Execution Chart

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

Trace from the execution

Formatting '/data/fkordon/mcc2019-input.r198-smll-155272319100072.qcow2', fmt=qcow2 size=4294967296 backing_file='/data/fkordon/mcc2019-input.qcow2' encryption=off cluster_size=65536 lazy_refcounts=off
Waiting for the VM to be ready (probing ssh)
....................
=====================================================================
Generated by BenchKit 2-3957
Executing tool itstoolsm
Input is PhilosophersDyn-PT-20, examination is ReachabilityFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r198-smll-155272319100072
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 30M
-rw-r--r-- 1 mcc users 53K Feb 12 09:15 CTLCardinality.txt
-rw-r--r-- 1 mcc users 138K Feb 12 09:15 CTLCardinality.xml
-rw-r--r-- 1 mcc users 983K Feb 8 09:31 CTLFireability.txt
-rw-r--r-- 1 mcc users 3.4M Feb 8 09:31 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.0K Mar 10 17:31 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 5.9K Mar 10 17:31 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 108 Feb 24 15:05 GlobalProperties.txt
-rw-r--r-- 1 mcc users 346 Feb 24 15:05 GlobalProperties.xml
-rw-r--r-- 1 mcc users 15K Feb 5 00:32 LTLCardinality.txt
-rw-r--r-- 1 mcc users 42K Feb 5 00:32 LTLCardinality.xml
-rw-r--r-- 1 mcc users 549K Feb 4 22:38 LTLFireability.txt
-rw-r--r-- 1 mcc users 2.0M Feb 4 22:38 LTLFireability.xml
-rw-r--r-- 1 mcc users 56K Feb 4 12:42 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 151K Feb 4 12:42 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 737K Feb 1 08:05 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 2.6M Feb 1 08:05 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 3.8K Feb 4 22:23 UpperBounds.txt
-rw-r--r-- 1 mcc users 8.8K Feb 4 22:23 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 Jan 29 09:34 equiv_col
-rw-r--r-- 1 mcc users 3 Jan 29 09:34 instance
-rw-r--r-- 1 mcc users 6 Jan 29 09:34 iscolored
-rw-r--r-- 1 mcc users 19M Mar 10 17:31 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 PhilosophersDyn-PT-20-ReachabilityFireability-00
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-01
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-02
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-03
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-04
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-05
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-06
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-07
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-08
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-09
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-10
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-11
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-12
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-13
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-14
FORMULA_NAME PhilosophersDyn-PT-20-ReachabilityFireability-15

=== Now, execution of the tool begins

BK_START 1553565311446

Working with output stream class java.io.PrintStream
Using solver Z3 to compute partial order matrices.
Built C files in :
/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]
Running greatSPN : CommandLine [args=[/home/mcc/BenchKit//greatspn//bin/pinvar, /home/mcc/execution/gspn], workingDir=/home/mcc/execution]
FORMULA PhilosophersDyn-PT-20-ReachabilityFireability-05 TRUE TECHNIQUES SAT_SMT TAUTOLOGY
Presburger conditions satisfied. Using coverability to approximate state space in K-Induction.
Normalized transition count is 15510
// Phase 1: matrix 15510 rows 540 cols
P-invariant computation with GreatSPN timed out. Skipping.
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
Invoking ITS tools like this :CommandLine [args=[/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.201903251645/bin/its-reach-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityFireability.pnml.gal, -t, CGAL, -reachable-file, ReachabilityFireability.prop, --nowitness, --load-order, /home/mcc/execution/model.ord], workingDir=/home/mcc/execution]

its-reach command run as :

/home/mcc/BenchKit/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.201903251645/bin/its-reach-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityFireability.pnml.gal -t CGAL -reachable-file ReachabilityFireability.prop --nowitness --load-order /home/mcc/execution/model.ord
invariant :Neighbourhood_1_11 + Neighbourhood_1_16 + Neighbourhood_1_2 + Neighbourhood_1_1 + Neighbourhood_1_12 + Neighbourhood_1_3 + Neighbourhood_1_13 + Neighbourhood_1_4 + Neighbourhood_1_20 + Neighbourhood_1_19 + -1'HasLeft_1 + Neighbourhood_1_18 + Neighbourhood_1_6 + Neighbourhood_1_14 + -1'WaitLeft_1 + Neighbourhood_1_8 + Neighbourhood_1_9 + Neighbourhood_1_15 + Neighbourhood_1_5 + -1'Think_1 + Neighbourhood_1_10 + Neighbourhood_1_17 + Neighbourhood_1_7 = 0
invariant :Neighbourhood_7_18 + Neighbourhood_12_18 + Neighbourhood_19_18 + Neighbourhood_5_18 + Neighbourhood_4_18 + Neighbourhood_13_18 + Neighbourhood_18_18 + Outside_18 + Neighbourhood_10_18 + Neighbourhood_3_18 + Neighbourhood_2_18 + Neighbourhood_20_18 + Neighbourhood_11_18 + Neighbourhood_1_18 + Neighbourhood_15_18 + Neighbourhood_8_18 + Neighbourhood_9_18 + Neighbourhood_14_18 + Neighbourhood_17_18 + Neighbourhood_6_18 + Neighbourhood_16_18 = 1
invariant :HasRight_1 + -1'HasLeft_1 + -1'WaitLeft_1 + WaitRight_1 = 0
invariant :HasRight_14 + WaitRight_14 + -1'WaitLeft_14 + -1'HasLeft_14 = 0
invariant :Neighbourhood_2_10 + Neighbourhood_12_10 + Neighbourhood_3_10 + Neighbourhood_6_10 + Neighbourhood_20_10 + Neighbourhood_13_10 + Neighbourhood_14_10 + Neighbourhood_5_10 + Neighbourhood_19_10 + Neighbourhood_8_10 + Neighbourhood_15_10 + Neighbourhood_18_10 + Neighbourhood_7_10 + Neighbourhood_16_10 + Neighbourhood_17_10 + Outside_10 + Neighbourhood_9_10 + Neighbourhood_10_10 + Neighbourhood_4_10 + Neighbourhood_11_10 + Neighbourhood_1_10 = 1
invariant :Neighbourhood_9_17 + Neighbourhood_17_17 + Neighbourhood_8_17 + Neighbourhood_4_17 + Neighbourhood_11_17 + Neighbourhood_18_17 + Neighbourhood_10_17 + Neighbourhood_5_17 + Neighbourhood_2_17 + Neighbourhood_12_17 + Neighbourhood_3_17 + Neighbourhood_13_17 + Neighbourhood_20_17 + Outside_17 + Neighbourhood_7_17 + Neighbourhood_14_17 + Neighbourhood_19_17 + Neighbourhood_16_17 + Neighbourhood_15_17 + Neighbourhood_1_17 + Neighbourhood_6_17 = 1
invariant :Think_11 + WaitRight_11 + Outside_11 + HasRight_11 = 1
invariant :-1'Neighbourhood_15_3 + -1'Neighbourhood_6_3 + -1'Neighbourhood_1_3 + -1'Neighbourhood_8_3 + Think_3 + WaitLeft_3 + -1'Neighbourhood_9_3 + -1'Neighbourhood_3_3 + -1'Neighbourhood_20_3 + -1'Neighbourhood_11_3 + -1'Neighbourhood_10_3 + -1'Neighbourhood_2_3 + -1'Neighbourhood_19_3 + -1'Neighbourhood_12_3 + -1'Neighbourhood_5_3 + -1'Neighbourhood_18_3 + HasLeft_3 + -1'Neighbourhood_13_3 + -1'Neighbourhood_17_3 + -1'Neighbourhood_4_3 + -1'Neighbourhood_16_3 + -1'Neighbourhood_14_3 + -1'Neighbourhood_7_3 = 0
invariant :Neighbourhood_16_4 + Neighbourhood_16_13 + Neighbourhood_16_15 + Neighbourhood_16_14 + Neighbourhood_16_6 + Neighbourhood_16_12 + Neighbourhood_16_5 + Neighbourhood_16_16 + Neighbourhood_16_1 + Neighbourhood_16_11 + Neighbourhood_16_10 + Neighbourhood_16_19 + Outside_16 + Neighbourhood_16_20 + Neighbourhood_16_7 + Neighbourhood_16_9 + Neighbourhood_16_3 + Neighbourhood_16_8 + Neighbourhood_16_17 + Neighbourhood_16_18 + Neighbourhood_16_2 = 1
invariant :-1'Neighbourhood_7_18 + Neighbourhood_3_5 + Neighbourhood_3_15 + -1'Neighbourhood_15_3 + -1'Neighbourhood_6_3 + Neighbourhood_3_10 + -1'Neighbourhood_12_18 + Neighbourhood_3_4 + -1'Neighbourhood_19_18 + -1'Neighbourhood_5_18 + -1'Neighbourhood_4_18 + Neighbourhood_3_16 + -1'Neighbourhood_1_3 + Neighbourhood_3_2 + -1'Neighbourhood_8_3 + -1'Neighbourhood_13_18 + -1'Neighbourhood_18_18 + Neighbourhood_3_7 + Neighbourhood_3_14 + -1'Neighbourhood_9_3 + -1'Outside_18 + Neighbourhood_3_8 + Neighbourhood_3_12 + -1'Neighbourhood_10_18 + -1'Neighbourhood_20_3 + -1'Neighbourhood_2_18 + -1'Neighbourhood_20_18 + -1'Neighbourhood_11_3 + -1'Neighbourhood_11_18 + -1'Neighbourhood_10_3 + -1'Neighbourhood_2_3 + Neighbourhood_3_13 + -1'Neighbourhood_1_18 + -1'Neighbourhood_15_18 + -1'Neighbourhood_8_18 + Neighbourhood_3_20 + -1'Neighbourhood_19_3 + -1'Neighbourhood_12_3 + Neighbourhood_3_17 + -1'Neighbourhood_5_3 + Neighbourhood_3_19 + -1'Neighbourhood_18_3 + -1'Neighbourhood_9_18 + -1'Neighbourhood_14_18 + Neighbourhood_3_11 + -1'Neighbourhood_13_3 + Neighbourhood_3_1 + -1'Neighbourhood_17_3 + -1'Neighbourhood_17_18 + Neighbourhood_3_9 + Neighbourhood_3_6 + -1'Neighbourhood_4_3 + -1'Neighbourhood_6_18 + -1'Neighbourhood_16_3 + -1'Neighbourhood_14_3 + -1'Neighbourhood_16_18 + -1'Neighbourhood_7_3 = -1
