Execution Chart

We display below the execution chart for this examination (boot time has been removed).

Trace from the execution

Formatting '/mnt/tpsp/fkordon/mcc2020-input.r066-tajo-158922815100966.qcow2', fmt=qcow2 size=4294967296 backing_file='/mnt/tpsp/fkordon/mcc2020-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 Echo-PT-d03r03, examination is ReachabilityCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r066-tajo-158922815100966
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 276K
-rw-r--r-- 1 mcc users 3.3K Mar 31 14:43 CTLCardinality.txt
-rw-r--r-- 1 mcc users 19K Mar 31 14:43 CTLCardinality.xml
-rw-r--r-- 1 mcc users 2.2K Mar 31 14:38 CTLFireability.txt
-rw-r--r-- 1 mcc users 14K Mar 31 14:38 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.0K Mar 24 05:37 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 5.6K Mar 24 05:37 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 2.9K Apr 8 14:53 LTLCardinality.txt
-rw-r--r-- 1 mcc users 22K Apr 28 14:01 LTLCardinality.xml
-rw-r--r-- 1 mcc users 1.9K Apr 8 14:53 LTLFireability.txt
-rw-r--r-- 1 mcc users 17K Apr 28 14:01 LTLFireability.xml
-rw-r--r-- 1 mcc users 3.8K Mar 31 14:09 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 21K Mar 31 14:09 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 2.6K Mar 31 14:05 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 16K Mar 31 14:05 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.6K Mar 31 14:11 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.6K Mar 31 14:11 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 Mar 24 05:37 equiv_col
-rw-r--r-- 1 mcc users 7 Mar 24 05:37 instance
-rw-r--r-- 1 mcc users 6 Mar 24 05:37 iscolored
-rw-r--r-- 1 mcc users 99K Mar 24 05:37 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 Echo-PT-d03r03-ReachabilityCardinality-00
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-01
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-02
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-03
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-04
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-05
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-06
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-07
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-08
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-09
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-10
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-11
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-12
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-13
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-14
FORMULA_NAME Echo-PT-d03r03-ReachabilityCardinality-15

