))&&((P5!=1)||(Speed_Right_Wheel_71!=1)))&&((P5!=1)||(Speed_Right_Wheel_136!=1)))&&((P5!=1)||(Speed_Right_Wheel_201!=1)))&&((P5!=1)||(Speed_Right_Wheel_250!=1)))&&((P5!=1)||(Speed_Right_Wheel_63!=1)))&&((P5!=1)||(Speed_Right_Wheel_128!=1)))&&((P5!=1)||(Speed_Right_Wheel_193!=1)))&&((P5!=1)||(Speed_Right_Wheel_242!=1)))&&((P5!=1)||(Speed_Right_Wheel_55!=1)))&&((P5!=1)||(Speed_Right_Wheel_185!=1)))&&((P5!=1)||(Speed_Right_Wheel_120!=1)))&&((P5!=1)||(Speed_Right_Wheel_234!=1)))&&((P5!=1)||(Speed_Right_Wheel_47!=1)))&&((P5!=1)||(Speed_Right_Wheel_177!=1)))&&((P5!=1)||(Speed_Right_Wheel_112!=1)))&&((P5!=1)||(Speed_Right_Wheel_226!=1)))&&((P5!=1)||(Speed_Right_Wheel_39!=1)))&&((P5!=1)||(Speed_Right_Wheel_169!=1)))&&((P5!=1)||(Speed_Right_Wheel_104!=1)))&&((P5!=1)||(Speed_Right_Wheel_218!=1)))&&((P5!=1)||(Speed_Right_Wheel_31!=1)))&&((P5!=1)||(Speed_Right_Wheel_161!=1)))&&((P5!=1)||(Speed_Right_Wheel_96!=1)))&&((P5!=1)||(Speed_Right_Wheel_210!=1)))&&((P5!=1)||(Speed_Right_Wheel_23!=1)))&&((P5!=1)||(Speed_Right_Wheel_153!=1)))&&((P5!=1)||(Speed_Right_Wheel_88!=1)))&&((P5!=1)||(Speed_Right_Wheel_202!=1)))&&((P5!=1)||(Speed_Right_Wheel_15!=1)))&&((P5!=1)||(Speed_Right_Wheel_145!=1)))&&((P5!=1)||(Speed_Right_Wheel_80!=1)))&&((P5!=1)||(Speed_Right_Wheel_194!=1)))&&((P5!=1)||(Speed_Right_Wheel_7!=1)))&&((P5!=1)||(Speed_Right_Wheel_137!=1)))&&((P5!=1)||(Speed_Right_Wheel_72!=1)))&&((P5!=1)||(Speed_Right_Wheel_186!=1)))&&((P5!=1)||(Speed_Right_Wheel_129!=1)))&&((P5!=1)||(Speed_Right_Wheel_64!=1)))&&((P5!=1)||(Speed_Right_Wheel_178!=1)))&&((P5!=1)||(Speed_Right_Wheel_243!=1)))&&((P5!=1)||(Speed_Right_Wheel_121!=1)))&&((P5!=1)||(Speed_Right_Wheel_56!=1)))&&((P5!=1)||(Speed_Right_Wheel_170!=1)))&&((P5!=1)||(Speed_Right_Wheel_235!=1)))&&((P5!=1)||(Speed_Right_Wheel_48!=1)))&&((P5!=1)||(Speed_Right_Wheel_113!=1)))&&((P5!=1)||(Speed_Right_Wheel_162!=1)))&&((P5!=1)||(Speed_Right_Wheel_227!=1)))&&((P5!=1)||(Speed_Right_Wheel_40!=1)))&&((P5!=1)||(Speed_Right_Wheel_105!=1)))&&((P5!=1)||(Speed_Right_Wheel_154!=1)))&&((P5!=1)||(Speed_Right_Wheel_219!=1)))&&((P5!=1)||(Speed_Right_Wheel_32!=1)))&&((P5!=1)||(Speed_Right_Wheel_97!=1)))&&((P5!=1)||(Speed_Right_Wheel_146!=1)))&&((P5!=1)||(Speed_Right_Wheel_211!=1)))&&((P5!=1)||(Speed_Right_Wheel_24!=1)))&&((P5!=1)||(Speed_Right_Wheel_89!=1)))&&((P5!=1)||(Speed_Right_Wheel_138!=1)))&&((P5!=1)||(Speed_Right_Wheel_203!=1)))&&((P5!=1)||(Speed_Right_Wheel_16!=1)))&&((P5!=1)||(Speed_Right_Wheel_81!=1)))&&((P5!=1)||(Speed_Right_Wheel_130!=1)))&&((P5!=1)||(Speed_Right_Wheel_195!=1)))&&((P5!=1)||(Speed_Right_Wheel_8!=1)))&&((P5!=1)||(Speed_Right_Wheel_73!=1)))&&((P5!=1)||(Speed_Right_Wheel_122!=1)))&&((P5!=1)||(Speed_Right_Wheel_187!=1)))&&((P5!=1)||(Speed_Right_Wheel_65!=1)))&&((P5!=1)||(Speed_Right_Wheel_114!=1)))&&((P5!=1)||(Speed_Right_Wheel_244!=1)))&&((P5!=1)||(Speed_Right_Wheel_179!=1)))&&((P5!=1)||(Speed_Right_Wheel_57!=1)))&&((P5!=1)||(Speed_Right_Wheel_106!=1)))&&((P5!=1)||(Speed_Right_Wheel_236!=1)))&&((P5!=1)||(Speed_Right_Wheel_171!=1)))&&((P5!=1)||(Speed_Right_Wheel_49!=1)))&&((P5!=1)||(Speed_Right_Wheel_98!=1)))&&((P5!=1)||(Speed_Right_Wheel_228!=1)))&&((P5!=1)||(Speed_Right_Wheel_163!=1)))&&((P5!=1)||(Speed_Right_Wheel_41!=1)))&&((P5!=1)||(Speed_Right_Wheel_90!=1)))&&((P5!=1)||(Speed_Right_Wheel_220!=1)))&&((P5!=1)||(Speed_Right_Wheel_155!=1)))&&((P5!=1)||(Speed_Right_Wheel_33!=1)))&&((P5!=1)||(Speed_Right_Wheel_82!=1)))&&((P5!=1)||(Speed_Right_Wheel_212!=1)))&&((P5!=1)||(Speed_Right_Wheel_147!=1)))&&((P5!=1)||(Speed_Right_Wheel_25!=1)))&&((P5!=1)||(Speed_Right_Wheel_74!=1)))&&((P5!=1)||(Speed_Right_Wheel_204!=1)))&&((P5!=1)||(Speed_Right_Wheel_139!=1)))&&((P5!=1)||(Speed_Right_Wheel_17!=1)))&&((P5!=1)||(Speed_Right_Wheel_66!=1)))&&((P5!=1)||(Speed_Right_Wheel_196!=1)))&&((P5!=1)||(Speed_Right_Wheel_131!=1)))&&((P5!=1)||(Speed_Right_Wheel_9!=1)))&&((P5!=1)||(Speed_Right_Wheel_188!=1)))&&((P5!=1)||(Speed_Right_Wheel_58!=1)))&&((P5!=1)||(Speed_Right_Wheel_123!=1)))&&((P5!=1)||(Speed_Right_Wheel_1!=1)))&&((P5!=1)||(Speed_Right_Wheel_50!=1)))&&((P5!=1)||(Speed_Right_Wheel_115!=1)))&&((P5!=1)||(Speed_Right_Wheel_180!=1)))&&((P5!=1)||(Speed_Right_Wheel_245!=1)))&&((P5!=1)||(Speed_Right_Wheel_42!=1)))&&((P5!=1)||(Speed_Right_Wheel_107!=1)))&&((P5!=1)||(Speed_Right_Wheel_172!=1)))&&((P5!=1)||(Speed_Right_Wheel_237!=1)))&&((P5!=1)||(Speed_Right_Wheel_34!=1)))&&((P5!=1)||(Speed_Right_Wheel_99!=1)))&&((P5!=1)||(Speed_Right_Wheel_164!=1)))&&((P5!=1)||(Speed_Right_Wheel_229!=1)))&&((P5!=1)||(Speed_Right_Wheel_26!=1)))&&((P5!=1)||(Speed_Right_Wheel_91!=1)))&&((P5!=1)||(Speed_Right_Wheel_156!=1)))&&((P5!=1)||(Speed_Right_Wheel_221!=1)))&&((P5!=1)||(Speed_Right_Wheel_18!=1)))&&((P5!=1)||(Speed_Right_Wheel_83!=1)))&&((P5!=1)||(Speed_Right_Wheel_148!=1)))&&((P5!=1)||(Speed_Right_Wheel_213!=1)))"))
Detected timeout of ITS tools.
[2021-05-08 06:37:33] [INFO ] Flatten gal took : 79 ms
[2021-05-08 06:37:33] [INFO ] Applying decomposition
[2021-05-08 06:37:34] [INFO ] Flatten gal took : 81 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/graph4733733346798769178.txt, -o, /tmp/graph4733733346798769178.bin, -w, /tmp/graph4733733346798769178.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/graph4733733346798769178.bin, -l, -1, -v, -w, /tmp/graph4733733346798769178.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-05-08 06:37:34] [INFO ] Decomposing Gal with order
[2021-05-08 06:37:34] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-05-08 06:37:35] [INFO ] Removed a total of 1250 redundant transitions.
[2021-05-08 06:37:35] [INFO ] Flatten gal took : 1212 ms
[2021-05-08 06:37:35] [INFO ] Fuse similar labels procedure discarded/fused a total of 1254 labels/synchronizations in 66 ms.
[2021-05-08 06:37:35] [INFO ] Time to serialize gal into /tmp/LTL9123153182927767174.gal : 7 ms
[2021-05-08 06:37:35] [INFO ] Time to serialize properties into /tmp/LTL1804885337737435035.ltl : 9 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/LTL9123153182927767174.gal, -t, CGAL, -LTL, /tmp/LTL1804885337737435035.ltl, -c, -stutter-deadlock], workingDir=/home/mcc/execution]

its-ltl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/LTL9123153182927767174.gal -t CGAL -LTL /tmp/LTL1804885337737435035.ltl -c -stutter-deadlock
Read 1 LTL properties
Checking formula 0 : !((F((G("((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((u3.P3!=1)||(u4.TheAltitude_390!=1))&&((u3.P3!=1)||(u4.TheAltitude_130!=1)))&&((u3.P3!=1)||(u4.TheAltitude_195!=1)))&&((u3.P3!=1)||(u4.TheAltitude_455!=1)))&&((u3.P3!=1)||(u4.TheAltitude_65!=1)))&&((u3.P3!=1)||(u4.TheAltitude_260!=1)))&&((u3.P3!=1)||(u4.TheAltitude_325!=1)))&&((u3.P3!=1)||(u4.TheAltitude_114!=1)))&&((u3.P3!=1)||(u4.TheAltitude_244!=1)))&&((u3.P3!=1)||(u4.TheAltitude_374!=1)))&&((u3.P3!=1)||(u4.TheAltitude_179!=1)))&&((u3.P3!=1)||(u4.TheAltitude_439!=1)))&&((u3.P3!=1)||(u4.TheAltitude_49!=1)))&&((u3.P3!=1)||(u4.TheAltitude_309!=1)))&&((u3.P3!=1)||(u4.TheAltitude_98!=1)))&&((u3.P3!=1)||(u4.TheAltitude_228!=1)))&&((u3.P3!=1)||(u4.TheAltitude_358!=1)))&&((u3.P3!=1)||(u4.TheAltitude_488!=1)))&&((u3.P3!=1)||(u4.TheAltitude_163!=1)))&&((u3.P3!=1)||(u4.TheAltitude_423!=1)))&&((u3.P3!=1)||(u4.TheAltitude_33!=1)))&&((u3.P3!=1)||(u4.TheAltitude_293!=1)))&&((u3.P3!=1)||(u4.TheAltitude_82!=1)))&&((u3.P3!=1)||(u4.TheAltitude_212!=1)))&&((u3.P3!=1)||(u4.TheAltitude_342!=1)))&&((u3.P3!=1)||(u4.TheAltitude_472!=1)))&&((u3.P3!=1)||(u4.TheAltitude_147!=1)))&&((u3.P3!=1)||(u4.TheAltitude_407!=1)))&&((u3.P3!=1)||(u4.TheAltitude_17!=1)))&&((u3.P3!=1)||(u4.TheAltitude_277!=1)))&&((u3.P3!=1)||(u4.TheAltitude_454!=1)))&&((u3.P3!=1)||(u4.TheAltitude_194!=1)))&&((u3.P3!=1)||(u4.TheAltitude_129!=1)))&&((u3.P3!=1)||(u4.TheAltitude_64!=1)))&&((u3.P3!=1)||(u4.TheAltitude_259!=1)))&&((u3.P3!=1)||(u4.TheAltitude_389!=1)))&&((u3.P3!=1)||(u4.TheAltitude_324!=1)))&&((u3.P3!=1)||(u4.TheAltitude_178!=1)))&&((u3.P3!=1)||(u4.TheAltitude_243!=1)))&&((u3.P3!=1)||(u4.TheAltitude_438!=1)))&&((u3.P3!=1)||(u4.TheAltitude_48!=1)))&&((u3.P3!=1)||(u4.TheAltitude_113!=1)))&&((u3.P3!=1)||(u4.TheAltitude_308!=1)))&&((u3.P3!=1)||(u4.TheAltitude_373!=1)))&&((u3.P3!=1)||(u4.TheAltitude_162!=1)))&&((u3.P3!=1)||(u4.TheAltitude_227!=1)))&&((u3.P3!=1)||(u4.TheAltitude_422!=1)))&&((u3.P3!=1)||(u4.TheAltitude_487!=1)))&&((u3.P3!=1)||(u4.TheAltitude_32!=1)))&&((u3.P3!=1)||(u4.TheAltitude_97!=1)))&&((u3.P3!=1)||(u4.TheAltitude_292!=1)))&&((u3.P3!=1)||(u4.TheAltitude_357!=1)))&&((u3.P3!=1)||(u4.TheAltitude_146!=1)))&&((u3.P3!=1)||(u4.TheAltitude_211!=1)))&&((u3.P3!=1)||(u4.TheAltitude_406!=1)))&&((u3.P3!=1)||(u4.TheAltitude_471!=1)))&&((u3.P3!=1)||(u4.TheAltitude_16!=1)))&&((u3.P3!=1)||(u4.TheAltitude_81!=1)))&&((u3.P3!=1)||(u4.TheAltitude_276!=1)))&&((u3.P3!=1)||(u4.TheAltitude_341!=1)))&&((u3.P3!=1)||(u4.TheAltitude_63!=1)))&&((u3.P3!=1)||(u4.TheAltitude_128!=1)))&&((u3.P3!=1)||(u4.TheAltitude_193!=1)))&&((u3.P3!=1)||(u4.TheAltitude_258!=1)))&&((u3.P3!=1)||(u4.TheAltitude_323!=1)))&&((u3.P3!=1)||(u4.TheAltitude_453!=1)))&&((u3.P3!=1)||(u4.TheAltitude_388!=1)))&&((u3.P3!=1)||(u4.TheAltitude_242!=1)))&&((u3.P3!=1)||(u4.TheAltitude_47!=1)))&&((u3.P3!=1)||(u4.TheAltitude_177!=1)))&&((u3.P3!=1)||(u4.TheAltitude_112!=1)))&&((u3.P3!=1)||(u4.TheAltitude_307!=1)))&&((u3.P3!=1)||(u4.TheAltitude_437!=1)))&&((u3.P3!=1)||(u4.TheAltitude_372!=1)))&&((u3.P3!=1)||(u4.TheAltitude_226!=1)))&&((u3.P3!=1)||(u4.TheAltitude_486!=1)))&&((u3.P3!=1)||(u4.TheAltitude_31!=1)))&&((u3.P3!=1)||(u4.TheAltitude_161!=1)))&&((u3.P3!=1)||(u4.TheAltitude_96!=1)))&&((u3.P3!=1)||(u4.TheAltitude_291!=1)))&&((u3.P3!=1)||(u4.TheAltitude_421!=1)))&&((u3.P3!=1)||(u4.TheAltitude_356!=1)))&&((u3.P3!=1)||(u4.TheAltitude_210!=1)))&&((u3.P3!=1)||(u4.TheAltitude_470!=1)))&&((u3.P3!=1)||(u4.TheAltitude_15!=1)))&&((u3.P3!=1)||(u4.TheAltitude_145!=1)))&&((u3.P3!=1)||(u4.TheAltitude_80!=1)))&&((u3.P3!=1)||(u4.TheAltitude_275!=1)))&&((u3.P3!=1)||(u4.TheAltitude_405!=1)))&&((u3.P3!=1)||(u4.TheAltitude_340!=1)))&&((u3.P3!=1)||(u4.TheAltitude_62!=1)))&&((u3.P3!=1)||(u4.TheAltitude_192!=1)))&&((u3.P3!=1)||(u4.TheAltitude_127!=1)))&&((u3.P3!=1)||(u4.TheAltitude_13!=1)))&&((u3.P3!=1)||(u4.TheAltitude_257!=1)))&&((u3.P3!=1)||(u4.TheAltitude_322!=1)))&&((u3.P3!=1)||(u4.TheAltitude_387!=1)))&&((u3.P3!=1)||(u4.TheAltitude_452!=1)))&&((u3.P3!=1)||(u4.TheAltitude_46!=1)))&&((u3.P3!=1)||(u4.TheAltitude_111!=1)))&&((u3.P3!=1)||(u4.TheAltitude_176!=1)))&&((u3.P3!=1)||(u4.TheAltitude_241!=1)))&&((u3.P3!=1)||(u4.TheAltitude_306!=1)))&&((u3.P3!=1)||(u4.TheAltitude_371!=1)))&&((u3.P3!=1)||(u4.TheAltitude_436!=1)))&&((u3.P3!=1)||(u4.TheAltitude_30!=1)))&&((u3.P3!=1)||(u4.TheAltitude_95!=1)))&&((u3.P3!=1)||(u4.TheAltitude_160!=1)))&&((u3.P3!=1)||(u4.TheAltitude_225!=1)))&&((u3.P3!=1)||(u4.TheAltitude_290!=1)))&&((u3.P3!=1)||(u4.TheAltitude_355!=1)))&&((u3.P3!=1)||(u4.TheAltitude_420!=1)))&&((u3.P3!=1)||(u4.TheAltitude_485!=1))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itude_416!=1)))&&((u3.P3!=1)||(u4.TheAltitude_481!=1)))&&((u3.P3!=1)||(u4.TheAltitude_26!=1)))&&((u3.P3!=1)||(u4.TheAltitude_91!=1)))&&((u3.P3!=1)||(u4.TheAltitude_156!=1)))&&((u3.P3!=1)||(u4.TheAltitude_221!=1)))&&((u3.P3!=1)||(u4.TheAltitude_270!=1)))&&((u3.P3!=1)||(u4.TheAltitude_335!=1)))&&((u3.P3!=1)||(u4.TheAltitude_400!=1)))&&((u3.P3!=1)||(u4.TheAltitude_465!=1)))&&((u3.P3!=1)||(u4.TheAltitude_268!=1)))&&((u3.P3!=1)||(u4.TheAltitude_333!=1)))&&((u3.P3!=1)||(u4.TheAltitude_382!=1)))&&((u3.P3!=1)||(u4.TheAltitude_138!=1)))&&((u3.P3!=1)||(u4.TheAltitude_203!=1)))&&((u3.P3!=1)||(u4.TheAltitude_447!=1)))&&((u3.P3!=1)||(u4.TheAltitude_8!=1)))&&((u3.P3!=1)||(u4.TheAltitude_73!=1)))&&((u3.P3!=1)||(u4.TheAltitude_317!=1)))&&((u3.P3!=1)||(u4.TheAltitude_252!=1)))&&((u3.P3!=1)||(u4.TheAltitude_366!=1)))&&((u3.P3!=1)||(u4.TheAltitude_496!=1)))&&((u3.P3!=1)||(u4.TheAltitude_122!=1)))&&((u3.P3!=1)||(u4.TheAltitude_187!=1)))&&((u3.P3!=1)||(u4.TheAltitude_431!=1)))&&((u3.P3!=1)||(u4.TheAltitude_57!=1)))&&((u3.P3!=1)||(u4.TheAltitude_301!=1)))&&((u3.P3!=1)||(u4.TheAltitude_106!=1)))&&((u3.P3!=1)||(u4.TheAltitude_236!=1)))&&((u3.P3!=1)||(u4.TheAltitude_350!=1)))&&((u3.P3!=1)||(u4.TheAltitude_480!=1)))&&((u3.P3!=1)||(u4.TheAltitude_171!=1)))&&((u3.P3!=1)||(u4.TheAltitude_415!=1)))&&((u3.P3!=1)||(u4.TheAltitude_41!=1)))&&((u3.P3!=1)||(u4.TheAltitude_285!=1)))&&((u3.P3!=1)||(u4.TheAltitude_90!=1)))&&((u3.P3!=1)||(u4.TheAltitude_220!=1)))&&((u3.P3!=1)||(u4.TheAltitude_334!=1)))&&((u3.P3!=1)||(u4.TheAltitude_464!=1)))&&((u3.P3!=1)||(u4.TheAltitude_155!=1)))&&((u3.P3!=1)||(u4.TheAltitude_399!=1)))&&((u3.P3!=1)||(u4.TheAltitude_25!=1)))&&((u3.P3!=1)||(u4.TheAltitude_267!=1)))&&((u3.P3!=1)||(u4.TheAltitude_397!=1)))&&((u3.P3!=1)||(u4.TheAltitude_332!=1)))&&((u3.P3!=1)||(u4.TheAltitude_446!=1)))&&((u3.P3!=1)||(u4.TheAltitude_202!=1)))&&((u3.P3!=1)||(u4.TheAltitude_7!=1)))&&((u3.P3!=1)||(u4.TheAltitude_137!=1)))&&((u3.P3!=1)||(u4.TheAltitude_72!=1)))&&((u3.P3!=1)||(u4.TheAltitude_316!=1)))&&((u3.P3!=1)||(u4.TheAltitude_381!=1)))&&((u3.P3!=1)||(u4.TheAltitude_251!=1)))&&((u3.P3!=1)||(u4.TheAltitude_430!=1)))&&((u3.P3!=1)||(u4.TheAltitude_495!=1)))&&((u3.P3!=1)||(u4.TheAltitude_186!=1)))&&((u3.P3!=1)||(u4.TheAltitude_121!=1)))&&((u3.P3!=1)||(u4.TheAltitude_56!=1)))&&((u3.P3!=1)||(u4.TheAltitude_300!=1)))&&((u3.P3!=1)||(u4.TheAltitude_365!=1)))&&((u3.P3!=1)||(u4.TheAltitude_170!=1)))&&((u3.P3!=1)||(u4.TheAltitude_235!=1)))&&((u3.P3!=1)||(u4.TheAltitude_414!=1)))&&((u3.P3!=1)||(u4.TheAltitude_479!=1)))&&((u3.P3!=1)||(u4.TheAltitude_40!=1)))&&((u3.P3!=1)||(u4.TheAltitude_105!=1)))&&((u3.P3!=1)||(u4.TheAltitude_284!=1)))&&((u3.P3!=1)||(u4.TheAltitude_349!=1)))&&((u3.P3!=1)||(u4.TheAltitude_154!=1)))&&((u3.P3!=1)||(u4.TheAltitude_219!=1)))&&((u3.P3!=1)||(u4.TheAltitude_398!=1)))&&((u3.P3!=1)||(u4.TheAltitude_463!=1)))&&((u3.P3!=1)||(u4.TheAltitude_24!=1)))&&((u3.P3!=1)||(u4.TheAltitude_89!=1)))&&((u3.P3!=1)||(u4.TheAltitude_266!=1)))&&((u3.P3!=1)||(u4.TheAltitude_331!=1)))&&((u3.P3!=1)||(u4.TheAltitude_396!=1)))&&((u3.P3!=1)||(u4.TheAltitude_461!=1)))&&((u3.P3!=1)||(u4.TheAltitude_6!=1)))&&((u3.P3!=1)||(u4.TheAltitude_71!=1)))&&((u3.P3!=1)||(u4.TheAltitude_136!=1)))&&((u3.P3!=1)||(u4.TheAltitude_201!=1)))&&((u3.P3!=1)||(u4.TheAltitude_315!=1)))&&((u3.P3!=1)||(u4.TheAltitude_445!=1)))&&((u3.P3!=1)||(u4.TheAltitude_380!=1)))&&((u3.P3!=1)||(u4.TheAltitude_250!=1)))&&((u3.P3!=1)||(u4.TheAltitude_494!=1)))&&((u3.P3!=1)||(u4.TheAltitude_55!=1)))&&((u3.P3!=1)||(u4.TheAltitude_120!=1)))&&((u3.P3!=1)||(u4.TheAltitude_185!=1)))&&((u3.P3!=1)||(u4.TheAltitude_299!=1)))&&((u3.P3!=1)||(u4.TheAltitude_429!=1)))&&((u3.P3!=1)||(u4.TheAltitude_364!=1)))&&((u3.P3!=1)||(u4.TheAltitude_234!=1)))&&((u3.P3!=1)||(u4.TheAltitude_478!=1)))&&((u3.P3!=1)||(u4.TheAltitude_39!=1)))&&((u3.P3!=1)||(u4.TheAltitude_169!=1)))&&((u3.P3!=1)||(u4.TheAltitude_104!=1)))&&((u3.P3!=1)||(u4.TheAltitude_283!=1)))&&((u3.P3!=1)||(u4.TheAltitude_413!=1)))&&((u3.P3!=1)||(u4.TheAltitude_348!=1)))&&((u3.P3!=1)||(u4.TheAltitude_218!=1)))&&((u3.P3!=1)||(u4.TheAltitude_462!=1)))&&((u3.P3!=1)||(u4.TheAltitude_23!=1)))&&((u3.P3!=1)||(u4.TheAltitude_153!=1)))&&((u3.P3!=1)||(u4.TheAltitude_88!=1)))&&((u3.P3!=1)||(u4.TheAltitude_5!=1)))&&((u3.P3!=1)||(u4.TheAltitude_265!=1)))&&((u3.P3!=1)||(u4.TheAltitude_330!=1)))&&((u3.P3!=1)||(u4.TheAltitude_460!=1)))&&((u3.P3!=1)||(u4.TheAltitude_395!=1)))&&((u3.P3!=1)||(u4.TheAltitude_70!=1)))&&((u3.P3!=1)||(u4.TheAltitude_200!=1)))&&((u3.P3!=1)||(u4.TheAltitude_135!=1)))&&((u3.P3!=1)||(u4.TheAltitude_314!=1)))&&((u3.P3!=1)||(u4.TheAltitude_379!=1)))&&((u3.P3!=1)||(u4.TheAltitude_444!=1)))&&((u3.P3!=1)||(u4.TheAltitude_184!=1)))&&((u3.P3!=1)||(u4.TheAltitude_249!=1)))&&((u3.P3!=1)||(u4.TheAltitude_54!=1)))&&((u3.P3!=1)||(u4.TheAltitude_119!=1)))&&((u3.P3!=1)||(u4.TheAltitude_298!=1)))&&((u3.P3!=1)||(u4.TheAltitude_363!=1)))&&((u3.P3!=1)||(u4.TheAltitude_428!=1)))&&((u3.P3!=1)||(u4.TheAltitude_493!=1)))&&((u3.P3!=1)||(u4.TheAltitude_38!=1)))&&((u3.P3!=1)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4.TheAltitude_692!=1)))&&((u3.P3!=1)||(u3.TheAltitude_757!=1)))&&((u3.P3!=1)||(u4.TheAltitude_807!=1)))&&((u3.P3!=1)||(u4.TheAltitude_937!=1)))&&((u3.P3!=1)||(u4.TheAltitude_872!=1)))&&((u3.P3!=1)||(u3.TheAltitude_546!=1)))&&((u3.P3!=1)||(u4.TheAltitude_611!=1)))&&((u3.P3!=1)||(u4.TheAltitude_676!=1)))&&((u3.P3!=1)||(u4.TheAltitude_741!=1)))&&((u3.P3!=1)||(u3.TheAltitude_823!=1)))&&((u3.P3!=1)||(u3.TheAltitude_953!=1)))&&((u3.P3!=1)||(u4.TheAltitude_888!=1)))&&((u3.P3!=1)||(u4.TheAltitude_790!=1)))&&((u3.P3!=1)||(u4.TheAltitude_530!=1)))&&((u3.P3!=1)||(u3.TheAltitude_595!=1)))&&((u3.P3!=1)||(u4.TheAltitude_725!=1)))&&((u3.P3!=1)||(u3.TheAltitude_839!=1)))&&((u3.P3!=1)||(u4.TheAltitude_969!=1)))&&((u3.P3!=1)||(u4.TheAltitude_660!=1)))&&((u3.P3!=1)||(u4.TheAltitude_904!=1)))&&((u3.P3!=1)||(u4.TheAltitude_853!=1)))&&((u3.P3!=1)||(u3.TheAltitude_512!=1)))&&((u3.P3!=1)||(u4.TheAltitude_642!=1)))&&((u3.P3!=1)||(u4.TheAltitude_772!=1)))&&((u3.P3!=1)||(u4.TheAltitude_918!=1)))&&((u3.P3!=1)||(u3.TheAltitude_707!=1)))&&((u3.P3!=1)||(u4.TheAltitude_983!=1)))&&((u3.P3!=1)||(u4.TheAltitude_577!=1)))&&((u3.P3!=1)||(u4.TheAltitude_804!=1)))&&((u3.P3!=1)||(u3.TheAltitude_869!=1)))&&((u3.P3!=1)||(u4.TheAltitude_626!=1)))&&((u3.P3!=1)||(u4.TheAltitude_756!=1)))&&((u3.P3!=1)||(u4.TheAltitude_934!=1)))&&((u3.P3!=1)||(u3.TheAltitude_691!=1)))&&((u3.P3!=1)||(u4.TheAltitude_999!=1)))&&((u3.P3!=1)||(u4.TheAltitude_561!=1)))&&((u3.P3!=1)||(u4.TheAltitude_820!=1)))&&((u3.P3!=1)||(u4.TheAltitude_885!=1)))&&((u3.P3!=1)||(u4.TheAltitude_610!=1)))&&((u3.P3!=1)||(u3.TheAltitude_740!=1)))&&((u3.P3!=1)||(u4.TheAltitude_950!=1)))&&((u3.P3!=1)||(u4.TheAltitude_675!=1)))&&((u3.P3!=1)||(u4.TheAltitude_545!=1)))&&((u3.P3!=1)||(u4.TheAltitude_836!=1)))&&((u3.P3!=1)||(u4.TheAltitude_901!=1)))&&((u3.P3!=1)||(u4.TheAltitude_594!=1)))&&((u3.P3!=1)||(u4.TheAltitude_659!=1)))&&((u3.P3!=1)||(u4.TheAltitude_724!=1)))&&((u3.P3!=1)||(u4.TheAltitude_789!=1)))&&((u3.P3!=1)||(u3.TheAltitude_966!=1)))&&((u3.P3!=1)||(u4.TheAltitude_529!=1)))&&((u3.P3!=1)||(u3.TheAltitude_854!=1)))&&((u3.P3!=1)||(u4.TheAltitude_919!=1)))&&((u3.P3!=1)||(u4.TheAltitude_984!=1)))&&((u3.P3!=1)||(u3.TheAltitude_511!=1)))&&((u3.P3!=1)||(u3.TheAltitude_706!=1)))&&((u3.P3!=1)||(u4.TheAltitude_771!=1)))&&((u3.P3!=1)||(u4.TheAltitude_576!=1)))&&((u3.P3!=1)||(u4.TheAltitude_641!=1)))&&((u3.P3!=1)||(u4.TheAltitude_805!=1)))&&((u3.P3!=1)||(u4.TheAltitude_935!=1)))&&((u3.P3!=1)||(u4.TheAltitude_1000!=1)))&&((u3.P3!=1)||(u4.TheAltitude_870!=1)))&&((u3.P3!=1)||(u4.TheAltitude_690!=1)))&&((u3.P3!=1)||(u4.TheAltitude_755!=1)))&&((u3.P3!=1)||(u4.TheAltitude_560!=1)))&&((u3.P3!=1)||(u4.TheAltitude_625!=1)))&&((u3.P3!=1)||(u3.TheAltitude_821!=1)))&&((u3.P3!=1)||(u4.TheAltitude_886!=1)))&&((u3.P3!=1)||(u3.TheAltitude_674!=1)))&&((u3.P3!=1)||(u4.TheAltitude_739!=1)))&&((u3.P3!=1)||(u3.TheAltitude_951!=1)))&&((u3.P3!=1)||(u4.TheAltitude_544!=1)))&&((u3.P3!=1)||(u4.TheAltitude_609!=1)))&&((u3.P3!