invariant :Neighbourhood_19_7 + Neighbourhood_19_16 + Neighbourhood_19_9 + Neighbourhood_19_18 + Neighbourhood_19_6 + Outside_19 + Neighbourhood_19_10 + Neighbourhood_19_5 + Neighbourhood_19_20 + Neighbourhood_19_4 + Neighbourhood_19_8 + Neighbourhood_19_14 + Neighbourhood_19_19 + Neighbourhood_19_3 + Neighbourhood_19_12 + Neighbourhood_19_1 + Neighbourhood_19_15 + Neighbourhood_19_13 + Neighbourhood_19_2 + Neighbourhood_19_11 + Neighbourhood_19_17 = 1
invariant :Neighbourhood_17_5 + -1'Neighbourhood_2_10 + -1'Neighbourhood_12_10 + Neighbourhood_17_2 + -1'Neighbourhood_12_1 + -1'Neighbourhood_8_1 + -1'Neighbourhood_15_1 + -1'Neighbourhood_3_10 + -1'Neighbourhood_1_1 + Neighbourhood_17_4 + Neighbourhood_17_6 + Neighbourhood_17_17 + -1'Neighbourhood_6_10 + -1'Neighbourhood_20_10 + -1'Neighbourhood_9_1 + -1'Neighbourhood_13_10 + -1'Neighbourhood_14_10 + Neighbourhood_17_16 + -1'Neighbourhood_14_1 + -1'Neighbourhood_5_10 + -1'Neighbourhood_19_10 + Neighbourhood_17_8 + Neighbourhood_17_14 + -1'Neighbourhood_6_1 + -1'Neighbourhood_8_10 + -1'Neighbourhood_15_10 + -1'Neighbourhood_18_10 + -1'Neighbourhood_16_1 + Neighbourhood_17_9 + HasLeft_1 + -1'Neighbourhood_7_10 + -1'Neighbourhood_7_1 + -1'Neighbourhood_16_10 + -1'Outside_10 + Neighbourhood_17_15 + Neighbourhood_17_20 + WaitLeft_1 + -1'Neighbourhood_18_1 + -1'Neighbourhood_5_1 + -1'Neighbourhood_19_1 + -1'Neighbourhood_4_1 + Outside_17 + -1'Neighbourhood_9_10 + -1'Neighbourhood_10_10 + Neighbourhood_17_19 + Neighbourhood_17_11 + Neighbourhood_17_7 + -1'Neighbourhood_10_1 + -1'Neighbourhood_3_1 + Neighbourhood_17_3 + -1'Neighbourhood_4_10 + Neighbourhood_17_18 + Neighbourhood_17_13 + -1'Neighbourhood_11_10 + Think_1 + -1'Neighbourhood_20_1 + -1'Neighbourhood_1_10 + Neighbourhood_17_12 + -1'Neighbourhood_11_1 + -1'Neighbourhood_2_1 + -1'Neighbourhood_13_1 = 0
invariant :-1'Neighbourhood_16_4 + -1'Neighbourhood_16_13 + -1'Neighbourhood_16_15 + Think_16 + -1'Neighbourhood_16_14 + -1'Neighbourhood_16_6 + -1'Neighbourhood_16_12 + -1'Neighbourhood_16_5 + -1'Neighbourhood_16_16 + -1'Neighbourhood_16_1 + -1'Neighbourhood_16_11 + -1'Neighbourhood_16_10 + -1'Neighbourhood_16_19 + HasLeft_16 + -1'Neighbourhood_16_20 + -1'Neighbourhood_16_7 + WaitLeft_16 + -1'Neighbourhood_16_9 + -1'Neighbourhood_16_3 + -1'Neighbourhood_16_8 + -1'Neighbourhood_16_17 + -1'Neighbourhood_16_18 + -1'Neighbourhood_16_2 = 0
invariant :-1'Neighbourhood_1_16 + Neighbourhood_16_4 + -1'Neighbourhood_7_18 + Neighbourhood_3_5 + Neighbourhood_13_20 + -1'Neighbourhood_14_14 + Neighbourhood_5_7 + Neighbourhood_9_17 + Neighbourhood_5_19 + -1'Neighbourhood_17_2 + -1'Neighbourhood_8_2 + Neighbourhood_18_8 + Neighbourhood_16_13 + Neighbourhood_9_4 + Neighbourhood_13_8 + Neighbourhood_3_15 + -1'Neighbourhood_15_3 + -1'HasLeft_13 + -1'Neighbourhood_11_16 + Neighbourhood_18_12 + -1'Neighbourhood_4_9 + -1'Neighbourhood_1_2 + -1'Neighbourhood_2_2 + -1'Neighbourhood_6_3 + Neighbourhood_3_10 + Neighbourhood_9_12 + -1'Neighbourhood_12_18 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + Neighbourhood_3_4 + Neighbourhood_5_6 + -1'Neighbourhood_12_9 + -1'Neighbourhood_19_18 + -1'Neighbourhood_15_14 + Neighbourhood_9_13 + Neighbourhood_13_19 + Neighbourhood_9_15 + -1'Neighbourhood_4_18 + -1'Neighbourhood_20_9 + Neighbourhood_5_8 + -1'Neighbourhood_14_2 + -1'Neighbourhood_1_3 + Neighbourhood_16_15 + -1'Neighbourhood_8_3 + Neighbourhood_9_1 + -1'Neighbourhood_7_2 + -1'Neighbourhood_10_16 + Neighbourhood_13_10 + -1'Neighbourhood_2_14 + -1'Neighbourhood_17_16 + Neighbourhood_18_6 + Neighbourhood_13_11 + Neighbourhood_18_17 + Neighbourhood_18_4 + -1'Neighbourhood_6_9 + Neighbourhood_16_6 + -1'Neighbourhood_7_9 + Neighbourhood_9_5 + Neighbourhood_5_10 + -1'Neighbourhood_6_2 + -1'Neighbourhood_20_2 + Neighbourhood_3_7 + -1'Neighbourhood_11_9 + -1'Neighbourhood_2_16 + Outside_5 + -1'Neighbourhood_8_14 + Neighbourhood_16_12 + -1'Neighbourhood_17_14 + Neighbourhood_18_19 + -1'Neighbourhood_4_2 + Neighbourhood_13_7 + Neighbourhood_16_5 + Neighbourhood_5_11 + Neighbourhood_13_12 + -1'Neighbourhood_15_2 + Neighbourhood_3_8 + Neighbourhood_18_5 + Neighbourhood_18_10 + Neighbourhood_3_12 + -1'Neighbourhood_10_18 + Neighbourhood_9_20 + -1'Neighbourhood_11_14 + -1'Neighbourhood_20_3 + Neighbourhood_16_1 + -1'Neighbourhood_17_9 + -1'Neighbourhood_15_16 + Neighbourhood_16_11 + -1'Neighbourhood_2_18 + -1'Neighbourhood_10_9 + -1'Neighbourhood_8_9 + -1'Neighbourhood_20_18 + -1'Neighbourhood_11_3 + -1'Neighbourhood_19_14 + Neighbourhood_5_12 + Neighbourhood_18_20 + Neighbourhood_5_17 + -1'Neighbourhood_11_18 + -1'Neighbourhood_12_2 + -1'WaitLeft_13 + -1'Neighbourhood_10_3 + Neighbourhood_16_10 + -1'Neighbourhood_2_3 + Neighbourhood_3_13 + -1'Neighbourhood_10_14 + -1'Neighbourhood_1_18 + -1'Neighbourhood_15_18 + -1'Neighbourhood_8_18 + Neighbourhood_3_20 + -1'Neighbourhood_4_16 + Neighbourhood_13_4 + Neighbourhood_16_19 + -1'Neighbourhood_19_3 + -1'Neighbourhood_14_16 + -1'Neighbourhood_12_3 + Neighbourhood_3_17 + Neighbourhood_9_19 + -1'Neighbourhood_6_14 + -1'Neighbourhood_1_14 + -1'Neighbourhood_11_2 + Neighbourhood_9_8 + HasLeft_2 + Neighbourhood_13_17 + -1'Neighbourhood_20_14 + Neighbourhood_3_19 + Neighbourhood_16_20 + Neighbourhood_13_6 + -1'Neighbourhood_1_9 + Neighbourhood_16_7 + -1'Think_13 + Neighbourhood_18_1 + Neighbourhood_5_1 + Neighbourhood_18_11 + -1'Neighbourhood_15_9 + Neighbourhood_5_5 + Neighbourhood_13_13 + Neighbourhood_9_6 + -1'Neighbourhood_14_18 + Neighbourhood_5_15 + WaitLeft_2 + -1'Neighbourhood_7_14 + -1'Neighbourhood_10_2 + Neighbourhood_9_10 + -1'Neighbourhood_2_9 + -1'Neighbourhood_6_16 + Neighbourhood_3_11 + -1'Neighbourhood_12_14 + Neighbourhood_3_1 + -1'Neighbourhood_17_3 + -1'Neighbourhood_19_2 + -1'Neighbourhood_7_16 + -1'Neighbourhood_20_16 + Neighbourhood_5_13 + -1'Neighbourhood_17_18 + Neighbourhood_5_20 + Think_2 + Neighbourhood_13_15 + -1'Neighbourhood_14_9 + Neighbourhood_9_7 + Neighbourhood_3_6 + Neighbourhood_18_15 + -1'Neighbourhood_4_3 + -1'Neighbourhood_6_18 + -1'Outside_14 + Neighbourhood_5_4 + Neighbourhood_16_8 + Neighbourhood_9_11 + -1'Neighbourhood_12_16 + -1'Neighbourhood_14_3 + Neighbourhood_16_17 + -1'Neighbourhood_4_14 + Neighbourhood_18_13 + Neighbourhood_13_5 + -1'Neighbourhood_7_3 + -1'Neighbourhood_8_16 + Neighbourhood_18_7 + Neighbourhood_13_1 = 0
invariant :-1'WaitLeft_9 + HasRight_9 + WaitRight_9 + -1'HasLeft_9 = 0
invariant :Neighbourhood_18_16 + WaitLeft_9 + Neighbourhood_18_8 + Neighbourhood_18_12 + -1'Neighbourhood_4_9 + -1'Neighbourhood_19_9 + -1'Neighbourhood_12_9 + -1'Neighbourhood_5_9 + -1'Neighbourhood_20_9 + Neighbourhood_18_6 + Neighbourhood_18_17 + Neighbourhood_18_4 + -1'Neighbourhood_6_9 + -1'Neighbourhood_7_9 + Neighbourhood_18_18 + -1'Neighbourhood_11_9 + Neighbourhood_18_19 + Outside_18 + Neighbourhood_18_5 + Neighbourhood_18_10 + Neighbourhood_18_14 + -1'Neighbourhood_17_9 + -1'Neighbourhood_10_9 + -1'Neighbourhood_8_9 + Neighbourhood_18_20 + -1'Neighbourhood_9_9 + Neighbourhood_18_2 + HasLeft_9 + Neighbourhood_18_3 + -1'Neighbourhood_1_9 + Neighbourhood_18_1 + Neighbourhood_18_11 + -1'Neighbourhood_15_9 + -1'Neighbourhood_16_9 + -1'Neighbourhood_2_9 + Think_9 + -1'Neighbourhood_3_9 + -1'Neighbourhood_14_9 + Neighbourhood_18_15 + Neighbourhood_18_13 + -1'Neighbourhood_13_9 + Neighbourhood_18_7 = 1
invariant :HasLeft_5 + WaitLeft_5 + -1'WaitRight_5 + -1'HasRight_5 = 0
invariant :Neighbourhood_1_16 + -1'Neighbourhood_16_4 + Neighbourhood_7_18 + -1'Neighbourhood_3_5 + -1'Neighbourhood_13_20 + Neighbourhood_14_14 + -1'Neighbourhood_5_7 + -1'Neighbourhood_9_17 + -1'Neighbourhood_5_19 + Neighbourhood_17_2 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_9_4 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_4_9 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_6_3 + -1'Neighbourhood_3_10 + -1'Neighbourhood_9_12 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + -1'Neighbourhood_3_4 + -1'Neighbourhood_5_6 + Neighbourhood_12_9 + Neighbourhood_19_18 + Neighbourhood_15_14 + -1'Neighbourhood_9_13 + -1'Neighbourhood_13_19 + -1'Neighbourhood_9_15 + Neighbourhood_4_18 + Neighbourhood_20_9 + -1'Neighbourhood_5_8 + Neighbourhood_14_2 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + -1'Neighbourhood_9_1 + Neighbourhood_7_2 + Neighbourhood_10_16 + -1'Neighbourhood_13_10 + Neighbourhood_2_14 + Neighbourhood_17_16 + -1'Neighbourhood_18_6 + -1'Neighbourhood_13_11 + WaitRight_5 + -1'Neighbourhood_18_17 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + -1'Neighbourhood_16_6 + Neighbourhood_7_9 + -1'Neighbourhood_9_5 + -1'Neighbourhood_5_10 + Neighbourhood_6_2 + Neighbourhood_20_2 + -1'Neighbourhood_3_7 + Think_5 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + -1'Neighbourhood_16_12 + Neighbourhood_17_14 + -1'Neighbourhood_18_19 + Neighbourhood_4_2 + -1'Neighbourhood_13_7 + -1'Neighbourhood_16_5 + -1'Neighbourhood_5_11 + -1'Neighbourhood_13_12 