=== Now, execution of the tool begins

BK_START 1590153646527

[2020-05-22 13:20:47] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, ReachabilityCardinality, -z3path, /home/mcc/BenchKit//z3/bin/z3, -yices2path, /home/mcc/BenchKit//yices/bin/yices, -its, -ltsminpath, /home/mcc/BenchKit//lts_install_dir/, -greatspnpath, /home/mcc/BenchKit//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2020-05-22 13:20:48] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2020-05-22 13:20:48] [INFO ] Load time of PNML (sax parser for PT used): 51 ms
[2020-05-22 13:20:48] [INFO ] Transformed 265 places.
[2020-05-22 13:20:48] [INFO ] Transformed 206 transitions.
[2020-05-22 13:20:48] [INFO ] Parsed PT model containing 265 places and 206 transitions in 87 ms.
Parsed 16 properties from file /home/mcc/execution/ReachabilityCardinality.xml in 15 ms.
Working with output stream class java.io.PrintStream
Incomplete random walk after 10000 steps, including 181 resets, run finished after 110 ms. (steps per millisecond=90 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0]
FORMULA Echo-PT-d03r03-ReachabilityCardinality-10 FALSE TECHNIQUES TOPOLOGICAL RANDOM_WALK
Incomplete Best-First random walk after 10000 steps, including 15 resets, run finished after 24 ms. (steps per millisecond=416 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10000 steps, including 15 resets, run finished after 26 ms. (steps per millisecond=384 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 22 ms. (steps per millisecond=454 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 14 resets, run finished after 24 ms. (steps per millisecond=416 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 40 ms. (steps per millisecond=250 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 17 ms. (steps per millisecond=588 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 24 ms. (steps per millisecond=416 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 21 ms. (steps per millisecond=476 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 17 ms. (steps per millisecond=588 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 18 ms. (steps per millisecond=555 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 14 resets, run finished after 18 ms. (steps per millisecond=555 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 20 ms. (steps per millisecond=500 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 17 ms. (steps per millisecond=588 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 14 resets, run finished after 30 ms. (steps per millisecond=333 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
Incomplete Best-First random walk after 10001 steps, including 15 resets, run finished after 26 ms. (steps per millisecond=384 ) properties seen :[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
// Phase 1: matrix 206 rows 265 cols
[2020-05-22 13:20:48] [INFO ] Computed 135 place invariants in 17 ms
[2020-05-22 13:20:48] [INFO ] [Real]Absence check using 24 positive place invariants in 27 ms returned unsat
[2020-05-22 13:20:48] [INFO ] [Real]Absence check using 24 positive place invariants in 17 ms returned sat
[2020-05-22 13:20:48] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 20 ms returned unsat
[2020-05-22 13:20:48] [INFO ] [Real]Absence check using 24 positive place invariants in 13 ms returned sat
[2020-05-22 13:20:48] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 33 ms returned sat
[2020-05-22 13:20:48] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2020-05-22 13:20:49] [INFO ] [Real]Absence check using state equation in 188 ms returned sat
[2020-05-22 13:20:49] [INFO ] Solution in real domain found non-integer solution.
[2020-05-22 13:20:49] [INFO ] [Nat]Absence check using 24 positive place invariants in 16 ms returned sat
[2020-05-22 13:20:49] [INFO ] [Nat]Absence check using 24 positive and 111 generalized place invariants in 35 ms returned sat
[2020-05-22 13:20:49] [INFO ] [Nat]Adding state equation constraints to refine reachable states.
[2020-05-22 13:20:49] [INFO ] [Nat]Absence check using state equation in 207 ms returned sat
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 10 places in 85 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 25 places in 63 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 11 places in 52 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 19 places in 59 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 14 places in 52 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 25 places in 57 ms
[2020-05-22 13:20:49] [INFO ] Deduced a trap composed of 11 places in 51 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 21 places in 53 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 28 places in 59 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 24 places in 57 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 20 places in 59 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 25 places in 57 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 10 places in 70 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 27 places in 58 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 28 places in 89 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 11 places in 89 ms
[2020-05-22 13:20:50] [INFO ] Deduced a trap composed of 19 places in 104 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 16 places in 80 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 25 places in 111 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 25 places in 74 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 22 places in 129 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 23 places in 100 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 10 places in 71 ms
[2020-05-22 13:20:51] [INFO ] Deduced a trap composed of 27 places in 85 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 24 places in 80 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 10 places in 63 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 25 places in 70 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 10 places in 63 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 28 places in 115 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 15 places in 70 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 36 places in 68 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 31 places in 70 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 35 places in 69 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 27 places in 90 ms
[2020-05-22 13:20:52] [INFO ] Deduced a trap composed of 32 places in 110 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 35 places in 96 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 10 places in 74 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 21 places in 69 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 29 places in 80 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 32 places in 74 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 38 places in 81 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 35 places in 78 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 42 places in 84 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 16 places in 71 ms
[2020-05-22 13:20:53] [INFO ] Deduced a trap composed of 14 places in 64 ms
[2020-05-22 13:20:54] [INFO ] Deduced a trap composed of 36 places in 74 ms
[2020-05-22 13:20:54] [INFO ] Deduced a trap composed of 31 places in 72 ms
[2020-05-22 13:20:54] [INFO ] SMT solver returned unknown. Retrying;
[2020-05-22 13:20:54] [INFO ] Deduced a trap composed of 5 places in 278 ms
[2020-05-22 13:20:54] [WARNING] SMT solver failed with error :java.lang.RuntimeException: SMT solver raised an error when submitting script. Raised (error "Failed to assert expression: java.io.IOException: Stream closed (> (+ s53 s65 s159 s211 s232) 0)") while checking expression at index 2
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 20 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 31 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 10 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 30 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 34 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 15 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 10 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 13 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 9 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 6 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 14 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 13 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 9 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 19 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 10 ms returned sat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 27 ms returned unsat
[2020-05-22 13:20:54] [INFO ] [Real]Absence check using 24 positive place invariants in 10 ms returned sat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 30 ms returned unsat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive place invariants in 9 ms returned sat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 20 ms returned unsat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive place invariants in 11 ms returned unsat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive place invariants in 14 ms returned sat
[2020-05-22 13:20:55] [INFO ] [Real]Absence check using 24 positive and 111 generalized place invariants in 36 ms returned unsat
FORMULA Echo-PT-d03r03-ReachabilityCardinality-15 TRUE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-14 TRUE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-13 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-12 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-11 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-09 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-08 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-07 TRUE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-06 TRUE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-05 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-04 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-03 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-01 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
FORMULA Echo-PT-d03r03-ReachabilityCardinality-00 FALSE TECHNIQUES STRUCTURAL_REDUCTION TOPOLOGICAL SAT_SMT
Support contains 6 out of 265 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 265/265 places, 206/206 transitions.
Discarding 27 places :
Also discarding 0 output transitions
Graph (complete) has 938 edges and 265 vertex of which 238 are kept as prefixes of interest. Removing 27 places using SCC suffix rule.7 ms
Partial Free-agglomeration rule applied 5 times.
Drop transitions removed 5 transitions
Iterating global reduction 0 with 5 rules applied. Total rules applied 6 place count 238 transition count 206
Applied a total of 6 rules in 53 ms. Remains 238 /265 variables (removed 27) and now considering 206/206 (removed 0) transitions.
Finished structural reductions, in 1 iterations. Remains : 238/265 places, 206/206 transitions.
Incomplete random walk after 1000000 steps, including 19761 resets, run finished after 3146 ms. (steps per millisecond=317 ) properties seen :[0]
Incomplete Best-First random walk after 1000001 steps, including 1582 resets, run finished after 1499 ms. (steps per millisecond=667 ) properties seen :[0]
Interrupted probabilistic random walk after 13435019 steps, run timeout after 30001 ms. (steps per millisecond=447 ) properties seen :[0]
Probabilistic random walk after 13435019 steps, saw 1593822 distinct states, run finished after 30001 ms. (steps per millisecond=447 ) properties seen :[0]
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:29] [INFO ] Computed 108 place invariants in 31 ms
[2020-05-22 13:21:30] [INFO ] [Real]Absence check using 0 positive and 108 generalized place invariants in 88 ms returned sat
[2020-05-22 13:21:30] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:30] [INFO ] [Real]Absence check using state equation in 298 ms returned sat
[2020-05-22 13:21:30] [INFO ] Solution in real domain found non-integer solution.
[2020-05-22 13:21:30] [INFO ] [Nat]Absence check using 0 positive and 108 generalized place invariants in 255 ms returned sat
[2020-05-22 13:21:30] [INFO ] [Nat]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:31] [INFO ] [Nat]Absence check using state equation in 460 ms returned sat
[2020-05-22 13:21:31] [INFO ] Computed and/alt/rep : 205/1804/205 causal constraints in 29 ms.
[2020-05-22 13:21:41] [INFO ] Added : 157 causal constraints over 45 iterations in 9875 ms. Result :unknown
Incomplete Parikh walk after 3700 steps, including 421 resets, run finished after 34 ms. (steps per millisecond=108 ) properties seen :[0] could not realise parikh vector
Support contains 6 out of 238 places. Attempting structural reductions.
Starting structural reductions, iteration 0 : 238/238 places, 206/206 transitions.
Applied a total of 0 rules in 21 ms. Remains 238 /238 variables (removed 0) and now considering 206/206 (removed 0) transitions.
Finished structural reductions, in 1 iterations. Remains : 238/238 places, 206/206 transitions.
Starting structural reductions, iteration 0 : 238/238 places, 206/206 transitions.
Applied a total of 0 rules in 15 ms. Remains 238 /238 variables (removed 0) and now considering 206/206 (removed 0) transitions.
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:41] [INFO ] Computed 108 place invariants in 26 ms
[2020-05-22 13:21:42] [INFO ] Implicit Places using invariants in 1295 ms returned []
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:42] [INFO ] Computed 108 place invariants in 25 ms
[2020-05-22 13:21:44] [INFO ] Implicit Places using invariants and state equation in 1934 ms returned []
Implicit Place search using SMT with State Equation took 3234 ms to find 0 implicit places.
[2020-05-22 13:21:44] [INFO ] Redundant transitions in 7 ms returned []
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:44] [INFO ] Computed 108 place invariants in 36 ms
[2020-05-22 13:21:45] [INFO ] Dead Transitions using invariants and state equation in 795 ms returned []
Finished structural reductions, in 1 iterations. Remains : 238/238 places, 206/206 transitions.
Incomplete random walk after 100000 steps, including 1975 resets, run finished after 497 ms. (steps per millisecond=201 ) properties seen :[0]
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:45] [INFO ] Computed 108 place invariants in 18 ms
[2020-05-22 13:21:45] [INFO ] [Real]Absence check using 0 positive and 108 generalized place invariants in 194 ms returned sat
[2020-05-22 13:21:45] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:46] [INFO ] [Real]Absence check using state equation in 427 ms returned sat
[2020-05-22 13:21:46] [INFO ] Solution in real domain found non-integer solution.
[2020-05-22 13:21:46] [INFO ] [Nat]Absence check using 0 positive and 108 generalized place invariants in 124 ms returned sat
[2020-05-22 13:21:46] [INFO ] [Nat]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:46] [INFO ] [Nat]Absence check using state equation in 366 ms returned sat
[2020-05-22 13:21:46] [INFO ] Computed and/alt/rep : 205/1804/205 causal constraints in 20 ms.
[2020-05-22 13:21:55] [INFO ] Added : 157 causal constraints over 45 iterations in 8758 ms. Result :unknown
Applied a total of 0 rules in 21 ms. Remains 238 /238 variables (removed 0) and now considering 206/206 (removed 0) transitions.
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:21:55] [INFO ] Computed 108 place invariants in 25 ms
[2020-05-22 13:21:55] [INFO ] [Real]Absence check using 0 positive and 108 generalized place invariants in 103 ms returned sat
[2020-05-22 13:21:55] [INFO ] [Real]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:56] [INFO ] [Real]Absence check using state equation in 380 ms returned sat
[2020-05-22 13:21:56] [INFO ] Solution in real domain found non-integer solution.
[2020-05-22 13:21:56] [INFO ] [Nat]Absence check using 0 positive and 108 generalized place invariants in 130 ms returned sat
[2020-05-22 13:21:56] [INFO ] [Nat]Adding state equation constraints to refine reachable states.
[2020-05-22 13:21:56] [INFO ] [Nat]Absence check using state equation in 344 ms returned sat
[2020-05-22 13:21:56] [INFO ] Computed and/alt/rep : 205/1804/205 causal constraints in 25 ms.
[2020-05-22 13:22:05] [INFO ] Added : 157 causal constraints over 45 iterations in 8826 ms. Result :unknown
[2020-05-22 13:22:05] [INFO ] Flatten gal took : 91 ms
Using solver Z3 to compute partial order matrices.
[2020-05-22 13:22:06] [INFO ] Applying decomposition
Built C files in :
/home/mcc/execution
[2020-05-22 13:22:06] [INFO ] Flatten gal took : 46 ms
[2020-05-22 13:22:06] [INFO ] Flatten gal took : 87 ms
[2020-05-22 13:22:06] [INFO ] Input system was already deterministic with 206 transitions.
[2020-05-22 13:22:06] [INFO ] Input system was already deterministic with 206 transitions.
Converted graph to binary with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202005100927/bin/convert-linux64, -i, /tmp/graph17842259465176099658.txt, -o, /tmp/graph17842259465176099658.bin, -w, /tmp/graph17842259465176099658.weights], workingDir=null]
Built communities with : CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202005100927/bin/louvain-linux64, /tmp/graph17842259465176099658.bin, -l, -1, -v, -w, /tmp/graph17842259465176099658.weights, -q, 0, -e, 0.001], workingDir=null]
[2020-05-22 13:22:06] [INFO ] Decomposing Gal with order
[2020-05-22 13:22:06] [INFO ] Rewriting arrays to variables to allow decomposition.
[2020-05-22 13:22:06] [INFO ] Ran tautology test, simplified 0 / 1 in 218 ms.
Presburger conditions satisfied. Using coverability to approximate state space in K-Induction.
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:22:06] [INFO ] Computed 108 place invariants in 28 ms
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 - p168 - p171 + p173 + 12*p178 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p249 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p61 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -2*p109 - 4*p121 - 4*p132 - 4*p133 + 3*p138 - p139 + 4*p140 + 3*p141 - p145 + 5*p154 + 10*p155 + 10*p156 + 5*p157 - p160 - p164 - 5*p167 + 4*p178 - p182 - p185 + p192 + 4*p202 - 2*p211 + 2*p212 + 2*p213 + 4*p224 + 4*p225 + 4*p234 + 4*p235 + 8*p236 - 2*p237 + 3*p240 - 4*p241 + p242 + 3*p243 + 12*p244 + p246 - 4*p247 - 4*p250 + p251 - 12*p252 + p253 - 4*p255 + 8*p264 - 4*p31 + p32 - 4*p36 + p40 + p42 - 4*p46 + p47 - 2*p48 - 4*p49 + p50 + p53 + p54 - p55 + 3*p57 + 2*p58 - 4*p59 - 2*p71 - 2*p72 + p76 + p78 + p80 - 2*p81 - 2*p85 - 2*p86 - 4*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 12*p138 + 13*p140 + 12*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 13*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 - 12*p36 + p38 + p41 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p156 + p158 + p160 + p161 + p164 + p167 - p244 + p245 - p51 - p55 - p57 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p75 + p78 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 15*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p67 + p70 - 16*p71 - 14*p72 + p74 + p76 + 2*p78 + 2*p80 - 4*p81 - 13*p85 - 25*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : 2*p100 - 5*p109 + p114 - p119 + p120 - 11*p121 + p123 + p126 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 3*p121 + p124 - 2*p132 - 3*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 3*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 6*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 - 3*p121 - 2*p132 - 3*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p223 + 3*p224 + 3*p225 + 3*p234 + 2*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p261 + 5*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 + p110 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 + p209 - p211 + p212 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p257 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + p175 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 + p249 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p79 - p81 - p85 - p86 - 2*p99 = 0
inv : -p109 - 2*p121 - 3*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 3*p167 + 2*p178 + p201 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 3*p247 - 2*p250 - 6*p252 - 2*p255 + 5*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + 3*p57 - 3*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : p100 - 4*p109 + p115 + p118 - p119 - 9*p121 + p123 + p127 - 8*p132 - 8*p133 + 7*p138 - p139 + 8*p140 + 7*p141 - p145 + 11*p154 + 20*p155 + 20*p156 + 11*p157 - 9*p167 + 8*p178 - p182 - p185 - p196 - p199 + 9*p202 - 4*p211 + 4*p212 + 4*p213 - p214 - p215 + p220 + 8*p224 + 8*p225 + p232 + 8*p234 + 8*p235 + 16*p236 - 6*p237 + 7*p240 - 8*p241 + p242 + 3*p243 + 24*p244 + p245 + 2*p246 - 8*p247 - 8*p250 + p251 - 24*p252 + 2*p253 + p254 - 7*p255 + p260 + p262 + p263 + 16*p264 - 8*p31 + p32 - 8*p36 + p40 + p42 - 8*p46 + p47 - 4*p48 - 8*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 5*p57 + 4*p58 - 8*p59 - 4*p71 - 4*p72 + p76 + p78 + p80 - 2*p81 - 4*p85 - 6*p86 + p87 + p88 + p92 + p95 - 9*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 3*p138 + 3*p140 + 3*p141 + p144 + 4*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 3*p240 - 2*p241 + 9*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 3*p31 - 3*p36 - 3*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : -p154 - p155 - p157 + p165 - p244 + p247 + p48 = 0
inv : p135 - p139 - p140 - p141 + p239 - p240 + p30 = 0