=1)||(u4.TheAltitude_837!=1)))&&((u3.P3!=1)||(u4.TheAltitude_658!=1)))&&((u3.P3!=1)||(u4.TheAltitude_788!=1)))&&((u3.P3!=1)||(u4.TheAltitude_902!=1)))&&((u3.P3!=1)||(u4.TheAltitude_723!=1)))&&((u3.P3!=1)||(u4.TheAltitude_967!=1)))&&((u3.P3!=1)||(u4.TheAltitude_528!=1)))&&((u3.P3!=1)||(u4.TheAltitude_593!=1)))&&((u3.P3!=1)||(u4.TheAltitude_851!=1)))&&((u3.P3!=1)||(u4.TheAltitude_981!=1)))&&((u3.P3!=1)||(u4.TheAltitude_916!=1)))&&((u3.P3!=1)||(u3.TheAltitude_510!=1)))&&((u3.P3!=1)||(u4.TheAltitude_770!=1)))&&((u3.P3!=1)||(u3.TheAltitude_575!=1)))&&((u3.P3!=1)||(u4.TheAltitude_705!=1)))&&((u3.P3!=1)||(u4.TheAltitude_640!=1)))&&((u3.P3!=1)||(u3.TheAltitude_802!=1)))&&((u3.P3!=1)||(u4.TheAltitude_867!=1)))&&((u3.P3!=1)||(u3.TheAltitude_997!=1)))&&((u3.P3!=1)||(u4.TheAltitude_932!=1)))&&((u3.P3!=1)||(u3.TheAltitude_754!=1)))&&((u3.P3!=1)||(u4.TheAltitude_559!=1)))&&((u3.P3!=1)||(u4.TheAltitude_689!=1)))&&((u3.P3!=1)||(u4.TheAltitude_624!=1)))&&((u3.P3!=1)||(u4.TheAltitude_818!=1)))&&((u3.P3!=1)||(u4.TheAltitude_883!=1)))&&((u3.P3!=1)||(u3.TheAltitude_948!=1)))&&((u3.P3!=1)||(u4.TheAltitude_738!=1)))&&((u3.P3!=1)||(u4.TheAltitude_543!=1)))&&((u3.P3!=1)||(u4.TheAltitude_673!=1)))&&((u3.P3!=1)||(u3.TheAltitude_608!=1)))&&((u3.P3!=1)||(u4.TheAltitude_834!=1)))&&((u3.P3!=1)||(u3.TheAltitude_899!=1)))&&((u3.P3!=1)||(u4.TheAltitude_964!=1)))&&((u3.P3!=1)||(u4.TheAltitude_722!=1)))&&((u3.P3!=1)||(u4.TheAltitude_787!=1)))&&((u3.P3!=1)||(u4.TheAltitude_527!=1)))&&((u3.P3!=1)||(u4.TheAltitude_592!=1)))&&((u3.P3!=1)||(u3.TheAltitude_657!=1)))&&((u3.P3!=1)||(u4.TheAltitude_525!=1)))&&((u3.P3!=1)||(u4.TheAltitude_852!=1)))&&((u3.P3!=1)||(u4.TheAltitude_917!=1)))&&((u3.P3!=1)||(u4.TheAltitude_982!=1)))&&((u3.P3!=1)||(u4.TheAltitude_574!=1)))&&((u3.P3!=1)||(u4.TheAltitude_639!=1)))&&((u3.P3!=1)||(u4.TheAltitude_704!=1)))&&((u3.P3!=1)||(u3.TheAltitude_769!=1)))&&((u3.P3!=1)||(u4.TheAltitude_509!=1)))&&((u3.P3!=1)||(u4.TheAltitude_803!=1)))&&((u3.P3!=1)||(u4.TheAltitude_933!=1)))&&((u3.P3!=1)||(u4.TheAltitude_868!=1)))&&((u3.P3!=1)||(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titude_27!=1)))&&((u3.P3!=1)||(u4.TheAltitude_157!=1)))&&((u3.P3!=1)||(u4.TheAltitude_271!=1)))&&((u3.P3!=1)||(u4.TheAltitude_401!=1)))&&((u3.P3!=1)||(u4.TheAltitude_92!=1)))&&((u3.P3!=1)||(u4.TheAltitude_336!=1)))&&((u3.P3!=1)||(u4.TheAltitude_466!=1)))&&((u3.P3!=1)||(u4.TheAltitude_269!=1)))&&((u3.P3!=1)||(u4.TheAltitude_318!=1)))&&((u3.P3!=1)||(u4.TheAltitude_383!=1)))&&((u3.P3!=1)||(u4.TheAltitude_448!=1)))&&((u3.P3!=1)||(u4.TheAltitude_74!=1)))&&((u3.P3!=1)||(u4.TheAltitude_204!=1)))&&((u3.P3!=1)||(u4.TheAltitude_139!=1)))&&((u3.P3!=1)||(u4.TheAltitude_9!=1)))&&((u3.P3!=1)||(u4.TheAltitude_253!=1)))&&((u3.P3!=1)||(u4.TheAltitude_302!=1)))&&((u3.P3!=1)||(u4.TheAltitude_367!=1)))&&((u3.P3!=1)||(u4.TheAltitude_432!=1)))&&((u3.P3!=1)||(u4.TheAltitude_497!=1)))&&((u3.P3!=1)||(u4.TheAltitude_58!=1)))&&((u3.P3!=1)||(u4.TheAltitude_188!=1)))&&((u3.P3!=1)||(u4.TheAltitude_123!=1)))&&((u3.P3!=1)||(u4.TheAltitude_42!=1)))&&((u3.P3!=1)||(u4.TheAltitude_107!=1)))&&((u3.P3!=1)||(u4.TheAltitude_172!=1)))&&((u3.P3!=1)||(u4.TheAltitude_237!=1)))&&((u3.P3!=1)||(u4.TheAltitude_286!=1)))&&((u3.P3!=1)||(u4.TheAltitude_351!=1)))&&((u3.P3!=1)||(u4.TheAltitude_416!=1)))&&((u3.P3!=1)||(u4.TheAltitude_481!=1)))&&((u3.P3!=1)||(u4.TheAltitude_26!=1)))&&((u3.P3!=1)||(u4.TheAltitude_91!=1)))&&((u3.P3!=1)||(u4.TheAltitude_156!=1)))&&((u3.P3!=1)||(u4.TheAltitude_221!=1)))&&((u3.P3!=1)||(u4.TheAltitude_270!=1)))&&((u3.P3!=1)||(u4.TheAltitude_335!=1)))&&((u3.P3!=1)||(u4.TheAltitude_400!=1)))&&((u3.P3!=1)||(u4.TheAltitude_465!=1)))&&((u3.P3!=1)||(u4.TheAltitude_268!=1)))&&((u3.P3!=1)||(u4.TheAltitude_333!=1)))&&((u3.P3!=1)||(u4.TheAltitude_382!=1)))&&((u3.P3!=1)||(u4.TheAltitude_138!=1)))&&((u3.P3!=1)||(u4.TheAltitude_203!=1)))&&((u3.P3!=1)||(u4.TheAltitude_447!=1)))&&((u3.P3!=1)||(u4.TheAltitude_8!=1)))&&((u3.P3!=1)||(u4.TheAltitude_73!=1)))&&((u3.P3!=1)||(u4.TheAltitude_317!=1)))&&((u3.P3!=1)||(u4.TheAltitude_252!=1)))&&((u3.P3!=1)||(u4.TheAltitude_366!=1)))&&((u3.P3!=1)||(u4.TheAltitude_496!=1)))&&((u3.P3!=1)||(u4.TheAltitude_122!=1)))&&((u3.P3!=1)||(u4.TheAltitude_187!=1)))&&((u3.P3!=1)||(u4.TheAltitude_431!=1)))&&((u3.P3!=1)||(u4.TheAltitude_57!=1)))&&((u3.P3!=1)||(u4.TheAltitude_301!=1)))&&((u3.P3!=1)||(u4.TheAltitude_106!=1)))&&((u3.P3!=1)||(u4.TheAltitude_236!=1)))&&((u3.P3!=1)||(u4.TheAltitude_350!=1)))&&((u3.P3!=1)||(u4.TheAltitude_480!=1)))&&((u3.P3!=1)||(u4.TheAltitude_171!=1)))&&((u3.P3!=1)||(u4.TheAltitude_415!=1)))&&((u3.P3!=1)||(u4.TheAltitude_41!=1)))&&((u3.P3!=1)||(u4.TheAltitude_285!=1)))&&((u3.P3!=1)||(u4.TheAltitude_90!=1)))&&((u3.P3!=1)||(u4.TheAltitude_220!=1)))&&((u3.P3!=1)||(u4.TheAltitude_334!=1)))&&((u3.P3!=1)||(u4.TheAltitude_464!=1)))&&((u3.P3!=1)||(u4.TheAltitude_155!=1)))&&((u3.P3!=1)||(u4.TheAltitude_399!=1)))&&((u3.P3!=1)||(u4.TheAltitude_25!=1)))&&((u3.P3!=1)||(u4.TheAltitude_267!=1)))&&((u3.P3!=1)||(u4.TheAltitude_397!=1)))&&((u3.P3!=1)||(u4.TheAltitude_332!=1)))&&((u3.P3!=1)||(u4.TheAltitude_446!=1)))&&((u3.P3!=1)||(u4.TheAltitude_202!=1)))&&((u3.P3!=1)||(u4.TheAltitude_7!=1)))&&((u3.P3!=1)||(u4.TheAltitude_137!=1)))&&((u3.P3!=1)||(u4.TheAltitude_72!=1)))&&((u3.P3!=1)||(u4.TheAltitude_316!=1)))&&((u3.P3!=1)||(u4.TheAltitude_381!=1)))&&((u3.P3!=1)||(u4.TheAltitude_251!=1)))&&((u3.P3!=1)||(u4.TheAltitude_430!=1)))&&((u3.P3!=1)||(u4.TheAltitude_495!=1)))&&((u3.P3!=1)||(u4.TheAltitude_186!=1)))&&((u3.P3!=1)||(u4.TheAltitude_121!=1)))&&((u3.P3!=1)||(u4.TheAltitude_56!=1)))&&((u3.P3!=1)||(u4.TheAltitude_300!=1)))&&((u3.P3!=1)||(u4.TheAltitude_365!=1)))&&((u3.P3!=1)||(u4.TheAltitude_170!=1)))&&((u3.P3!=1)||(u4.TheAltitude_235!=1)))&&((u3.P3!=1)||(u4.TheAltitude_414!=1)))&&((u3.P3!=1)||(u4.TheAltitude_479!=1)))&&((u3.P3!=1)||(u4.TheAltitude_40!=1)))&&((u3.P3!=1)||(u4.TheAltitude_105!=1)))&&((u3.P3!=1)||(u4.TheAltitude_284!=1)))&&((u3.P3!=1)||(u4.TheAltitude_349!=1)))&&((u3.P3!=1)||(u4.TheAltitude_154!=1)))&&((u3.P3!=1)||(u4.TheAltitude_219!=1)))&&((u3.P3!=1)||(u4.TheAltitude_398!=1)))&&((u3.P3!=1)||(u4.TheAltitude_463!=1)))&&((u3.P3!=1)||(u4.TheAltitude_24!=1)))&&((u3.P3!=1)||(u4.TheAltitude_89!=1)))&&((u3.P3!=1)||(u4.TheAltitude_266!=1)))&&((u3.P3!=1)||(u4.TheAltitude_331!=1)))&&((u3.P3!=1)||(u4.TheAltitude_396!=1)))&&((u3.P3!=1)||(u4.TheAltitude_461!=1)))&&((u3.P3!=1)||(u4.TheAltitude_6!=1)))&&((u3.P3!=1)||(u4.TheAltitude_71!=1)))&&((u3.P3!=1)||(u4.TheAltitude_136!=1)))&&((u3.P3!=1)||(u4.TheAltitude_201!=1)))&&((u3.P3!=1)||(u4.TheAltitude_315!=1)))&&((u3.P3!=1)||(u4.TheAltitude_445!=1)))&&((u3.P3!=1)||(u4.TheAltitude_380!=1)))&&((u3.P3!=1)||(u4.TheAltitude_250!=1)))&&((u3.P3!=1)||(u4.TheAltitude_494!=1)))&&((u3.P3!=1)||(u4.TheAltitude_55!=1)))&&((u3.P3!=1)||(u4.TheAltitude_120!=1)))&&((u3.P3!=1)||(u4.TheAltitude_185!=1)))&&((u3.P3!=1)||(u4.TheAltitude_299!=1)))&&((u3.P3!=1)||(u4.TheAltitude_429!=1)))&&((u3.P3!=1)||(u4.TheAltitude_364!=1)))&&((u3.P3!=1)||(u4.TheAltitude_234!=1)))&&((u3.P3!=1)||(u4.TheAltitude_478!=1)))&&((u3.P3!=1)||(u4.TheAltitude_39!=1)))&&((u3.P3!=1)||(u4.TheAltitude_169!=1)))&&((u3.P3!=1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&((u3.P3!=1)||(u4.TheAltitude_149!=1)))&&((u3.P3!=1)||(u4.TheAltitude_279!=1)))&&((u3.P3!=1)||(u4.TheAltitude_409!=1)))&&((u3.P3!=1)||(u4.TheAltitude_84!=1)))&&((u3.P3!=1)||(u4.TheAltitude_344!=1)))&&((u3.P3!=1)||(u4.TheAltitude_474!=1)))&&((u3.P3!=1)||(u4.TheAltitude_214!=1)))&&((u3.P3!=1)||(u4.TheAltitude_456!=1)))&&((u3.P3!=1)||(u4.TheAltitude_66!=1)))&&((u3.P3!=1)||(u4.TheAltitude_196!=1)))&&((u3.P3!=1)||(u4.TheAltitude_326!=1)))&&((u3.P3!=1)||(u4.TheAltitude_131!=1)))&&((u3.P3!=1)||(u4.TheAltitude_391!=1)))&&((u3.P3!=1)||(u4.TheAltitude_1!=1)))&&((u3.P3!=1)||(u4.TheAltitude_261!=1)))&&((u3.P3!=1)||(u4.TheAltitude_115!=1)))&&((u3.P3!=1)||(u4.TheAltitude_180!=1)))&&((u3.P3!=1)||(u4.TheAltitude_245!=1)))&&((u3.P3!=1)||(u4.TheAltitude_310!=1)))&&((u3.P3!=1)||(u4.TheAltitude_375!=1)))&&((u3.P3!=1)||(u4.TheAltitude_440!=1)))&&((u3.P3!=1)||(u4.TheAltitude_50!=1)))&&((u3.P3!=1)||(u4.TheAltitude_34!=1)))&&((u3.P3!=1)||(u4.TheAltitude_99!=1)))&&((u3.P3!=1)||(u4.TheAltitude_164!=1)))&&((u3.P3!=1)||(u4.TheAltitude_229!=1)))&&((u3.P3!=1)||(u4.TheAltitude_294!=1)))&&((u3.P3!=1)||(u4.TheAltitude_359!=1)))&&((u3.P3!=1)||(u4.TheAltitude_424!=1)))&&((u3.P3!=1)||(u4.TheAltitude_489!=1)))&&((u3.P3!=1)||(u4.TheAltitude_18!=1)))&&((u3.P3!=1)||(u4.TheAltitude_83!=1)))&&((u3.P3!=1)||(u4.TheAltitude_148!=1)))&&((u3.P3!=1)||(u4.TheAltitude_213!=1)))&&((u3.P3!=1)||(u4.TheAltitude_278!=1)))&&((u3.P3!=1)||(u4.TheAltitude_343!=1)))&&((u3.P3!=1)||(u4.TheAltitude_408!=1)))&&((u3.P3!=1)||(u4.TheAltitude_473!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_10!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_75!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_140!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_205!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_2!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_67!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_132!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_197!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_59!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_124!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_189!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_51!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_181!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_116!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_246!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_43!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_173!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_108!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_238!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_35!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_165!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_100!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_230!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_27!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_157!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_92!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_222!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_19!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_149!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_84!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_214!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_11!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_141!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_76!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_206!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_3!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_133!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_68!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_198!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_125!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_60!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_190!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_52!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_117!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_182!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_247!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_44!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_109!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_174!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_239!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_36!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_101!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_166!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_231!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_28!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_93!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_158!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_223!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_20!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_85!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_150!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_215!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_12!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_77!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_142!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_207!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_4!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_69!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_134!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_199!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_61!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_126!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_191!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_53!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_118!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_248!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_500!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_183!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_45!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_110!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_240!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_175!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_37!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_102!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_232!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_167!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_29!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_94!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_224!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_159!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_21!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_86!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_216!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_151!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_13!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_78!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_208!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_143!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_5!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_70!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_200!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_135!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_62!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_192!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_127!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_54!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_119!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_184!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_249!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_46!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_111!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_176!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_241!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_38!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_103!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_168!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_233!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_30!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_95!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_160!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_225!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_22!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_87!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_152!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_217!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_14!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_79!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_144!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_209!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_6!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_71!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_136!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_201!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_250!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_63!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_128!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_193!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_242!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_55!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_185!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_120!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_234!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_47!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_177!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_112!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_226!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_39!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_169!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_104!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_218!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_31!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_161!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_96!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_210!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_23!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_153!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_88!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_202!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_15!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_145!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_80!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_194!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_7!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_137!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_72!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_186!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_129!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_64!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_178!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_243!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_121!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_56!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_170!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_235!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_48!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_113!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_162!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_227!