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_18_5 + -1'Neighbourhood_18_10 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_9_20 + Neighbourhood_11_14 + Neighbourhood_20_3 + -1'Neighbourhood_16_1 + Neighbourhood_17_9 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_9 + Neighbourhood_20_18 + Neighbourhood_11_3 + Neighbourhood_19_14 + -1'Neighbourhood_5_12 + -1'Neighbourhood_18_20 + -1'Neighbourhood_5_17 + Neighbourhood_11_18 + Neighbourhood_12_2 + WaitLeft_13 + Neighbourhood_10_3 + -1'Neighbourhood_16_10 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + Neighbourhood_8_18 + -1'Neighbourhood_3_20 + Neighbourhood_4_16 + -1'Neighbourhood_13_4 + -1'Neighbourhood_16_19 + Neighbourhood_19_3 + Neighbourhood_14_16 + Neighbourhood_12_3 + -1'Neighbourhood_3_17 + -1'Neighbourhood_9_19 + Neighbourhood_6_14 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + -1'Neighbourhood_13_17 + Neighbourhood_20_14 + -1'Neighbourhood_3_19 + -1'Neighbourhood_16_20 + -1'Neighbourhood_13_6 + Neighbourhood_1_9 + -1'Neighbourhood_16_7 + Think_13 + -1'Neighbourhood_18_1 + -1'Neighbourhood_5_1 + -1'Neighbourhood_18_11 + Neighbourhood_15_9 + -1'Neighbourhood_5_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + Neighbourhood_14_18 + -1'Neighbourhood_5_15 + -1'WaitLeft_2 + Neighbourhood_7_14 + Neighbourhood_10_2 + -1'Neighbourhood_9_10 + Neighbourhood_2_9 + Neighbourhood_6_16 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_3_1 + Neighbourhood_17_3 + Neighbourhood_19_2 + Neighbourhood_7_16 + Neighbourhood_20_16 + -1'Neighbourhood_5_13 + Neighbourhood_17_18 + -1'Neighbourhood_5_20 + -1'Think_2 + -1'Neighbourhood_13_15 + Neighbourhood_14_9 + -1'Neighbourhood_9_7 + -1'Neighbourhood_3_6 + -1'Neighbourhood_18_15 + Neighbourhood_4_3 + Neighbourhood_6_18 + Outside_14 + -1'Neighbourhood_5_4 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + Neighbourhood_14_3 + -1'Neighbourhood_16_17 + Neighbourhood_4_14 + -1'Neighbourhood_18_13 + -1'Neighbourhood_13_5 + Neighbourhood_7_3 + HasRight_5 + Neighbourhood_8_16 + -1'Neighbourhood_18_7 + -1'Neighbourhood_13_1 = 1
invariant :Neighbourhood_14_19 + Neighbourhood_5_19 + -1'Neighbourhood_19_7 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + Neighbourhood_6_19 + -1'Neighbourhood_19_18 + -1'Neighbourhood_19_6 + Neighbourhood_13_19 + Neighbourhood_20_19 + Neighbourhood_7_19 + Neighbourhood_12_19 + -1'Neighbourhood_19_10 + -1'Neighbourhood_19_5 + -1'Neighbourhood_19_20 + Neighbourhood_18_19 + Neighbourhood_11_19 + -1'Neighbourhood_19_4 + Neighbourhood_1_19 + -1'Neighbourhood_19_8 + -1'Neighbourhood_19_14 + Neighbourhood_10_19 + Neighbourhood_16_19 + -1'Neighbourhood_19_3 + Neighbourhood_9_19 + Neighbourhood_2_19 + Neighbourhood_3_19 + -1'Neighbourhood_19_12 + -1'Neighbourhood_19_1 + Neighbourhood_8_19 + -1'Neighbourhood_19_15 + Neighbourhood_17_19 + -1'Neighbourhood_19_13 + -1'Neighbourhood_19_2 + Neighbourhood_4_19 + -1'Neighbourhood_19_11 + -1'Neighbourhood_19_17 + Neighbourhood_15_19 = 0
invariant :-1'Neighbourhood_18_12 + -1'Neighbourhood_9_12 + -1'Neighbourhood_1_12 + -1'Neighbourhood_8_12 + -1'Neighbourhood_15_12 + -1'Neighbourhood_7_12 + -1'Neighbourhood_2_12 + -1'Neighbourhood_16_12 + -1'Neighbourhood_6_12 + -1'Neighbourhood_13_12 + -1'Neighbourhood_3_12 + -1'Neighbourhood_14_12 + WaitRight_12 + -1'Neighbourhood_5_12 + -1'Neighbourhood_4_12 + -1'Neighbourhood_12_12 + -1'Neighbourhood_19_12 + -1'Neighbourhood_11_12 + Think_12 + HasRight_12 + -1'Neighbourhood_20_12 + -1'Neighbourhood_17_12 + -1'Neighbourhood_10_12 = 0
invariant :Neighbourhood_8_13 + Neighbourhood_16_13 + -1'HasLeft_13 + Neighbourhood_2_13 + Neighbourhood_9_13 + Neighbourhood_15_13 + Neighbourhood_1_13 + Neighbourhood_14_13 + Neighbourhood_4_13 + Neighbourhood_10_13 + Neighbourhood_11_13 + -1'WaitLeft_13 + Neighbourhood_3_13 + Neighbourhood_12_13 + Neighbourhood_6_13 + -1'Think_13 + Neighbourhood_13_13 + Neighbourhood_20_13 + Neighbourhood_19_13 + Neighbourhood_7_13 + Neighbourhood_5_13 + Neighbourhood_17_13 + Neighbourhood_18_13 = 0
invariant :Neighbourhood_12_7 + -1'Neighbourhood_4_6 + Neighbourhood_1_16 + Neighbourhood_2_10 + -1'Neighbourhood_16_4 + Neighbourhood_12_10 + -1'Neighbourhood_20_11 + Neighbourhood_14_14 + -1'Neighbourhood_5_19 + Neighbourhood_12_1 + Neighbourhood_10_5 + Neighbourhood_8_1 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_9_4 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_19_7 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_15_1 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_6_3 + -1'Neighbourhood_9_12 + Neighbourhood_1_1 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + -1'Neighbourhood_17_4 + Neighbourhood_11_7 + -1'Neighbourhood_3_4 + -1'Neighbourhood_5_6 + -1'Neighbourhood_20_15 + Neighbourhood_12_9 + Neighbourhood_19_18 + -1'Neighbourhood_17_6 + Neighbourhood_15_14 + -1'Neighbourhood_7_11 + Neighbourhood_11_5 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_13_19 + Neighbourhood_6_10 + -1'Neighbourhood_9_15 + -1'Neighbourhood_20_19 + -1'Neighbourhood_5_8 + Neighbourhood_14_2 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + Neighbourhood_10_16 + Neighbourhood_2_14 + Neighbourhood_14_10 + -1'Neighbourhood_4_8 + -1'Neighbourhood_18_6 + -1'Neighbourhood_7_19 + Neighbourhood_11_17 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + Neighbourhood_14_1 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + Neighbourhood_6_20 + Neighbourhood_14_20 + -1'Neighbourhood_16_6 + Neighbourhood_6_2 + Neighbourhood_19_10 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_6_7 + Neighbourhood_19_5 + Neighbourhood_1_20 + -1'Neighbourhood_16_12 + Neighbourhood_15_20 + Neighbourhood_19_20 + -1'Neighbourhood_18_19 + -1'Neighbourhood_5_11 + Neighbourhood_6_1 + -1'Neighbourhood_13_12 + Neighbourhood_8_10 + Neighbourhood_10_17 + Neighbourhood_15_10 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + Neighbourhood_11_14 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + -1'Outside_4 + Neighbourhood_8_5 + Neighbourhood_8_9 + Neighbourhood_11_3 + -1'HasLeft_1 + Neighbourhood_19_14 + -1'Neighbourhood_5_12 + Neighbourhood_14_7 + Neighbourhood_11_18 + Neighbourhood_2_17 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + Neighbourhood_12_17 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_15_7 + Outside_10 + Neighbourhood_14_5 + Neighbourhood_10_20 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + -1'Neighbourhood_17_15 + Neighbourhood_8_20 + -1'Neighbourhood_7_6 + Neighbourhood_8_18 + -1'Neighbourhood_4_12 + -1'Neighbourhood_13_4 + -1'Neighbourhood_20_4 + -1'Neighbourhood_16_19 + Neighbourhood_8_7 + Neighbourhood_19_3 + Neighbourhood_14_16 + Neighbourhood_12_3 + -1'Neighbourhood_9_19 + Neighbourhood_6_14 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + Neighbourhood_6_5 + -1'WaitLeft_1 + Neighbourhood_2_7 + -1'Neighbourhood_3_19 + -1'Neighbourhood_13_6 + -1'Neighbourhood_7_4 + Neighbourhood_1_9 + Think_13 + Neighbourhood_2_20 + Neighbourhood_15_5 + Neighbourhood_19_1 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_15_9 + Neighbourhood_11_20 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + Neighbourhood_14_18 + -1'Neighbourhood_5_15 + -1'Neighbourhood_20_6 + -1'WaitLeft_2 + -1'Neighbourhood_20_13 + Neighbourhood_10_2 + -1'Neighbourhood_4_4 + -1'Neighbourhood_4_11 + Neighbourhood_10_10 + -1'Neighbourhood_17_19 + Neighbourhood_2_5 + -1'Neighbourhood_17_11 + Neighbourhood_2_9 + Neighbourhood_6_16 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + Neighbourhood_14_17 + -1'Neighbourhood_7_8 + Neighbourhood_10_7 + Neighbourhood_10_1 + Neighbourhood_19_2 + -1'Neighbourhood_4_19 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_12_20 + -1'Neighbourhood_17_13 + -1'Think_2 + -1'Neighbourhood_13_15 + Neighbourhood_14_9 + -1'Neighbourhood_20_12 + Neighbourhood_11_10 + -1'Neighbourhood_3_6 + -1'Neighbourhood_4_15 + -1'Think_1 + -1'Neighbourhood_18_15 + Neighbourhood_6_18 + Neighbourhood_19_17 + Neighbourhood_1_10 + Outside_14 + -1'Neighbourhood_17_12 + -1'Neighbourhood_5_4 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + Neighbourhood_14_3 + -1'Neighbourhood_18_13 + Neighbourhood_15_17 + Neighbourhood_1_17 + Neighbourhood_11_1 + Neighbourhood_2_1 + Neighbourhood_6_17 + Neighbourhood_1_7 + Neighbourhood_8_16 = 1
invariant :Neighbourhood_17_2 + Neighbourhood_9_2 + Neighbourhood_8_2 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_14_2 + Neighbourhood_3_2 + Neighbourhood_7_2 + Neighbourhood_6_2 + Neighbourhood_20_2 + Neighbourhood_4_2 + Neighbourhood_15_2 + Neighbourhood_5_2 + Neighbourhood_12_2 + Neighbourhood_13_2 + Neighbourhood_11_2 + -1'HasLeft_2 + Neighbourhood_18_2 + -1'WaitLeft_2 + Neighbourhood_10_2 + Neighbourhood_19_2 + -1'Think_2 + Neighbourhood_16_2 = 0