inv : -p109 + p116 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p218 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 3*p154 + 5*p155 + 5*p156 + 3*p157 + p164 - 2*p167 + 2*p178 + p193 - p196 - p199 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 6*p244 + p246 - 2*p247 - 2*p250 - 6*p252 + p253 + p254 - p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - p48 - 2*p49 - p55 + p56 + p57 + p58 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p95 - 3*p99 = 0
inv : -p138 - p139 - p140 + p172 - p240 + p249 + p33 = 0
inv : p132 - p154 - p155 - p156 - p157 + p167 + p189 - p202 - p235 - p236 - 2*p244 + p247 + p252 + p255 - p264 + p48 - p57 + p59 + p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p38 + p44 - 12*p46 + p47 - 9*p48 - 12*p49 + p50 - p51 + p52 + 2*p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p183 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 + p251 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p80 - p81 - p85 - p86 - 2*p99 = 0
inv : p154 + p155 + p156 + p157 - p164 + p196 + p197 + p199 - p202 + 2*p244 - p246 - p255 - p48 + p55 - p56 + p57 - p58 - p96 = 0
inv : p132 + p203 - p235 - p236 + p255 - p264 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + p138 - p139 + 2*p140 + p141 - p145 + p154 + 4*p155 + 4*p156 + p157 - p160 - p164 - 3*p167 + 2*p178 + p181 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + p240 - 2*p241 + p242 + 3*p243 + 4*p244 + p246 - 2*p247 - 2*p250 + p251 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p32 - 2*p36 + p40 + p42 - 2*p46 + p47 - 2*p49 + p50 + p53 + p54 - p55 + p57 + 2*p58 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : -p104 + p204 + p205 - p215 + p256 - p259 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p196 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p94 - p96 - 3*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p198 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : -p109 + p115 + p118 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 - p214 - p215 + p220 + 2*p224 + 2*p225 + p228 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p262 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 15*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p66 - 15*p71 - 14*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 24*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p154 - p155 - p156 - p157 + p167 + p200 - 2*p244 + p247 + p255 + p48 - p57 + p59 = 0
inv : p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p127 + p128 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + p87 + 2*p88 + p92 + p95 - 11*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 10*p138 + 10*p140 + 10*p141 + p148 + 18*p154 + 28*p155 + 28*p156 + 18*p157 + p160 + p164 - 10*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 9*p237 + 10*p240 - 10*p241 + p242 + 36*p244 + p245 + p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 - 10*p36 - 10*p46 - 8*p48 - 10*p49 - p51 + p52 + p54 - 2*p55 + p56 + 8*p57 + 2*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - p121 - p132 - p133 + 2*p138 + 2*p140 + 2*p141 + 2*p154 + 4*p155 + 4*p156 + 3*p157 - p167 + 2*p178 + p179 + p202 - p211 + p212 + p213 + p224 + p225 + p234 + p235 + 2*p236 - p237 + 2*p240 - 2*p241 + 5*p244 - p247 - p250 - 3*p252 - p255 + 2*p264 - 2*p31 - 2*p36 - 2*p46 - p48 - p49 + p57 - p59 - p71 - p72 - p86 - p99 = 0
inv : -p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p180 + p202 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - 3*p252 - p255 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
[2020-05-22 13:22:06] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=0 took 29 ms
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 3*p138 + p139 + 3*p140 + 3*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 4*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 3*p31 + p34 - 3*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + p137 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p60 - p62 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p38 + p43 - 12*p46 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p77 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - 2*p139 + 11*p140 + 10*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 10*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 + p29 + p30 - 12*p31 + p32 - 12*p36 + p37 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 16*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 36*p121 + 5*p123 + p125 + p126 + 2*p130 - 31*p132 - 31*p133 + 2*p134 + 29*p138 - 2*p139 + 31*p140 + 30*p141 - 2*p145 + 52*p154 + 85*p155 + 85*p156 + 52*p157 - 33*p167 - p168 - p171 + 32*p178 - p182 - 2*p185 - 2*p196 + 33*p202 + p205 - 16*p211 + 16*p212 + 15*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 31*p224 + 32*p225 + 29*p234 + 29*p235 + 62*p236 - 26*p237 + 30*p240 - 31*p241 + 2*p242 + 6*p243 + 108*p244 + 2*p245 + 4*p246 - 31*p247 + 3*p249 - 30*p250 + 3*p251 - 93*p252 + 4*p253 + 4*p254 - 29*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 60*p264 - 31*p31 + 2*p32 - 31*p36 + 2*p40 + 2*p42 - 31*p46 + 2*p47 - 23*p48 - 31*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 25*p57 + 8*p58 - 31*p59 + p61 + p64 + p70 - 17*p71 - 15*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 26*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 35*p99 = 0
inv : 2*p100 - 4*p109 + p115 + p118 - 2*p119 + p120 - 10*p121 + 2*p123 + p125 + p130 - 8*p132 - 8*p133 + p134 + 8*p138 + 8*p140 + 8*p141 + 14*p154 + 22*p155 + 22*p156 + 14*p157 + p160 + p164 - 8*p167 + 8*p178 + p184 - p196 + 9*p202 - 4*p211 + 4*p212 + 4*p213 - p214 - p215 + p220 + p222 + 8*p224 + 8*p225 + 7*p234 + 7*p235 + 16*p236 - 8*p237 + 8*p240 - 8*p241 + 28*p244 + p245 + p246 - 8*p247 - 8*p250 + p251 - 24*p252 + 2*p253 + 2*p254 - 7*p255 + 2*p260 + p262 + 2*p263 + 15*p264 - 8*p31 - 8*p36 - 8*p46 - 6*p48 - 8*p49 - p51 + p52 + p54 - 2*p55 + p56 + 6*p57 + 2*p58 - 8*p59 - 4*p71 - 4*p72 - 4*p85 - 8*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 10*p99 = 0
inv : -p154 - p155 - p157 + p159 - p161 - p164 - p167 - p244 + p245 + p48 + p54 + p58 = 0
inv : -p119 + p218 + p219 + p220 + p222 - p225 + p260 - p261 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p127 + p131 - 12*p132 - 12*p133 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 12*p234 + 12*p235 + 25*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 25*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : p152 - p154 - p155 - p156 - p157 + p161 + p243 - 2*p244 + p246 + p48 + p53 - p55 - p57 + p58 = 0
inv : -p154 - p155 - p156 - p157 + p164 + p195 - 2*p244 + p246 + p254 + p48 - p55 + p56 - p57 + p58 = 0
inv : -p154 - p155 - p156 + p186 - p244 + p252 + p49 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + p138 - p139 + 2*p140 + p141 + p146 + 2*p154 + 5*p155 + 4*p156 + 2*p157 + p161 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + p240 - 2*p241 + p242 + 3*p243 + 5*p244 + p246 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p32 - 2*p36 + p42 - 2*p46 + p47 - p48 - 2*p49 + p53 - p55 + p57 + p58 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : p100 - 3*p109 + p115 + p118 - 2*p119 + p120 - 8*p121 + 2*p123 + p125 + p130 - 6*p132 - 6*p133 + p134 + 6*p138 + 6*p140 + 6*p141 + 12*p154 + 18*p155 + 18*p156 + 12*p157 - 6*p167 + 6*p178 + p194 + p199 + 6*p202 - 3*p211 + 3*p212 + 3*p213 - p214 - p215 + p220 + p222 + 6*p224 + 6*p225 + 5*p234 + 5*p235 + 12*p236 - 6*p237 + 6*p240 - 6*p241 + 24*p244 - 6*p247 - 6*p250 - 18*p252 + p253 + p254 - 6*p255 + 2*p260 + p262 + 2*p263 + 11*p264 - 6*p31 - 6*p36 - 6*p46 - 6*p48 - 6*p49 + 6*p57 - 6*p59 - 3*p71 - 3*p72 - 3*p85 - 6*p86 + p87 + 2*p88 - p96 + p97 - 7*p99 = 0
[2020-05-22 13:22:06] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=1 took 6 ms
inv : 2*p100 + p103 - p104 + p105 - 8*p109 + p110 + p113 + p117 + p118 - 2*p119 + p120 - 18*p121 + 3*p123 + p126 + p130 - 15*p132 - 15*p133 + p134 + 14*p138 - p139 + 15*p140 + 14*p141 - p145 + 25*p154 + 41*p155 + 41*p156 + 25*p157 - 16*p167 + p176 + 15*p178 - p182 - p185 - p196 + 16*p202 + p205 - 8*p211 + 8*p212 + 7*p213 - p214 - p215 - p218 + 15*p224 + 16*p225 + 14*p234 + 14*p235 + 30*p236 - 13*p237 + 14*p240 - 15*p241 + p242 + 3*p243 + 52*p244 + p245 + 2*p246 - 15*p247 + p249 - 15*p250 + p251 - 45*p252 + 2*p253 + 2*p254 - 14*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 29*p264 - 15*p31 + p32 - 15*p36 + p40 + p42 - 15*p46 + p47 - 11*p48 - 15*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 12*p57 + 4*p58 - 15*p59 - 8*p71 - 7*p72 + p76 + p78 + p80 - 2*p81 - 7*p85 - 13*p86 + 2*p87 + 3*p88 + p92 + p95 - p96 + p97 - 17*p99 = 0
inv : -p156 + p161 + p162 + p164 + p167 - p244 + p246 - p55 - p57 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p35 - 3*p36 - 3*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + p55 - p56 + 3*p57 - p58 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p93 - p96 - 3*p99 = 0
inv : p100 - 3*p109 - 6*p121 - 6*p132 - 6*p133 + 5*p138 - p139 + 6*p140 + 5*p141 - p145 + 7*p154 + 14*p155 + 14*p156 + 7*p157 - 7*p167 + 6*p178 - p182 - p185 - p196 - p199 + 7*p202 - 3*p211 + 3*p212 + 3*p213 + 6*p224 + 6*p225 + p227 + 6*p234 + 6*p235 + 12*p236 - 4*p237 + 5*p240 - 6*p241 + p242 + 3*p243 + 16*p244 + p245 + 2*p246 - 6*p247 - 6*p250 + p251 - 18*p252 + 2*p253 + p254 - 5*p255 + p262 + 12*p264 - 6*p31 + p32 - 6*p36 + p40 + p42 - 6*p46 + p47 - 2*p48 - 6*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 3*p57 + 4*p58 - 6*p59 - 3*p71 - 3*p72 + p76 + p78 + p80 - 2*p81 - 3*p85 - 4*p86 + p87 + p92 + p95 - 7*p99 = 0
inv : p151 - p154 - p156 - p157 + p243 - p244 + p47 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p199 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + p230 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + p263 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - p96 + p97 - 3*p99 = 0
inv : 4*p100 + p103 - p104 + p107 - 14*p109 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p68 + p70 - 15*p71 - 15*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 24*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 + p265 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 - p85 - p86 - 2*p99 = 0
inv : 4*p100 - 12*p109 + 2*p115 + 2*p118 - 4*p119 + 2*p120 - 28*p121 + 4*p123 + 2*p125 + 2*p130 - 24*p132 - 24*p133 + 2*p134 + 23*p138 - 2*p139 + 24*p140 + 22*p141 - p145 + 38*p154 + 64*p155 + 64*p156 + 38*p157 - 26*p167 + p168 + 24*p178 - 2*p182 - 2*p185 - 2*p196 + 26*p202 - 12*p211 + 12*p212 + 12*p213 - 2*p214 - 2*p215 + 2*p220 + 2*p222 + 24*p224 + 24*p225 + 22*p234 + 22*p235 + 48*p236 - 20*p237 + p239 + 23*p240 - 24*p241 + 3*p242 + 6*p243 + 80*p244 + 2*p245 + 4*p246 - 24*p247 + p248 - 24*p250 + 2*p251 - 72*p252 + 4*p253 + 4*p254 - 22*p255 + 4*p260 + 2*p262 + 4*p263 + 46*p264 + p27 - 24*p31 + 2*p32 - 24*p36 + p37 + p40 + 2*p42 - 24*p46 + 2*p47 - 16*p48 - 24*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 18*p57 + 8*p58 - 24*p59 + p60 - p62 - 12*p71 - 12*p72 + p73 + p74 + 2*p78 + 2*p80 - 4*p81 - 12*p85 - 20*p86 + 4*p87 + 4*p88 + 2*p90 + 2*p95 - 2*p96 + 2*p97 - 28*p99 = 0
inv : 2*p100 - 5*p109 - p119 + p120 - 11*p121 + p123 + p126 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 + p217 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + p259 + p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -p156 + p166 + p167 - p244 + p247 - p57 = 0
inv : 2*p100 + p103 - p104 + p105 - 10*p109 + p110 + p113 + p117 + p118 - 2*p119 + p120 - 22*p121 + 3*p123 + p126 + p130 - 19*p132 - 19*p133 + p134 + 17*p138 - 2*p139 + 18*p140 + 18*p141 - p145 + 33*p154 + 53*p155 + 53*p156 + 33*p157 - 20*p167 - p168 - p171 + 20*p178 - p185 - p196 + 20*p202 + p205 - 10*p211 + 10*p212 + 9*p213 - p214 - p215 - p218 + 19*p224 + 20*p225 + 18*p234 + 18*p235 + 38*p236 - 16*p237 + 17*p240 - 19*p241 + p242 + 3*p243 + 68*p244 + p245 + 2*p246 - 19*p247 + 3*p249 - 18*p250 + 2*p251 - 57*p252 + 2*p253 + 2*p254 - 18*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 37*p264 - 19*p31 + p32 + p33 - 19*p36 + p40 + p42 - 19*p46 + p47 - 15*p48 - 19*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 16*p57 + 4*p58 - 19*p59 + p62 + p65 + p70 - 11*p71 - 9*p72 + p76 + p78 + p79 + p80 - 3*p81 - 8*p85 - 16*p86 + 2*p87 + 3*p88 + p92 + p95 - p96 + p97 - 21*p99 = 0
inv : -p109 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 + p212 + p213 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p258 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : -p109 + p118 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p216 + p220 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p259 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p121 - p132 - p133 + 2*p154 + 2*p155 + 2*p156 + p157 - p167 + p187 + p202 + p224 + p225 + p234 + p235 + 2*p236 - p237 + 3*p244 - p247 - 2*p252 - p255 + 2*p264 - p48 - p49 + p57 - p59 - p86 - p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + 3*p57 - 3*p59 - p71 - p72 - p85 - 2*p86 + p87 + p98 - 3*p99 = 0
inv : p121 + p133 + p190 - p224 - p225 - p234 - p236 + p252 - p264 = 0
inv : p168 + p169 + p171 - p182 + p248 - p251 - p62 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - 2*p139 + 11*p140 + 10*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 10*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 + p28 + p30 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p60 - p62 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p154 - p155 - p156 - p157 + p160 + p191 - 2*p244 + p245 + p253 + p48 - p51 + p52 + p54 - p55 - p57 + p58 = 0
inv : 2*p100 - 8*p109 + p115 + p118 - 2*p119 + p120 - 18*p121 + 2*p123 + p125 + p130 - 16*p132 - 16*p133 + p134 + 14*p138 - 2*p139 + 15*p140 + 15*p141 - p145 + 27*p154 + 44*p155 + 44*p156 + 27*p157 - 17*p167 - p168 - p171 + 17*p178 - p185 - p196 + 17*p202 + p207 - 8*p211 + 8*p212 + 8*p213 - p214 - p215 + p220 + p222 + 16*p224 + 16*p225 + 15*p234 + 15*p235 + 32*p236 - 13*p237 + 14*p240 - 16*p241 + p242 + 3*p243 + 56*p244 + p245 + 2*p246 - 16*p247 + 3*p249 - 15*p250 + 2*p251 - 48*p252 + 2*p253 + 2*p254 - 15*p255 + p257 + 2*p260 + p262 + 2*p263 + 31*p264 - 16*p31 + p32 + p33 - 16*p36 + p40 + p42 - 16*p46 + p47 - 12*p48 - 16*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 13*p57 + 4*p58 - 16*p59 + p61 + p68 + p70 - 9*p71 - 8*p72 + p74 + p78 + p79 + p80 - 3*p81 - 7*p85 - 13*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 18*p99 = 0
inv : p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + p87 + 2*p88 + p91 + p97 - 11*p99 = 0
inv : p101 - p109 - 2*p121 - 3*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 3*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 6*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : -p138 - p139 - p141 + p149 - p240 + p243 + p32 = 0
inv : p100 - 2*p109 - p119 + p120 - 5*p121 + p123 + p130 - 4*p132 - 4*p133 + p134 + 4*p138 + 4*p140 + 4*p141 + 8*p154 + 12*p155 + 12*p156 + 8*p157 - 4*p167 + 4*p178 + p199 + 4*p202 - 2*p211 + 2*p212 + 2*p213 + p222 + 4*p224 + 4*p225 + p229 + 3*p234 + 3*p235 + 8*p236 - 4*p237 + 4*p240 - 4*p241 + 16*p244 - 4*p247 - 4*p250 - 12*p252 + p254 - 4*p255 + p260 + p262 + 2*p263 + 7*p264 - 4*p31 - 4*p36 - 4*p46 - 4*p48 - 4*p49 + 4*p57 - 4*p59 - 2*p71 - 2*p72 - 2*p85 - 4*p86 + p87 + p88 - p96 + p97 - 5*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 10*p138 + 10*p140 + 10*p141 - p145 + p150 + 17*p154 + 27*p155 + 28*p156 + 17*p157 - p161 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 9*p237 + 10*p240 - 10*p241 + p242 + p243 + 35*p244 + p245 + p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 - 10*p36 + p38 - 10*p46 - 7*p48 - 10*p49 + p50 - p51 + p52 + 2*p54 - 2*p55 + p56 + 8*p57 + 3*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + p174 + 3*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 + p249 - p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p70 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : -p109 - p119 + p120 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p222 + 2*p224 + 2*p225 + p231 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p263 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p196 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 + p82 - p85 - p86 - 2*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 9*p48 - 12*p49 + p50 + p53 + p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p89 + p95 - p96 + p97 - 14*p99 = 0
inv : p133 + p226 - p234 - p236 + p261 - p264 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p38 + p45 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p188 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 5*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - p86 - 2*p99 = 0
inv : 2*p100 + p102 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p171 + 12*p178 - p182 - p185 - p196 + 13*p202 - p205 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + p136 + 11*p138 - p139 + 12*p140 + 11*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 11*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p37 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p170 + 12*p178 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : p147 - p154 - p155 - p157 - p160 - p161 - p164 - p167 + p242 - p244 + p48 + p50 + p54 + p58 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 3*p49 + 2*p57 - 2*p59 - p71 - p72 + p84 - p85 - 2*p86 - 2*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p218 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 + p83 - p85 - p86 - 2*p99 = 0
inv : -p154 - p155 - p157 + p163 - p167 - p244 + p246 + p48 + p58 = 0
inv : -p138 - p140 - p141 - p155 - p156 - p157 + p177 - p240 + p241 - p244 + p250 + p31 + p36 + p46 = 0
inv : -p109 + p117 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 + p210 - p211 + p212 + p213 - p218 - p220 - p222 + 2*p224 + 3*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p257 + p261 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - p119 - 11*p121 + p123 + p127 + p129 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -2*p121 + p122 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 - p211 + p213 + 2*p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p261 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p72 - p85 - p86 + p88 - p99 = 0
inv : -p109 + p111 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 - p211 + p213 + 2*p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p261 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : 2*p100 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 + p206 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p256 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 4*p100 + p103 - p104 + p108 - 15*p109 + p110 + p113 + p115 + 2*p118 - 3*p119 + 2*p120 - 33*p121 + 4*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p68 + p70 - 16*p71 - 14*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 13*p85 - 24*p86 + 4*p87 + 4*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p109 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p221 + 2*p224 + 3*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p261 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 2*p100 + p104 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p171 + 12*p178 - p182 - p185 - p196 + 13*p202 - p205 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - p62 + p63 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p112 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : -p138 - p140 - p141 + p142 - p240 + p241 + p31 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p39 + p42 - 12*p46 + p47 - 9*p48 - 12*p49 + p52 + p53 + p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 + p103 - p104 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 + p205 + p208 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p256 + p257 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 + p106 - 10*p109 + p110 + p115 + p117 + p118 - 2*p119 + p120 - 22*p121 + 3*p123 + p125 + p130 - 19*p132 - 19*p133 + p134 + 17*p138 - 2*p139 + 18*p140 + 18*p141 - p145 + 33*p154 + 53*p155 + 53*p156 + 33*p157 - 20*p167 - p168 - p171 + 20*p178 - p185 - p196 + 20*p202 + p205 - 10*p211 + 10*p212 + 9*p213 - p214 - p215 - p218 + 19*p224 + 20*p225 + 18*p234 + 18*p235 + 38*p236 - 16*p237 + 17*p240 - 19*p241 + p242 + 3*p243 + 68*p244 + p245 + 2*p246 - 19*p247 + 3*p249 - 18*p250 + 2*p251 - 57*p252 + 2*p253 + 2*p254 - 18*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 37*p264 - 19*p31 + p32 + p33 - 19*p36 + p40 + p42 - 19*p46 + p47 - 15*p48 - 19*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 16*p57 + 4*p58 - 19*p59 + p61 + p68 + p70 - 11*p71 - 9*p72 + p74 + p78 + p79 + p80 - 3*p81 - 8*p85 - 16*p86 + 2*p87 + 3*p88 + p90 + p95 - p96 + p97 - 21*p99 = 0
inv : p143 - p155 - p156 - p157 + p241 - p244 + p46 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + p153 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + p243 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : p134 + p233 - p234 - p235 + p263 - p264 = 0
Total of 108 invariants.
[2020-05-22 13:22:06] [INFO ] Computed 108 place invariants in 55 ms
[2020-05-22 13:22:06] [INFO ] Removed a total of 246 redundant transitions.
[2020-05-22 13:22:06] [INFO ] Flatten gal took : 118 ms
[2020-05-22 13:22:06] [INFO ] Fuse similar labels procedure discarded/fused a total of 0 labels/synchronizations in 4 ms.
Presburger conditions satisfied. Using coverability to approximate state space in K-Induction.
// Phase 1: matrix 206 rows 238 cols
[2020-05-22 13:22:06] [INFO ] Time to serialize gal into /home/mcc/execution/ReachabilityCardinality.pnml.gal : 13 ms
[2020-05-22 13:22:06] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=2 took 125 ms
[2020-05-22 13:22:06] [INFO ] Time to serialize properties into /home/mcc/execution/ReachabilityCardinality.prop : 0 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityCardinality.pnml.gal, -t, CGAL, -reachable-file, ReachabilityCardinality.prop, --nowitness, --gen-order, FOLLOW], workingDir=/home/mcc/execution]