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_40!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_105!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_154!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_219!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_32!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_97!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_146!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_211!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_24!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_89!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_138!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_203!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_16!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_81!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_130!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_195!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_8!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_73!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_122!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_187!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_65!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_114!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_244!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_179!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_57!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_106!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_236!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_171!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_49!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_98!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_228!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_163!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_41!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_90!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_220!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_155!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_33!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_82!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_212!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_147!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_25!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_74!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_204!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_139!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_17!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_66!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_196!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_131!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_9!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_188!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_58!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_123!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_1!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_50!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_115!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_180!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_245!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_42!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_107!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_172!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_237!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_34!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_99!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_164!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_229!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_26!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_91!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_156!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_221!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_18!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_83!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_148!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_213!=1)))")))))))
Formula 0 simplified : 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4.TheAltitude_103!=1)))&&((u3.P3!=1)||(u4.TheAltitude_168!=1)))&&((u3.P3!=1)||(u4.TheAltitude_233!=1)))&&((u3.P3!=1)||(u4.TheAltitude_282!=1)))&&((u3.P3!=1)||(u4.TheAltitude_347!=1)))&&((u3.P3!=1)||(u4.TheAltitude_412!=1)))&&((u3.P3!=1)||(u4.TheAltitude_477!=1)))&&((u3.P3!=1)||(u4.TheAltitude_22!=1)))&&((u3.P3!=1)||(u4.TheAltitude_87!=1)))&&((u3.P3!=1)||(u4.TheAltitude_152!=1)))&&((u3.P3!=1)||(u4.TheAltitude_217!=1)))&&((u3.P3!=1)||(u4.TheAltitude_4!=1)))&&((u3.P3!=1)||(u4.TheAltitude_69!=1)))&&((u3.P3!=1)||(u4.TheAltitude_264!=1)))&&((u3.P3!=1)||(u4.TheAltitude_329!=1)))&&((u3.P3!=1)||(u4.TheAltitude_394!=1)))&&((u3.P3!=1)||(u4.TheAltitude_459!=1)))&&((u3.P3!=1)||(u4.TheAltitude_134!=1)))&&((u3.P3!=1)||(u4.TheAltitude_199!=1)))&&((u3.P3!=1)||(u4.TheAltitude_53!=1)))&&((u3.P3!=1)||(u4.TheAltitude_313!=1)))&&((u3.P3!=1)||(u4.TheAltitude_378!=1)))&&((u3.P3!=1)||(u4.TheAltitude_443!=1)))&&((u3.P3!=1)||(u4.TheAltitude_248!=1)))&&((u3.P3!=1)||(u4.TheAltitude_118!=1)))&&((u3.P3!=1)||(u4.TheAltitude_183!=1)))&&((u3.P3!=1)||(u4.TheAltitude_37!=1)))&&((u3.P3!=1)||(u4.TheAltitude_297!=1)))&&((u3.P3!=1)||(u4.TheAltitude_362!=1)))&&((u3.P3!=1)||(u4.TheAltitude_492!=1)))&&((u3.P3!=1)||(u4.TheAltitude_427!=1)))&&((u3.P3!=1)||(u4.TheAltitude_102!=1)))&&((u3.P3!=1)||(u4.TheAltitude_232!=1)))&&((u3.P3!=1)||(u4.TheAltitude_167!=1)))&&((u3.P3!=1)||(u4.TheAltitude_21!=1)))&&((u3.P3!=1)||(u4.TheAltitude_281!=1)))&&((u3.P3!=1)||(u4.TheAltitude_346!=1)))&&((u3.P3!=1)||(u4.TheAltitude_476!=1)))&&((u3.P3!=1)||(u4.TheAltitude_411!=1)))&&((u3.P3!=1)||(u4.TheAltitude_86!=1)))&&((u3.P3!=1)||(u4.TheAltitude_216!=1)))&&((u3.P3!=1)||(u4.TheAltitude_151!=1)))&&((u3.P3!=1)||(u4.TheAltitude_3!=1)))&&((u3.P3!=1)||(u4.TheAltitude_133!=1)))&&((u3.P3!=1)||(u4.TheAltitude_263!=1)))&&((u3.P3!=1)||(u4.TheAltitude_393!=1)))&&((u3.P3!=1)||(u4.TheAltitude_68!=1)))&&((u3.P3!=1)||(u4.TheAltitude_328!=1)))&&((u3.P3!=1)||(u4.TheAltitude_458!=1)))&&((u3.P3!=1)||(u4.TheAltitude_198!=1)))&&((u3.P3!=1)||(u4.TheAltitude_117!=1)))&&((u3.P3!=1)||(u4.TheAltitude_312!=1)))&&((u3.P3!=1)||(u4.TheAltitude_377!=1)))&&((u3.P3!=1)||(u4.TheAltitude_52!=1)))&&((u3.P3!=1)||(u4.TheAltitude_442!=1)))&&((u3.P3!=1)||(u4.TheAltitude_182!=1)))&&((u3.P3!=1)||(u4.TheAltitude_247!=1)))&&((u3.P3!=1)||(u4.TheAltitude_36!=1)))&&((u3.P3!=1)||(u4.TheAltitude_101!=1)))&&((u3.P3!=1)||(u4.TheAltitude_296!=1)))&&((u3.P3!=1)||(u4.TheAltitude_361!=1)))&&((u3.P3!=1)||(u4.TheAltitude_426!=1)))&&((u3.P3!=1)||(u4.TheAltitude_491!=1)))&&((u3.P3!=1)||(u4.TheAltitude_166!=1)))&&((u3.P3!=1)||(u4.TheAltitude_231!=1)))&&((u3.P3!=1)||(u4.TheAltitude_20!=1)))&&((u3.P3!=1)||(u4.TheAltitude_85!=1)))&&((u3.P3!=1)||(u4.TheAltitude_280!=1)))&&((u3.P3!=1)||(u4.TheAltitude_345!=1)))&&((u3.P3!=1)||(u4.TheAltitude_410!=1)))&&((u3.P3!=1)||(u4.TheAltitude_475!=1)))&&((u3.P3!=1)||(u4.TheAltitude_150!=1)))&&((u3.P3!=1)||(u4.TheAltitude_215!=1)))&&((u3.P3!=1)||(u4.TheAltitude_2!=1)))&&((u3.P3!=1)||(u4.TheAltitude_67!=1)))&&((u3.P3!=1)||(u4.TheAltitude_132!=1)))&&((u3.P3!=1)||(u4.TheAltitude_197!=1)))&&((u3.P3!=1)||(u4.TheAltitude_262!=1)))&&((u3.P3!=1)||(u4.TheAltitude_327!=1)))&&((u3.P3!=1)||(u4.TheAltitude_392!=1)))&&((u3.P3!=1)||(u4.TheAltitude_457!=1)))&&((u3.P3!=1)||(u4.TheAltitude_51!=1)))&&((u3.P3!=1)||(u4.TheAltitude_181!=1)))&&((u3.P3!=1)||(u4.TheAltitude_311!=1)))&&((u3.P3!=1)||(u4.TheAltitude_441!=1)))&&((u3.P3!=1)||(u4.TheAltitude_116!=1)))&&((u3.P3!=1)||(u4.TheAltitude_376!=1)))&&((u3.P3!=1)||(u4.TheAltitude_246!=1)))&&((u3.P3!=1)||(u4.TheAltitude_35!=1)))&&((u3.P3!=1)||(u4.TheAltitude_165!=1)))&&((u3.P3!=1)||(u4.TheAltitude_295!=1)))&&((u3.P3!=1)||(u4.TheAltitude_425!=1)))&&((u3.P3!=1)||(u4.TheAltitude_100!=1)))&&((u3.P3!=1)||(u4.TheAltitude_360!=1)))&&((u3.P3!=1)||(u4.TheAltitude_490!=1)))&&((u3.P3!=1)||(u4.TheAltitude_230!=1)))&&((u3.P3!=1)||(u4.TheAltitude_19!=1)))&&((u3.P3!=1)||(u4.TheAltitude_149!=1)))&&((u3.P3!=1)||(u4.TheAltitude_279!=1)))&&((u3.P3!=1)||(u4.TheAltitude_409!=1)))&&((u3.P3!=1)||(u4.TheAltitude_84!=1)))&&((u3.P3!=1)||(u4.TheAltitude_344!=1)))&&((u3.P3!=1)||(u4.TheAltitude_474!=1)))&&((u3.P3!=1)||(u4.TheAltitude_214!=1)))&&((u3.P3!=1)||(u4.TheAltitude_456!=1)))&&((u3.P3!=1)||(u4.TheAltitude_66!=1)))&&((u3.P3!=1)||(u4.TheAltitude_196!=1)))&&((u3.P3!=1)||(u4.TheAltitude_326!=1)))&&((u3.P3!=1)||(u4.TheAltitude_131!=1)))&&((u3.P3!=1)||(u4.TheAltitude_391!=1)))&&((u3.P3!=1)||(u4.TheAltitude_1!=1)))&&((u3.P3!=1)||(u4.TheAltitude_261!=1)))&&((u3.P3!=1)||(u4.TheAltitude_115!=1)))&&((u3.P3!=1)||(u4.TheAltitude_180!=1)))&&((u3.P3!=1)||(u4.TheAltitude_245!=1)))&&((u3.P3!=1)||(u4.TheAltitude_310!=1)))&&((u3.P3!=1)||(u4.TheAltitude_375!=1)))&&((u3.P3!=1)||(u4.TheAltitude_440!=1)))&&((u3.P3!=1)||(u4.TheAltitude_50!=1)))&&((u3.P3!=1)||(u4.TheAltitude_34!=1)))&&((u3.P3!=1)||(u4.TheAltitude_99!=1)))&&((u3.P3!=1)||(u4.TheAltitude_164!=1)))&&((u3.P3!=1)||(u4.TheAltitude_229!=1)))&&((u3.P3!=1)||(u4.TheAltitude_294!=1)))&&((u3.P3!=1)||(u4.TheAltitude_359!=1)))&&((u3.P3!=1)||(u4.TheAltitude_424!=1)))&&((u3.P3!=1)||(u4.TheAltitude_489!=1)))&&((u3.P3!=1)||(u4.TheAltitude_18!=1)))&&((u3.P3!=1)||(u4.TheAltitude_83!=1)))&&((u3.P3!=1)||(u4.TheAltitude_148!=1)))&&((u3.P3!=1)||(u4.TheAltitude_213!=1)))&&((u3.P3!=1)||(u4.TheAltitude_278!=1)))&&((u3.P3!=1)||(u4.TheAltitude_343!=1)))&&((u3.P3!=1)||(u4.TheAltitude_408!=1)))&&((u3.P3!=1)||(u4.TheAltitude_473!=1)))" & 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heAltitude_823!=1)))&&((u3.P3!=1)||(u3.TheAltitude_953!=1)))&&((u3.P3!=1)||(u4.TheAltitude_888!=1)))&&((u3.P3!=1)||(u4.TheAltitude_790!=1)))&&((u3.P3!=1)||(u4.TheAltitude_530!=1)))&&((u3.P3!=1)||(u3.TheAltitude_595!=1)))&&((u3.P3!=1)||(u4.TheAltitude_725!=1)))&&((u3.P3!=1)||(u3.TheAltitude_839!=1)))&&((u3.P3!=1)||(u4.TheAltitude_969!=1)))&&((u3.P3!=1)||(u4.TheAltitude_660!=1)))&&((u3.P3!=1)||(u4.TheAltitude_904!=1)))&&((u3.P3!=1)||(u4.TheAltitude_853!=1)))&&((u3.P3!=1)||(u3.TheAltitude_512!=1)))&&((u3.P3!=1)||(u4.TheAltitude_642!=1)))&&((u3.P3!=1)||(u4.TheAltitude_772!=1)))&&((u3.P3!=1)||(u4.TheAltitude_918!=1)))&&((u3.P3!=1)||(u3.TheAltitude_707!=1)))&&((u3.P3!=1)||(u4.TheAltitude_983!=1)))&&((u3.P3!=1)||(u4.TheAltitude_577!=1)))&&((u3.P3!=1)||(u4.TheAltitude_804!=1)))&&((u3.P3!=1)||(u3.TheAltitude_869!=1)))&&((u3.P3!=1)||(u4.TheAltitude_626!=1)))&&((u3.P3!=1)||(u4.TheAltitude_756!=1)))&&((u3.P3!=1)||(u4.TheAltitude_934!=1)))&&((u3.P3!=1)||(u3.TheAltitude_691!=1)))&&((u3.P3!=1)||(u4.TheAltitude_999!=1)))&&((u3.P3!=1)||(u4.TheAltitude_561!=1)))&&((u3.P3!=1)||(u4.TheAltitude_820!=1)))&&((u3.P3!=1)||(u4.TheAltitude_885!=1)))&&((u3.P3!=1)||(u4.TheAltitude_610!=1)))&&((u3.P3!=1)||(u3.TheAltitude_740!=1)))&&((u3.P3!=1)||(u4.TheAltitude_950!=1)))&&((u3.P3!=1)||(u4.TheAltitude_675!=1)))&&((u3.P3!=1)||(u4.TheAltitude_545!=1)))&&((u3.P3!=1)||(u4.TheAltitude_836!=1)))&&((u3.P3!=1)||(u4.TheAltitude_901!=1)))&&((u3.P3!=1)||(u4.TheAltitude_594!=1)))&&((u3.P3!=1)||(u4.TheAltitude_659!=1)))&&((u3.P3!=1)||(u4.TheAltitude_724!=1)))&&((u3.P3!=1)||(u4.TheAltitude_789!=1)))&&((u3.P3!=1)||(u3.TheAltitude_966!=1)))&&((u3.P3!=1)||(u4.TheAltitude_529!=1)))&&((u3.P3!=1)||(u3.TheAltitude_854!=1)))&&((u3.P3!=1)||(u4.TheAltitude_919!=1)))&&((u3.P3!=1)||(u4.TheAltitude_984!=1)))&&((u3.P3!=1)||(u3.TheAltitude_511!=1)))&&((u3.P3!=1)||(u3.TheAltitude_706!=1)))&&((u3.P3!=1)||(u4.TheAltitude_771!=1)))&&((u3.P3!=1)||(u4.TheAltitude_576!=1)))&&((u3.P3!=1)||(u4.TheAltitude_641!=1)))&&((u3.P3!=1)||(u4.TheAltitude_805!=1)))&&((u3.P3!=1)||(u4.TheAltitude_935!=1)))&&((u3.P3!=1)||(u4.TheAltitude_1000!=1)))&&((u3.P3!=1)||(u4.TheAltitude_870!=1)))&&((u3.P3!=1)||(u4.TheAltitude_690!=1)))&&((u3.P3!=1)||(u4.TheAltitude_755!=1)))&&((u3.P3!=1)||(u4.TheAltitude_560!=1)))&&((u3.P3!=1)||(u4.TheAltitude_625!=1)))&&((u3.P3!=1)||(u3.TheAltitude_821!=1)))&&((u3.P3!=1)||(u4.TheAltitude_886!=1)))&&((u3.P3!=1)||(u3.TheAltitude_674!=1)))&&((u3.P3!=1)||(u4.TheAltitude_739!=1)))&&((u3.P3!=1)||(u3.TheAltitude_951!=1)))&&((u3.P3!=1)||(u4.TheAltitude_544!=1)))&&((u3.P3!=1)||(u4.TheAltitude_609!=1)))&&((u3.P3!=1)||(u4.TheAltitude_837!=1)))&&((u3.P3!=1)||(u4.TheAltitude_658!=1)))&&((u3.P3!=1)||(u4.TheAltitude_788!=1)))&&((u3.P3!=1)||(u4.TheAltitude_902!=1)))&&((u3.P3!=1)||(u4.TheAltitude_723!=1)))&&((u3.P3!=1)||(u4.TheAltitude_967!=1)))&&((u3.P3!=1)||(u4.TheAltitude_528!=1)))&&((u3.P3!=1)||(u4.TheAltitude_593!=1)))&&((u3.P3!=1)||(u4.TheAltitude_851!=1)))&&((u3.P3!=1)||(u4.TheAltitude_981!=1)))&&((u3.P3!=1)||(u4.TheAltitude_916!=1)))&&((u3.P3!=1)||(u3.TheAltitude_510!=1)))&&((u3.P3!=1)||(u4.TheAltitude_770!=1)))&&((u3.P3!=1)||(u3.TheAltitude_575!=1)))&&((u3.P3!=1)||(u4.TheAltitude_705!=1)))&&((u3.P3!=1)||(u4.TheAltitude_640!=1)))&&((u3.P3!=1)||(u3.TheAltitude_802!=1)))&&((u3.P3!=1)||(u4.TheAltitude_867!=1)))&&((u3.P3!=1)||(u3.TheAltitude_997!=1)))&&((u3.P3!=1)||(u4.TheAltitude_932!=1)))&&((u3.P3!=1)||(u3.TheAltitude_754!=1)))&&((u3.P3!=1)||(u4.TheAltitude_559!=1)))&&((u3.P3!=1)||(u4.TheAltitude_689!=1)))&&((u3.P3!=1)||(u4.TheAltitude_624!=1)))&&((u3.P3!=1)||(u4.TheAltitude_818!=1)))&&((u3.P3!=1)||(u4.TheAltitude_883!=1)))&&((u3.P3!=1)||(u3.TheAltitude_948!=1)))&&((u3.P3!=1)||(u4.TheAltitude_738!=1)))&&((u3.P3!=1)||(u4.TheAltitude_543!=1)))&&((u3.P3!=1)||(u4.TheAltitude_673!=1)))&&((u3.P3!=1)||(u3.TheAltitude_608!=1)))&&((u3.P3!=1)||(u4.TheAltitude_834!=1)))&&((u3.P3!=1)||(u3.TheAltitude_899!=1)))&&((u3.P3!=1)||(u4.TheAltitude_964!=1)))&&((u3.P3!=1)||(u4.TheAltitude_722!=1)))&&((u3.P3!=1)||(u4.TheAltitude_787!=1)))&&((u3.P3!=1)||(u4.TheAltitude_527!=1)))&&((u3.P3!=1)||(u4.TheAltitude_592!=1)))&&((u3.P3!=1)||(u3.TheAltitude_657!=1)))&&((u3.P3!=1)||(u4.TheAltitude_525!=1)))&&((u3.P3!=1)||(u4.TheAltitude_852!=1)))&&((u3.P3!=1)||(u4.TheAltitude_917!=1)))&&((u3.P3!=1)||(u4.TheAltitude_982!=1)))&&((u3.P3!=1)||(u4.TheAltitude_574!=1)))&&((u3.P3!=1)||(u4.TheAltitude_639!=1)))&&((u3.P3!=1)||(u4.TheAltitude_704!=1)))&&((u3.P3!=1)||(u3.TheAltitude_769!=1)))&&((u3.P3!=1)||(u4.TheAltitude_509!=1)))&&((u3.P3!=1)||(u4.TheAltitude_803!=1)))&&((u3.P3!=1)||(u4.TheAltitude_933!=1)))&&((u3.P3!=1)||(u4.TheAltitude_868!=1)))&&((u3.P3!=1)||(u4.TheAltitude_998!=1)))&&((u3.P3!=1)||(u4.TheAltitude_558!=1)))&&((u3.P3!=1)||(u4.TheAltitude_623!=1)))&&((u3.P3!=1)||(u4.TheAltitude_688!=1)))&&((u3.P3!=1)||(u4.TheAltitude_753!=1)))&&((u3.P3!=1)||(u3.TheAltitude_819!=1)))&&((u3.P3!=1)||(u4.TheAltitude_949!=1)))&&((u3.P3!=1)||(u4.TheAltitude_884!=1)))&&((u3.P3!=1)||(u4.TheAltitude_542!=1)))&&((u3.P3!=1)||(u3.TheAltitude_607!=1)))&&((u3.P3!=1)||(u4.TheAltitude_672!=1)))&&((u3.P3!=1)||(u4.TheAltitude_737!=1)))&&((u3.P3!=1)||(u3.TheAltitude_835!=1)))&&((u3.P3!=1)||(u3.TheAltitude_965!=1)))&&((u3.P3!=1)||(u4.TheAltitude_900!=1)))&&((u3.P3!=1)||(u4.TheAltitude_526!=1)))&&((u3.P3!=1)||(u4.TheAltitude_786!=1)))&&((u3.P3!=1)||(u4.TheAltitude_591!=1)))&&((u3.P3!=1)||(u4.TheAltitude_721!=1)))&&((u3.P3!=1)||(u4.TheAltitude_656!=1)))&&((u3.P3!=1)||(u4.TheAltitude_589!=1)))&&((u3.P3!=1)||(u4.TheAltitude_849!=1)))&&((u3.P3!=1)||(u4.TheAltitude_524!=1)))&&((u3.P3!=1)||(u4.TheAltitude_914!=1)))&&((u3.P3!=1)||(u3.TheAltitude_979!=1)))&&((u3.P3!=1)||(u4.TheAltitude_638!=1)))&&((u3.P3!=1)||(u4.TheAltitude_768!=1)))&&((u3.P3!=1)||(u4.TheAltitude_703!=1)))&&((u3.P3!=1)||(u4.TheAltitude_800!=1)))&&((u3.P3!=1)||(u4.TheAltitude_573!=1)))&&((u3.P3!=1)||(u4.TheAltitude_865!=1)))&&((u3.P3!=1)||(u4.TheAltitude_508!=1)))&&((u3.P3!=1)||(u4.TheAltitude_930!=1)))&&((u3.P3!=1)||(u4.TheAltitude_995!=1)))&&((u3.P3!=1)||(u4.TheAltitude_622!=1)))&&((u3.P3!=1)||(u4.TheAltitude_752!=1)))&&((u3.P3!=1)||(u4.TheAltitude_687!=1)))&&((u3.P3!=1)||(u4.TheAltitude_816!=1)))&&((u3.P3!=1)||(u4.TheAltitude_881!=1)))&&((u3.P3!=1)||(u3.TheAltitude_557!=1)))&&((u3.P3!=1)||(u4.TheAltitude_946!=1)))&&((u3.P3!=1)||(u3.TheAltitude_606!=1)))&&((u3.P3!=1)||(u4.TheAltitude_736!=1)))&&((u3.P3!=1)||(u4.TheAltitude_671!=1)))&&((u3.P3!=1)||(u3.TheAltitude_832!=1)))&&((u3.P3!=1)||(u4.TheAltitude_897!=1)))&&((u3.P3!=1)||(u4.TheAltitude_541!=1)))&&((u3.P3!=1)||(u4.TheAltitude_962!=1)))&&((u3.P3!=1)||(u4.TheAltitude_590!=1)))&&((u3.P3!=1)||(u4.TheAltitude_655!=1)))&&((u3.P3!=1)||(u3.TheAltitude_720!=1)))&&((u3.P3!=1)||(u4.TheAltitude_785!=1)))&&((u3.P3!=1)||(u4.TheAltitude_588!=1)))&&((u3.P3!=1)||(u4.TheAltitude_653!=1)))&&((u3.P3!=1)||(u4.TheAltitude_850!=1)))&&((u3.P3!=1)||(u3.TheAltitude_915!=1)))&&((u3.P3!=1)||(u4.TheAltitude_980!=1)))&&((u3.P3!=1)||(u4.TheAltitude_523!=1)))&&((u3.P3!=1)||(u4.TheAltitude_702!=1)))&&((u3.P3!=1)||(u3.TheAltitude_767!=1)))&&((u3.P3!=1)||(u3.TheAltitude_572!=1)))&&((u3.P3!=1)||(u4.TheAltitude_637!=1)))&&((u3.P3!=1)||(u4.TheAltitude_801!=1)))&&((u3.P3!=1)||(u3.TheAltitude_866!=1)))&&((u3.P3!=1)||(u4.TheAltitude_931!=1)))&&((u3.P3!=1)||(u3.TheAltitude_996!=1)))&&((u3.P3!=1)||(u4.TheAltitude_507!=1)))&&((u3.P3!=1)||(u4.TheAltitude_686!=1)))&&((u3.P3!=1)||(u4.TheAltitude_751!=1)))&&((u3.P3!=1)||(u4.TheAltitude_556!=1)))&&((u3.P3!=1)||(u4.TheAltitude_621!=1)))&&((u3.P3!=1)||(u4.TheAltitude_817!=1)))&&((u3.P3!=1)||(u4.TheAltitude_882!=1)))&&((u3.P3!=1)||(u3.TheAltitude_947!=1)))&&((u3.P3!=1)||(u4.TheAltitude_670!=1)))&&((u3.P3!=1)||(u4.TheAltitude_735!=1)))&&((u3.P3!=1)||(u3.TheAltitude_540!=1)))&&((u3.P3!=1)||(u4.TheAltitude_605!=1)))&&((u3.P3!=1)||(u4.TheAltitude_833!=1)))&&((u3.P3!=1)||(u4.TheAltitude_898!=1)))&&((u3.P3!=1)||(u3.TheAltitude_963!=1)))&&((u3.P3!=1)||(u4.TheAltitude_654!=1)))&&((u3.P3!=1)||(u4.TheAltitude_784!=1)))&&((u3.P3!=1)||(u4.TheAltitude_719!=1)))&&((u3.P3!=1)||(u4.TheAltitude_587!=1)))&&((u3.P3!=1)||(u4.TheAltitude_717!=1)))&&((u3.P3!=1)||(u4.TheAltitude_847!=1)))&&((u3.P3!=1)||(u4.TheAltitude_977!=1)))&&((u3.P3!=1)||(u4.TheAltitude_652!=1)))&&((u3.P3!=1)||(u4.TheAltitude_912!=1)))&&((u3.P3!=1)||(u4.TheAltitude_522!=1)))&&((u3.P3!=1)||(u4.TheAltitude_766!=1)))&&((u3.P3!=1)||(u3.TheAltitude_571!=1)))&&((u3.P3!=1)||(u4.TheAltitude_701!=1)))&&((u3.P3!=1)||(u3.TheAltitude_863!=1)))&&((u3.P3!=1)||(u4.TheAltitude_993!=1)))&&((u3.P3!=1)||(u3.TheAltitude_636!=1)))&&((u3.P3!=1)||(u3.TheAltitude_928!=1)))&&((u3.P3!=1)||(u4.TheAltitude_506!=1)))&&((u3.P3!=1)||(u3.TheAltitude_750!=1)))&&((u3.P3!=1)||(u4.TheAltitude_814!=1)))&&((u3.P3!=1)||(u4.TheAltitude_879!=1)))&&((u3.P3!=1)||(u4.TheAltitude_944!=1)))&&((u3.P3!=1)||(u3.TheAltitude_555!=1)))&&((u3.P3!=1)||(u3.TheAltitude_685!=1)))&&((u3.P3!=1)||(u4.TheAltitude_620!=1)))&&((u3.P3!=1)||(u4.TheAltitude_799!=1)))&&((u3.P3!=1)||(u3.TheAltitude_734!=1)))&&((u3.P3!=1)||(u4.TheAltitude_830!=1)))&&((u3.P3!=1)||(u4.TheAltitude_895!=1)))&&((u3.P3!=1)||(u3.TheAltitude_960!=1)))&&((u3.P3!=1)||(u3.TheAltitude_539!=1)))&&((u3.P3!=1)||(u4.TheAltitude_669!=1)))&&((u3.P3!=1)||(u4.TheAltitude_604!=1)))&&((u3.P3!