invariant :-1'Neighbourhood_12_7 + Neighbourhood_7_18 + -1'Neighbourhood_5_7 + -1'Neighbourhood_19_7 + -1'Neighbourhood_11_7 + Neighbourhood_7_11 + Neighbourhood_7_20 + Neighbourhood_7_2 + Neighbourhood_7_19 + Neighbourhood_7_12 + Neighbourhood_7_9 + -1'Neighbourhood_3_7 + -1'Neighbourhood_6_7 + -1'Neighbourhood_13_7 + -1'Neighbourhood_4_7 + Neighbourhood_7_10 + Neighbourhood_7_1 + -1'Neighbourhood_14_7 + Neighbourhood_7_15 + -1'Neighbourhood_15_7 + Neighbourhood_7_6 + -1'Neighbourhood_8_7 + Neighbourhood_7_5 + -1'Neighbourhood_2_7 + Neighbourhood_7_4 + -1'Neighbourhood_16_7 + Neighbourhood_7_14 + -1'Neighbourhood_20_7 + -1'Neighbourhood_17_7 + Neighbourhood_7_17 + Neighbourhood_7_8 + -1'Neighbourhood_10_7 + Neighbourhood_7_16 + Neighbourhood_7_13 + -1'Neighbourhood_9_7 + Neighbourhood_7_3 + -1'Neighbourhood_1_7 + -1'Neighbourhood_18_7 = 0
invariant :HasRight_2 + WaitRight_2 + -1'HasLeft_2 + -1'WaitLeft_2 = 0
invariant :WaitLeft_11 + HasLeft_11 + -1'WaitRight_11 + -1'HasRight_11 = 0
invariant :HasRight_16 + WaitRight_16 + -1'HasLeft_16 + -1'WaitLeft_16 = 0
invariant :HasRight_17 + -1'HasLeft_17 + -1'WaitLeft_17 + WaitRight_17 = 0
invariant :WaitLeft_14 + Think_14 + Outside_14 + HasLeft_14 = 1
invariant :WaitLeft_12 + HasLeft_12 + -1'WaitRight_12 + -1'HasRight_12 = 0
invariant :-1'WaitLeft_18 + HasRight_18 + -1'HasLeft_18 + WaitRight_18 = 0
invariant :-1'Neighbourhood_14_19 + Neighbourhood_16_4 + -1'Neighbourhood_14_14 + Neighbourhood_9_4 + Neighbourhood_2_4 + Neighbourhood_17_4 + Neighbourhood_3_4 + -1'Neighbourhood_14_11 + -1'Neighbourhood_14_2 + -1'Neighbourhood_14_10 + Neighbourhood_11_4 + -1'Neighbourhood_14_1 + Neighbourhood_18_4 + -1'Neighbourhood_14_20 + Neighbourhood_8_4 + Neighbourhood_1_4 + Neighbourhood_10_4 + Neighbourhood_19_4 + -1'Neighbourhood_14_13 + Outside_4 + -1'Neighbourhood_14_12 + -1'Neighbourhood_14_15 + -1'Neighbourhood_14_7 + Neighbourhood_6_4 + -1'Neighbourhood_14_5 + Neighbourhood_13_4 + Neighbourhood_20_4 + -1'Neighbourhood_14_16 + -1'Neighbourhood_14_6 + Neighbourhood_7_4 + -1'Neighbourhood_14_8 + -1'Neighbourhood_14_18 + Neighbourhood_12_4 + Neighbourhood_4_4 + -1'Neighbourhood_14_17 + Neighbourhood_15_4 + -1'Neighbourhood_14_9 + -1'Outside_14 + Neighbourhood_5_4 + -1'Neighbourhood_14_3 = 0
invariant :WaitRight_7 + HasRight_7 + -1'HasLeft_7 + -1'WaitLeft_7 = 0
invariant :Neighbourhood_8_13 + -1'Neighbourhood_1_16 + Neighbourhood_11_11 + Neighbourhood_20_11 + -1'Neighbourhood_10_5 + Neighbourhood_16_13 + -1'HasLeft_13 + -1'Neighbourhood_1_2 + -1'Neighbourhood_10_15 + -1'Neighbourhood_1_1 + -1'Neighbourhood_1_12 + Neighbourhood_14_11 + Neighbourhood_7_11 + Neighbourhood_2_13 + Neighbourhood_9_13 + -1'Neighbourhood_1_3 + -1'Neighbourhood_10_16 + Neighbourhood_15_13 + Neighbourhood_13_11 + -1'Neighbourhood_1_4 + -1'Neighbourhood_1_20 + Neighbourhood_8_11 + -1'Neighbourhood_10_4 + Neighbourhood_5_11 + -1'Neighbourhood_10_17 + Neighbourhood_14_13 + -1'Neighbourhood_1_19 + -1'Neighbourhood_10_18 + Neighbourhood_4_13 + Neighbourhood_16_11 + -1'Neighbourhood_10_9 + Neighbourhood_6_11 + HasLeft_1 + Neighbourhood_11_13 + -1'WaitLeft_13 + -1'Neighbourhood_10_3 + -1'Neighbourhood_10_19 + Neighbourhood_3_13 + -1'Outside_10 + -1'Neighbourhood_10_20 + -1'Neighbourhood_10_14 + -1'Neighbourhood_1_18 + Neighbourhood_15_11 + -1'Neighbourhood_1_6 + Outside_11 + -1'Neighbourhood_1_14 + WaitLeft_1 + Neighbourhood_12_13 + -1'Neighbourhood_1_8 + Neighbourhood_6_13 + -1'Neighbourhood_1_9 + -1'Think_13 + -1'Neighbourhood_10_8 + Neighbourhood_18_11 + -1'Neighbourhood_1_15 + -1'Neighbourhood_1_5 + Neighbourhood_13_13 + Neighbourhood_20_13 + -1'Neighbourhood_10_2 + Neighbourhood_4_11 + -1'Neighbourhood_10_10 + Neighbourhood_17_11 + Neighbourhood_3_11 + Neighbourhood_19_13 + -1'Neighbourhood_10_7 + -1'Neighbourhood_10_1 + -1'Neighbourhood_10_6 + Neighbourhood_7_13 + Neighbourhood_5_13 + Neighbourhood_17_13 + Neighbourhood_12_11 + Neighbourhood_19_11 + Think_1 + -1'Neighbourhood_1_10 + Neighbourhood_9_11 + -1'Neighbourhood_10_12 + Neighbourhood_18_13 + -1'Neighbourhood_1_17 + -1'Neighbourhood_1_7 + Neighbourhood_2_11 = 0
invariant :Neighbourhood_18_12 + Neighbourhood_9_12 + Neighbourhood_1_12 + Neighbourhood_8_12 + Neighbourhood_15_12 + Neighbourhood_7_12 + Outside_12 + Neighbourhood_2_12 + Neighbourhood_16_12 + Neighbourhood_6_12 + Neighbourhood_13_12 + Neighbourhood_3_12 + Neighbourhood_14_12 + Neighbourhood_5_12 + Neighbourhood_4_12 + Neighbourhood_12_12 + Neighbourhood_19_12 + Neighbourhood_11_12 + Neighbourhood_20_12 + Neighbourhood_17_12 + Neighbourhood_10_12 = 1
invariant :-1'WaitLeft_19 + WaitRight_19 + -1'HasLeft_19 + HasRight_19 = 0
invariant :HasLeft_8 + -1'HasRight_8 + WaitLeft_8 + -1'WaitRight_8 = 0
invariant :-1'Neighbourhood_1_16 + Neighbourhood_16_4 + Neighbourhood_9_17 + -1'Neighbourhood_17_2 + -1'Neighbourhood_8_2 + Neighbourhood_18_8 + Neighbourhood_16_13 + Neighbourhood_9_4 + -1'Neighbourhood_11_16 + Neighbourhood_18_12 + -1'Neighbourhood_4_9 + -1'Neighbourhood_1_2 + -1'Neighbourhood_2_2 + Neighbourhood_9_12 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + -1'Neighbourhood_12_9 + -1'Neighbourhood_5_9 + Neighbourhood_9_13 + Neighbourhood_9_15 + -1'Neighbourhood_20_9 + -1'Neighbourhood_14_2 + -1'Neighbourhood_3_16 + Neighbourhood_16_15 + -1'Neighbourhood_3_2 + Neighbourhood_9_1 + -1'Neighbourhood_7_2 + -1'Neighbourhood_10_16 + -1'Neighbourhood_17_16 + Neighbourhood_18_6 + Neighbourhood_16_14 + Neighbourhood_9_14 + Neighbourhood_18_17 + Neighbourhood_18_4 + -1'Neighbourhood_6_9 + Neighbourhood_16_6 + -1'Neighbourhood_7_9 + Neighbourhood_9_5 + Neighbourhood_18_18 + -1'Neighbourhood_6_2 + -1'Neighbourhood_20_2 + -1'Neighbourhood_11_9 + -1'Neighbourhood_2_16 + Neighbourhood_16_12 + Neighbourhood_9_3 + Neighbourhood_18_19 + Outside_18 + -1'Neighbourhood_4_2 + Neighbourhood_16_5 + -1'Neighbourhood_15_2 + Neighbourhood_18_5 + Neighbourhood_18_10 + Neighbourhood_9_20 + Neighbourhood_18_14 + Neighbourhood_16_1 + -1'Neighbourhood_17_9 + -1'Neighbourhood_15_16 + Neighbourhood_16_11 + -1'Neighbourhood_10_9 + -1'Neighbourhood_5_2 + -1'Neighbourhood_8_9 + Neighbourhood_18_20 + -1'Neighbourhood_12_2 + Neighbourhood_16_10 + -1'Neighbourhood_13_2 + -1'Neighbourhood_4_16 + Neighbourhood_16_19 + -1'Neighbourhood_14_16 + Neighbourhood_9_19 + -1'Neighbourhood_11_2 + Neighbourhood_9_8 + HasLeft_2 + Neighbourhood_16_20 + -1'Neighbourhood_5_16 + Neighbourhood_18_3 + -1'Neighbourhood_1_9 + Neighbourhood_16_7 + Neighbourhood_9_18 + Neighbourhood_18_1 + Neighbourhood_18_11 + -1'Neighbourhood_15_9 + -1'Neighbourhood_13_16 + Neighbourhood_9_6 + WaitLeft_2 + -1'Neighbourhood_10_2 + Neighbourhood_9_10 + -1'Neighbourhood_2_9 + -1'Neighbourhood_6_16 + -1'Neighbourhood_19_2 + -1'Neighbourhood_7_16 + -1'Neighbourhood_20_16 + Think_2 + -1'Neighbourhood_3_9 + -1'Neighbourhood_14_9 + Neighbourhood_9_7 + Neighbourhood_18_15 + Neighbourhood_16_3 + Neighbourhood_16_8 + Neighbourhood_9_11 + -1'Neighbourhood_12_16 + Neighbourhood_16_17 + Neighbourhood_16_18 + Neighbourhood_18_13 + -1'Neighbourhood_13_9 + -1'Neighbourhood_8_16 + Neighbourhood_18_7 = 1
invariant :Neighbourhood_12_7 + -1'Neighbourhood_14_19 + -1'Neighbourhood_4_6 + Neighbourhood_1_16 + Neighbourhood_2_10 + Neighbourhood_12_10 + -1'Neighbourhood_20_11 + -1'Neighbourhood_5_19 + Neighbourhood_12_1 + Neighbourhood_10_5 + Neighbourhood_8_1 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_19_7 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_15_1 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_2_4 + -1'Neighbourhood_9_12 + -1'Neighbourhood_6_8 + Neighbourhood_1_1 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + WaitRight_6 + Neighbourhood_11_7 + -1'Neighbourhood_6_19 + -1'Neighbourhood_5_6 + -1'Neighbourhood_20_15 + Neighbourhood_12_9 + Neighbourhood_19_18 + -1'Neighbourhood_17_6 + -1'Neighbourhood_14_11 + Neighbourhood_15_14 + -1'Neighbourhood_7_11 + Neighbourhood_11_5 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_13_19 + -1'Neighbourhood_9_15 + -1'Neighbourhood_20_19 + -1'Neighbourhood_5_8 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + Neighbourhood_10_16 + Neighbourhood_2_14 + HasRight_6 + -1'Neighbourhood_4_8 + -1'Neighbourhood_18_6 + Neighbourhood_11_4 + -1'Neighbourhood_7_19 + Neighbourhood_11_17 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + -1'Neighbourhood_16_6 + Neighbourhood_19_10 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_8_4 + Neighbourhood_19_5 + Neighbourhood_1_4 + Neighbourhood_1_20 + -1'Neighbourhood_16_12 + Neighbourhood_15_20 + Neighbourhood_19_20 + -1'Neighbourhood_18_19 + Neighbourhood_10_4 + -1'Neighbourhood_6_12 + -1'Neighbourhood_5_11 + -1'Neighbourhood_13_12 + Neighbourhood_8_10 + Neighbourhood_10_17 + Neighbourhood_15_10 + Neighbourhood_19_4 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_14_13 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + Neighbourhood_11_14 + Think_6 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + -1'Neighbourhood_6_6 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_5 + -1'Neighbourhood_6_11 + Neighbourhood_8_9 + -1'Neighbourhood_14_12 + -1'Neighbourhood_14_15 + Neighbourhood_11_3 + -1'HasLeft_1 + Neighbourhood_19_14 + -1'Neighbourhood_5_12 + Neighbourhood_11_18 + Neighbourhood_2_17 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + Neighbourhood_12_17 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_15_7 + Outside_10 + Neighbourhood_10_20 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + -1'Neighbourhood_17_15 + Neighbourhood_8_20 + -1'Neighbourhood_7_6 + Neighbourhood_8_18 + -1'Neighbourhood_4_12 + -1'Neighbourhood_16_19 + Neighbourhood_8_7 + Neighbourhood_19_3 + Neighbourhood_12_3 + -1'Neighbourhood_6_15 + -1'Neighbourhood_9_19 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + -1'WaitLeft_1 + Neighbourhood_2_7 + -1'Neighbourhood_14_6 + -1'Neighbourhood_6_13 + -1'Neighbourhood_3_19 + -1'Neighbourhood_13_6 + Neighbourhood_1_9 + Think_13 + Neighbourhood_2_20 + -1'Neighbourhood_14_8 + Neighbourhood_15_5 + Neighbourhood_19_1 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_15_9 + Neighbourhood_11_20 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + -1'Neighbourhood_5_15 + -1'Neighbourhood_20_6 + -1'WaitLeft_2 + -1'Neighbourhood_20_13 + Neighbourhood_12_4 + Neighbourhood_10_2 + -1'Neighbourhood_4_11 + Neighbourhood_10_10 + -1'Neighbourhood_17_19 + Neighbourhood_2_5 + -1'Neighbourhood_17_11 + Neighbourhood_2_9 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_7_8 + Neighbourhood_10_7 + Neighbourhood_10_1 + Neighbourhood_19_2 + Neighbourhood_15_4 + -1'Neighbourhood_4_19 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_12_20 + -1'Neighbourhood_17_13 + -1'Think_2 + -1'Neighbourhood_13_15 + -1'Neighbourhood_20_12 + Neighbourhood_11_10 + -1'Neighbourhood_3_6 + -1'Neighbourhood_4_15 + -1'Think_1 + -1'Neighbourhood_18_15 + Neighbourhood_19_17 + Neighbourhood_1_10 + -1'Neighbourhood_17_12 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + -1'Neighbourhood_18_13 + Neighbourhood_15_17 + Neighbourhood_1_17 + Neighbourhood_11_1 + Neighbourhood_2_1 + Neighbourhood_1_7 + Neighbourhood_8_16 = 1
invariant :-1'Neighbourhood_17_5 + -1'Neighbourhood_12_7 + -1'Neighbourhood_1_16 + Neighbourhood_16_4 + Neighbourhood_13_20 + Neighbourhood_20_11 + -1'Neighbourhood_14_14 + Neighbourhood_5_19 + -1'Neighbourhood_17_2 + -1'Neighbourhood_10_5 + -1'Neighbourhood_8_2 + Neighbourhood_18_8 + Neighbourhood_16_13 + Neighbourhood_9_4 + Neighbourhood_13_8 + Neighbourhood_3_15 + -1'Neighbourhood_15_3 + -1'HasLeft_13 + -1'Neighbourhood_19_7 + -1'Neighbourhood_11_16 + Neighbourhood_18_12 + -1'Neighbourhood_4_9 + -1'Neighbourhood_1_2 + -1'Neighbourhood_2_2 + -1'Neighbourhood_6_3 + Neighbourhood_3_10 + Neighbourhood_9_12 + -1'Neighbourhood_12_18 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + -1'Neighbourhood_11_7 + Neighbourhood_3_4 + Neighbourhood_5_6 + Neighbourhood_20_20 + Neighbourhood_20_15 + -1'Neighbourhood_12_9 + -1'Neighbourhood_19_18 + -1'Neighbourhood_15_14 + Neighbourhood_7_11 + -1'Neighbourhood_11_5 + -1'Neighbourhood_17_17 + Neighbourhood_9_13 + -1'Neighbourhood_8_17 + Neighbourhood_13_19 + Neighbourhood_9_15 + -1'Neighbourhood_4_18 + Neighbourhood_20_10 + Neighbourhood_7_20 + Neighbourhood_20_19 + Neighbourhood_5_8 + -1'Neighbourhood_14_2 + -1'Neighbourhood_1_3 + Neighbourhood_16_15 + -1'Neighbourhood_8_3 + Neighbourhood_9_1 + -1'Neighbourhood_10_16 + Neighbourhood_13_10 + -1'Neighbourhood_2_14 + -1'Neighbourhood_4_17 + -1'Neighbourhood_17_16 + Neighbourhood_18_6 + Neighbourhood_7_19 + -1'Neighbourhood_11_17 + Neighbourhood_7_12 + Neighbourhood_13_11 + Neighbourhood_18_4 + -1'Neighbourhood_6_9 + Neighbourhood_16_6 + Neighbourhood_5_10 + -1'Neighbourhood_6_2 + Neighbourhood_20_8 + -1'Neighbourhood_11_9 + -1'Neighbourhood_2_16 + -1'Neighbourhood_8_14 + -1'Neighbourhood_6_7 + -1'Neighbourhood_19_5 + Neighbourhood_16_12 + -1'Neighbourhood_17_14 + Neighbourhood_18_19 + -1'Neighbourhood_4_2 + Neighbourhood_5_11 + -1'Neighbourhood_4_7 + Neighbourhood_13_12 + -1'Neighbourhood_10_17 + -1'Neighbourhood_15_2 + Neighbourhood_3_8 + Neighbourhood_18_10 + Neighbourhood_3_12 + -1'Neighbourhood_10_18 + Neighbourhood_9_20 + -1'Neighbourhood_11_14 + Neighbourhood_16_1 + -1'Neighbourhood_17_9 + -1'Neighbourhood_15_16 + Neighbourhood_16_11 + -1'Neighbourhood_2_18 + -1'Neighbourhood_10_9 + -1'Neighbourhood_8_5 + -1'Neighbourhood_8_9 + -1'Neighbourhood_11_3 + -1'Neighbourhood_19_14 + Neighbourhood_7_10 + Neighbourhood_5_12 + Neighbourhood_7_1 + -1'Neighbourhood_14_7 + Neighbourhood_18_20 + -1'Neighbourhood_11_18 + -1'Neighbourhood_2_17 + -1'Neighbourhood_12_2 + Neighbourhood_7_15 + -1'WaitLeft_13 + -1'Neighbourhood_10_3 + Neighbourhood_16_10 + -1'Neighbourhood_12_17 + -1'Neighbourhood_2_3 + Neighbourhood_3_13 + -1'Neighbourhood_15_7 + -1'Neighbourhood_14_5 + Outside_20 + -1'Neighbourhood_10_14 + -1'Neighbourhood_1_18 + -1'Neighbourhood_15_18 + Neighbourhood_7_6 + -1'Neighbourhood_8_18 + Neighbourhood_3_20 + -1'Neighbourhood_4_16 + Neighbourhood_13_4 + Neighbourhood_20_4 + Neighbourhood_16_19 + -1'Neighbourhood_8_7 + -1'Neighbourhood_19_3 + -1'Neighbourhood_14_16 + -1'Neighbourhood_12_3 + Neighbourhood_9_19 + -1'Neighbourhood_6_14 + -1'Neighbourhood_1_14 + -1'Neighbourhood_11_2 + Neighbourhood_9_8 + HasLeft_2 + -1'Neighbourhood_6_5 + -1'Neighbourhood_2_7 + Neighbourhood_3_19 + Neighbourhood_16_20 + Neighbourhood_13_6 + Neighbourhood_7_4 + -1'Neighbourhood_1_9 + -1'Think_13 + -1'Neighbourhood_15_5 + Neighbourhood_18_1 + Neighbourhood_5_1 + Neighbourhood_18_11 + -1'Neighbourhood_12_5 + -1'Neighbourhood_15_9 + -1'Neighbourhood_1_5 + Neighbourhood_13_13 + Neighbourhood_9_6 + -1'Neighbourhood_14_18 + Neighbourhood_5_15 + Neighbourhood_20_6 + WaitLeft_2 + Neighbourhood_20_13 + -1'Outside_17 + -1'Neighbourhood_10_2 + Neighbourhood_9_10 + -1'Neighbourhood_2_5 + -1'Neighbourhood_2_9 + -1'Neighbourhood_6_16 + Neighbourhood_3_11 + -1'Neighbourhood_17_7 + -1'Neighbourhood_12_14 + -1'Neighbourhood_14_17 + Neighbourhood_7_8 + -1'Neighbourhood_10_7 + Neighbourhood_3_1 + -1'Neighbourhood_17_3 + -1'Neighbourhood_19_2 + Neighbourhood_7_13 + Neighbourhood_5_13 + -1'Neighbourhood_17_18 + Neighbourhood_5_20 + Think_2 + Neighbourhood_13_15 + -1'Neighbourhood_14_9 + Neighbourhood_20_12 + Neighbourhood_3_6 + Neighbourhood_18_15 + Neighbourhood_20_1 + -1'Neighbourhood_4_3 + -1'Neighbourhood_6_18 + -1'Neighbourhood_19_17 + -1'Outside_14 + Neighbourhood_5_4 + Neighbourhood_16_8 + Neighbourhood_9_11 + -1'Neighbourhood_12_16 + -1'Neighbourhood_14_3 + -1'Neighbourhood_4_5 + -1'Neighbourhood_4_14 + Neighbourhood_18_13 + -1'Neighbourhood_15_17 + -1'Neighbourhood_1_17 + -1'Neighbourhood_6_17 + -1'Neighbourhood_1_7 + -1'Neighbourhood_8_16 + Neighbourhood_13_1 = -1
invariant :Neighbourhood_1_16 + -1'Neighbourhood_16_4 + Neighbourhood_18_16 + -1'Neighbourhood_16_13 + Neighbourhood_9_16 + Neighbourhood_11_16 + Neighbourhood_19_16 + Neighbourhood_3_16 + -1'Neighbourhood_16_15 + Neighbourhood_10_16 + Neighbourhood_17_16 + -1'Neighbourhood_16_14 + -1'Neighbourhood_16_6 + Neighbourhood_2_16 + -1'Neighbourhood_16_12 + -1'Neighbourhood_16_5 + -1'Neighbourhood_16_1 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + -1'Neighbourhood_16_10 + Neighbourhood_4_16 + -1'Neighbourhood_16_19 + Neighbourhood_14_16 + -1'Neighbourhood_16_20 + Neighbourhood_5_16 + -1'Neighbourhood_16_7 + Neighbourhood_13_16 + -1'Neighbourhood_16_9 + Neighbourhood_6_16 + Neighbourhood_7_16 + Neighbourhood_20_16 + -1'Neighbourhood_16_3 + -1'Neighbourhood_16_8 + Neighbourhood_12_16 + -1'Neighbourhood_16_17 + -1'Neighbourhood_16_18 + -1'Neighbourhood_16_2 + Neighbourhood_8_16 = 0
invariant :HasLeft_13 + Outside_13 + WaitLeft_13 + Think_13 = 1
invariant :Neighbourhood_15_3 + Neighbourhood_6_3 + Neighbourhood_1_3 + Neighbourhood_8_3 + Neighbourhood_9_3 + Neighbourhood_3_3 + Neighbourhood_20_3 + Neighbourhood_11_3 + Neighbourhood_10_3 + Neighbourhood_2_3 + Neighbourhood_19_3 + Neighbourhood_12_3 + Neighbourhood_5_3 + Neighbourhood_18_3 + Outside_3 + Neighbourhood_13_3 + Neighbourhood_17_3 + Neighbourhood_4_3 + Neighbourhood_16_3 + Neighbourhood_14_3 + Neighbourhood_7_3 = 1
invariant :-1'WaitLeft_3 + WaitRight_3 + HasRight_3 + -1'HasLeft_3 = 0