[2020-05-22 13:22:06] [INFO ] Computed 108 place invariants in 39 ms
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 - p168 - p171 + p173 + 12*p178 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p249 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p61 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -2*p109 - 4*p121 - 4*p132 - 4*p133 + 3*p138 - p139 + 4*p140 + 3*p141 - p145 + 5*p154 + 10*p155 + 10*p156 + 5*p157 - p160 - p164 - 5*p167 + 4*p178 - p182 - p185 + p192 + 4*p202 - 2*p211 + 2*p212 + 2*p213 + 4*p224 + 4*p225 + 4*p234 + 4*p235 + 8*p236 - 2*p237 + 3*p240 - 4*p241 + p242 + 3*p243 + 12*p244 + p246 - 4*p247 - 4*p250 + p251 - 12*p252 + p253 - 4*p255 + 8*p264 - 4*p31 + p32 - 4*p36 + p40 + p42 - 4*p46 + p47 - 2*p48 - 4*p49 + p50 + p53 + p54 - p55 + 3*p57 + 2*p58 - 4*p59 - 2*p71 - 2*p72 + p76 + p78 + p80 - 2*p81 - 2*p85 - 2*p86 - 4*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 12*p138 + 13*p140 + 12*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 13*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 - 12*p36 + p38 + p41 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p156 + p158 + p160 + p161 + p164 + p167 - p244 + p245 - p51 - p55 - p57 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p75 + p78 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 15*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p67 + p70 - 16*p71 - 14*p72 + p74 + p76 + 2*p78 + 2*p80 - 4*p81 - 13*p85 - 25*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : 2*p100 - 5*p109 + p114 - p119 + p120 - 11*p121 + p123 + p126 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 3*p121 + p124 - 2*p132 - 3*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 3*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 6*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 - 3*p121 - 2*p132 - 3*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p223 + 3*p224 + 3*p225 + 3*p234 + 2*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p261 + 5*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 + p110 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 + p209 - p211 + p212 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p257 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + p175 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 + p249 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p79 - p81 - p85 - p86 - 2*p99 = 0
inv : -p109 - 2*p121 - 3*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 3*p167 + 2*p178 + p201 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 3*p247 - 2*p250 - 6*p252 - 2*p255 + 5*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + 3*p57 - 3*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : p100 - 4*p109 + p115 + p118 - p119 - 9*p121 + p123 + p127 - 8*p132 - 8*p133 + 7*p138 - p139 + 8*p140 + 7*p141 - p145 + 11*p154 + 20*p155 + 20*p156 + 11*p157 - 9*p167 + 8*p178 - p182 - p185 - p196 - p199 + 9*p202 - 4*p211 + 4*p212 + 4*p213 - p214 - p215 + p220 + 8*p224 + 8*p225 + p232 + 8*p234 + 8*p235 + 16*p236 - 6*p237 + 7*p240 - 8*p241 + p242 + 3*p243 + 24*p244 + p245 + 2*p246 - 8*p247 - 8*p250 + p251 - 24*p252 + 2*p253 + p254 - 7*p255 + p260 + p262 + p263 + 16*p264 - 8*p31 + p32 - 8*p36 + p40 + p42 - 8*p46 + p47 - 4*p48 - 8*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 5*p57 + 4*p58 - 8*p59 - 4*p71 - 4*p72 + p76 + p78 + p80 - 2*p81 - 4*p85 - 6*p86 + p87 + p88 + p92 + p95 - 9*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 3*p138 + 3*p140 + 3*p141 + p144 + 4*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 3*p240 - 2*p241 + 9*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 3*p31 - 3*p36 - 3*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : -p154 - p155 - p157 + p165 - p244 + p247 + p48 = 0
inv : p135 - p139 - p140 - p141 + p239 - p240 + p30 = 0
inv : -p109 + p116 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p218 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 3*p154 + 5*p155 + 5*p156 + 3*p157 + p164 - 2*p167 + 2*p178 + p193 - p196 - p199 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 6*p244 + p246 - 2*p247 - 2*p250 - 6*p252 + p253 + p254 - p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - p48 - 2*p49 - p55 + p56 + p57 + p58 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p95 - 3*p99 = 0
inv : -p138 - p139 - p140 + p172 - p240 + p249 + p33 = 0
inv : p132 - p154 - p155 - p156 - p157 + p167 + p189 - p202 - p235 - p236 - 2*p244 + p247 + p252 + p255 - p264 + p48 - p57 + p59 + p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p38 + p44 - 12*p46 + p47 - 9*p48 - 12*p49 + p50 - p51 + p52 + 2*p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p183 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 + p251 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p80 - p81 - p85 - p86 - 2*p99 = 0
inv : p154 + p155 + p156 + p157 - p164 + p196 + p197 + p199 - p202 + 2*p244 - p246 - p255 - p48 + p55 - p56 + p57 - p58 - p96 = 0
inv : p132 + p203 - p235 - p236 + p255 - p264 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + p138 - p139 + 2*p140 + p141 - p145 + p154 + 4*p155 + 4*p156 + p157 - p160 - p164 - 3*p167 + 2*p178 + p181 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + p240 - 2*p241 + p242 + 3*p243 + 4*p244 + p246 - 2*p247 - 2*p250 + p251 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p32 - 2*p36 + p40 + p42 - 2*p46 + p47 - 2*p49 + p50 + p53 + p54 - p55 + p57 + 2*p58 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : -p104 + p204 + p205 - p215 + p256 - p259 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p196 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p94 - p96 - 3*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p198 + 3*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : -p109 + p115 + p118 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 - p214 - p215 + p220 + 2*p224 + 2*p225 + p228 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p262 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 15*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p66 - 15*p71 - 14*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 24*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p154 - p155 - p156 - p157 + p167 + p200 - 2*p244 + p247 + p255 + p48 - p57 + p59 = 0
inv : p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p127 + p128 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + p87 + 2*p88 + p92 + p95 - 11*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 10*p138 + 10*p140 + 10*p141 + p148 + 18*p154 + 28*p155 + 28*p156 + 18*p157 + p160 + p164 - 10*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 9*p237 + 10*p240 - 10*p241 + p242 + 36*p244 + p245 + p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 - 10*p36 - 10*p46 - 8*p48 - 10*p49 - p51 + p52 + p54 - 2*p55 + p56 + 8*p57 + 2*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - p121 - p132 - p133 + 2*p138 + 2*p140 + 2*p141 + 2*p154 + 4*p155 + 4*p156 + 3*p157 - p167 + 2*p178 + p179 + p202 - p211 + p212 + p213 + p224 + p225 + p234 + p235 + 2*p236 - p237 + 2*p240 - 2*p241 + 5*p244 - p247 - p250 - 3*p252 - p255 + 2*p264 - 2*p31 - 2*p36 - 2*p46 - p48 - p49 + p57 - p59 - p71 - p72 - p86 - p99 = 0
inv : -p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p180 + p202 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - 3*p252 - p255 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 3*p138 + p139 + 3*p140 + 3*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 4*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 3*p31 + p34 - 3*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + p137 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p60 - p62 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p38 + p43 - 12*p46 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p77 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - 2*p139 + 11*p140 + 10*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 10*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 + p29 + p30 - 12*p31 + p32 - 12*p36 + p37 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 4*p100 + p103 - p104 + p105 - 16*p109 + p110 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 36*p121 + 5*p123 + p125 + p126 + 2*p130 - 31*p132 - 31*p133 + 2*p134 + 29*p138 - 2*p139 + 31*p140 + 30*p141 - 2*p145 + 52*p154 + 85*p155 + 85*p156 + 52*p157 - 33*p167 - p168 - p171 + 32*p178 - p182 - 2*p185 - 2*p196 + 33*p202 + p205 - 16*p211 + 16*p212 + 15*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 31*p224 + 32*p225 + 29*p234 + 29*p235 + 62*p236 - 26*p237 + 30*p240 - 31*p241 + 2*p242 + 6*p243 + 108*p244 + 2*p245 + 4*p246 - 31*p247 + 3*p249 - 30*p250 + 3*p251 - 93*p252 + 4*p253 + 4*p254 - 29*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 60*p264 - 31*p31 + 2*p32 - 31*p36 + 2*p40 + 2*p42 - 31*p46 + 2*p47 - 23*p48 - 31*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 25*p57 + 8*p58 - 31*p59 + p61 + p64 + p70 - 17*p71 - 15*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 26*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 35*p99 = 0
inv : 2*p100 - 4*p109 + p115 + p118 - 2*p119 + p120 - 10*p121 + 2*p123 + p125 + p130 - 8*p132 - 8*p133 + p134 + 8*p138 + 8*p140 + 8*p141 + 14*p154 + 22*p155 + 22*p156 + 14*p157 + p160 + p164 - 8*p167 + 8*p178 + p184 - p196 + 9*p202 - 4*p211 + 4*p212 + 4*p213 - p214 - p215 + p220 + p222 + 8*p224 + 8*p225 + 7*p234 + 7*p235 + 16*p236 - 8*p237 + 8*p240 - 8*p241 + 28*p244 + p245 + p246 - 8*p247 - 8*p250 + p251 - 24*p252 + 2*p253 + 2*p254 - 7*p255 + 2*p260 + p262 + 2*p263 + 15*p264 - 8*p31 - 8*p36 - 8*p46 - 6*p48 - 8*p49 - p51 + p52 + p54 - 2*p55 + p56 + 6*p57 + 2*p58 - 8*p59 - 4*p71 - 4*p72 - 4*p85 - 8*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 10*p99 = 0
inv : -p154 - p155 - p157 + p159 - p161 - p164 - p167 - p244 + p245 + p48 + p54 + p58 = 0
inv : -p119 + p218 + p219 + p220 + p222 - p225 + p260 - p261 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p127 + p131 - 12*p132 - 12*p133 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 12*p234 + 12*p235 + 25*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 25*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : p152 - p154 - p155 - p156 - p157 + p161 + p243 - 2*p244 + p246 + p48 + p53 - p55 - p57 + p58 = 0
inv : -p154 - p155 - p156 - p157 + p164 + p195 - 2*p244 + p246 + p254 + p48 - p55 + p56 - p57 + p58 = 0
inv : -p154 - p155 - p156 + p186 - p244 + p252 + p49 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + p138 - p139 + 2*p140 + p141 + p146 + 2*p154 + 5*p155 + 4*p156 + 2*p157 + p161 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + p240 - 2*p241 + p242 + 3*p243 + 5*p244 + p246 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p32 - 2*p36 + p42 - 2*p46 + p47 - p48 - 2*p49 + p53 - p55 + p57 + p58 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : p100 - 3*p109 + p115 + p118 - 2*p119 + p120 - 8*p121 + 2*p123 + p125 + p130 - 6*p132 - 6*p133 + p134 + 6*p138 + 6*p140 + 6*p141 + 12*p154 + 18*p155 + 18*p156 + 12*p157 - 6*p167 + 6*p178 + p194 + p199 + 6*p202 - 3*p211 + 3*p212 + 3*p213 - p214 - p215 + p220 + p222 + 6*p224 + 6*p225 + 5*p234 + 5*p235 + 12*p236 - 6*p237 + 6*p240 - 6*p241 + 24*p244 - 6*p247 - 6*p250 - 18*p252 + p253 + p254 - 6*p255 + 2*p260 + p262 + 2*p263 + 11*p264 - 6*p31 - 6*p36 - 6*p46 - 6*p48 - 6*p49 + 6*p57 - 6*p59 - 3*p71 - 3*p72 - 3*p85 - 6*p86 + p87 + 2*p88 - p96 + p97 - 7*p99 = 0
inv : 2*p100 + p103 - p104 + p105 - 8*p109 + p110 + p113 + p117 + p118 - 2*p119 + p120 - 18*p121 + 3*p123 + p126 + p130 - 15*p132 - 15*p133 + p134 + 14*p138 - p139 + 15*p140 + 14*p141 - p145 + 25*p154 + 41*p155 + 41*p156 + 25*p157 - 16*p167 + p176 + 15*p178 - p182 - p185 - p196 + 16*p202 + p205 - 8*p211 + 8*p212 + 7*p213 - p214 - p215 - p218 + 15*p224 + 16*p225 + 14*p234 + 14*p235 + 30*p236 - 13*p237 + 14*p240 - 15*p241 + p242 + 3*p243 + 52*p244 + p245 + 2*p246 - 15*p247 + p249 - 15*p250 + p251 - 45*p252 + 2*p253 + 2*p254 - 14*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 29*p264 - 15*p31 + p32 - 15*p36 + p40 + p42 - 15*p46 + p47 - 11*p48 - 15*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 12*p57 + 4*p58 - 15*p59 - 8*p71 - 7*p72 + p76 + p78 + p80 - 2*p81 - 7*p85 - 13*p86 + 2*p87 + 3*p88 + p92 + p95 - p96 + p97 - 17*p99 = 0
inv : -p156 + p161 + p162 + p164 + p167 - p244 + p246 - p55 - p57 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 + p35 - 3*p36 - 3*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p69 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + p55 - p56 + 3*p57 - p58 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 + p93 - p96 - 3*p99 = 0
inv : p100 - 3*p109 - 6*p121 - 6*p132 - 6*p133 + 5*p138 - p139 + 6*p140 + 5*p141 - p145 + 7*p154 + 14*p155 + 14*p156 + 7*p157 - 7*p167 + 6*p178 - p182 - p185 - p196 - p199 + 7*p202 - 3*p211 + 3*p212 + 3*p213 + 6*p224 + 6*p225 + p227 + 6*p234 + 6*p235 + 12*p236 - 4*p237 + 5*p240 - 6*p241 + p242 + 3*p243 + 16*p244 + p245 + 2*p246 - 6*p247 - 6*p250 + p251 - 18*p252 + 2*p253 + p254 - 5*p255 + p262 + 12*p264 - 6*p31 + p32 - 6*p36 + p40 + p42 - 6*p46 + p47 - 2*p48 - 6*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 3*p57 + 4*p58 - 6*p59 - 3*p71 - 3*p72 + p76 + p78 + p80 - 2*p81 - 3*p85 - 4*p86 + p87 + p92 + p95 - 7*p99 = 0
inv : p151 - p154 - p156 - p157 + p243 - p244 + p47 = 0
inv : p100 - p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p199 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + p230 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + p263 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - p96 + p97 - 3*p99 = 0
inv : 4*p100 + p103 - p104 + p107 - 14*p109 + p113 + p115 + p117 + 2*p118 - 4*p119 + 2*p120 - 34*p121 + 5*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p68 + p70 - 15*p71 - 15*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 14*p85 - 24*p86 + 4*p87 + 5*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 + p265 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 - p85 - p86 - 2*p99 = 0