=1)||(u4.TheAltitude_718!=1)))&&((u3.P3!=1)||(u4.TheAltitude_783!=1)))&&((u3.P3!=1)||(u4.TheAltitude_521!=1)))&&((u3.P3!=1)||(u3.TheAltitude_586!=1)))&&((u3.P3!=1)||(u4.TheAltitude_651!=1)))&&((u3.P3!=1)||(u4.TheAltitude_716!=1)))&&((u3.P3!=1)||(u4.TheAltitude_781!=1)))&&((u3.P3!=1)||(u4.TheAltitude_848!=1)))&&((u3.P3!=1)||(u4.TheAltitude_913!=1)))&&((u3.P3!=1)||(u4.TheAltitude_978!=1)))&&((u3.P3!=1)||(u3.TheAltitude_505!=1)))&&((u3.P3!=1)||(u3.TheAltitude_570!=1)))&&((u3.P3!=1)||(u4.TheAltitude_635!=1)))&&((u3.P3!=1)||(u3.TheAltitude_700!=1)))&&((u3.P3!=1)||(u3.TheAltitude_765!=1)))&&((u3.P3!=1)||(u4.TheAltitude_864!=1)))&&((u3.P3!=1)||(u3.TheAltitude_929!=1)))&&((u3.P3!=1)||(u4.TheAltitude_994!=1)))&&((u3.P3!=1)||(u4.TheAltitude_554!=1)))&&((u3.P3!=1)||(u4.TheAltitude_619!=1)))&&((u3.P3!=1)||(u4.TheAltitude_684!=1)))&&((u3.P3!=1)||(u4.TheAltitude_749!=1)))&&((u3.P3!=1)||(u3.TheAltitude_815!=1)))&&((u3.P3!=1)||(u4.TheAltitude_945!=1)))&&((u3.P3!=1)||(u4.TheAltitude_880!=1)))&&((u3.P3!=1)||(u4.TheAltitude_798!=1)))&&((u3.P3!=1)||(u4.TheAltitude_538!=1)))&&((u3.P3!=1)||(u3.TheAltitude_603!=1)))&&((u3.P3!=1)||(u3.TheAltitude_668!=1)))&&((u3.P3!=1)||(u4.TheAltitude_733!=1)))&&((u3.P3!=1)||(u3.TheAltitude_831!=1)))&&((u3.P3!=1)||(u3.TheAltitude_961!=1)))&&((u3.P3!=1)||(u4.TheAltitude_896!=1)))&&((u3.P3!=1)||(u4.TheAltitude_782!=1)))" & 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3!=1)||(u4.TheAltitude_119!=1)))&&((u3.P3!=1)||(u4.TheAltitude_298!=1)))&&((u3.P3!=1)||(u4.TheAltitude_363!=1)))&&((u3.P3!=1)||(u4.TheAltitude_428!=1)))&&((u3.P3!=1)||(u4.TheAltitude_493!=1)))&&((u3.P3!=1)||(u4.TheAltitude_38!=1)))&&((u3.P3!=1)||(u4.TheAltitude_103!=1)))&&((u3.P3!=1)||(u4.TheAltitude_168!=1)))&&((u3.P3!=1)||(u4.TheAltitude_233!=1)))&&((u3.P3!=1)||(u4.TheAltitude_282!=1)))&&((u3.P3!=1)||(u4.TheAltitude_347!=1)))&&((u3.P3!=1)||(u4.TheAltitude_412!=1)))&&((u3.P3!=1)||(u4.TheAltitude_477!=1)))&&((u3.P3!=1)||(u4.TheAltitude_22!=1)))&&((u3.P3!=1)||(u4.TheAltitude_87!=1)))&&((u3.P3!=1)||(u4.TheAltitude_152!=1)))&&((u3.P3!=1)||(u4.TheAltitude_217!=1)))&&((u3.P3!=1)||(u4.TheAltitude_4!=1)))&&((u3.P3!=1)||(u4.TheAltitude_69!=1)))&&((u3.P3!=1)||(u4.TheAltitude_264!=1)))&&((u3.P3!=1)||(u4.TheAltitude_329!=1)))&&((u3.P3!=1)||(u4.TheAltitude_394!=1)))&&((u3.P3!=1)||(u4.TheAltitude_459!=1)))&&((u3.P3!=1)||(u4.TheAltitude_134!=1)))&&((u3.P3!=1)||(u4.TheAltitude_199!=1)))&&((u3.P3!=1)||(u4.TheAltitude_53!=1)))&&((u3.P3!=1)||(u4.TheAltitude_313!=1)))&&((u3.P3!=1)||(u4.TheAltitude_378!=1)))&&((u3.P3!=1)||(u4.TheAltitude_443!=1)))&&((u3.P3!=1)||(u4.TheAltitude_248!=1)))&&((u3.P3!=1)||(u4.TheAltitude_118!=1)))&&((u3.P3!=1)||(u4.TheAltitude_183!=1)))&&((u3.P3!=1)||(u4.TheAltitude_37!=1)))&&((u3.P3!=1)||(u4.TheAltitude_297!=1)))&&((u3.P3!=1)||(u4.TheAltitude_362!=1)))&&((u3.P3!=1)||(u4.TheAltitude_492!=1)))&&((u3.P3!=1)||(u4.TheAltitude_427!=1)))&&((u3.P3!=1)||(u4.TheAltitude_102!=1)))&&((u3.P3!=1)||(u4.TheAltitude_232!=1)))&&((u3.P3!=1)||(u4.TheAltitude_167!=1)))&&((u3.P3!=1)||(u4.TheAltitude_21!=1)))&&((u3.P3!=1)||(u4.TheAltitude_281!=1)))&&((u3.P3!=1)||(u4.TheAltitude_346!=1)))&&((u3.P3!=1)||(u4.TheAltitude_476!=1)))&&((u3.P3!=1)||(u4.TheAltitude_411!=1)))&&((u3.P3!=1)||(u4.TheAltitude_86!=1)))&&((u3.P3!=1)||(u4.TheAltitude_216!=1)))&&((u3.P3!=1)||(u4.TheAltitude_151!=1)))&&((u3.P3!=1)||(u4.TheAltitude_3!=1)))&&((u3.P3!=1)||(u4.TheAltitude_133!=1)))&&((u3.P3!=1)||(u4.TheAltitude_263!=1)))&&((u3.P3!=1)||(u4.TheAltitude_393!=1)))&&((u3.P3!=1)||(u4.TheAltitude_68!=1)))&&((u3.P3!=1)||(u4.TheAltitude_328!=1)))&&((u3.P3!=1)||(u4.TheAltitude_458!=1)))&&((u3.P3!=1)||(u4.TheAltitude_198!=1)))&&((u3.P3!=1)||(u4.TheAltitude_117!=1)))&&((u3.P3!=1)||(u4.TheAltitude_312!=1)))&&((u3.P3!=1)||(u4.TheAltitude_377!=1)))&&((u3.P3!=1)||(u4.TheAltitude_52!=1)))&&((u3.P3!=1)||(u4.TheAltitude_442!=1)))&&((u3.P3!=1)||(u4.TheAltitude_182!=1)))&&((u3.P3!=1)||(u4.TheAltitude_247!=1)))&&((u3.P3!=1)||(u4.TheAltitude_36!=1)))&&((u3.P3!=1)||(u4.TheAltitude_101!=1)))&&((u3.P3!=1)||(u4.TheAltitude_296!=1)))&&((u3.P3!=1)||(u4.TheAltitude_361!=1)))&&((u3.P3!=1)||(u4.TheAltitude_426!=1)))&&((u3.P3!=1)||(u4.TheAltitude_491!=1)))&&((u3.P3!=1)||(u4.TheAltitude_166!=1)))&&((u3.P3!=1)||(u4.TheAltitude_231!=1)))&&((u3.P3!=1)||(u4.TheAltitude_20!=1)))&&((u3.P3!=1)||(u4.TheAltitude_85!=1)))&&((u3.P3!=1)||(u4.TheAltitude_280!=1)))&&((u3.P3!=1)||(u4.TheAltitude_345!=1)))&&((u3.P3!=1)||(u4.TheAltitude_410!=1)))&&((u3.P3!=1)||(u4.TheAltitude_475!=1)))&&((u3.P3!=1)||(u4.TheAltitude_150!=1)))&&((u3.P3!=1)||(u4.TheAltitude_215!=1)))&&((u3.P3!=1)||(u4.TheAltitude_2!=1)))&&((u3.P3!=1)||(u4.TheAltitude_67!=1)))&&((u3.P3!=1)||(u4.TheAltitude_132!=1)))&&((u3.P3!=1)||(u4.TheAltitude_197!=1)))&&((u3.P3!=1)||(u4.TheAltitude_262!=1)))&&((u3.P3!=1)||(u4.TheAltitude_327!=1)))&&((u3.P3!=1)||(u4.TheAltitude_392!=1)))&&((u3.P3!=1)||(u4.TheAltitude_457!=1)))&&((u3.P3!=1)||(u4.TheAltitude_51!=1)))&&((u3.P3!=1)||(u4.TheAltitude_181!=1)))&&((u3.P3!=1)||(u4.TheAltitude_311!=1)))&&((u3.P3!=1)||(u4.TheAltitude_441!=1)))&&((u3.P3!=1)||(u4.TheAltitude_116!=1)))&&((u3.P3!=1)||(u4.TheAltitude_376!=1)))&&((u3.P3!=1)||(u4.TheAltitude_246!=1)))&&((u3.P3!=1)||(u4.TheAltitude_35!=1)))&&((u3.P3!=1)||(u4.TheAltitude_165!=1)))&&((u3.P3!=1)||(u4.TheAltitude_295!=1)))&&((u3.P3!=1)||(u4.TheAltitude_425!=1)))&&((u3.P3!=1)||(u4.TheAltitude_100!=1)))&&((u3.P3!=1)||(u4.TheAltitude_360!=1)))&&((u3.P3!=1)||(u4.TheAltitude_490!=1)))&&((u3.P3!=1)||(u4.TheAltitude_230!=1)))&&((u3.P3!=1)||(u4.TheAltitude_19!=1)))&&((u3.P3!=1)||(u4.TheAltitude_149!=1)))&&((u3.P3!=1)||(u4.TheAltitude_279!=1)))&&((u3.P3!=1)||(u4.TheAltitude_409!=1)))&&((u3.P3!=1)||(u4.TheAltitude_84!=1)))&&((u3.P3!=1)||(u4.TheAltitude_344!=1)))&&((u3.P3!=1)||(u4.TheAltitude_474!=1)))&&((u3.P3!=1)||(u4.TheAltitude_214!=1)))&&((u3.P3!=1)||(u4.TheAltitude_456!=1)))&&((u3.P3!=1)||(u4.TheAltitude_66!=1)))&&((u3.P3!=1)||(u4.TheAltitude_196!=1)))&&((u3.P3!=1)||(u4.TheAltitude_326!=1)))&&((u3.P3!=1)||(u4.TheAltitude_131!=1)))&&((u3.P3!=1)||(u4.TheAltitude_391!=1)))&&((u3.P3!=1)||(u4.TheAltitude_1!=1)))&&((u3.P3!=1)||(u4.TheAltitude_261!=1)))&&((u3.P3!=1)||(u4.TheAltitude_115!=1)))&&((u3.P3!=1)||(u4.TheAltitude_180!=1)))&&((u3.P3!=1)||(u4.TheAltitude_245!=1)))&&((u3.P3!=1)||(u4.TheAltitude_310!=1)))&&((u3.P3!=1)||(u4.TheAltitude_375!=1)))&&((u3.P3!=1)||(u4.TheAltitude_440!=1)))&&((u3.P3!=1)||(u4.TheAltitude_50!=1)))&&((u3.P3!=1)||(u4.TheAltitude_34!=1)))&&((u3.P3!=1)||(u4.TheAltitude_99!=1)))&&((u3.P3!=1)||(u4.TheAltitude_164!=1)))&&((u3.P3!=1)||(u4.TheAltitude_229!=1)))&&((u3.P3!=1)||(u4.TheAltitude_294!=1)))&&((u3.P3!=1)||(u4.TheAltitude_359!=1)))&&((u3.P3!=1)||(u4.TheAltitude_424!=1)))&&((u3.P3!=1)||(u4.TheAltitude_489!=1)))&&((u3.P3!=1)||(u4.TheAltitude_18!=1)))&&((u3.P3!=1)||(u4.TheAltitude_83!=1)))&&((u3.P3!=1)||(u4.TheAltitude_148!=1)))&&((u3.P3!=1)||(u4.TheAltitude_213!=1)))&&((u3.P3!=1)||(u4.TheAltitude_278!=1)))&&((u3.P3!=1)||(u4.TheAltitude_343!=1)))&&((u3.P3!=1)||(u4.TheAltitude_408!=1)))&&((u3.P3!=1)||(u4.TheAltitude_473!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_10!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_75!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_140!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_205!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_2!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_67!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_132!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_197!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_59!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_124!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_189!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_51!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_181!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_116!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_246!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_43!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_173!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_108!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_238!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_35!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_165!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_100!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_230!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_27!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_157!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_92!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_222!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_19!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_149!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_84!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_214!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_11!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_141!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_76!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_206!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_3!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_133!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_68!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_198!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_125!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_60!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_190!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_52!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_117!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_182!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_247!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_44!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_109!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_174!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_239!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_36!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_101!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_166!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_231!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_28!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_93!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_158!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_223!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_20!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_85!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_150!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_215!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_12!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_77!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_142!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_207!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_4!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_69!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_134!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_199!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_61!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_126!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_191!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_53!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_118!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_248!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_500!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_183!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_45!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_110!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_240!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_175!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_37!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_102!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_232!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_167!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_29!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_94!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_224!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_159!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_21!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_86!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_216!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_151!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_13!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_78!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_208!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_143!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_5!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_70!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_200!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_135!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_62!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_192!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_127!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_54!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_119!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_184!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_249!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_46!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_111!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_176!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_241!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_38!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_103!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_168!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_233!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_30!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_95!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_160!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_225!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_22!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_87!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_152!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_217!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_14!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_79!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_144!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_209!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_6!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_71!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_136!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_201!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_250!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_63!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_128!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_193!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_242!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_55!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_185!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_120!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_234!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_47!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_177!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_112!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_226!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_39!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_169!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_104!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_218!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_31!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_161!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_96!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_210!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_23!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_153!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_88!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_202!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_15!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_145!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_80!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_194!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_7!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_137!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_72!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_186!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_129!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_64!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_178!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_243!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_121!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_56!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_170!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_235!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_48!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_113!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_162!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_227!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_40!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_105!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_154!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_219!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_32!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_97!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_146!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_211!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_24!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_89!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_138!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_203!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_16!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_81!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_130!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_195!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_8!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_73!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_122!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_187!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_65!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_114!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_244!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_179!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_57!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_106!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_236!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_171!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_49!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_98!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_228!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_163!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_41!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_90!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_220!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_155!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_33!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_82!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_212!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_147!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_25!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_74!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_204!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_139!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_17!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_66!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_196!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_131!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_9!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_188!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_58!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_123!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_1!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_50!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_115!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_180!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_245!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_42!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_107!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_172!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_237!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_34!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_99!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_164!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_229!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_26!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_91!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_156!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_221!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_18!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_83!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_148!=1)))&&((u6.P5!=1)||(u5.Speed_Right_Wheel_213!=1)))"))