invariant :Neighbourhood_12_7 + Neighbourhood_1_16 + Neighbourhood_2_10 + Neighbourhood_12_10 + -1'Neighbourhood_11_11 + -1'Neighbourhood_20_11 + Neighbourhood_12_1 + Neighbourhood_10_5 + Neighbourhood_8_1 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_15_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + HasLeft_13 + -1'Neighbourhood_18_12 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_2_4 + -1'Neighbourhood_9_12 + -1'Neighbourhood_6_8 + Neighbourhood_1_1 + Neighbourhood_12_18 + -1'Neighbourhood_11_15 + -1'Neighbourhood_20_15 + Neighbourhood_12_9 + -1'Neighbourhood_14_11 + -1'Neighbourhood_7_11 + -1'Neighbourhood_15_12 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_9_15 + -1'Neighbourhood_5_8 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + Neighbourhood_10_16 + -1'Neighbourhood_15_13 + Neighbourhood_2_14 + -1'Neighbourhood_4_8 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + Neighbourhood_12_19 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_8_4 + Neighbourhood_1_4 + Neighbourhood_1_20 + -1'Neighbourhood_16_12 + -1'Neighbourhood_11_8 + Neighbourhood_10_4 + -1'Neighbourhood_6_12 + -1'Neighbourhood_5_11 + -1'Neighbourhood_13_12 + Neighbourhood_8_10 + Neighbourhood_10_17 + -1'Neighbourhood_3_8 + -1'Neighbourhood_14_13 + -1'Neighbourhood_3_12 + Neighbourhood_1_19 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + -1'Neighbourhood_19_8 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_5 + -1'Neighbourhood_6_11 + Neighbourhood_8_9 + -1'Neighbourhood_14_12 + -1'Neighbourhood_14_15 + -1'HasLeft_1 + -1'Neighbourhood_5_12 + Neighbourhood_2_17 + -1'Neighbourhood_11_13 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + Think_15 + Neighbourhood_10_19 + Neighbourhood_12_17 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Outside_10 + Neighbourhood_10_20 + Neighbourhood_10_14 + Neighbourhood_1_18 + -1'Neighbourhood_15_11 + -1'Neighbourhood_17_15 + Neighbourhood_8_20 + -1'Neighbourhood_15_15 + Neighbourhood_8_18 + -1'Neighbourhood_4_12 + WaitLeft_15 + Neighbourhood_1_6 + Neighbourhood_8_7 + Neighbourhood_12_3 + -1'Neighbourhood_6_15 + -1'Outside_11 + Neighbourhood_1_14 + -1'Neighbourhood_9_8 + Neighbourhood_2_19 + -1'HasLeft_2 + -1'WaitLeft_1 + Neighbourhood_2_7 + -1'Neighbourhood_6_13 + Neighbourhood_1_9 + -1'Neighbourhood_19_12 + Think_13 + Neighbourhood_8_6 + Neighbourhood_2_20 + -1'Neighbourhood_14_8 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_5_15 + Neighbourhood_8_19 + -1'WaitLeft_2 + -1'Neighbourhood_19_15 + -1'Neighbourhood_20_13 + Neighbourhood_12_4 + Neighbourhood_10_2 + -1'Neighbourhood_4_11 + Neighbourhood_10_10 + Neighbourhood_2_5 + -1'Neighbourhood_17_11 + Neighbourhood_2_9 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_11_12 + -1'Neighbourhood_7_8 + -1'Neighbourhood_19_13 + Neighbourhood_10_7 + Neighbourhood_10_1 + HasLeft_15 + Neighbourhood_10_6 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_12_20 + -1'Neighbourhood_17_13 + -1'Think_2 + -1'Neighbourhood_13_15 + -1'Neighbourhood_19_11 + -1'Neighbourhood_20_12 + Neighbourhood_12_6 + -1'Neighbourhood_4_15 + -1'Think_1 + -1'Neighbourhood_18_15 + Neighbourhood_1_10 + Neighbourhood_2_6 + -1'Neighbourhood_17_12 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + -1'Neighbourhood_18_13 + Neighbourhood_1_17 + Neighbourhood_2_1 + Neighbourhood_1_7 + Neighbourhood_8_16 = 0
invariant :HasLeft_1 + Outside_1 + WaitLeft_1 + Think_1 = 1
invariant :Think_4 + WaitLeft_4 + Outside_4 + HasLeft_4 = 1
invariant :Neighbourhood_12_7 + Neighbourhood_12_10 + Neighbourhood_12_1 + -1'Neighbourhood_18_8 + -1'Neighbourhood_15_8 + -1'Neighbourhood_13_8 + -1'Neighbourhood_18_12 + -1'Neighbourhood_9_12 + -1'Neighbourhood_6_8 + Neighbourhood_12_18 + -1'Neighbourhood_1_12 + Neighbourhood_12_9 + -1'Neighbourhood_8_12 + -1'Neighbourhood_15_12 + -1'Neighbourhood_5_8 + -1'Neighbourhood_4_8 + -1'Neighbourhood_7_12 + Neighbourhood_12_19 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + -1'Neighbourhood_2_12 + -1'Neighbourhood_16_12 + -1'Neighbourhood_11_8 + -1'Neighbourhood_6_12 + -1'Neighbourhood_13_12 + -1'Neighbourhood_3_8 + HasRight_8 + -1'Neighbourhood_3_12 + -1'Neighbourhood_19_8 + -1'Neighbourhood_14_12 + -1'Neighbourhood_5_12 + Neighbourhood_12_2 + Neighbourhood_12_17 + -1'Neighbourhood_4_12 + Neighbourhood_12_3 + -1'Neighbourhood_2_8 + -1'Neighbourhood_9_8 + Think_8 + Neighbourhood_12_13 + -1'Neighbourhood_1_8 + -1'Neighbourhood_19_12 + -1'Neighbourhood_14_8 + -1'Neighbourhood_10_8 + Neighbourhood_12_5 + Neighbourhood_12_15 + Neighbourhood_12_4 + Neighbourhood_12_14 + -1'Neighbourhood_11_12 + -1'Neighbourhood_7_8 + Neighbourhood_12_20 + Neighbourhood_12_11 + -1'Neighbourhood_20_12 + Neighbourhood_12_6 + -1'Neighbourhood_8_8 + -1'Neighbourhood_17_12 + -1'Neighbourhood_16_8 + Neighbourhood_12_16 + -1'Neighbourhood_10_12 + WaitRight_8 = 0
invariant :Neighbourhood_18_16 + Neighbourhood_18_8 + Neighbourhood_18_12 + Neighbourhood_18_6 + Neighbourhood_18_17 + Neighbourhood_18_4 + Neighbourhood_18_18 + Neighbourhood_18_19 + Outside_18 + Neighbourhood_18_5 + Neighbourhood_18_10 + Neighbourhood_18_14 + Neighbourhood_18_20 + Neighbourhood_18_9 + Neighbourhood_18_2 + Neighbourhood_18_3 + Neighbourhood_18_1 + Neighbourhood_18_11 + Neighbourhood_18_15 + Neighbourhood_18_13 + Neighbourhood_18_7 = 1
invariant :Neighbourhood_17_5 + Neighbourhood_12_7 + Neighbourhood_1_16 + -1'Neighbourhood_16_4 + -1'Neighbourhood_13_20 + -1'Neighbourhood_20_11 + Neighbourhood_14_14 + -1'Neighbourhood_5_19 + Neighbourhood_17_2 + Think_20 + Neighbourhood_10_5 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_9_4 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_19_7 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_4_9 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_6_3 + -1'Neighbourhood_3_10 + -1'Neighbourhood_9_12 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + Neighbourhood_11_7 + -1'Neighbourhood_3_4 + -1'Neighbourhood_5_6 + -1'Neighbourhood_20_20 + -1'Neighbourhood_20_15 + Neighbourhood_12_9 + Neighbourhood_19_18 + Neighbourhood_15_14 + -1'Neighbourhood_7_11 + Neighbourhood_11_5 + Neighbourhood_17_17 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_13_19 + -1'Neighbourhood_9_15 + Neighbourhood_4_18 + -1'Neighbourhood_20_10 + -1'Neighbourhood_7_20 + -1'Neighbourhood_20_19 + -1'Neighbourhood_5_8 + Neighbourhood_14_2 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + -1'Neighbourhood_9_1 + Neighbourhood_10_16 + -1'Neighbourhood_13_10 + Neighbourhood_2_14 + Neighbourhood_4_17 + Neighbourhood_17_16 + -1'Neighbourhood_18_6 + WaitLeft_20 + -1'Neighbourhood_7_19 + Neighbourhood_11_17 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + -1'Neighbourhood_16_6 + -1'Neighbourhood_5_10 + Neighbourhood_6_2 + -1'Neighbourhood_20_8 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_6_7 + Neighbourhood_19_5 + -1'Neighbourhood_16_12 + Neighbourhood_17_14 + -1'Neighbourhood_18_19 + Neighbourhood_4_2 + -1'Neighbourhood_5_11 + Neighbourhood_4_7 + -1'Neighbourhood_13_12 + Neighbourhood_10_17 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_18_10 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_9_20 + Neighbourhood_11_14 + -1'Neighbourhood_16_1 + Neighbourhood_17_9 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_5 + Neighbourhood_8_9 + Neighbourhood_11_3 + Neighbourhood_19_14 + -1'Neighbourhood_7_10 + -1'Neighbourhood_5_12 + -1'Neighbourhood_7_1 + Neighbourhood_14_7 + HasLeft_20 + -1'Neighbourhood_18_20 + Neighbourhood_11_18 + Neighbourhood_2_17 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + -1'Neighbourhood_16_10 + Neighbourhood_12_17 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_15_7 + Neighbourhood_14_5 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + -1'Neighbourhood_7_6 + Neighbourhood_8_18 + -1'Neighbourhood_3_20 + Neighbourhood_4_16 + -1'Neighbourhood_13_4 + -1'Neighbourhood_20_4 + -1'Neighbourhood_16_19 + Neighbourhood_8_7 + Neighbourhood_19_3 + Neighbourhood_14_16 + Neighbourhood_12_3 + -1'Neighbourhood_9_19 + Neighbourhood_6_14 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + Neighbourhood_6_5 + Neighbourhood_2_7 + -1'Neighbourhood_3_19 + -1'Neighbourhood_16_20 + -1'Neighbourhood_13_6 + -1'Neighbourhood_7_4 + Neighbourhood_1_9 + Think_13 + Neighbourhood_15_5 + -1'Neighbourhood_18_1 + -1'Neighbourhood_5_1 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_15_9 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + Neighbourhood_14_18 + -1'Neighbourhood_5_15 + -1'Neighbourhood_20_6 + -1'WaitLeft_2 + -1'Neighbourhood_20_13 + Outside_17 + Neighbourhood_10_2 + -1'Neighbourhood_9_10 + Neighbourhood_2_5 + Neighbourhood_2_9 + Neighbourhood_6_16 + -1'Neighbourhood_3_11 + Neighbourhood_17_7 + Neighbourhood_12_14 + Neighbourhood_14_17 + -1'Neighbourhood_7_8 + Neighbourhood_10_7 + -1'Neighbourhood_3_1 + Neighbourhood_17_3 + Neighbourhood_19_2 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_17_18 + -1'Neighbourhood_5_20 + -1'Think_2 + -1'Neighbourhood_13_15 + Neighbourhood_14_9 + -1'Neighbourhood_20_12 + -1'Neighbourhood_3_6 + -1'Neighbourhood_18_15 + -1'Neighbourhood_20_1 + Neighbourhood_4_3 + Neighbourhood_6_18 + Neighbourhood_19_17 + Outside_14 + -1'Neighbourhood_5_4 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + Neighbourhood_14_3 + Neighbourhood_4_5 + Neighbourhood_4_14 + -1'Neighbourhood_18_13 + Neighbourhood_15_17 + Neighbourhood_1_17 + Neighbourhood_6_17 + Neighbourhood_1_7 + Neighbourhood_8_16 + -1'Neighbourhood_13_1 = 2