inv : 4*p100 - 12*p109 + 2*p115 + 2*p118 - 4*p119 + 2*p120 - 28*p121 + 4*p123 + 2*p125 + 2*p130 - 24*p132 - 24*p133 + 2*p134 + 23*p138 - 2*p139 + 24*p140 + 22*p141 - p145 + 38*p154 + 64*p155 + 64*p156 + 38*p157 - 26*p167 + p168 + 24*p178 - 2*p182 - 2*p185 - 2*p196 + 26*p202 - 12*p211 + 12*p212 + 12*p213 - 2*p214 - 2*p215 + 2*p220 + 2*p222 + 24*p224 + 24*p225 + 22*p234 + 22*p235 + 48*p236 - 20*p237 + p239 + 23*p240 - 24*p241 + 3*p242 + 6*p243 + 80*p244 + 2*p245 + 4*p246 - 24*p247 + p248 - 24*p250 + 2*p251 - 72*p252 + 4*p253 + 4*p254 - 22*p255 + 4*p260 + 2*p262 + 4*p263 + 46*p264 + p27 - 24*p31 + 2*p32 - 24*p36 + p37 + p40 + 2*p42 - 24*p46 + 2*p47 - 16*p48 - 24*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 18*p57 + 8*p58 - 24*p59 + p60 - p62 - 12*p71 - 12*p72 + p73 + p74 + 2*p78 + 2*p80 - 4*p81 - 12*p85 - 20*p86 + 4*p87 + 4*p88 + 2*p90 + 2*p95 - 2*p96 + 2*p97 - 28*p99 = 0
inv : 2*p100 - 5*p109 - p119 + p120 - 11*p121 + p123 + p126 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 + p217 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + p259 + p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -p156 + p166 + p167 - p244 + p247 - p57 = 0
inv : 2*p100 + p103 - p104 + p105 - 10*p109 + p110 + p113 + p117 + p118 - 2*p119 + p120 - 22*p121 + 3*p123 + p126 + p130 - 19*p132 - 19*p133 + p134 + 17*p138 - 2*p139 + 18*p140 + 18*p141 - p145 + 33*p154 + 53*p155 + 53*p156 + 33*p157 - 20*p167 - p168 - p171 + 20*p178 - p185 - p196 + 20*p202 + p205 - 10*p211 + 10*p212 + 9*p213 - p214 - p215 - p218 + 19*p224 + 20*p225 + 18*p234 + 18*p235 + 38*p236 - 16*p237 + 17*p240 - 19*p241 + p242 + 3*p243 + 68*p244 + p245 + 2*p246 - 19*p247 + 3*p249 - 18*p250 + 2*p251 - 57*p252 + 2*p253 + 2*p254 - 18*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 37*p264 - 19*p31 + p32 + p33 - 19*p36 + p40 + p42 - 19*p46 + p47 - 15*p48 - 19*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 16*p57 + 4*p58 - 19*p59 + p62 + p65 + p70 - 11*p71 - 9*p72 + p76 + p78 + p79 + p80 - 3*p81 - 8*p85 - 16*p86 + 2*p87 + 3*p88 + p92 + p95 - p96 + p97 - 21*p99 = 0
inv : -p109 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 + p212 + p213 + p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p258 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : -p109 + p118 - p119 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p216 + p220 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p259 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p121 - p132 - p133 + 2*p154 + 2*p155 + 2*p156 + p157 - p167 + p187 + p202 + p224 + p225 + p234 + p235 + 2*p236 - p237 + 3*p244 - p247 - 2*p252 - p255 + 2*p264 - p48 - p49 + p57 - p59 - p86 - p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 3*p48 - 2*p49 + 3*p57 - 3*p59 - p71 - p72 - p85 - 2*p86 + p87 + p98 - 3*p99 = 0
inv : p121 + p133 + p190 - p224 - p225 - p234 - p236 + p252 - p264 = 0
inv : p168 + p169 + p171 - p182 + p248 - p251 - p62 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - 2*p139 + 11*p140 + 10*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p168 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 10*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 + p28 + p30 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 + p60 - p62 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : -p154 - p155 - p156 - p157 + p160 + p191 - 2*p244 + p245 + p253 + p48 - p51 + p52 + p54 - p55 - p57 + p58 = 0
inv : 2*p100 - 8*p109 + p115 + p118 - 2*p119 + p120 - 18*p121 + 2*p123 + p125 + p130 - 16*p132 - 16*p133 + p134 + 14*p138 - 2*p139 + 15*p140 + 15*p141 - p145 + 27*p154 + 44*p155 + 44*p156 + 27*p157 - 17*p167 - p168 - p171 + 17*p178 - p185 - p196 + 17*p202 + p207 - 8*p211 + 8*p212 + 8*p213 - p214 - p215 + p220 + p222 + 16*p224 + 16*p225 + 15*p234 + 15*p235 + 32*p236 - 13*p237 + 14*p240 - 16*p241 + p242 + 3*p243 + 56*p244 + p245 + 2*p246 - 16*p247 + 3*p249 - 15*p250 + 2*p251 - 48*p252 + 2*p253 + 2*p254 - 15*p255 + p257 + 2*p260 + p262 + 2*p263 + 31*p264 - 16*p31 + p32 + p33 - 16*p36 + p40 + p42 - 16*p46 + p47 - 12*p48 - 16*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 13*p57 + 4*p58 - 16*p59 + p61 + p68 + p70 - 9*p71 - 8*p72 + p74 + p78 + p79 + p80 - 3*p81 - 7*p85 - 13*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 18*p99 = 0
inv : p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + p87 + 2*p88 + p91 + p97 - 11*p99 = 0
inv : p101 - p109 - 2*p121 - 3*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 3*p234 + 3*p235 + 5*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 6*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p87 - 3*p99 = 0
inv : -p138 - p139 - p141 + p149 - p240 + p243 + p32 = 0
inv : p100 - 2*p109 - p119 + p120 - 5*p121 + p123 + p130 - 4*p132 - 4*p133 + p134 + 4*p138 + 4*p140 + 4*p141 + 8*p154 + 12*p155 + 12*p156 + 8*p157 - 4*p167 + 4*p178 + p199 + 4*p202 - 2*p211 + 2*p212 + 2*p213 + p222 + 4*p224 + 4*p225 + p229 + 3*p234 + 3*p235 + 8*p236 - 4*p237 + 4*p240 - 4*p241 + 16*p244 - 4*p247 - 4*p250 - 12*p252 + p254 - 4*p255 + p260 + p262 + 2*p263 + 7*p264 - 4*p31 - 4*p36 - 4*p46 - 4*p48 - 4*p49 + 4*p57 - 4*p59 - 2*p71 - 2*p72 - 2*p85 - 4*p86 + p87 + p88 - p96 + p97 - 5*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 10*p138 + 10*p140 + 10*p141 - p145 + p150 + 17*p154 + 27*p155 + 28*p156 + 17*p157 - p161 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 9*p237 + 10*p240 - 10*p241 + p242 + p243 + 35*p244 + p245 + p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 - 10*p36 + p38 - 10*p46 - 7*p48 - 10*p49 + p50 - p51 + p52 + 2*p54 - 2*p55 + p56 + 8*p57 + 3*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + p174 + 3*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 + p249 - p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 + p70 - 2*p71 - p72 - 2*p86 - 2*p99 = 0
inv : -p109 - p119 + p120 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p222 + 2*p224 + 2*p225 + p231 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p263 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p196 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 + p254 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 + p82 - p85 - p86 - 2*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 9*p48 - 12*p49 + p50 + p53 + p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p89 + p95 - p96 + p97 - 14*p99 = 0
inv : p133 + p226 - p234 - p236 + p261 - p264 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - 2*p119 + p120 - 12*p121 + 2*p123 + p125 + p130 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p38 + p45 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p73 + p80 - p81 - 5*p85 - 9*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 12*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + p188 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 5*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - p86 - 2*p99 = 0
inv : 2*p100 + p102 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p171 + 12*p178 - p182 - p185 - p196 + 13*p202 - p205 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + p136 + 11*p138 - p139 + 12*p140 + 11*p141 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + p239 + 11*p240 - 12*p241 + 2*p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p37 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p170 + 12*p178 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : p147 - p154 - p155 - p157 - p160 - p161 - p164 - p167 + p242 - p244 + p48 + p50 + p54 + p58 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 5*p154 + 7*p155 + 7*p156 + 5*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 10*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 3*p49 + 2*p57 - 2*p59 - p71 - p72 + p84 - p85 - 2*p86 - 2*p99 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p218 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p81 + p83 - p85 - p86 - 2*p99 = 0
inv : -p154 - p155 - p157 + p163 - p167 - p244 + p246 + p48 + p58 = 0
inv : -p138 - p140 - p141 - p155 - p156 - p157 + p177 - p240 + p241 - p244 + p250 + p31 + p36 + p46 = 0
inv : -p109 + p117 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 + p210 - p211 + p212 + p213 - p218 - p220 - p222 + 2*p224 + 3*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p257 + p261 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 2*p100 - 5*p109 + p115 + p118 - p119 - 11*p121 + p123 + p127 + p129 - 10*p132 - 10*p133 + p134 + 9*p138 - p139 + 10*p140 + 9*p141 - p145 + 15*p154 + 26*p155 + 26*p156 + 15*p157 - 11*p167 + 10*p178 - p182 - p185 - p196 + 11*p202 - 5*p211 + 5*p212 + 5*p213 - p214 - p215 + p220 + p222 + 10*p224 + 10*p225 + 9*p234 + 9*p235 + 20*p236 - 8*p237 + 9*p240 - 10*p241 + p242 + 3*p243 + 32*p244 + p245 + 2*p246 - 10*p247 - 10*p250 + p251 - 30*p252 + 2*p253 + 2*p254 - 9*p255 + 2*p260 + p262 + 2*p263 + 19*p264 - 10*p31 + p32 - 10*p36 + p40 + p42 - 10*p46 + p47 - 6*p48 - 10*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 7*p57 + 4*p58 - 10*p59 - 5*p71 - 5*p72 + p76 + p78 + p80 - 2*p81 - 5*p85 - 8*p86 + 2*p87 + p88 + p92 + p95 - p96 + p97 - 12*p99 = 0
inv : -2*p121 + p122 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 - p211 + p213 + 2*p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p261 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p72 - p85 - p86 + p88 - p99 = 0
inv : -p109 + p111 - p121 - p132 - p133 + p138 + p140 + p141 + 2*p154 + 3*p155 + 3*p156 + 2*p157 - p167 + p178 + p202 - p211 + p213 + 2*p224 + p225 + p234 + p235 + 2*p236 - p237 + p240 - p241 + 4*p244 - p247 - p250 - 3*p252 - p255 + p261 + 2*p264 - p31 - p36 - p46 - p48 - p49 + p57 - p59 - p71 - p86 - p99 = 0
inv : 2*p100 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 + p206 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p256 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 4*p100 + p103 - p104 + p108 - 15*p109 + p110 + p113 + p115 + 2*p118 - 3*p119 + 2*p120 - 33*p121 + 4*p123 + p125 + p126 + 2*p130 - 29*p132 - 29*p133 + 2*p134 + 26*p138 - 3*p139 + 28*p140 + 27*p141 - 2*p145 + 48*p154 + 79*p155 + 79*p156 + 48*p157 - 31*p167 - p168 - p171 + 30*p178 - p182 - 2*p185 - 2*p196 + 31*p202 + p205 - 15*p211 + 15*p212 + 14*p213 - 2*p214 - 2*p215 - p218 + p220 + p222 + 29*p224 + 30*p225 + 27*p234 + 27*p235 + 58*p236 - 24*p237 + 26*p240 - 29*p241 + 2*p242 + 6*p243 + 100*p244 + 2*p245 + 4*p246 - 29*p247 + 3*p249 - 28*p250 + 3*p251 - 87*p252 + 4*p253 + 4*p254 - 27*p255 + p256 + 2*p257 + 4*p260 + p261 + 2*p262 + 4*p263 + 56*p264 - 29*p31 + 2*p32 + p33 - 29*p36 + 2*p40 + 2*p42 - 29*p46 + 2*p47 - 21*p48 - 29*p49 + 2*p50 - 2*p51 + 2*p52 + 2*p53 + 4*p54 - 6*p55 + 2*p56 + 23*p57 + 8*p58 - 29*p59 + p61 + p68 + p70 - 16*p71 - 14*p72 + p74 + p76 + 2*p78 + p79 + 2*p80 - 5*p81 - 13*p85 - 24*p86 + 4*p87 + 4*p88 + p90 + p92 + 2*p95 - 2*p96 + 2*p97 - 33*p99 = 0
inv : -p109 - 3*p121 + p123 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + p221 + 2*p224 + 3*p225 + 2*p234 + 2*p235 + 4*p236 - 2*p237 + 2*p240 - 2*p241 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + p260 + p261 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 - p85 - 2*p86 + p88 - 2*p99 = 0
inv : 2*p100 + p104 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + p171 + 12*p178 - p182 - p185 - p196 + 13*p202 - p205 - 6*p211 + 6*p212 + 6*p213 - p214 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 + p248 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - p62 + p63 - 6*p71 - 6*p72 + p74 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 - 6*p109 + p112 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + 2*p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p259 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : -p138 - p140 - p141 + p142 - p240 + p241 + p31 = 0
inv : 2*p100 - 6*p109 + p115 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p125 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 20*p154 + 33*p155 + 33*p156 + 20*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 42*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p39 + p42 - 12*p46 + p47 - 9*p48 - 12*p49 + p52 + p53 + p54 - 2*p55 + p56 + 10*p57 + 3*p58 - 12*p59 - 6*p71 - 6*p72 + p73 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p90 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 + p103 - p104 - 6*p109 + p113 + p118 - 2*p119 + p120 - 14*p121 + 2*p123 + p126 + p130 - 12*p132 - 12*p133 + p134 + 11*p138 - p139 + 12*p140 + 11*p141 - p145 + 19*p154 + 32*p155 + 32*p156 + 19*p157 - 13*p167 + 12*p178 - p182 - p185 - p196 + 13*p202 + p205 + p208 - 6*p211 + 6*p212 + 6*p213 - p214 - p215 + p220 + p222 + 12*p224 + 12*p225 + 11*p234 + 11*p235 + 24*p236 - 10*p237 + 11*p240 - 12*p241 + p242 + 3*p243 + 40*p244 + p245 + 2*p246 - 12*p247 - 12*p250 + p251 - 36*p252 + 2*p253 + 2*p254 - 11*p255 + p256 + p257 + 2*p260 + p262 + 2*p263 + 23*p264 - 12*p31 + p32 - 12*p36 + p40 + p42 - 12*p46 + p47 - 8*p48 - 12*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 9*p57 + 4*p58 - 12*p59 - 6*p71 - 6*p72 + p76 + p78 + p80 - 2*p81 - 6*p85 - 10*p86 + 2*p87 + 2*p88 + p92 + p95 - p96 + p97 - 14*p99 = 0
inv : 2*p100 + p106 - 10*p109 + p110 + p115 + p117 + p118 - 2*p119 + p120 - 22*p121 + 3*p123 + p125 + p130 - 19*p132 - 19*p133 + p134 + 17*p138 - 2*p139 + 18*p140 + 18*p141 - p145 + 33*p154 + 53*p155 + 53*p156 + 33*p157 - 20*p167 - p168 - p171 + 20*p178 - p185 - p196 + 20*p202 + p205 - 10*p211 + 10*p212 + 9*p213 - p214 - p215 - p218 + 19*p224 + 20*p225 + 18*p234 + 18*p235 + 38*p236 - 16*p237 + 17*p240 - 19*p241 + p242 + 3*p243 + 68*p244 + p245 + 2*p246 - 19*p247 + 3*p249 - 18*p250 + 2*p251 - 57*p252 + 2*p253 + 2*p254 - 18*p255 + p256 + 2*p257 + 2*p260 + p261 + p262 + 2*p263 + 37*p264 - 19*p31 + p32 + p33 - 19*p36 + p40 + p42 - 19*p46 + p47 - 15*p48 - 19*p49 + p50 - p51 + p52 + p53 + 2*p54 - 3*p55 + p56 + 16*p57 + 4*p58 - 19*p59 + p61 + p68 + p70 - 11*p71 - 9*p72 + p74 + p78 + p79 + p80 - 3*p81 - 8*p85 - 16*p86 + 2*p87 + 3*p88 + p90 + p95 - p96 + p97 - 21*p99 = 0
inv : p143 - p155 - p156 - p157 + p241 - p244 + p46 = 0
inv : -p109 - 2*p121 - 2*p132 - 2*p133 + 2*p138 + 2*p140 + 2*p141 + p153 + 4*p154 + 6*p155 + 6*p156 + 4*p157 - 2*p167 + 2*p178 + 2*p202 - p211 + p212 + p213 + 2*p224 + 2*p225 + 2*p234 + 2*p235 + 4*p236 - p237 + 2*p240 - 2*p241 + p243 + 8*p244 - 2*p247 - 2*p250 - 6*p252 - 2*p255 + 4*p264 - 2*p31 - 2*p36 - 2*p46 - 2*p48 - 2*p49 + 2*p57 - 2*p59 - p71 - p72 + p78 - p81 - p85 - p86 - 2*p99 = 0
inv : p134 + p233 - p234 - p235 + p263 - p264 = 0
Total of 108 invariants.
its-reach command run as :
[2020-05-22 13:22:06] [INFO ] Computed 108 place invariants in 46 ms