Reverse transition relation is NOT exact ! Due to transitions t2, t96, t1253, t1623, i0.u0.t0, Intersection with reachable at each step enabled. (destroyed/reverse/intersect/total) :0/1262/5/1267
Computing Next relation with stutter on 1.51276e+06 deadlock states
Detected timeout of ITS tools.
Built C files in :
/tmp/ltsmin12787838452401506958
[2021-05-08 06:37:50] [INFO ] Built C files in 35ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin12787838452401506958
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/ltsmin12787838452401506958]
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/ltsmin12787838452401506958] 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/ltsmin12787838452401506958] 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 AirplaneLD-PT-0500-07 finished in 77300 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(p0))], workingDir=/home/mcc/execution]
Support contains 1 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1747 places :
Symmetric choice reduction at 0 with 1747 rule applications. Total rules 1747 place count 19 transition count 1765
Iterating global reduction 0 with 1747 rules applied. Total rules applied 3494 place count 19 transition count 1765
Ensure Unique test removed 1747 transitions
Reduce isomorphic transitions removed 1747 transitions.
Iterating post reduction 0 with 1747 rules applied. Total rules applied 5241 place count 19 transition count 18
Applied a total of 5241 rules in 16 ms. Remains 19 /1766 variables (removed 1747) and now considering 18/3512 (removed 3494) transitions.
// Phase 1: matrix 18 rows 19 cols
[2021-05-08 06:37:51] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:51] [INFO ] Implicit Places using invariants in 41 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 41 ms to find 1 implicit places.
// Phase 1: matrix 18 rows 18 cols
[2021-05-08 06:37:51] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:51] [INFO ] Dead Transitions using invariants and state equation in 12 ms returned []
Starting structural reductions, iteration 1 : 18/1766 places, 18/3512 transitions.
Applied a total of 0 rules in 0 ms. Remains 18 /18 variables (removed 0) and now considering 18/18 (removed 0) transitions.
// Phase 1: matrix 18 rows 18 cols
[2021-05-08 06:37:51] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:51] [INFO ] Dead Transitions using invariants and state equation in 17 ms returned []
Finished structural reductions, in 2 iterations. Remains : 18/1766 places, 18/3512 transitions.
Stuttering acceptance computed with spot in 68 ms :[(NOT p0), (NOT p0), true]
Running random walk in product with property : AirplaneLD-PT-0500-08 automaton TGBA [mat=[[{ cond=(NOT p0), acceptance={} source=0 dest: 2}], [{ cond=true, acceptance={} source=1 dest: 0}], [{ cond=true, acceptance={0} source=2 dest: 2}]], initial=1, aps=[p0:(EQ s17 0)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, deterministic, no-univ-branch, unambiguous, semi-deterministic, terminal, very-weak, weak, inherently-weak], stateDesc=[null, null, null][false, false, false]]
Entered a terminal (fully accepting) state of product in 1 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-08 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-08 finished in 166 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F((p0||(p1 U p2)||X(p2))))], workingDir=/home/mcc/execution]
Support contains 2 out of 1766 places. Attempting structural reductions.
Property had overlarge support with respect to TGBA, discarding it for now.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1747 places :
Symmetric choice reduction at 0 with 1747 rule applications. Total rules 1747 place count 19 transition count 1765
Iterating global reduction 0 with 1747 rules applied. Total rules applied 3494 place count 19 transition count 1765
Ensure Unique test removed 1747 transitions
Reduce isomorphic transitions removed 1747 transitions.
Iterating post reduction 0 with 1747 rules applied. Total rules applied 5241 place count 19 transition count 18
Applied a total of 5241 rules in 15 ms. Remains 19 /1766 variables (removed 1747) and now considering 18/3512 (removed 3494) transitions.
// Phase 1: matrix 18 rows 19 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants in 14 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 14 ms to find 1 implicit places.
// Phase 1: matrix 18 rows 18 cols
[2021-05-08 06:37:52] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Dead Transitions using invariants and state equation in 11 ms returned []
Starting structural reductions, iteration 1 : 18/1766 places, 18/3512 transitions.
Applied a total of 0 rules in 0 ms. Remains 18 /18 variables (removed 0) and now considering 18/18 (removed 0) transitions.
// Phase 1: matrix 18 rows 18 cols
[2021-05-08 06:37:52] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Dead Transitions using invariants and state equation in 18 ms returned []
Finished structural reductions, in 2 iterations. Remains : 18/1766 places, 18/3512 transitions.
Stuttering acceptance computed with spot in 24 ms :[(AND (NOT p0) (NOT p2))]
Running random walk in product with property : AirplaneLD-PT-0500-09 automaton TGBA [mat=[[{ cond=(AND (NOT p0) (NOT p2)), acceptance={0} source=0 dest: 0}]], initial=0, aps=[p0:(EQ s14 0), p2:(EQ s13 0)], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, colored, deterministic, no-univ-branch, unambiguous, semi-deterministic, very-weak, weak, inherently-weak], stateDesc=[null][false]]
Product exploration explored 100000 steps with 34815 reset in 77 ms.
Product exploration explored 100000 steps with 34891 reset in 90 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 18 transition count 18
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 (G p0)), (F (G p2)), (NOT p0), (NOT p2)]
Property proved to be true thanks to knowledge :(F (G p0))
FORMULA AirplaneLD-PT-0500-09 TRUE TECHNIQUES STRUCTURAL INITIAL_STATE
Treatment of property AirplaneLD-PT-0500-09 finished in 311 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F((G(F(p1))&&p0)))], workingDir=/home/mcc/execution]
Support contains 4 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1746 places :
Symmetric choice reduction at 0 with 1746 rule applications. Total rules 1746 place count 20 transition count 1766
Iterating global reduction 0 with 1746 rules applied. Total rules applied 3492 place count 20 transition count 1766
Ensure Unique test removed 1746 transitions
Reduce isomorphic transitions removed 1746 transitions.
Iterating post reduction 0 with 1746 rules applied. Total rules applied 5238 place count 20 transition count 20
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 1 with 1 Pre rules applied. Total rules applied 5238 place count 20 transition count 19
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 1 with 2 rules applied. Total rules applied 5240 place count 19 transition count 19
Applied a total of 5240 rules in 32 ms. Remains 19 /1766 variables (removed 1747) and now considering 19/3512 (removed 3493) transitions.
// Phase 1: matrix 19 rows 19 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants in 32 ms returned []
// Phase 1: matrix 19 rows 19 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants and state equation in 15 ms returned [17]
Discarding 1 places :
Implicit Place search using SMT with State Equation took 49 ms to find 1 implicit places.
[2021-05-08 06:37:52] [INFO ] Redundant transitions in 0 ms returned []
// Phase 1: matrix 19 rows 18 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:37:52] [INFO ] Dead Transitions using invariants and state equation in 12 ms returned []
Starting structural reductions, iteration 1 : 18/1766 places, 19/3512 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 18 transition count 18
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 2 place count 17 transition count 18
Discarding 1 places :
Symmetric choice reduction at 2 with 1 rule applications. Total rules 3 place count 16 transition count 17
Iterating global reduction 2 with 1 rules applied. Total rules applied 4 place count 16 transition count 17
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 5 place count 16 transition count 16
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 1 Pre rules applied. Total rules applied 5 place count 16 transition count 15
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 3 with 2 rules applied. Total rules applied 7 place count 15 transition count 15
Applied a total of 7 rules in 1 ms. Remains 15 /18 variables (removed 3) and now considering 15/19 (removed 4) transitions.
// Phase 1: matrix 15 rows 15 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants in 10 ms returned []
// Phase 1: matrix 15 rows 15 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants and state equation in 12 ms returned [14]
Discarding 1 places :
Implicit Place search using SMT with State Equation took 24 ms to find 1 implicit places.
Starting structural reductions, iteration 2 : 14/1766 places, 15/3512 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 14 transition count 14
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 2 place count 13 transition count 14
Discarding 1 places :
Symmetric choice reduction at 2 with 1 rule applications. Total rules 3 place count 12 transition count 13
Iterating global reduction 2 with 1 rules applied. Total rules applied 4 place count 12 transition count 13
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 5 place count 12 transition count 12
Applied a total of 5 rules in 1 ms. Remains 12 /14 variables (removed 2) and now considering 12/15 (removed 3) transitions.
// Phase 1: matrix 12 rows 12 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants in 10 ms returned []
// Phase 1: matrix 12 rows 12 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants and state equation in 12 ms returned []
Implicit Place search using SMT with State Equation took 22 ms to find 0 implicit places.
Finished structural reductions, in 3 iterations. Remains : 12/1766 places, 12/3512 transitions.
Stuttering acceptance computed with spot in 102 ms :[(OR (NOT p1) (NOT p0)), (NOT p1), (NOT p1), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-0500-11 automaton TGBA [mat=[[{ cond=(NOT p1), acceptance={} source=0 dest: 1}, { cond=true, acceptance={} source=0 dest: 2}, { cond=(NOT p0), acceptance={} source=0 dest: 3}], [{ cond=(NOT p1), acceptance={0} source=1 dest: 1}], [{ cond=(NOT p1), acceptance={} source=2 dest: 1}, { cond=true, acceptance={} source=2 dest: 2}], [{ cond=(NOT p0), acceptance={0} source=3 dest: 3}]], initial=0, aps=[p1:(AND (EQ s6 1) (EQ s8 1)), p0:(AND (EQ s0 1) (EQ s2 1))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, stutter-invariant, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null][true, true, true, true]]
Stuttering criterion allowed to conclude after 6 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-11 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-11 finished in 260 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(X(X((p0||G(p1)||(p2 U (p3||G(p2)))))))], workingDir=/home/mcc/execution]
Support contains 7 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1745 places :
Symmetric choice reduction at 0 with 1745 rule applications. Total rules 1745 place count 21 transition count 1767
Iterating global reduction 0 with 1745 rules applied. Total rules applied 3490 place count 21 transition count 1767
Ensure Unique test removed 1745 transitions
Reduce isomorphic transitions removed 1745 transitions.
Iterating post reduction 0 with 1745 rules applied. Total rules applied 5235 place count 21 transition count 22
Applied a total of 5235 rules in 16 ms. Remains 21 /1766 variables (removed 1745) and now considering 22/3512 (removed 3490) transitions.
// Phase 1: matrix 22 rows 21 cols
[2021-05-08 06:37:52] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:37:52] [INFO ] Implicit Places using invariants in 12 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 13 ms to find 1 implicit places.
// Phase 1: matrix 22 rows 20 cols
[2021-05-08 06:37:52] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Dead Transitions using invariants and state equation in 20 ms returned []
Starting structural reductions, iteration 1 : 20/1766 places, 22/3512 transitions.
Applied a total of 0 rules in 0 ms. Remains 20 /20 variables (removed 0) and now considering 22/22 (removed 0) transitions.
// Phase 1: matrix 22 rows 20 cols
[2021-05-08 06:37:52] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:52] [INFO ] Dead Transitions using invariants and state equation in 17 ms returned []
Finished structural reductions, in 2 iterations. Remains : 20/1766 places, 22/3512 transitions.
Stuttering acceptance computed with spot in 182 ms :[true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) (NOT p2) (NOT p1)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (NOT p1), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0))]
Running random walk in product with property : AirplaneLD-PT-0500-12 automaton TGBA [mat=[[{ cond=true, acceptance={0} source=0 dest: 0}], [{ cond=(AND (NOT p3) (NOT p2)), acceptance={} source=1 dest: 0}, { cond=(AND (NOT p3) p2), acceptance={} source=1 dest: 1}], [{ cond=(AND (NOT p1) (NOT p3) (NOT p2)), acceptance={} source=2 dest: 0}, { cond=(AND (NOT p1) (NOT p3) p2), acceptance={} source=2 dest: 1}, { cond=(AND p1 (NOT p3) p2), acceptance={} source=2 dest: 2}, { cond=(AND p1 (NOT p3) (NOT p2)), acceptance={} source=2 dest: 4}], [{ cond=(AND (NOT p0) (NOT p1) (NOT p3) (NOT p2)), acceptance={} source=3 dest: 0}, { cond=(AND (NOT p0) (NOT p1) (NOT p3) p2), acceptance={} source=3 dest: 1}, { cond=(AND (NOT p0) p1 (NOT p3) p2), acceptance={} source=3 dest: 2}, { cond=(AND (NOT p0) p1 (NOT p3) (NOT p2)), acceptance={} source=3 dest: 4}], [{ cond=(NOT p1), acceptance={} source=4 dest: 0}, { cond=p1, acceptance={} source=4 dest: 4}], [{ cond=true, acceptance={} source=5 dest: 6}], [{ cond=true, acceptance={} source=6 dest: 3}]], initial=5, aps=[p3:(AND (OR (NEQ s2 1) (NEQ s4 1)) (OR (NEQ s9 1) (NEQ s11 1))), p2:(OR (NEQ s9 1) (NEQ s11 1)), p1:(NEQ s19 1), p0:(AND (EQ s5 1) (EQ s7 1))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, deterministic, no-univ-branch, unambiguous, semi-deterministic, terminal, very-weak, weak, inherently-weak], stateDesc=[null, null, null, null, null, null, null][false, false, false, false, false, false, false]]
Product exploration explored 100000 steps with 33333 reset in 102 ms.
Product exploration explored 100000 steps with 33333 reset in 107 ms.
Complete graph has no SCC; deadlocks are unavoidable. place count 20 transition count 22
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 (G p3)), (F (G p2)), (F (G p1)), (F (G (NOT p0))), p3, p2, (NOT p1), (NOT p0)]
Stuttering acceptance computed with spot in 181 ms :[true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) (NOT p2) (NOT p1)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (NOT p1), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0))]
Product exploration explored 100000 steps with 33333 reset in 118 ms.
Product exploration explored 100000 steps with 33333 reset in 111 ms.
Applying partial POR strategy [true, true, true, true, true, false, false]
Stuttering acceptance computed with spot in 184 ms :[true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) (NOT p2) (NOT p1)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (NOT p1), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0)), (AND (NOT p3) (NOT p2) (NOT p1) (NOT p0))]
Support contains 7 out of 20 places. Attempting structural reductions.
Property had overlarge support with respect to TGBA, discarding it for now.
Starting structural reductions, iteration 0 : 20/20 places, 22/22 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 0
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 20 transition count 22
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 1 with 1 Pre rules applied. Total rules applied 1 place count 20 transition count 22
Deduced a syphon composed of 2 places in 0 ms
Iterating global reduction 1 with 1 rules applied. Total rules applied 2 place count 20 transition count 22
Deduced a syphon composed of 2 places in 0 ms
Applied a total of 2 rules in 3 ms. Remains 20 /20 variables (removed 0) and now considering 22/22 (removed 0) transitions.