invariant :WaitRight_4 + -1'WaitLeft_4 + HasRight_4 + -1'HasLeft_4 = 0
invariant :-1'Neighbourhood_12_7 + -1'Neighbourhood_12_10 + -1'Neighbourhood_12_1 + Neighbourhood_18_8 + Neighbourhood_15_8 + Neighbourhood_13_8 + Neighbourhood_18_12 + Neighbourhood_9_12 + Neighbourhood_6_8 + -1'Neighbourhood_12_18 + Neighbourhood_1_12 + -1'Neighbourhood_12_9 + Neighbourhood_8_12 + Neighbourhood_15_12 + Neighbourhood_5_8 + Neighbourhood_4_8 + Neighbourhood_7_12 + -1'Neighbourhood_12_19 + Neighbourhood_17_8 + Neighbourhood_20_8 + Neighbourhood_2_12 + Neighbourhood_16_12 + Neighbourhood_11_8 + Neighbourhood_6_12 + Neighbourhood_13_12 + Neighbourhood_3_8 + Neighbourhood_3_12 + Neighbourhood_19_8 + Neighbourhood_14_12 + Neighbourhood_5_12 + -1'Neighbourhood_12_2 + -1'Neighbourhood_12_17 + Neighbourhood_4_12 + -1'Neighbourhood_12_3 + Neighbourhood_2_8 + Neighbourhood_9_8 + -1'Neighbourhood_12_13 + Neighbourhood_1_8 + Neighbourhood_19_12 + Neighbourhood_14_8 + Neighbourhood_10_8 + -1'Neighbourhood_12_5 + -1'Neighbourhood_12_15 + -1'Neighbourhood_12_4 + Outside_8 + -1'Neighbourhood_12_14 + Neighbourhood_11_12 + Neighbourhood_7_8 + -1'Neighbourhood_12_20 + -1'Neighbourhood_12_11 + Neighbourhood_20_12 + -1'Neighbourhood_12_6 + Neighbourhood_8_8 + Neighbourhood_17_12 + Neighbourhood_16_8 + -1'Neighbourhood_12_16 + Neighbourhood_10_12 = 1
invariant :Neighbourhood_4_6 + Neighbourhood_4_20 + Neighbourhood_4_9 + Neighbourhood_4_18 + Neighbourhood_4_8 + Neighbourhood_4_17 + Neighbourhood_4_2 + Neighbourhood_4_7 + Neighbourhood_4_13 + Outside_4 + Neighbourhood_4_12 + Neighbourhood_4_16 + Neighbourhood_4_1 + Neighbourhood_4_4 + Neighbourhood_4_11 + Neighbourhood_4_19 + Neighbourhood_4_10 + Neighbourhood_4_15 + Neighbourhood_4_3 + Neighbourhood_4_5 + Neighbourhood_4_14 = 1
invariant :WaitLeft_18 + Think_18 + Outside_18 + HasLeft_18 = 1
invariant :-1'Neighbourhood_19_7 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + -1'Neighbourhood_19_18 + WaitLeft_19 + -1'Neighbourhood_19_6 + -1'Neighbourhood_19_10 + HasLeft_19 + -1'Neighbourhood_19_5 + -1'Neighbourhood_19_20 + -1'Neighbourhood_19_4 + -1'Neighbourhood_19_8 + -1'Neighbourhood_19_14 + -1'Neighbourhood_19_19 + -1'Neighbourhood_19_3 + -1'Neighbourhood_19_12 + -1'Neighbourhood_19_1 + -1'Neighbourhood_19_15 + Think_19 + -1'Neighbourhood_19_13 + -1'Neighbourhood_19_2 + -1'Neighbourhood_19_11 + -1'Neighbourhood_19_17 = 0
invariant :-1'Neighbourhood_12_7 + Neighbourhood_14_19 + Neighbourhood_4_6 + -1'Neighbourhood_1_16 + -1'Neighbourhood_2_10 + -1'Neighbourhood_12_10 + Neighbourhood_20_11 + Neighbourhood_5_19 + -1'Neighbourhood_12_1 + -1'Neighbourhood_10_5 + -1'Neighbourhood_8_1 + -1'Neighbourhood_8_2 + Neighbourhood_18_8 + Neighbourhood_16_13 + Neighbourhood_13_8 + Neighbourhood_3_15 + -1'Neighbourhood_15_3 + -1'HasLeft_13 + -1'Neighbourhood_19_7 + -1'Neighbourhood_11_16 + Neighbourhood_18_12 + -1'Neighbourhood_15_1 + -1'Neighbourhood_1_2 + -1'Neighbourhood_2_2 + -1'Neighbourhood_2_4 + Neighbourhood_9_12 + Neighbourhood_6_8 + -1'Neighbourhood_1_1 + Outside_6 + -1'Neighbourhood_12_18 + -1'Neighbourhood_19_16 + -1'Neighbourhood_19_9 + -1'Neighbourhood_11_7 + Neighbourhood_6_19 + Neighbourhood_5_6 + Neighbourhood_20_15 + -1'Neighbourhood_12_9 + -1'Neighbourhood_19_18 + Neighbourhood_17_6 + Neighbourhood_14_11 + -1'Neighbourhood_15_14 + Neighbourhood_7_11 + -1'Neighbourhood_11_5 + Neighbourhood_9_13 + -1'Neighbourhood_8_17 + Neighbourhood_13_19 + Neighbourhood_9_15 + Neighbourhood_20_19 + Neighbourhood_5_8 + -1'Neighbourhood_1_3 + Neighbourhood_16_15 + -1'Neighbourhood_8_3 + -1'Neighbourhood_10_16 + -1'Neighbourhood_2_14 + Neighbourhood_4_8 + Neighbourhood_18_6 + -1'Neighbourhood_11_4 + Neighbourhood_7_19 + -1'Neighbourhood_11_17 + Neighbourhood_7_12 + Neighbourhood_13_11 + Neighbourhood_16_6 + -1'Neighbourhood_19_10 + Neighbourhood_17_8 + Neighbourhood_20_8 + -1'Neighbourhood_11_9 + -1'Neighbourhood_2_16 + -1'Neighbourhood_8_14 + -1'Neighbourhood_8_4 + -1'Neighbourhood_19_5 + -1'Neighbourhood_1_4 + -1'Neighbourhood_1_20 + Neighbourhood_16_12 + -1'Neighbourhood_15_20 + -1'Neighbourhood_19_20 + Neighbourhood_18_19 + -1'Neighbourhood_10_4 + Neighbourhood_6_12 + Neighbourhood_5_11 + Neighbourhood_13_12 + -1'Neighbourhood_8_10 + -1'Neighbourhood_10_17 + -1'Neighbourhood_15_10 + -1'Neighbourhood_19_4 + -1'Neighbourhood_15_2 + Neighbourhood_3_8 + Neighbourhood_14_13 + Neighbourhood_3_12 + -1'Neighbourhood_10_18 + Neighbourhood_4_13 + -1'Neighbourhood_11_14 + -1'Neighbourhood_15_16 + Neighbourhood_16_11 + Neighbourhood_6_6 + -1'Neighbourhood_2_18 + -1'Neighbourhood_10_9 + -1'Neighbourhood_8_5 + Neighbourhood_6_11 + -1'Neighbourhood_8_9 + Neighbourhood_14_12 + Neighbourhood_14_15 + -1'Neighbourhood_11_3 + HasLeft_1 + -1'Neighbourhood_19_14 + Neighbourhood_5_12 + -1'Neighbourhood_11_18 + -1'Neighbourhood_2_17 + -1'Neighbourhood_12_2 + Neighbourhood_7_15 + -1'WaitLeft_13 + -1'Neighbourhood_10_3 + -1'Neighbourhood_12_17 + -1'Neighbourhood_2_3 + Neighbourhood_3_13 + -1'Neighbourhood_15_7 + -1'Outside_10 + -1'Neighbourhood_10_20 + -1'Neighbourhood_10_14 + -1'Neighbourhood_1_18 + -1'Neighbourhood_15_18 + Neighbourhood_17_15 + -1'Neighbourhood_8_20 + Neighbourhood_7_6 + -1'Neighbourhood_8_18 + Neighbourhood_4_12 + Neighbourhood_16_19 + -1'Neighbourhood_8_7 + -1'Neighbourhood_19_3 + -1'Neighbourhood_12_3 + Neighbourhood_6_15 + Neighbourhood_9_19 + -1'Neighbourhood_1_14 + -1'Neighbourhood_11_2 + Neighbourhood_9_8 + HasLeft_2 + WaitLeft_1 + -1'Neighbourhood_2_7 + Neighbourhood_14_6 + Neighbourhood_6_13 + Neighbourhood_3_19 + Neighbourhood_13_6 + -1'Neighbourhood_1_9 + -1'Think_13 + -1'Neighbourhood_2_20 + Neighbourhood_14_8 + -1'Neighbourhood_15_5 + -1'Neighbourhood_19_1 + Neighbourhood_18_11 + -1'Neighbourhood_12_5 + -1'Neighbourhood_15_9 + -1'Neighbourhood_11_20 + -1'Neighbourhood_1_5 + Neighbourhood_13_13 + Neighbourhood_9_6 + Neighbourhood_5_15 + Neighbourhood_20_6 + WaitLeft_2 + Neighbourhood_20_13 + -1'Neighbourhood_12_4 + -1'Neighbourhood_10_2 + Neighbourhood_4_11 + -1'Neighbourhood_10_10 + Neighbourhood_17_19 + -1'Neighbourhood_2_5 + Neighbourhood_17_11 + -1'Neighbourhood_2_9 + Neighbourhood_3_11 + -1'Neighbourhood_12_14 + Neighbourhood_7_8 + -1'Neighbourhood_10_7 + -1'Neighbourhood_10_1 + -1'Neighbourhood_19_2 + -1'Neighbourhood_15_4 + Neighbourhood_4_19 + Neighbourhood_7_13 + Neighbourhood_5_13 + -1'Neighbourhood_12_20 + Neighbourhood_17_13 + Think_2 + Neighbourhood_13_15 + Neighbourhood_20_12 + -1'Neighbourhood_11_10 + Neighbourhood_3_6 + Neighbourhood_4_15 + Think_1 + Neighbourhood_18_15 + -1'Neighbourhood_19_17 + -1'Neighbourhood_1_10 + Neighbourhood_17_12 + Neighbourhood_16_8 + Neighbourhood_9_11 + -1'Neighbourhood_12_16 + Neighbourhood_18_13 + -1'Neighbourhood_15_17 + -1'Neighbourhood_1_17 + -1'Neighbourhood_11_1 + -1'Neighbourhood_2_1 + -1'Neighbourhood_1_7 + -1'Neighbourhood_8_16 = 0
invariant :Neighbourhood_12_7 + Neighbourhood_12_10 + Neighbourhood_12_1 + -1'Neighbourhood_18_12 + -1'Neighbourhood_9_12 + Neighbourhood_12_18 + -1'Neighbourhood_1_12 + Neighbourhood_12_9 + -1'Neighbourhood_8_12 + -1'Neighbourhood_15_12 + -1'Neighbourhood_7_12 + Neighbourhood_12_19 + -1'Neighbourhood_2_12 + -1'Neighbourhood_16_12 + -1'Neighbourhood_6_12 + -1'Neighbourhood_13_12 + -1'Neighbourhood_3_12 + Neighbourhood_12_8 + -1'Neighbourhood_14_12 + -1'Neighbourhood_5_12 + Neighbourhood_12_2 + Neighbourhood_12_17 + -1'Neighbourhood_4_12 + Neighbourhood_12_3 + Neighbourhood_12_13 + -1'Neighbourhood_19_12 + Neighbourhood_12_5 + Neighbourhood_12_15 + Neighbourhood_12_4 + Neighbourhood_12_14 + -1'Neighbourhood_11_12 + Neighbourhood_12_20 + Neighbourhood_12_11 + -1'Neighbourhood_20_12 + Neighbourhood_12_6 + -1'Neighbourhood_17_12 + Neighbourhood_12_16 + -1'Neighbourhood_10_12 = 0
invariant :Think_17 + HasLeft_17 + Outside_17 + WaitLeft_17 = 1
invariant :-1'Neighbourhood_12_7 + -1'Neighbourhood_5_7 + -1'Neighbourhood_19_7 + -1'Neighbourhood_11_7 + HasLeft_7 + -1'Neighbourhood_3_7 + -1'Neighbourhood_6_7 + -1'Neighbourhood_13_7 + -1'Neighbourhood_4_7 + -1'Neighbourhood_14_7 + -1'Neighbourhood_15_7 + -1'Neighbourhood_8_7 + Think_7 + -1'Neighbourhood_2_7 + WaitLeft_7 + -1'Neighbourhood_7_7 + -1'Neighbourhood_16_7 + -1'Neighbourhood_20_7 + -1'Neighbourhood_17_7 + -1'Neighbourhood_10_7 + -1'Neighbourhood_9_7 + -1'Neighbourhood_1_7 + -1'Neighbourhood_18_7 = 0
invariant :Neighbourhood_2_10 + Neighbourhood_2_2 + Neighbourhood_2_4 + Neighbourhood_2_13 + Neighbourhood_2_15 + Neighbourhood_2_14 + Neighbourhood_2_16 + Neighbourhood_2_12 + Neighbourhood_2_18 + Neighbourhood_2_17 + Neighbourhood_2_3 + Neighbourhood_2_8 + Neighbourhood_2_19 + -1'HasLeft_2 + Neighbourhood_2_7 + Neighbourhood_2_20 + -1'WaitLeft_2 + Neighbourhood_2_5 + Neighbourhood_2_9 + -1'Think_2 + Neighbourhood_2_6 + Neighbourhood_2_1 + Neighbourhood_2_11 = 0