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityCardinality.pnml.gal -t CGAL -reachable-file ReachabilityCardinality.prop --nowitness --gen-order FOLLOW
Loading property file ReachabilityCardinality.prop.
Read [reachable] property : Echo-PT-d03r03-ReachabilityCardinality-02 with value :((((gi2.gu12.p80<2)&&(gu10.p173>gu10.p179))&&(gi2.gu12.p40<3))&&(gu16.p256>gu16.p265))
SDD proceeding with computation, new max is 4
SDD proceeding with computation, new max is 8
SDD proceeding with computation, new max is 16
SDD proceeding with computation, new max is 32
SDD proceeding with computation, new max is 64
SDD proceeding with computation, new max is 128
SDD proceeding with computation, new max is 256
[2020-05-22 13:22:06] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=3 took 250 ms
SDD proceeding with computation, new max is 512
[2020-05-22 13:22:07] [INFO ] Proved 238 variables to be positive in 798 ms
[2020-05-22 13:22:07] [INFO ] Computing symmetric may disable matrix : 206 transitions.
[2020-05-22 13:22:07] [INFO ] Computation of disable matrix completed :0/206 took 0 ms. Total solver calls (SAT/UNSAT): 0(0/0)
SDD proceeding with computation, new max is 1024
[2020-05-22 13:22:07] [INFO ] Computation of Complete disable matrix. took 51 ms. Total solver calls (SAT/UNSAT): 0(0/0)
[2020-05-22 13:22:07] [INFO ] Computing symmetric may enable matrix : 206 transitions.
[2020-05-22 13:22:07] [INFO ] Computation of Complete enable matrix. took 13 ms. Total solver calls (SAT/UNSAT): 0(0/0)
[2020-05-22 13:22:07] [INFO ] Proved 238 variables to be positive in 895 ms
[2020-05-22 13:22:07] [INFO ] Computing symmetric co enabling matrix : 206 transitions.
[2020-05-22 13:22:07] [INFO ] Induction result is SAT, non conclusive we might be starting from unreachable statesEcho-PT-d03r03-ReachabilityCardinality-02
[2020-05-22 13:22:07] [INFO ] KInduction solution for property Echo-PT-d03r03-ReachabilityCardinality-02(SAT) depth K=0 took 66 ms
[2020-05-22 13:22:07] [INFO ] Induction result is SAT, non conclusive we might be starting from unreachable statesEcho-PT-d03r03-ReachabilityCardinality-02
[2020-05-22 13:22:07] [INFO ] KInduction solution for property Echo-PT-d03r03-ReachabilityCardinality-02(SAT) depth K=1 took 55 ms
SDD proceeding with computation, new max is 2048
SDD proceeding with computation, new max is 4096
[2020-05-22 13:22:10] [INFO ] Computation of co-enabling matrix(2/206) took 3020 ms. Total solver calls (SAT/UNSAT): 610(610/0)
[2020-05-22 13:22:10] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=4 took 4112 ms
SDD proceeding with computation, new max is 8192
[2020-05-22 13:22:13] [INFO ] Computation of co-enabling matrix(5/206) took 6175 ms. Total solver calls (SAT/UNSAT): 1207(1207/0)
SDD proceeding with computation, new max is 16384
[2020-05-22 13:22:17] [INFO ] Computation of co-enabling matrix(9/206) took 9948 ms. Total solver calls (SAT/UNSAT): 1924(1924/0)
[2020-05-22 13:22:19] [INFO ] Induction result is SAT, non conclusive we might be starting from unreachable statesEcho-PT-d03r03-ReachabilityCardinality-02
[2020-05-22 13:22:19] [INFO ] KInduction solution for property Echo-PT-d03r03-ReachabilityCardinality-02(SAT) depth K=2 took 11870 ms
[2020-05-22 13:22:20] [INFO ] Computation of co-enabling matrix(11/206) took 13085 ms. Total solver calls (SAT/UNSAT): 2313(2313/0)
SDD proceeding with computation, new max is 32768
[2020-05-22 13:22:24] [INFO ] Computation of co-enabling matrix(15/206) took 16932 ms. Total solver calls (SAT/UNSAT): 3048(3048/0)
[2020-05-22 13:22:28] [INFO ] Computation of co-enabling matrix(18/206) took 20624 ms. Total solver calls (SAT/UNSAT): 3610(3610/0)
[2020-05-22 13:22:32] [INFO ] Computation of co-enabling matrix(22/206) took 24696 ms. Total solver calls (SAT/UNSAT): 4340(4340/0)
[2020-05-22 13:22:36] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=5 took 25595 ms
[2020-05-22 13:22:36] [INFO ] Computation of co-enabling matrix(26/206) took 29105 ms. Total solver calls (SAT/UNSAT): 5026(5026/0)
[2020-05-22 13:22:39] [INFO ] Computation of co-enabling matrix(29/206) took 32264 ms. Total solver calls (SAT/UNSAT): 5553(5553/0)
SDD proceeding with computation, new max is 65536
[2020-05-22 13:22:43] [INFO ] Computation of co-enabling matrix(33/206) took 36118 ms. Total solver calls (SAT/UNSAT): 6243(6243/0)
[2020-05-22 13:22:48] [INFO ] Computation of co-enabling matrix(34/206) took 40866 ms. Total solver calls (SAT/UNSAT): 6414(6414/0)
[2020-05-22 13:22:51] [INFO ] Computation of co-enabling matrix(39/206) took 44195 ms. Total solver calls (SAT/UNSAT): 7246(7246/0)
[2020-05-22 13:22:54] [INFO ] Computation of co-enabling matrix(45/206) took 47331 ms. Total solver calls (SAT/UNSAT): 8177(8177/0)
[2020-05-22 13:22:58] [INFO ] Computation of co-enabling matrix(55/206) took 50742 ms. Total solver calls (SAT/UNSAT): 9673(9673/0)
[2020-05-22 13:23:01] [INFO ] Computation of co-enabling matrix(63/206) took 54200 ms. Total solver calls (SAT/UNSAT): 10825(10825/0)
[2020-05-22 13:23:04] [INFO ] Computation of co-enabling matrix(69/206) took 57261 ms. Total solver calls (SAT/UNSAT): 11639(11639/0)
[2020-05-22 13:23:08] [INFO ] Computation of co-enabling matrix(76/206) took 60808 ms. Total solver calls (SAT/UNSAT): 12551(12551/0)
[2020-05-22 13:23:11] [INFO ] Computation of co-enabling matrix(81/206) took 63844 ms. Total solver calls (SAT/UNSAT): 13157(13157/0)
[2020-05-22 13:23:14] [INFO ] Computation of co-enabling matrix(92/206) took 67176 ms. Total solver calls (SAT/UNSAT): 14406(14406/0)
[2020-05-22 13:23:17] [INFO ] Computation of co-enabling matrix(102/206) took 70464 ms. Total solver calls (SAT/UNSAT): 15461(15461/0)
[2020-05-22 13:23:21] [INFO ] Computation of co-enabling matrix(114/206) took 73688 ms. Total solver calls (SAT/UNSAT): 16565(16565/0)
[2020-05-22 13:23:24] [INFO ] Computation of co-enabling matrix(124/206) took 76801 ms. Total solver calls (SAT/UNSAT): 17399(17399/0)
[2020-05-22 13:23:27] [INFO ] Computation of co-enabling matrix(135/206) took 79803 ms. Total solver calls (SAT/UNSAT): 18165(18165/0)
[2020-05-22 13:23:30] [INFO ] Computation of co-enabling matrix(152/206) took 83082 ms. Total solver calls (SAT/UNSAT): 19149(19149/0)
[2020-05-22 13:23:33] [INFO ] Computation of co-enabling matrix(167/206) took 86382 ms. Total solver calls (SAT/UNSAT): 19762(19762/0)
SDD proceeding with computation, new max is 131072
[2020-05-22 13:23:36] [INFO ] Computation of co-enabling matrix(189/206) took 89422 ms. Total solver calls (SAT/UNSAT): 20323(20323/0)
[2020-05-22 13:23:37] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=6 took 61322 ms
[2020-05-22 13:23:38] [INFO ] Computation of Finished co-enabling matrix. took 90843 ms. Total solver calls (SAT/UNSAT): 20432(20432/0)
[2020-05-22 13:23:38] [INFO ] Computing Do-Not-Accords matrix : 206 transitions.
[2020-05-22 13:23:42] [WARNING] SMT solver unexpectedly returned 'unknown' answer, retrying.
Skipping mayMatrices nes/nds SMT solver raised an error :unknown
java.lang.RuntimeException: SMT solver raised an error :unknown
at fr.lip6.move.gal.gal2smt.bmc.NextBMCSolver.checkSat(NextBMCSolver.java:320)
at fr.lip6.move.gal.gal2smt.bmc.NextBMCSolver.checkSat(NextBMCSolver.java:307)
at fr.lip6.move.gal.gal2smt.bmc.NecessaryEnablingsolver.computeDoNotAccord(NecessaryEnablingsolver.java:630)
at fr.lip6.move.gal.gal2pins.Gal2PinsTransformerNext.printLabels(Gal2PinsTransformerNext.java:538)
at fr.lip6.move.gal.gal2pins.Gal2PinsTransformerNext.printDependencyMatrix(Gal2PinsTransformerNext.java:209)
at fr.lip6.move.gal.gal2pins.Gal2PinsTransformerNext.buildBodyFile(Gal2PinsTransformerNext.java:85)
at fr.lip6.move.gal.gal2pins.Gal2PinsTransformerNext.transform(Gal2PinsTransformerNext.java:831)
at fr.lip6.move.gal.application.LTSminRunner$1.run(LTSminRunner.java:73)
at java.base/java.lang.Thread.run(Thread.java:834)
[2020-05-22 13:23:45] [INFO ] Built C files in 99697ms conformant to PINS in folder :/home/mcc/execution
Running compilation step : CommandLine [args=[gcc, -c, -I/home/mcc/BenchKit//lts_install_dir//include, -I., -std=c99, -fPIC, -O2, model.c], workingDir=/home/mcc/execution]
Compilation finished in 2294 ms.
Running link step : CommandLine [args=[gcc, -shared, -o, gal.so, model.o], workingDir=/home/mcc/execution]
Link finished in 45 ms.
Running LTSmin : CommandLine [args=[/home/mcc/BenchKit//lts_install_dir//bin/pins2lts-mc, ./gal.so, --threads=8, -p, --pins-guards, --when, -i, EchoPTd03r03ReachabilityCardinality02==true], workingDir=/home/mcc/execution]
/home/mcc/BenchKit//lts_install_dir//bin/pins2lts-mc: error while loading shared libraries: libltdl.so.7: cannot open shared object file: No such file or directory
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Unexpected exception when executing ltsmin :CommandLine [args=[/home/mcc/BenchKit//lts_install_dir//bin/pins2lts-mc, ./gal.so, --threads=8, -p, --pins-guards, --when, -i, EchoPTd03r03ReachabilityCardinality02==true], workingDir=/home/mcc/execution]
127
java.lang.RuntimeException: Unexpected exception when executing ltsmin :CommandLine [args=[/home/mcc/BenchKit//lts_install_dir//bin/pins2lts-mc, ./gal.so, --threads=8, -p, --pins-guards, --when, -i, EchoPTd03r03ReachabilityCardinality02==true], workingDir=/home/mcc/execution]
127
at fr.lip6.move.gal.application.LTSminRunner.checkProperty(LTSminRunner.java:170)
at fr.lip6.move.gal.application.LTSminRunner.access$10(LTSminRunner.java:124)
at fr.lip6.move.gal.application.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:834)
SDD proceeding with computation, new max is 262144
[2020-05-22 13:25:31] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=7 took 113908 ms
SDD proceeding with computation, new max is 524288
[2020-05-22 13:30:31] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=8 took 300168 ms
SDD proceeding with computation, new max is 1048576
[2020-05-22 13:38:59] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=9 took 507991 ms
Detected timeout of ITS tools.
[2020-05-22 13:42:32] [INFO ] Flatten gal took : 41 ms
[2020-05-22 13:42:33] [INFO ] Time to serialize gal into /home/mcc/execution/ReachabilityCardinality.pnml.gal : 15 ms
[2020-05-22 13:42:33] [INFO ] Time to serialize properties into /home/mcc/execution/ReachabilityCardinality.prop : 0 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityCardinality.pnml.gal, -t, CGAL, -reachable-file, ReachabilityCardinality.prop, --nowitness, --gen-order, FOLLOW], workingDir=/home/mcc/execution]