[2021-05-08 06:37:54] [INFO ] Redundant transitions in 0 ms returned []
// Phase 1: matrix 22 rows 20 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Dead Transitions using invariants and state equation in 12 ms returned []
Finished structural reductions, in 1 iterations. Remains : 20/20 places, 22/22 transitions.
Product exploration explored 100000 steps with 33333 reset in 177 ms.
Product exploration explored 100000 steps with 33333 reset in 155 ms.
[2021-05-08 06:37:54] [INFO ] Flatten gal took : 1 ms
[2021-05-08 06:37:54] [INFO ] Flatten gal took : 1 ms
[2021-05-08 06:37:54] [INFO ] Time to serialize gal into /tmp/LTL13749134292666274545.gal : 1 ms
[2021-05-08 06:37:54] [INFO ] Time to serialize properties into /tmp/LTL1991919019035709751.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/LTL13749134292666274545.gal, -t, CGAL, -LTL, /tmp/LTL1991919019035709751.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/LTL13749134292666274545.gal -t CGAL -LTL /tmp/LTL1991919019035709751.ltl -c -stutter-deadlock --gen-order FOLLOW
Read 1 LTL properties
Checking formula 0 : !((X(X(((G("(stp4!=1)"))||(("((P4!=1)||(Speed_Left_Wheel_51!=1))")U(("(((P2!=1)||(Weight_Right_Wheel_off!=1))&&((P4!=1)||(Speed_Left_Wheel_51!=1)))")||(G("((P4!=1)||(Speed_Left_Wheel_51!=1))")))))||("((P3==1)&&(TheAltitude_153==1))")))))
Formula 0 simplified : !XX("((P3==1)&&(TheAltitude_153==1))" | G"(stp4!=1)" | ("((P4!=1)||(Speed_Left_Wheel_51!=1))" U ("(((P2!=1)||(Weight_Right_Wheel_off!=1))&&((P4!=1)||(Speed_Left_Wheel_51!=1)))" | G"((P4!=1)||(Speed_Left_Wheel_51!=1))")))
Reverse transition relation is NOT exact ! Due to transitions t0, t2, t4, t156, t1004, t1505, Intersection with reachable at each step enabled. (destroyed/reverse/intersect/total) :0/16/6/22
Computing Next relation with stutter on 32 deadlock states
3 unique states visited
0 strongly connected components in search stack
2 transitions explored
3 items max in DFS search stack
2 ticks for the emptiness check
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
STATS,0,0.020089,18144,1,0,55,2334,87,22,572,2315,64
no accepting run found
Formula 0 is TRUE no accepting run found.
FORMULA AirplaneLD-PT-0500-12 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Treatment of property AirplaneLD-PT-0500-12 finished in 1994 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F((G(p0)||G((F(p0)&&p1)))))], workingDir=/home/mcc/execution]
Support contains 4 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1746 places :
Symmetric choice reduction at 0 with 1746 rule applications. Total rules 1746 place count 20 transition count 1766
Iterating global reduction 0 with 1746 rules applied. Total rules applied 3492 place count 20 transition count 1766
Ensure Unique test removed 1746 transitions
Reduce isomorphic transitions removed 1746 transitions.
Iterating post reduction 0 with 1746 rules applied. Total rules applied 5238 place count 20 transition count 20
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 1 with 1 Pre rules applied. Total rules applied 5238 place count 20 transition count 19
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 1 with 2 rules applied. Total rules applied 5240 place count 19 transition count 19
Applied a total of 5240 rules in 28 ms. Remains 19 /1766 variables (removed 1747) and now considering 19/3512 (removed 3493) transitions.
// Phase 1: matrix 19 rows 19 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants in 10 ms returned []
// Phase 1: matrix 19 rows 19 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants and state equation in 16 ms returned [17]
Discarding 1 places :
Implicit Place search using SMT with State Equation took 28 ms to find 1 implicit places.
[2021-05-08 06:37:54] [INFO ] Redundant transitions in 0 ms returned []
// Phase 1: matrix 19 rows 18 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Dead Transitions using invariants and state equation in 14 ms returned []
Starting structural reductions, iteration 1 : 18/1766 places, 19/3512 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 18 transition count 18
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 2 place count 17 transition count 18
Discarding 1 places :
Symmetric choice reduction at 2 with 1 rule applications. Total rules 3 place count 16 transition count 17
Iterating global reduction 2 with 1 rules applied. Total rules applied 4 place count 16 transition count 17
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 5 place count 16 transition count 16
Applied a total of 5 rules in 2 ms. Remains 16 /18 variables (removed 2) and now considering 16/19 (removed 3) transitions.
// Phase 1: matrix 16 rows 16 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants in 10 ms returned []
// Phase 1: matrix 16 rows 16 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 1 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants and state equation in 13 ms returned []
Implicit Place search using SMT with State Equation took 23 ms to find 0 implicit places.
Finished structural reductions, in 2 iterations. Remains : 16/1766 places, 16/3512 transitions.
Stuttering acceptance computed with spot in 54 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-0500-13 automaton TGBA [mat=[[{ cond=(AND (NOT p0) (NOT p1)), acceptance={0, 1} source=0 dest: 0}, { cond=(AND (NOT p0) p1), acceptance={0} source=0 dest: 0}, { cond=(AND p0 (NOT p1)), acceptance={1} source=0 dest: 0}, { cond=(AND p0 p1), acceptance={} source=0 dest: 0}, { cond=(AND (NOT p0) p1), acceptance={} source=0 dest: 1}], [{ cond=(NOT p0), acceptance={0, 1} source=1 dest: 1}]], initial=0, aps=[p0:(AND (EQ s0 1) (EQ s2 1)), p1:(AND (EQ s9 1) (EQ s11 1))], nbAcceptance=2, properties=[trans-labels, explicit-labels, trans-acc, no-univ-branch, stutter-invariant], stateDesc=[null, null][true, true]]
Stuttering criterion allowed to conclude after 6 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-13 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-13 finished in 176 ms.
Running Spot : CommandLine [args=[/home/mcc/BenchKit/bin//..//ltl2tgba, --hoaf=tv, -f, !(F(G(p0)))], workingDir=/home/mcc/execution]
Support contains 2 out of 1766 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 1766/1766 places, 3512/3512 transitions.
Discarding 1746 places :
Symmetric choice reduction at 0 with 1746 rule applications. Total rules 1746 place count 20 transition count 1766
Iterating global reduction 0 with 1746 rules applied. Total rules applied 3492 place count 20 transition count 1766
Ensure Unique test removed 1746 transitions
Reduce isomorphic transitions removed 1746 transitions.
Iterating post reduction 0 with 1746 rules applied. Total rules applied 5238 place count 20 transition count 20
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 1 with 1 Pre rules applied. Total rules applied 5238 place count 20 transition count 19
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 1 with 2 rules applied. Total rules applied 5240 place count 19 transition count 19
Applied a total of 5240 rules in 27 ms. Remains 19 /1766 variables (removed 1747) and now considering 19/3512 (removed 3493) transitions.
// Phase 1: matrix 19 rows 19 cols
[2021-05-08 06:37:54] [INFO ] Computed 1 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants in 13 ms returned [2]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 13 ms to find 1 implicit places.
[2021-05-08 06:37:54] [INFO ] Redundant transitions in 0 ms returned []
// Phase 1: matrix 19 rows 18 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Dead Transitions using invariants and state equation in 13 ms returned []
Starting structural reductions, iteration 1 : 18/1766 places, 19/3512 transitions.
Drop transitions removed 2 transitions
Trivial Post-agglo rules discarded 2 transitions
Performed 2 trivial Post agglomeration. Transition count delta: 2
Iterating post reduction 0 with 2 rules applied. Total rules applied 2 place count 18 transition count 17
Reduce places removed 2 places and 0 transitions.
Iterating post reduction 1 with 2 rules applied. Total rules applied 4 place count 16 transition count 17
Applied a total of 4 rules in 1 ms. Remains 16 /18 variables (removed 2) and now considering 17/19 (removed 2) transitions.
// Phase 1: matrix 17 rows 16 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants in 10 ms returned []
// Phase 1: matrix 17 rows 16 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants and state equation in 13 ms returned [14]
Discarding 1 places :
Implicit Place search using SMT with State Equation took 24 ms to find 1 implicit places.
Starting structural reductions, iteration 2 : 15/1766 places, 17/3512 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 1 place count 15 transition count 16
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 2 place count 14 transition count 16
Discarding 1 places :
Symmetric choice reduction at 2 with 1 rule applications. Total rules 3 place count 13 transition count 15
Iterating global reduction 2 with 1 rules applied. Total rules applied 4 place count 13 transition count 15
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 5 place count 13 transition count 14
Applied a total of 5 rules in 1 ms. Remains 13 /15 variables (removed 2) and now considering 14/17 (removed 3) transitions.
// Phase 1: matrix 14 rows 13 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants in 8 ms returned []
// Phase 1: matrix 14 rows 13 cols
[2021-05-08 06:37:54] [INFO ] Computed 0 place invariants in 0 ms
[2021-05-08 06:37:54] [INFO ] Implicit Places using invariants and state equation in 12 ms returned []
Implicit Place search using SMT with State Equation took 20 ms to find 0 implicit places.
Finished structural reductions, in 3 iterations. Remains : 13/1766 places, 14/3512 transitions.
Stuttering acceptance computed with spot in 27 ms :[(NOT p0)]
Running random walk in product with property : AirplaneLD-PT-0500-14 automaton TGBA [mat=[[{ cond=(NOT p0), acceptance={0} source=0 dest: 0}, { cond=p0, acceptance={} source=0 dest: 0}]], initial=0, aps=[p0:(AND (EQ s6 1) (EQ s8 1))], nbAcceptance=1, properties=[trans-labels, explicit-labels, trans-acc, complete, deterministic, no-univ-branch, unambiguous, semi-deterministic, stutter-invariant], stateDesc=[null][true]]
Stuttering criterion allowed to conclude after 7 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-0500-14 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-0500-14 finished in 139 ms.
Using solver Z3 to compute partial order matrices.
Built C files in :
/tmp/ltsmin6831914650232090482
[2021-05-08 06:37:54] [INFO ] Too many transitions (3512) to apply POR reductions. Disabling POR matrices.
[2021-05-08 06:37:54] [INFO ] Built C files in 43ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin6831914650232090482
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/ltsmin6831914650232090482]
[2021-05-08 06:37:55] [INFO ] Applying decomposition
[2021-05-08 06:37:55] [INFO ] Flatten gal took : 108 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/graph7081461888211835336.txt, -o, /tmp/graph7081461888211835336.bin, -w, /tmp/graph7081461888211835336.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/graph7081461888211835336.bin, -l, -1, -v, -w, /tmp/graph7081461888211835336.weights, -q, 0, -e, 0.001], workingDir=null]
[2021-05-08 06:37:55] [INFO ] Decomposing Gal with order
[2021-05-08 06:37:55] [INFO ] Rewriting arrays to variables to allow decomposition.
[2021-05-08 06:37:56] [INFO ] Removed a total of 1748 redundant transitions.
[2021-05-08 06:37:56] [INFO ] Flatten gal took : 1124 ms
[2021-05-08 06:37:56] [INFO ] Fuse similar labels procedure discarded/fused a total of 1752 labels/synchronizations in 62 ms.
[2021-05-08 06:37:56] [INFO ] Time to serialize gal into /tmp/LTLFireability1814147599535870093.gal : 7 ms
[2021-05-08 06:37:56] [INFO ] Time to serialize properties into /tmp/LTLFireability11327445752422684493.ltl : 5 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/LTLFireability1814147599535870093.gal, -t, CGAL, -LTL, /tmp/LTLFireability11327445752422684493.ltl, -c, -stutter-deadlock], workingDir=/home/mcc/execution]

its-ltl command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202104292328/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/LTLFireability1814147599535870093.gal -t CGAL -LTL /tmp/LTLFireability11327445752422684493.ltl -c -stutter-deadlock
Read 1 LTL properties
Checking formula 0 : !((F((G(!("((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((u2.P3==1)&&(u4.TheAltitude_390==1))||((u2.P3==1)&&(u4.TheAltitude_130==1)))||((u2.P3==1)&&(u4.TheAltitude_195==1)))||((u2.P3==1)&&(u4.TheAltitude_455==1)))||((u2.P3==1)&&(u4.TheAltitude_65==1)))||((u2.P3==1)&&(u4.TheAltitude_260==1)))||((u2.P3==1)&&(u4.TheAltitude_325==1)))||((u2.P3==1)&&(u4.TheAltitude_114==1)))||((u2.P3==1)&&(u4.TheAltitude_244==1)))||((u2.P3==1)&&(u4.TheAltitude_374==1)))||((u2.P3==1)&&(u4.TheAltitude_179==1)))||((u2.P3==1)&&(u4.TheAltitude_439==1)))||((u2.P3==1)&&(u4.TheAltitude_49==1)))||((u2.P3==1)&&(u4.TheAltitude_309==1)))||((u2.P3==1)&&(u4.TheAltitude_98==1)))||((u2.P3==1)&&(u4.TheAltitude_228==1)))||((u2.P3==1)&&(u4.TheAltitude_358==1)))||((u2.P3==1)&&(u4.TheAltitude_488==1)))||((u2.P3==1)&&(u4.TheAltitude_163==1)))||((u2.P3==1)&&(u4.TheAltitude_423==1)))||((u2.P3==1)&&(u4.TheAltitude_33==1)))||((u2.P3==1)&&(u4.TheAltitude_293==1)))||((u2.P3==1)&&(u4.TheAltitude_82==1)))||((u2.P3==1)&&(u4.TheAltitude_212==1)))||((u2.P3==1)&&(u4.TheAltitude_342==1)))||((u2.P3==1)&&(u4.TheAltitude_472==1)))||((u2.P3==1)&&(u4.TheAltitude_147==1)))||((u2.P3==1)&&(u4.TheAltitude_407==1)))||((u2.P3==1)&&(u4.TheAltitude_17==1)))||((u2.P3==1)&&(u4.TheAltitude_277==1)))||((u2.P3==1)&&(u4.TheAltitude_454==1)))||((u2.P3==1)&&(u4.TheAltitude_194==1)))||((u2.P3==1)&&(u4.TheAltitude_129==1)))||((u2.P3==1)&&(u4.TheAltitude_64==1)))||((u2.P3==1)&&(u4.TheAltitude_259==1)))||((u2.P3==1)&&(u4.TheAltitude_389==1)))||((u2.P3==1)&&(u4.TheAltitude_324==1)))||((u2.P3==1)&&(u4.TheAltitude_178==1)))||((u2.P3==1)&&(u4.TheAltitude_243==1)))||((u2.P3==1)&&(u4.TheAltitude_438==1)))||((u2.P3==1)&&(u4.TheAltitude_48==1)))||((u2.P3==1)&&(u4.TheAltitude_113==1)))||((u2.P3==1)&&(u4.TheAltitude_308==1)))||((u2.P3==1)&&(u4.TheAltitude_373==1)))||((u2.P3==1)&&(u4.TheAltitude_162==1)))||((u2.P3==1)&&(u4.TheAltitude_227==1)))||((u2.P3==1)&&(u4.TheAltitude_422==1)))||((u2.P3==1)&&(u4.TheAltitude_487==1)))||((u2.P3==1)&&(u4.TheAltitude_32==1)))||((u2.P3==1)&&(u4.TheAltitude_97==1)))||((u2.P3==1)&&(u4.TheAltitude_292==1)))||((u2.P3==1)&&(u4.TheAltitude_357==1)))||((u2.P3==1)&&(u4.TheAltitude_146==1)))||((u2.P3==1)&&(u4.TheAltitude_211==1)))||((u2.P3==1)&&(u4.TheAltitude_406==1)))||((u2.P3==1)&&(u4.TheAltitude_471==1)))||((u2.P3==1)&&(u4.TheAltitude_16==1)))||((u2.P3==1)&&(u4.TheAltitude_81==1)))||((u2.P3==1)&&(u4.TheAltitude_276==1)))||((u2.P3==1)&&(u4.TheAltitude_341==1)))||((u2.P3==1)&&(u4.TheAltitude_63==1)))||((u2.P3==1)&&(u4.TheAltitude_128==1)))||((u2.P3==1)&&(u4.TheAltitude_193==1)))||((u2.P3==1)&&(u4.TheAltitude_258==1)))||((u2.P3==1)&&(u4.TheAltitude_323==1)))||((u2.P3==1)&&(u4.TheAltitude_453==1)))||((u2.P3==1)&&(u4.TheAltitude_388==1)))||((u2.P3==1)&&(u4.TheAltitude_242==1)))||((u2.P3==1)&&(u4.TheAltitude_47==1)))||((u2.P3==1)&&(u4.TheAltitude_177==1)))||((u2.P3==1)&&(u4.TheAltitude_112==1)))||((u2.P3==1)&&(u4.TheAltitude_307==1)))||((u2.P3==1)&&(u4.TheAltitude_437==1)))||((u2.P3==1)&&(u4.TheAltitude_372==1)))||((u2.P3==1)&&(u4.TheAltitude_226==1)))||((u2.P3==1)&&(u4.TheAltitude_486==1)))||((u2.P3==1)&&(u4.TheAltitude_31==1)))||((u2.P3==1)&&(u4.TheAltitude_161==1)))||((u2.P3==1)&&(u4.TheAltitude_96==1)))||((u2.P3==1)&&(u4.TheAltitude_291==1)))||((u2.P3==1)&&(u4.TheAltitude_421==1)))||((u2.P3==1)&&(u4.TheAltitude_356==1)))||((u2.P3==1)&&(u4.TheAltitude_210==1)))||((u2.P3==1)&&(u4.TheAltitude_470==1)))||((u2.P3==1)&&(u4.TheAltitude_15==1)))||((u2.P3==1)&&(u4.TheAltitude_145==1)))||((u2.P3==1)&&(u4.TheAltitude_80==1)))||((u2.P3==1)&&(u4.TheAltitude_275==1)))||((u2.P3==1)&&(u4.TheAltitude_405==1)))||((u2.P3==1)&&(u4.TheAltitude_340==1)))||((u2.P3==1)&&(u4.TheAltitude_62==1)))||((u2.P3==1)&&(u4.TheAltitude_192==1)))||((u2.P3==1)&&(u4.TheAltitude_127==1)))||((u2.P3==1)&&(u4.TheAltitude_13==1)))||((u2.P3==1)&&(u4.TheAltitude_257==1)))||((u2.P3==1)&&(u4.TheAltitude_322==1)))||((u2.P3==1)&&(u4.TheAltitude_387==1)))||((u2.P3==1)&&(u4.TheAltitude_452==1)))||((u2.P3==1)&&(u4.TheAltitude_46==1)))||((u2.P3==1)&&(u4.TheAltitude_111==1)))||((u2.P3==1)&&(u4.TheAltitude_176==1)))||((u2.P3==1)&&(u4.TheAltitude_241==1)))||((u2.P3==1)&&(u4.TheAltitude_306==1)))||((u2.P3==1)&&(u4.TheAltitude_371==1)))||((u2.P3==1)&&(u4.TheAltitude_436==1)))||((u2.P3==1)&&(u4.TheAltitude_30==1)))||((u2.P3==1)&&(u4.TheAltitude_95==1)))||((u2.P3==1)&&(u4.TheAltitude_160==1)))||((u2.P3==1)&&(u4.TheAltitude_225==1)))||((u2.P3==1)&&(u4.TheAltitude_290==1)))||((u2.P3==1)&&(u4.TheAltitude_355==1)))||((u2.P3==1)&&(u4.TheAltitude_420==1)))||((u2.P3==1)&&(u4.TheAltitude_485==1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ltitude_416==1)))||((u2.P3==1)&&(u4.TheAltitude_481==1)))||((u2.P3==1)&&(u4.TheAltitude_26==1)))||((u2.P3==1)&&(u4.TheAltitude_91==1)))||((u2.P3==1)&&(u4.TheAltitude_156==1)))||((u2.P3==1)&&(u4.TheAltitude_221==1)))||((u2.P3==1)&&(u4.TheAltitude_270==1)))||((u2.P3==1)&&(u4.TheAltitude_335==1)))||((u2.P3==1)&&(u4.TheAltitude_400==1)))||((u2.P3==1)&&(u4.TheAltitude_465==1)))||((u2.P3==1)&&(u4.TheAltitude_268==1)))||((u2.P3==1)&&(u4.TheAltitude_333==1)))||((u2.P3==1)&&(u4.TheAltitude_382==1)))||((u2.P3==1)&&(u4.TheAltitude_138==1)))||((u2.P3==1)&&(u4.TheAltitude_203==1)))||((u2.P3==1)&&(u4.TheAltitude_447==1)))||((u2.P3==1)&&(u4.TheAltitude_8==1)))||((u2.P3==1)&&(u4.TheAltitude_73==1)))||((u2.P3==1)&&(u4.TheAltitude_317==1)))||((u2.P3==1)&&(u4.TheAltitude_252==1)))||((u2.P3==1)&&(u4.TheAltitude_366==1)))||((u2.P3==1)&&(u4.TheAltitude_496==1)))||((u2.P3==1)&&(u4.TheAltitude_122==1)))||((u2.P3==1)&&(u4.TheAltitude_187==1)))||((u2.P3==1)&&(u4.TheAltitude_431==1)))||((u2.P3==1)&&(u4.TheAltitude_57==1)))||((u2.P3==1)&&(u4.TheAltitude_301==1)))||((u2.P3==1)&&(u4.TheAltitude_106==1)))||((u2.P3==1)&&(u4.TheAltitude_236==1)))||((u2.P3==1)&&(u4.TheAltitude_350==1)))||((u2.P3==1)&&(u4.TheAltitude_480==1)))||((u2.P3==1)&&(u4.TheAltitude_171==1)))||((u2.P3==1)&&(u4.TheAltitude_415==1)))||((u2.P3==1)&&(u4.TheAltitude_41==1)))||((u2.P3==1)&&(u4.TheAltitude_285==1)))||((u2.P3==1)&&(u4.TheAltitude_90==1)))||((u2.P3==1)&&(u4.TheAltitude_220==1)))||((u2.P3==1)&&(u4.TheAltitude_334==1)))||((u2.P3==1)&&(u4.TheAltitude_464==1)))||((u2.P3==1)&&(u4.TheAltitude_155==1)))||((u2.P3==1)&&(u4.TheAltitude_399==1)))||((u2.P3==1)&&(u4.TheAltitude_25==1)))||((u2.P3==1)&&(u4.TheAltitude_267==1)))||((u2.P3==1)&&(u4.TheAltitude_397==1)))||((u2.P3==1)&&(u4.TheAltitude_332==1)))||((u2.P3==1)&&(u4.TheAltitude_446==1)))||((u2.P3==1)&&(u4.TheAltitude_202==1)))||((u2.P3==1)&&(u4.TheAltitude_7==1)))||((u2.P3==1)&&(u4.TheAltitude_137==1)))||((u2.P3==1)&&(u4.TheAltitude_72==1)))||((u2.P3==1)&&(u4.TheAltitude_316==1)))||((u2.P3==1)&&(u4.TheAltitude_381==1)))||((u2.P3==1)&&(u4.TheAltitude_251==1)))||((u2.P3==1)&&(u4.TheAltitude_430==1)))||((u2.P3==1)&&(u4.TheAltitude_495==1)))||((u2.P3==1)&&(u4.TheAltitude_186==1)))||((u2.P3==1)&&(u4.TheAltitude_121==1)))||((u2.P3==1)&&(u4.TheAltitude_56==1)))||((u2.P3==1)&&(u4.TheAltitude_300==1)))||((u2.P3==1)&&(u4.TheAltitude_365==1)))||((u2.P3==1)&&(u4.TheAltitude_170==1)))||((u2.P3==1)&&(u4.TheAltitude_235==1)))||((u2.P3==1)&&(u4.TheAltitude_414==1)))||((u2.P3==1)&&(u4.TheAltitude_479==1)))||((u2.P3==1)&&(u4.TheAltitude_40==1)))||((u2.P3==1)&&(u4.TheAltitude_105==1)))||((u2.P3==1)&&(u4.TheAltitude_284==1)))||((u2.P3==1)&&(u4.TheAltitude_349==1)))||((u2.P3==1)&&(u4.TheAltitude_154==1)))||((u2.P3==1)&&(u4.TheAltitude_219==1)))||((u2.P3==1)&&(u4.TheAltitude_398==1)))||((u2.P3==1)&&(u4.TheAltitude_463==1)))||((u2.P3==1)&&(u4.TheAltitude_24==1)))||((u2.P3==1)&&(u4.TheAltitude_89==1)))||((u2.P3==1)&&(u4.TheAltitude_266==1)))||((u2.P3==1)&&(u4.TheAltitude_331==1)))||((u2.P3==1)&&(u4.TheAltitude_396==1)))||((u2.P3==1)&&(u4.TheAltitude_461==1)))||((u2.P3==1)&&(u4.TheAltitude_6==1)))||((u2.P3==1)&&(u4.TheAltitude_71==1)))||((u2.P3==1)&&(u4.TheAltitude_136==1)))||((u2.P3==1)&&(u4.TheAltitude_201==1)))||((u2.P3==1)&&(u4.TheAltitude_315==1)))||((u2.P3==1)&&(u4.TheAltitude_445==1)))||((u2.P3==1)&&(u4.TheAltitude_380==1)))||((u2.P3==1)&&(u4.TheAltitude_250==1)))||((u2.P3==1)&&(u4.TheAltitude_494==1)))||((u2.P3==1)&&(u4.TheAltitude_55==1)))||((u2.P3==1)&&(u4.TheAltitude_120==1)))||((u2.P3==1)&&(u4.TheAltitude_185==1)))||((u2.P3==1)&&(u4.TheAltitude_299==1)))||((u2.P3==1)&&(u4.TheAltitude_429==1)))||((u2.P3==1)&&(u4.TheAltitude_364==1)))||((u2.P3==1)&&(u4.TheAltitude_234==1)))||((u2.P3==1)&&(u4.TheAltitude_478==1)))||((u2.P3==1)&&(u4.TheAltitude_39==1)))||((u2.P3==1)&&(u4.TheAltitude_169==1)))||((u2.P3==1)&&(u4.TheAltitude_104==1)))||((u2.P3==1)&&(u4.TheAltitude_283==1)))||((u2.P3==1)&&(u4.TheAltitude_413==1)))||((u2.P3==1)&&(u4.TheAltitude_348==1)))||((u2.P3==1)&&(u4.TheAltitude_218==1)))||((u2.P3==1)&&(u4.TheAltitude_462==1)))||((u2.P3==1)&&(u4.TheAltitude_23==1)))||((u2.P3==1)&&(u4.TheAltitude_153==1)))||((u2.P3==1)&&(u4.TheAltitude_88==1)))||((u2.P3==1)&&(u4.TheAltitude_5==1)))||((u2.P3==1)&&(u4.TheAltitude_265==1)))||((u2.P3==1)&&(u4.TheAltitude_330==1)))||((u2.P3==1)&&(u4.TheAltitude_460==1)))||((u2.P3==1)&&(u4.TheAltitude_395==1)))||((u2.P3==1)&&(u4.TheAltitude_70==1)))||((u2.P3==1)&&(u4.TheAltitude_200==1)))||((u2.P3==1)&&(u4.TheAltitude_135==1)))||((u2.P3==1)&&(u4.TheAltitude_314==1)))||((u2.P3==1)&&(u4.TheAltitude_379==1)))||((u2.P3==1)&&(u4.TheAltitude_444==1)))||((u2.P3==1)&&(u4.TheAltitude_184==1)))||((u2.P3==1)&&(u4.TheAltitude_249==1)))||((u2.P3==1)&&(u4.TheAltitude_54==1)))||((u2.P3==1)&&(u4.TheAltitude_119==1)))||((u2.P3==1)&&(u4.TheAltitude_298==1)))||((u2.P3==1)&&(u4.TheAltitude_363==1)))||((u2.P3==1)&&(u4.TheAltitude_428==1)))||((u2.P3==1)&&(u4.TheAltitude_493==1)))||((u2.P3==1)&&(u4.TheAltitude_38==1)))||((u2.P3==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9==1)))||((u2.P3==1)&&(u4.TheAltitude_149==1)))||((u2.P3==1)&&(u4.TheAltitude_279==1)))||((u2.P3==1)&&(u4.TheAltitude_409==1)))||((u2.P3==1)&&(u4.TheAltitude_84==1)))||((u2.P3==1)&&(u4.TheAltitude_344==1)))||((u2.P3==1)&&(u4.TheAltitude_474==1)))||((u2.P3==1)&&(u4.TheAltitude_214==1)))||((u2.P3==1)&&(u4.TheAltitude_456==1)))||((u2.P3==1)&&(u4.TheAltitude_66==1)))||((u2.P3==1)&&(u4.TheAltitude_196==1)))||((u2.P3==1)&&(u4.TheAltitude_326==1)))||((u2.P3==1)&&(u4.TheAltitude_131==1)))||((u2.P3==1)&&(u4.TheAltitude_391==1)))||((u2.P3==1)&&(u4.TheAltitude_1==1)))||((u2.P3==1)&&(u4.TheAltitude_261==1)))||((u2.P3==1)&&(u4.TheAltitude_115==1)))||((u2.P3==1)&&(u4.TheAltitude_180==1)))||((u2.P3==1)&&(u4.TheAltitude_245==1)))||((u2.P3==1)&&(u4.TheAltitude_310==1)))||((u2.P3==1)&&(u4.TheAltitude_375==1)))||((u2.P3==1)&&(u4.TheAltitude_440==1)))||((u2.P3==1)&&(u4.TheAltitude_50==1)))||((u2.P3==1)&&(u4.TheAltitude_34==1)))||((u2.P3==1)&&(u4.TheAltitude_99==1)))||((u2.P3==1)&&(u4.TheAltitude_164==1)))||((u2.P3==1)&&(u4.TheAltitude_229==1)))||((u2.P3==1)&&(u4.TheAltitude_294==1)))||((u2.P3==1)&&(u4.TheAltitude_359==1)))||((u2.P3==1)&&(u4.TheAltitude_424==1)))||((u2.P3==1)&&(u4.TheAltitude_489==1)))||((u2.P3==1)&&(u4.TheAltitude_18==1)))||((u2.P3==1)&&(u4.TheAltitude_83==1)))||((u2.P3==1)&&(u4.TheAltitude_148==1)))||((u2.P3==1)&&(u4.TheAltitude_213==1)))||((u2.P3==1)&&(u4.TheAltitude_278==1)))||((u2.P3==1)&&(u4.TheAltitude_343==1)))||((u2.P3==1)&&(u4.TheAltitude_408==1)))||((u2.P3==1)&&(u4.TheAltitude_473==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_10==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_75==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_140==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_205==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_2==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_67==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_132==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_197==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_59==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_124==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_189==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_51==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_181==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_116==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_246==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_43==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_173==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_108==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_238==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_35==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_165==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_100==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_230==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_27==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_157==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_92==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_222==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_19==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_149==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_84==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_214==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_11==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_141==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_76==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_206==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_3==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_133==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_68==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_198==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_125==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_60==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_190==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_52==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_117==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_182==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_247==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_44==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_109==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_174==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_239==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_36==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_101==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_166==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_231==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_28==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_93==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_158==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_223==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_20==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_85==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_150==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_215==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_12==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_77==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_142==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_207==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_4==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_69==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_134==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_199==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_61==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_126==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_191==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_53==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_118==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_248==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_500==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_183==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_45==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_110==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_240==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_175==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_37==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_102==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_232==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_167==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_29==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_94==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_224==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_159==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_21==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_86==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_216==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_151==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_13==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_78==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_208==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_143==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_5==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_70==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_200==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_135==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_62==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_192==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_127==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_54==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_119==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_184==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_249==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_46==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_111==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_176==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_241==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_38==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_103==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_168==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_233==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_30==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_95==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_160==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_225==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_22==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_87==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_152==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_217==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_14==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_79==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_144==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_209==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_6==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_71==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_136==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_201==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_250==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_63==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_128==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_193==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_242==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_55==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_185==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_120==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_234==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_47==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_177==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_112==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_226==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_39==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_169==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_104==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_218==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_31==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_161==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_96==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_210==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_23==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_153==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_88==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_202==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_15==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_145==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_80==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_194==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_7==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_137==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_72==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_186==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_129==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_64==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_178==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_243==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_121==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_56==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_170==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_235==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_48==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_113==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_162==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_227==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_40==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_105==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_154==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_219==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_32==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_97==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_146==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_211==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_24==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_89==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_138==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_203==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_16==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_81==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_130==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_195==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_8==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_73==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_122==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_187==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_65==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_114==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_244==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_179==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_57==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_106==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_236==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_171==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_49==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_98==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_228==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_163==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_41==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_90==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_220==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_155==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_33==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_82==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_212==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_147==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_25==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_74==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_204==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_139==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_17==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_66==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_196==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_131==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_9==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_188==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_58==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_123==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_1==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_50==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_115==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_180==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_245==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_42==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_107==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_172==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_237==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_34==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_99==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_164==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_229==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_26==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_91==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_156==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_221==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_18==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_83==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_148==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_213==1)))"))))))))
Formula 0 simplified : !F(G!"((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((u2.P3==1)&&(u4.TheAltitude_390==1))||((u2.P3==1)&&(u4.TheAltitude_130==1)))||((u2.P3==1)&&(u4.TheAltitude_195==1)))||((u2.P3==1)&&(u4.TheAltitude_455==1)))||((u2.P3==1)&&(u4.TheAltitude_65==1)))||((u2.P3==1)&&(u4.TheAltitude_260==1)))||((u2.P3==1)&&(u4.TheAltitude_325==1)))||((u2.P3==1)&&(u4.TheAltitude_114==1)))||((u2.P3==1)&&(u4.TheAltitude_244==1)))||((u2.P3==1)&&(u4.TheAltitude_374==1)))||((u2.P3==1)&&(u4.TheAltitude_179==1)))||((u2.P3==1)&&(u4.TheAltitude_439==1)))||((u2.P3==1)&&(u4.TheAltitude_49==1)))||((u2.P3==1)&&(u4.TheAltitude_309==1)))||((u2.P3==1)&&(u4.TheAltitude_98==1)))||((u2.P3==1)&&(u4.TheAltitude_228==1)))||((u2.P3==1)&&(u4.TheAltitude_358==1)))||((u2.P3==1)&&(u4.TheAltitude_488==1)))||((u2.P3==1)&&(u4.TheAltitude_163==1)))||((u2.P3==1)&&(u4.TheAltitude_423==1)))||((u2.P3==1)&&(u4.TheAltitude_33==1)))||((u2.P3==1)&&(u4.TheAltitude_293==1)))||((u2.P3==1)&&(u4.TheAltitude_82==1)))||((u2.P3==1)&&(u4.TheAltitude_212==1)))||((u2.P3==1)&&(u4.TheAltitude_342==1)))||((u2.P3==1)&&(u4.TheAltitude_472==1)))||((u2.P3==1)&&(u4.TheAltitude_147==1)))||((u2.P3==1)&&(u4.TheAltitude_407==1)))||((u2.P3==1)&&(u4.TheAltitude_17==1)))||((u2.P3==1)&&(u4.TheAltitude_277==1)))||((u2.P3==1)&&(u4.TheAltitude_454==1)))||((u2.P3==1)&&(u4.TheAltitude_194==1)))||((u2.P3==1)&&(u4.TheAltitude_129==1)))||((u2.P3==1)&&(u4.TheAltitude_64==1)))||((u2.P3==1)&&(u4.TheAltitude_259==1)))||((u2.P3==1)&&(u4.TheAltitude_389==1)))||((u2.P3==1)&&(u4.TheAltitude_324==1)))||((u2.P3==1)&&(u4.TheAltitude_178==1)))||((u2.P3==1)&&(u4.TheAltitude_243==1)))||((u2.P3==1)&&(u4.TheAltitude_438==1)))||((u2.P3==1)&&(u4.TheAltitude_48==1)))||((u2.P3==1)&&(u4.TheAltitude_113==1)))||((u2.P3==1)&&(u4.TheAltitude_308==1)))||((u2.P3==1)&&(u4.TheAltitude_373==1)))||((u2.P3==1)&&(u4.TheAltitude_162==1)))||((u2.P3==1)&&(u4.TheAltitude_227==1)))||((u2.P3==1)&&(u4.TheAltitude_422==1)))||((u2.P3==1)&&(u4.TheAltitude_487==1)))||((u2.P3==1)&&(u4.TheAltitude_32==1)))||((u2.P3==1)&&(u4.TheAltitude_97==1)))||((u2.P3==1)&&(u4.TheAltitude_292==1)))||((u2.P3==1)&&(u4.TheAltitude_357==1)))||((u2.P3==1)&&(u4.TheAltitude_146==1)))||((u2.P3==1)&&(u4.TheAltitude_211==1)))||((u2.P3==1)&&(u4.TheAltitude_406==1)))||((u2.P3==1)&&(u4.TheAltitude_471==1)))||((u2.P3==1)&&(u4.TheAltitude_16==1)))||((u2.P3==1)&&(u4.TheAltitude_81==1)))||((u2.P3==1)&&(u4.TheAltitude_276==1)))||((u2.P3==1)&&(u4.TheAltitude_341==1)))||((u2.P3==1)&&(u4.TheAltitude_63==1)))||((u2.P3==1)&&(u4.TheAltitude_128==1)))||((u2.P3==1)&&(u4.TheAltitude_193==1)))||((u2.P3==1)&&(u4.TheAltitude_258==1)))||((u2.P3==1)&&(u4.TheAltitude_323==1)))||((u2.P3==1)&&(u4.TheAltitude_453==1)))||((u2.P3==1)&&(u4.TheAltitude_388==1)))||((u2.P3==1)&&(u4.TheAltitude_242==1)))||((u2.P3==1)&&(u4.TheAltitude_47==1)))||((u2.P3==1)&&(u4.TheAltitude_177==1)))||((u2.P3==1)&&(u4.TheAltitude_112==1)))||((u2.P3==1)&&(u4.TheAltitude_307==1)))||((u2.P3==1)&&(u4.TheAltitude_437==1)))||((u2.P3==1)&&(u4.TheAltitude_372==1)))||((u2.P3==1)&&(u4.TheAltitude_226==1)))||((u2.P3==1)&&(u4.TheAltitude_486==1)))||((u2.P3==1)&&(u4.TheAltitude_31==1)))||((u2.P3==1)&&(u4.TheAltitude_161==1)))||((u2.P3==1)&&(u4.TheAltitude_96==1)))||((u2.P3==1)&&(u4.TheAltitude_291==1)))||((u2.P3==1)&&(u4.TheAltitude_421==1)))||((u2.P3==1)&&(u4.TheAltitude_356==1)))||((u2.P3==1)&&(u4.TheAltitude_210==1)))||((u2.P3==1)&&(u4.TheAltitude_470==1)))||((u2.P3==1)&&(u4.TheAltitude_15==1)))||((u2.P3==1)&&(u4.TheAltitude_145==1)))||((u2.P3==1)&&(u4.TheAltitude_80==1)))||((u2.P3==1)&&(u4.TheAltitude_275==1)))||((u2.P3==1)&&(u4.TheAltitude_405==1)))||((u2.P3==1)&&(u4.TheAltitude_340==1)))||((u2.P3==1)&&(u4.TheAltitude_62==1)))||((u2.P3==1)&&(u4.TheAltitude_192==1)))||((u2.P3==1)&&(u4.TheAltitude_127==1)))||((u2.P3==1)&&(u4.TheAltitude_13==1)))||((u2.P3==1)&&(u4.TheAltitude_257==1)))||((u2.P3==1)&&(u4.TheAltitude_322==1)))||((u2.P3==1)&&(u4.TheAltitude_387==1)))||((u2.P3==1)&&(u4.TheAltitude_452==1)))||((u2.P3==1)&&(u4.TheAltitude_46==1)))||((u2.P3==1)&&(u4.TheAltitude_111==1)))||((u2.P3==1)&&(u4.TheAltitude_176==1)))||((u2.P3==1)&&(u4.TheAltitude_241==1)))||((u2.P3==1)&&(u4.TheAltitude_306==1)))||((u2.P3==1)&&(u4.TheAltitude_371==1)))||((u2.P3==1)&&(u4.TheAltitude_436==1)))||((u2.P3==1)&&(u4.TheAltitude_30==1)))||((u2.P3==1)&&(u4.TheAltitude_95==1)))||((u2.P3==1)&&(u4.TheAltitude_160==1)))||((u2.P3==1)&&(u4.TheAltitude_225==1)))||((u2.P3==1)&&(u4.TheAltitude_290==1)))||((u2.P3==1)&&(u4.TheAltitude_355==1)))||((u2.P3==1)&&(u4.TheAltitude_420==1)))||((u2.P3==1)&&(u4.TheAltitude_485==1)))||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& 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TheAltitude_823==1)))||((u2.P3==1)&&(u4.TheAltitude_953==1)))||((u2.P3==1)&&(u4.TheAltitude_888==1)))||((u2.P3==1)&&(u4.TheAltitude_790==1)))||((u2.P3==1)&&(u4.TheAltitude_530==1)))||((u2.P3==1)&&(u4.TheAltitude_595==1)))||((u2.P3==1)&&(u4.TheAltitude_725==1)))||((u2.P3==1)&&(u4.TheAltitude_839==1)))||((u2.P3==1)&&(u4.TheAltitude_969==1)))||((u2.P3==1)&&(u4.TheAltitude_660==1)))||((u2.P3==1)&&(u4.TheAltitude_904==1)))||((u2.P3==1)&&(u4.TheAltitude_853==1)))||((u2.P3==1)&&(u4.TheAltitude_512==1)))||((u2.P3==1)&&(u4.TheAltitude_642==1)))||((u2.P3==1)&&(u4.TheAltitude_772==1)))||((u2.P3==1)&&(u4.TheAltitude_918==1)))||((u2.P3==1)&&(u4.TheAltitude_707==1)))||((u2.P3==1)&&(u4.TheAltitude_983==1)))||((u2.P3==1)&&(u4.TheAltitude_577==1)))||((u2.P3==1)&&(u4.TheAltitude_804==1)))||((u2.P3==1)&&(u4.TheAltitude_869==1)))||((u2.P3==1)&&(u4.TheAltitude_626==1)))||((u2.P3==1)&&(u4.TheAltitude_756==1)))||((u2.P3==1)&&(u4.TheAltitude_934==1)))||((u2.P3==1)&&(u4.TheAltitude_691==1)))||((u2.P3==1)&&(u4.TheAltitude_999==1)))||((u2.P3==1)&&(u4.TheAltitude_561==1)))||((u2.P3==1)&&(u4.TheAltitude_820==1)))||((u2.P3==1)&&(u4.TheAltitude_885==1)))||((u2.P3==1)&&(u4.TheAltitude_610==1)))||((u2.P3==1)&&(u4.TheAltitude_740==1)))||((u2.P3==1)&&(u4.TheAltitude_950==1)))||((u2.P3==1)&&(u4.TheAltitude_675==1)))||((u2.P3==1)&&(u4.TheAltitude_545==1)))||((u2.P3==1)&&(u4.TheAltitude_836==1)))||((u2.P3==1)&&(u4.TheAltitude_901==1)))||((u2.P3==1)&&(u4.TheAltitude_594==1)))||((u2.P3==1)&&(u4.TheAltitude_659==1)))||((u2.P3==1)&&(u4.TheAltitude_724==1)))||((u2.P3==1)&&(u4.TheAltitude_789==1)))||((u2.P3==1)&&(u4.TheAltitude_966==1)))||((u2.P3==1)&&(u4.TheAltitude_529==1)))||((u2.P3==1)&&(u4.TheAltitude_854==1)))||((u2.P3==1)&&(u4.TheAltitude_919==1)))||((u2.P3==1)&&(u4.TheAltitude_984==1)))||((u2.P3==1)&&(u4.TheAltitude_511==1)))||((u2.P3==1)&&(u4.TheAltitude_706==1)))||((u2.P3==1)&&(u4.TheAltitude_771==1)))||((u2.P3==1)&&(u4.TheAltitude_576==1)))||((u2.P3==1)&&(u4.TheAltitude_641==1)))||((u2.P3==1)&&(u4.TheAltitude_805==1)))||((u2.P3==1)&&(u4.TheAltitude_935==1)))||((u2.P3==1)&&(u4.TheAltitude_1000==1)))||((u2.P3==1)&&(u4.TheAltitude_870==1)))||((u2.P3==1)&&(u4.TheAltitude_690==1)))||((u2.P3==1)&&(u4.TheAltitude_755==1)))||((u2.P3==1)&&(u4.TheAltitude_560==1)))||((u2.P3==1)&&(u4.TheAltitude_625==1)))||((u2.P3==1)&&(u4.TheAltitude_821==1)))||((u2.P3==1)&&(u4.TheAltitude_886==1)))||((u2.P3==1)&&(u4.TheAltitude_674==1)))||((u2.P3==1)&&(u4.TheAltitude_739==1)))||((u2.P3==1)&&(u4.TheAltitude_951==1)))||((u2.P3==1)&&(u4.TheAltitude_544==1)))||((u2.P3==1)&&(u4.TheAltitude_609==1)))||((u2.P3==1)&&(u4.TheAltitude_837==1)))||((u2.P3==1)&&(u4.TheAltitude_658==1)))||((u2.P3==1)&&(u4.TheAltitude_788==1)))||((u2.P3==1)&&(u4.TheAltitude_902==1)))||((u2.P3==1)&&(u4.TheAltitude_723==1)))||((u2.P3==1)&&(u4.TheAltitude_967==1)))||((u2.P3==1)&&(u4.TheAltitude_528==1)))||((u2.P3==1)&&(u4.TheAltitude_593==1)))||((u2.P3==1)&&(u4.TheAltitude_851==1)))||((u2.P3==1)&&(u4.TheAltitude_981==1)))||((u2.P3==1)&&(u4.TheAltitude_916==1)))||((u2.P3==1)&&(u4.TheAltitude_510==1)))||((u2.P3==1)&&(u4.TheAltitude_770==1)))||((u2.P3==1)&&(u4.TheAltitude_575==1)))||((u2.P3==1)&&(u4.TheAltitude_705==1)))||((u2.P3==1)&&(u4.TheAltitude_640==1)))||((u2.P3==1)&&(u4.TheAltitude_802==1)))||((u2.P3==1)&&(u4.TheAltitude_867==1)))||((u2.P3==1)&&(u4.TheAltitude_997==1)))||((u2.P3==1)&&(u4.TheAltitude_932==1)))||((u2.P3==1)&&(u4.TheAltitude_754==1)))||((u2.P3==1)&&(u4.TheAltitude_559==1)))||((u2.P3==1)&&(u4.TheAltitude_689==1)))||((u2.P3==1)&&(u4.TheAltitude_624==1)))||((u2.P3==1)&&(u4.TheAltitude_818==1)))||((u2.P3==1)&&(u4.TheAltitude_883==1)))||((u2.P3==1)&&(u4.TheAltitude_948==1)))||((u2.P3==1)&&(u4.TheAltitude_738==1)))||((u2.P3==1)&&(u4.TheAltitude_543==1)))||((u2.P3==1)&&(u4.TheAltitude_673==1)))||((u2.P3==1)&&(u4.TheAltitude_608==1)))||((u2.P3==1)&&(u4.TheAltitude_834==1)))||((u2.P3==1)&&(u4.TheAltitude_899==1)))||((u2.P3==1)&&(u4.TheAltitude_964==1)))||((u2.P3==1)&&(u4.TheAltitude_722==1)))||((u2.P3==1)&&(u4.TheAltitude_787==1)))||((u2.P3==1)&&(u4.TheAltitude_527==1)))||((u2.P3==1)&&(u4.TheAltitude_592==1)))||((u2.P3==1)&&(u4.TheAltitude_657==1)))||((u2.P3==1)&&(u4.TheAltitude_525==1)))||((u2.P3==1)&&(u4.TheAltitude_852==1)))||((u2.P3==1)&&(u4.TheAltitude_917==1)))||((u2.P3==1)&&(u4.TheAltitude_982==1)))||((u2.P3==1)&&(u4.TheAltitude_574==1)))||((u2.P3==1)&&(u4.TheAltitude_639==1)))||((u2.P3==1)&&(u4.TheAltitude_704==1)))||((u2.P3==1)&&(u4.TheAltitude_769==1)))||((u2.P3==1)&&(u4.TheAltitude_509==1)))||((u2.P3==1)&&(u4.TheAltitude_803==1)))||((u2.P3==1)&&(u4.TheAltitude_933==1)))||((u2.P3==1)&&(u4.TheAltitude_868==1)))||((u2.P3==1)&&(u4.TheAltitude_998==1)))||((u2.P3==1)&&(u4.TheAltitude_558==1)))||((u2.P3==1)&&(u4.TheAltitude_623==1)))||((u2.P3==1)&&(u4.TheAltitude_688==1)))||((u2.P3==1)&&(u4.TheAltitude_753==1)))||((u2.P3==1)&&(u4.TheAltitude_819==1)))||((u2.P3==1)&&(u4.TheAltitude_949==1)))||((u2.P3==1)&&(u4.TheAltitude_884==1)))||((u2.P3==1)&&(u4.TheAltitude_542==1)))||((u2.P3==1)&&(u4.TheAltitude_607==1)))||((u2.P3==1)&&(u4.TheAltitude_672==1)))||((u2.P3==1)&&(u4.TheAltitude_737==1)))||((u2.P3==1)&&(u4.TheAltitude_835==1)))||((u2.P3==1)&&(u4.TheAltitude_965==1)))||((u2.P3==1)&&(u4.TheAltitude_900==1)))||((u2.P3==1)&&(u4.TheAltitude_526==1)))||((u2.P3==1)&&(u4.TheAltitude_786==1)))||((u2.P3==1)&&(u4.TheAltitude_591==1)))||((u2.P3==1)&&(u4.TheAltitude_721==1)))||((u2.P3==1)&&(u4.TheAltitude_656==1)))||((u2.P3==1)&&(u4.TheAltitude_589==1)))||((u2.P3==1)&&(u4.TheAltitude_849==1)))||((u2.P3==1)&&(u4.TheAltitude_524==1)))||((u2.P3==1)&&(u4.TheAltitude_914==1)))||((u2.P3==1)&&(u4.TheAltitude_979==1)))||((u2.P3==1)&&(u4.TheAltitude_638==1)))||((u2.P3==1)&&(u4.TheAltitude_768==1)))||((u2.P3==1)&&(u4.TheAltitude_703==1)))||((u2.P3==1)&&(u4.TheAltitude_800==1)))||((u2.P3==1)&&(u4.TheAltitude_573==1)))||((u2.P3==1)&&(u4.TheAltitude_865==1)))||((u2.P3==1)&&(u4.TheAltitude_508==1)))||((u2.P3==1)&&(u4.TheAltitude_930==1)))||((u2.P3==1)&&(u4.TheAltitude_995==1)))||((u2.P3==1)&&(u4.TheAltitude_622==1)))||((u2.P3==1)&&(u4.TheAltitude_752==1)))||((u2.P3==1)&&(u4.TheAltitude_687==1)))||((u2.P3==1)&&(u4.TheAltitude_816==1)))||((u2.P3==1)&&(u4.TheAltitude_881==1)))||((u2.P3==1)&&(u4.TheAltitude_557==1)))||((u2.P3==1)&&(u4.TheAltitude_946==1)))||((u2.P3==1)&&(u4.TheAltitude_606==1)))||((u2.P3==1)&&(u4.TheAltitude_736==1)))||((u2.P3==1)&&(u4.TheAltitude_671==1)))||((u2.P3==1)&&(u4.TheAltitude_832==1)))||((u2.P3==1)&&(u4.TheAltitude_897==1)))||((u2.P3==1)&&(u4.TheAltitude_541==1)))||((u2.P3==1)&&(u4.TheAltitude_962==1)))||((u2.P3==1)&&(u4.TheAltitude_590==1)))||((u2.P3==1)&&(u4.TheAltitude_655==1)))||((u2.P3==1)&&(u4.TheAltitude_720==1)))||((u2.P3==1)&&(u4.TheAltitude_785==1)))||((u2.P3==1)&&(u4.TheAltitude_588==1)))||((u2.P3==1)&&(u4.TheAltitude_653==1)))||((u2.P3==1)&&(u4.TheAltitude_850==1)))||((u2.P3==1)&&(u4.TheAltitude_915==1)))||((u2.P3==1)&&(u4.TheAltitude_980==1)))||((u2.P3==1)&&(u4.TheAltitude_523==1)))||((u2.P3==1)&&(u4.TheAltitude_702==1)))||((u2.P3==1)&&(u4.TheAltitude_767==1)))||((u2.P3==1)&&(u4.TheAltitude_572==1)))||((u2.P3==1)&&(u4.TheAltitude_637==1)))||((u2.P3==1)&&(u4.TheAltitude_801==1)))||((u2.P3==1)&&(u4.TheAltitude_866==1)))||((u2.P3==1)&&(u4.TheAltitude_931==1)))||((u2.P3==1)&&(u4.TheAltitude_996==1)))||((u2.P3==1)&&(u4.TheAltitude_507==1)))||((u2.P3==1)&&(u4.TheAltitude_686==1)))||((u2.P3==1)&&(u4.TheAltitude_751==1)))||((u2.P3==1)&&(u4.TheAltitude_556==1)))||((u2.P3==1)&&(u4.TheAltitude_621==1)))||((u2.P3==1)&&(u4.TheAltitude_817==1)))||((u2.P3==1)&&(u4.TheAltitude_882==1)))||((u2.P3==1)&&(u4.TheAltitude_947==1)))||((u2.P3==1)&&(u4.TheAltitude_670==1)))||((u2.P3==1)&&(u4.TheAltitude_735==1)))||((u2.P3==1)&&(u4.TheAltitude_540==1)))||((u2.P3==1)&&(u4.TheAltitude_605==1)))||((u2.P3==1)&&(u4.TheAltitude_833==1)))||((u2.P3==1)&&(u4.TheAltitude_898==1)))||((u2.P3==1)&&(u4.TheAltitude_963==1)))||((u2.P3==1)&&(u4.TheAltitude_654==1)))||((u2.P3==1)&&(u4.TheAltitude_784==1)))||((u2.P3==1)&&(u4.TheAltitude_719==1)))||((u2.P3==1)&&(u4.TheAltitude_587==1)))||((u2.P3==1)&&(u4.TheAltitude_717==1)))||((u2.P3==1)&&(u4.TheAltitude_847==1)))||((u2.P3==1)&&(u4.TheAltitude_977==1)))||((u2.P3==1)&&(u4.TheAltitude_652==1)))||((u2.P3==1)&&(u4.TheAltitude_912==1)))||((u2.P3==1)&&(u4.TheAltitude_522==1)))||((u2.P3==1)&&(u4.TheAltitude_766==1)))||((u2.P3==1)&&(u4.TheAltitude_571==1)))||((u2.P3==1)&&(u4.TheAltitude_701==1)))||((u2.P3==1)&&(u4.TheAltitude_863==1)))||((u2.P3==1)&&(u4.TheAltitude_993==1)))||((u2.P3==1)&&(u4.TheAltitude_636==1)))||((u2.P3==1)&&(u4.TheAltitude_928==1)))||((u2.P3==1)&&(u4.TheAltitude_506==1)))||((u2.P3==1)&&(u4.TheAltitude_750==1)))||((u2.P3==1)&&(u4.TheAltitude_814==1)))||((u2.P3==1)&&(u4.TheAltitude_879==1)))||((u2.P3==1)&&(u4.TheAltitude_944==1)))||((u2.P3==1)&&(u4.TheAltitude_555==1)))||((u2.P3==1)&&(u4.TheAltitude_685==1)))||((u2.P3==1)&&(u4.TheAltitude_620==1)))||((u2.P3==1)&&(u4.TheAltitude_799==1)))||((u2.P3==1)&&(u4.TheAltitude_734==1)))||((u2.P3==1)&&(u4.TheAltitude_830==1)))||((u2.P3==1)&&(u4.TheAltitude_895==1)))||((u2.P3==1)&&(u4.TheAltitude_960==1)))||((u2.P3==1)&&(u4.TheAltitude_539==1)))||((u2.P3==1)&&(u4.TheAltitude_669==1)))||((u2.P3==1)&&(u4.TheAltitude_604==1)))||((u2.P3==1)&&(u4.TheAltitude_718==1)))||((u2.P3==1)&&(u4.TheAltitude_783==1)))||((u2.P3==1)&&(u4.TheAltitude_521==1)))||((u2.P3==1)&&(u4.TheAltitude_586==1)))||((u2.P3==1)&&(u4.TheAltitude_651==1)))||((u2.P3==1)&&(u4.TheAltitude_716==1)))||((u2.P3==1)&&(u4.TheAltitude_781==1)))||((u2.P3==1)&&(u4.TheAltitude_848==1)))||((u2.P3==1)&&(u4.TheAltitude_913==1)))||((u2.P3==1)&&(u4.TheAltitude_978==1)))||((u2.P3==1)&&(u4.TheAltitude_505==1)))||((u2.P3==1)&&(u4.TheAltitude_570==1)))||((u2.P3==1)&&(u4.TheAltitude_635==1)))||((u2.P3==1)&&(u4.TheAltitude_700==1)))||((u2.P3==1)&&(u4.TheAltitude_765==1)))||((u2.P3==1)&&(u4.TheAltitude_864==1)))||((u2.P3==1)&&(u4.TheAltitude_929==1)))||((u2.P3==1)&&(u4.TheAltitude_994==1)))||((u2.P3==1)&&(u4.TheAltitude_554==1)))||((u2.P3==1)&&(u4.TheAltitude_619==1)))||((u2.P3==1)&&(u4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& 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1)))||((u2.P3==1)&&(u4.TheAltitude_99==1)))||((u2.P3==1)&&(u4.TheAltitude_164==1)))||((u2.P3==1)&&(u4.TheAltitude_229==1)))||((u2.P3==1)&&(u4.TheAltitude_294==1)))||((u2.P3==1)&&(u4.TheAltitude_359==1)))||((u2.P3==1)&&(u4.TheAltitude_424==1)))||((u2.P3==1)&&(u4.TheAltitude_489==1)))||((u2.P3==1)&&(u4.TheAltitude_18==1)))||((u2.P3==1)&&(u4.TheAltitude_83==1)))||((u2.P3==1)&&(u4.TheAltitude_148==1)))||((u2.P3==1)&&(u4.TheAltitude_213==1)))||((u2.P3==1)&&(u4.TheAltitude_278==1)))||((u2.P3==1)&&(u4.TheAltitude_343==1)))||((u2.P3==1)&&(u4.TheAltitude_408==1)))||((u2.P3==1)&&(u4.TheAltitude_473==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_10==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_75==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_140==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_205==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_2==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_67==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_132==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_197==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_59==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_124==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_189==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_51==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_181==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_116==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_246==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_43==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_173==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_108==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_238==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_35==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_165==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_100==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_230==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_27==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_157==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_92==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_222==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_19==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_149==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_84==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_214==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_11==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_141==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_76==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_206==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_3==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_133==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_68==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_198==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_125==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_60==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_190==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_52==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_117==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_182==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_247==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_44==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_109==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_174==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_239==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_36==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_101==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_166==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_231==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_28==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_93==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_158==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_223==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_20==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_85==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_150==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_215==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_12==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_77==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_142==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_207==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_4==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_69==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_134==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_199==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_61==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_126==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_191==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_53==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_118==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_248==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_500==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_183==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_45==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_110==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_240==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_175==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_37==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_102==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_232==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_167==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_29==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_94==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_224==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_159==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_21==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_86==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_216==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_151==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_13==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_78==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_208==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_143==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_5==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_70==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_200==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_135==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_62==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_192==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_127==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_54==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_119==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_184==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_249==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_46==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_111==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_176==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_241==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_38==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_103==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_168==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_233==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_30==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_95==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_160==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_225==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_22==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_87==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_152==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_217==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_14==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_79==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_144==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_209==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_6==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_71==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_136==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_201==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_250==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_63==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_128==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_193==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_242==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_55==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_185==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_120==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_234==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_47==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_177==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_112==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_226==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_39==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_169==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_104==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_218==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_31==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_161==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_96==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_210==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_23==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_153==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_88==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_202==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_15==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_145==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_80==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_194==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_7==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_137==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_72==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_186==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_129==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_64==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_178==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_243==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_121==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_56==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_170==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_235==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_48==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_113==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_162==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_227==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_40==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_105==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_154==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_219==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_32==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_97==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_146==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_211==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_24==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_89==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_138==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_203==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_16==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_81==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_130==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_195==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_8==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_73==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_122==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_187==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_65==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_114==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_244==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_179==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_57==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_106==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_236==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_171==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_49==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_98==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_228==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_163==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_41==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_90==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_220==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_155==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_33==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_82==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_212==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_147==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_25==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_74==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_204==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_139==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_17==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_66==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_196==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_131==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_9==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_188==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_58==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_123==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_1==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_50==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_115==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_180==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_245==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_42==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_107==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_172==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_237==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_34==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_99==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_164==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_229==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_26==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_91==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_156==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_221==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_18==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_83==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_148==1)))||((u2.P5==1)&&(u5.Speed_Right_Wheel_213==1)))"))
Reverse transition relation is NOT exact ! Due to transitions t2_1_on, t3_1_31, t4_1_402, t5_2_231, i2.t1_1_on, Intersection with reachable at each step enabled. (destroyed/reverse/intersect/total) :0/1760/5/1765
Computing Next relation with stutter on 3.78126e+08 deadlock states
32 unique states visited
0 strongly connected components in search stack
67 transitions explored
11 items max in DFS search stack
1011 ticks for the emptiness check
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
STATS,0,10.304,234356,1,0,6880,778947,16309,1210,36929,57675,24708
no accepting run found
Formula 0 is TRUE no accepting run found.
FORMULA AirplaneLD-PT-0500-07 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL USE_NUPN
WARNING : LTS min runner thread was asked to interrupt. Dying gracefully.

BK_STOP 1620455888654

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

+ export BINDIR=/home/mcc/BenchKit/bin//../
+ BINDIR=/home/mcc/BenchKit/bin//../
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ LTLFireability = StateSpace ]]
+ /home/mcc/BenchKit/bin//..//runeclipse.sh /home/mcc/execution LTLFireability -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 LTLFireability -spotpath /home/mcc/BenchKit/bin//..//ltlfilt -z3path /home/mcc/BenchKit/bin//..//z3/bin/z3 -yices2path /home/mcc/BenchKit/bin//..//yices/bin/yices -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600 -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="AirplaneLD-PT-0500"
export BK_EXAMINATION="LTLFireability"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"

# this is specific to your benchmark or test

export BIN_DIR="$HOME/BenchKit/bin"

# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi

# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-4028"
echo " Executing tool itstools"
echo " Input is AirplaneLD-PT-0500, examination is LTLFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r007-tall-162037989800282"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/AirplaneLD-PT-0500.tgz
mv AirplaneLD-PT-0500 execution
cd execution
if [ "LTLFireability" = "ReachabilityDeadlock" ] || [ "LTLFireability" = "UpperBounds" ] || [ "LTLFireability" = "QuasiLiveness" ] || [ "LTLFireability" = "StableMarking" ] || [ "LTLFireability" = "Liveness" ] || [ "LTLFireability" = "OneSafe" ] || [ "LTLFireability" = "StateSpace" ]; then
rm -f GenericPropertiesVerdict.xml
fi
pwd
ls -lh

echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "LTLFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLFireability" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "LTLFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property LTLFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "LTLFireability.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '' LTLFireability.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "LTLFireability" = "ReachabilityDeadlock" ] || [ "LTLFireability" = "QuasiLiveness" ] || [ "LTLFireability" = "StableMarking" ] || [ "LTLFireability" = "Liveness" ] || [ "LTLFireability" = "OneSafe" ] ; then
echo "FORMULA_NAME LTLFireability"
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;