its-reach command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityCardinality.pnml.gal -t CGAL -reachable-file ReachabilityCardinality.prop --nowitness --gen-order FOLLOW
Loading property file ReachabilityCardinality.prop.
Read [reachable] property : Echo-PT-d03r03-ReachabilityCardinality-02 with value :((((p80<2)&&(p173>p179))&&(p40<3))&&(p256>p265))
SDD proceeding with computation, new max is 4
SDD proceeding with computation, new max is 8
SDD proceeding with computation, new max is 16
SDD proceeding with computation, new max is 32
SDD proceeding with computation, new max is 64
SDD proceeding with computation, new max is 128
SDD proceeding with computation, new max is 256
SDD proceeding with computation, new max is 512
SDD proceeding with computation, new max is 1024
SDD proceeding with computation, new max is 2048
SDD proceeding with computation, new max is 4096
SDD proceeding with computation, new max is 8192
SDD proceeding with computation, new max is 16384
SDD proceeding with computation, new max is 32768
SDD proceeding with computation, new max is 65536
SDD proceeding with computation, new max is 131072
SDD proceeding with computation, new max is 262144
SDD proceeding with computation, new max is 524288
SDD proceeding with computation, new max is 1048576
[2020-05-22 13:58:44] [INFO ] BMC solution for property Echo-PT-d03r03-ReachabilityCardinality-02(UNSAT) depth K=10 took 1184964 ms
Detected timeout of ITS tools.
[2020-05-22 14:02:59] [INFO ] Flatten gal took : 48 ms
[2020-05-22 14:02:59] [INFO ] Input system was already deterministic with 206 transitions.
[2020-05-22 14:02:59] [INFO ] Transformed 238 places.
[2020-05-22 14:02:59] [INFO ] Transformed 206 transitions.
Running greatSPN : CommandLine [args=[/home/mcc/BenchKit//greatspn//bin/pinvar, /home/mcc/execution/gspn], workingDir=/home/mcc/execution]
Run of greatSPN captured in /home/mcc/execution/outPut.txt
Running greatSPN : CommandLine [args=[/home/mcc/BenchKit//greatspn//bin/RGMEDD2, /home/mcc/execution/gspn, -META, -varord-only], workingDir=/home/mcc/execution]
Run of greatSPN captured in /home/mcc/execution/outPut.txt
Using order generated by GreatSPN with heuristic : META
[2020-05-22 14:02:59] [INFO ] Time to serialize gal into /home/mcc/execution/ReachabilityCardinality.pnml.gal : 25 ms
[2020-05-22 14:02:59] [INFO ] Time to serialize properties into /home/mcc/execution/ReachabilityCardinality.prop : 0 ms
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityCardinality.pnml.gal, -t, CGAL, -reachable-file, ReachabilityCardinality.prop, --nowitness, --load-order, /home/mcc/execution/model.ord, --gen-order, FOLLOW], workingDir=/home/mcc/execution]

its-reach command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202005100927/bin/its-reach-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityCardinality.pnml.gal -t CGAL -reachable-file ReachabilityCardinality.prop --nowitness --load-order /home/mcc/execution/model.ord --gen-order FOLLOW
Successfully loaded order from file /home/mcc/execution/model.ord
Loading property file ReachabilityCardinality.prop.
Read [reachable] property : Echo-PT-d03r03-ReachabilityCardinality-02 with value :((((p80<2)&&(p173>p179))&&(p40<3))&&(p256>p265))
SDD proceeding with computation, new max is 4
SDD proceeding with computation, new max is 8
SDD proceeding with computation, new max is 16
SDD proceeding with computation, new max is 32
SDD proceeding with computation, new max is 64
SDD proceeding with computation, new max is 128
SDD proceeding with computation, new max is 256
SDD proceeding with computation, new max is 512
SDD proceeding with computation, new max is 1024
SDD proceeding with computation, new max is 2048
SDD proceeding with computation, new max is 4096
SDD proceeding with computation, new max is 8192
SDD proceeding with computation, new max is 16384
SDD proceeding with computation, new max is 32768
SDD proceeding with computation, new max is 65536
SDD proceeding with computation, new max is 131072
SDD proceeding with computation, new max is 262144

BK_TIME_CONFINEMENT_REACHED

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

+ export BINDIR=/home/mcc/BenchKit/
+ BINDIR=/home/mcc/BenchKit/
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ ReachabilityCardinality = StateSpace ]]
+ /home/mcc/BenchKit//runeclipse.sh /home/mcc/execution ReachabilityCardinality -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -greatspnpath /home/mcc/BenchKit//greatspn/ -order META -manyOrder -smt -timeout 3600
+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
+ /home/mcc/BenchKit//itstools/its-tools -data /home/mcc/execution/workspace -pnfolder /home/mcc/execution -examination ReachabilityCardinality -z3path /home/mcc/BenchKit//z3/bin/z3 -yices2path /home/mcc/BenchKit//yices/bin/yices -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -greatspnpath /home/mcc/BenchKit//greatspn/ -order META -manyOrder -smt -timeout 3600 -vmargs -Dosgi.locking=none -Declipse.stateSaveDelayInterval=-1 -Dosgi.configuration.area=/tmp/.eclipse -Xss128m -Xms40m -Xmx16000m -Dfile.encoding=UTF-8 -Dosgi.requiredJavaVersion=1.6

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="Echo-PT-d03r03"
export BK_EXAMINATION="ReachabilityCardinality"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"

# this is specific to your benchmark or test

export BIN_DIR="$HOME/BenchKit/bin"

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

# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-4028"
echo " Executing tool itstools"
echo " Input is Echo-PT-d03r03, examination is ReachabilityCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r066-tajo-158922815100966"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/Echo-PT-d03r03.tgz
mv Echo-PT-d03r03 execution
cd execution
if [ "ReachabilityCardinality" = "ReachabilityDeadlock" ] || [ "ReachabilityCardinality" = "UpperBounds" ] || [ "ReachabilityCardinality" = "QuasiLiveness" ] || [ "ReachabilityCardinality" = "StableMarking" ] || [ "ReachabilityCardinality" = "Liveness" ] || [ "ReachabilityCardinality" = "OneSafe" ] || [ "ReachabilityCardinality" = "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 [ "ReachabilityCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "ReachabilityCardinality" != "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 "ReachabilityCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property ReachabilityCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "ReachabilityCardinality.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 '' ReachabilityCardinality.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "ReachabilityCardinality" = "ReachabilityDeadlock" ] || [ "ReachabilityCardinality" = "QuasiLiveness" ] || [ "ReachabilityCardinality" = "StableMarking" ] || [ "ReachabilityCardinality" = "Liveness" ] || [ "ReachabilityCardinality" = "OneSafe" ] ; then
echo "FORMULA_NAME ReachabilityCardinality"
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 ;