invariant :Neighbourhood_17_5 + Neighbourhood_12_7 + Neighbourhood_1_16 + -1'Neighbourhood_16_4 + -1'Neighbourhood_13_20 + Neighbourhood_14_14 + -1'Neighbourhood_9_17 + -1'Neighbourhood_5_19 + Neighbourhood_17_2 + Neighbourhood_10_5 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_9_4 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_19_7 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_4_9 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_6_3 + -1'Neighbourhood_3_10 + -1'Neighbourhood_9_12 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + Neighbourhood_11_7 + -1'Neighbourhood_3_4 + -1'Neighbourhood_5_6 + Neighbourhood_12_9 + Neighbourhood_19_18 + Neighbourhood_15_14 + -1'Neighbourhood_7_11 + Neighbourhood_11_5 + -1'Neighbourhood_9_13 + -1'Neighbourhood_13_19 + -1'Neighbourhood_9_15 + Neighbourhood_4_18 + Neighbourhood_20_9 + -1'Neighbourhood_7_20 + -1'Neighbourhood_5_8 + Neighbourhood_14_2 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + -1'Neighbourhood_9_1 + Neighbourhood_10_16 + -1'Neighbourhood_13_10 + Neighbourhood_2_14 + Neighbourhood_17_16 + -1'Neighbourhood_18_6 + -1'Neighbourhood_7_19 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + -1'Neighbourhood_18_17 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + -1'Neighbourhood_16_6 + -1'Neighbourhood_5_10 + Neighbourhood_6_2 + Neighbourhood_20_2 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_6_7 + Neighbourhood_19_5 + -1'Neighbourhood_16_12 + Neighbourhood_17_14 + -1'Neighbourhood_18_19 + Neighbourhood_4_2 + -1'Neighbourhood_5_11 + Neighbourhood_4_7 + -1'Neighbourhood_13_12 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_18_10 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_9_20 + Neighbourhood_11_14 + Neighbourhood_20_3 + -1'Neighbourhood_16_1 + Neighbourhood_17_9 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_5 + Neighbourhood_8_9 + Neighbourhood_20_18 + Neighbourhood_11_3 + Neighbourhood_19_14 + -1'Neighbourhood_7_10 + -1'Neighbourhood_5_12 + -1'Neighbourhood_7_1 + Neighbourhood_14_7 + -1'Neighbourhood_18_20 + -1'Neighbourhood_5_17 + Neighbourhood_11_18 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + -1'Neighbourhood_16_10 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_15_7 + Neighbourhood_14_5 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + -1'Neighbourhood_7_6 + Neighbourhood_8_18 + -1'Neighbourhood_3_20 + Neighbourhood_4_16 + -1'Neighbourhood_13_4 + -1'Neighbourhood_16_19 + Neighbourhood_8_7 + Neighbourhood_19_3 + Neighbourhood_14_16 + Neighbourhood_12_3 + -1'Neighbourhood_3_17 + -1'Neighbourhood_9_19 + Neighbourhood_6_14 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + Neighbourhood_6_5 + -1'Neighbourhood_13_17 + Neighbourhood_20_14 + Neighbourhood_2_7 + -1'Neighbourhood_3_19 + -1'Neighbourhood_16_20 + -1'Neighbourhood_13_6 + -1'Neighbourhood_7_4 + Neighbourhood_1_9 + Think_13 + Neighbourhood_15_5 + Neighbourhood_20_5 + -1'Neighbourhood_18_1 + -1'Neighbourhood_5_1 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_15_9 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + Neighbourhood_14_18 + -1'Neighbourhood_5_15 + -1'WaitLeft_2 + Neighbourhood_10_2 + -1'Neighbourhood_9_10 + Neighbourhood_2_5 + Neighbourhood_2_9 + Neighbourhood_6_16 + -1'Neighbourhood_3_11 + Neighbourhood_20_7 + Neighbourhood_17_7 + Neighbourhood_12_14 + -1'Neighbourhood_7_17 + -1'Neighbourhood_7_8 + Neighbourhood_10_7 + -1'Neighbourhood_3_1 + Neighbourhood_17_3 + Neighbourhood_19_2 + Neighbourhood_20_16 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_17_18 + -1'Neighbourhood_5_20 + -1'Think_2 + -1'Neighbourhood_13_15 + Neighbourhood_14_9 + -1'Neighbourhood_3_6 + -1'Neighbourhood_18_15 + Neighbourhood_4_3 + Neighbourhood_6_18 + Outside_14 + -1'Neighbourhood_5_4 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + Neighbourhood_14_3 + -1'Neighbourhood_16_17 + Neighbourhood_4_5 + Neighbourhood_4_14 + -1'Neighbourhood_18_13 + Neighbourhood_1_7 + Neighbourhood_8_16 + -1'Neighbourhood_13_1 = 1
invariant :-1'Neighbourhood_12_7 + -1'Neighbourhood_1_16 + -1'Neighbourhood_2_10 + -1'Neighbourhood_12_10 + Neighbourhood_11_11 + Neighbourhood_20_11 + -1'Neighbourhood_12_1 + -1'Neighbourhood_10_5 + -1'Neighbourhood_8_1 + -1'Neighbourhood_8_2 + Neighbourhood_18_8 + Neighbourhood_15_8 + Neighbourhood_16_13 + Outside_15 + Neighbourhood_13_8 + Neighbourhood_3_15 + -1'HasLeft_13 + Neighbourhood_18_12 + -1'Neighbourhood_1_2 + -1'Neighbourhood_2_2 + -1'Neighbourhood_2_4 + Neighbourhood_9_12 + Neighbourhood_6_8 + -1'Neighbourhood_1_1 + -1'Neighbourhood_12_18 + Neighbourhood_11_15 + Neighbourhood_20_15 + -1'Neighbourhood_12_9 + Neighbourhood_14_11 + Neighbourhood_7_11 + Neighbourhood_15_12 + Neighbourhood_9_13 + -1'Neighbourhood_8_17 + Neighbourhood_9_15 + Neighbourhood_5_8 + -1'Neighbourhood_1_3 + Neighbourhood_16_15 + -1'Neighbourhood_8_3 + -1'Neighbourhood_10_16 + Neighbourhood_15_13 + -1'Neighbourhood_2_14 + Neighbourhood_4_8 + Neighbourhood_7_12 + Neighbourhood_13_11 + -1'Neighbourhood_12_19 + Neighbourhood_17_8 + Neighbourhood_20_8 + -1'Neighbourhood_2_16 + -1'Neighbourhood_8_14 + -1'Neighbourhood_8_4 + -1'Neighbourhood_1_4 + -1'Neighbourhood_1_20 + Neighbourhood_16_12 + Neighbourhood_11_8 + -1'Neighbourhood_10_4 + Neighbourhood_6_12 + Neighbourhood_5_11 + Neighbourhood_13_12 + -1'Neighbourhood_8_10 + -1'Neighbourhood_10_17 + Neighbourhood_3_8 + Neighbourhood_14_13 + Neighbourhood_3_12 + -1'Neighbourhood_1_19 + -1'Neighbourhood_10_18 + Neighbourhood_4_13 + Neighbourhood_19_8 + Neighbourhood_16_11 + -1'Neighbourhood_2_18 + -1'Neighbourhood_10_9 + -1'Neighbourhood_8_5 + Neighbourhood_6_11 + -1'Neighbourhood_8_9 + Neighbourhood_14_12 + Neighbourhood_14_15 + HasLeft_1 + Neighbourhood_5_12 + -1'Neighbourhood_2_17 + Neighbourhood_11_13 + -1'Neighbourhood_12_2 + Neighbourhood_7_15 + -1'WaitLeft_13 + -1'Neighbourhood_10_3 + -1'Neighbourhood_10_19 + -1'Neighbourhood_12_17 + -1'Neighbourhood_2_3 + Neighbourhood_3_13 + -1'Outside_10 + -1'Neighbourhood_10_20 + -1'Neighbourhood_10_14 + -1'Neighbourhood_1_18 + Neighbourhood_15_11 + Neighbourhood_17_15 + -1'Neighbourhood_8_20 + Neighbourhood_15_15 + -1'Neighbourhood_8_18 + Neighbourhood_4_12 + -1'Neighbourhood_1_6 + -1'Neighbourhood_8_7 + -1'Neighbourhood_12_3 + Neighbourhood_6_15 + Outside_11 + -1'Neighbourhood_1_14 + Neighbourhood_9_8 + -1'Neighbourhood_2_19 + HasLeft_2 + WaitLeft_1 + -1'Neighbourhood_2_7 + Neighbourhood_6_13 + -1'Neighbourhood_1_9 + Neighbourhood_19_12 + -1'Think_13 + -1'Neighbourhood_8_6 + -1'Neighbourhood_2_20 + Neighbourhood_14_8 + Neighbourhood_18_11 + -1'Neighbourhood_12_5 + -1'Neighbourhood_1_5 + Neighbourhood_13_13 + Neighbourhood_5_15 + -1'Neighbourhood_8_19 + WaitLeft_2 + Neighbourhood_19_15 + Neighbourhood_20_13 + -1'Neighbourhood_12_4 + -1'Neighbourhood_10_2 + Neighbourhood_4_11 + -1'Neighbourhood_10_10 + -1'Neighbourhood_2_5 + Neighbourhood_17_11 + -1'Neighbourhood_2_9 + Neighbourhood_3_11 + -1'Neighbourhood_12_14 + Neighbourhood_11_12 + Neighbourhood_7_8 + Neighbourhood_19_13 + -1'Neighbourhood_10_7 + -1'Neighbourhood_10_1 + -1'Neighbourhood_10_6 + Neighbourhood_7_13 + Neighbourhood_5_13 + -1'Neighbourhood_12_20 + Neighbourhood_17_13 + Think_2 + Neighbourhood_13_15 + Neighbourhood_19_11 + Neighbourhood_20_12 + -1'Neighbourhood_12_6 + Neighbourhood_4_15 + Think_1 + Neighbourhood_18_15 + -1'Neighbourhood_1_10 + -1'Neighbourhood_2_6 + Neighbourhood_17_12 + Neighbourhood_16_8 + Neighbourhood_9_11 + -1'Neighbourhood_12_16 + Neighbourhood_18_13 + -1'Neighbourhood_1_17 + -1'Neighbourhood_2_1 + -1'Neighbourhood_1_7 + -1'Neighbourhood_8_16 = 1
invariant :Neighbourhood_12_7 + Neighbourhood_5_7 + Neighbourhood_19_7 + Neighbourhood_11_7 + Neighbourhood_3_7 + Neighbourhood_6_7 + Neighbourhood_13_7 + Neighbourhood_4_7 + Neighbourhood_14_7 + Neighbourhood_15_7 + Neighbourhood_8_7 + Neighbourhood_2_7 + Neighbourhood_7_7 + Neighbourhood_16_7 + Neighbourhood_20_7 + Neighbourhood_17_7 + Neighbourhood_10_7 + Neighbourhood_9_7 + Outside_7 + Neighbourhood_1_7 + Neighbourhood_18_7 = 1
invariant :Neighbourhood_13_20 + Neighbourhood_13_8 + -1'HasLeft_13 + Neighbourhood_13_19 + Neighbourhood_13_10 + Neighbourhood_13_18 + Neighbourhood_13_11 + Neighbourhood_13_7 + Neighbourhood_13_12 + -1'WaitLeft_13 + Neighbourhood_13_2 + Neighbourhood_13_4 + Neighbourhood_13_17 + Neighbourhood_13_14 + Neighbourhood_13_6 + -1'Think_13 + Neighbourhood_13_16 + Neighbourhood_13_13 + Neighbourhood_13_3 + Neighbourhood_13_15 + Neighbourhood_13_5 + Neighbourhood_13_9 + Neighbourhood_13_1 = 0
invariant :Neighbourhood_12_7 + Neighbourhood_1_16 + Neighbourhood_2_10 + Neighbourhood_12_10 + -1'Neighbourhood_11_11 + -1'Neighbourhood_20_11 + Neighbourhood_12_1 + Neighbourhood_10_5 + Neighbourhood_8_1 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + -1'Neighbourhood_18_12 + Neighbourhood_15_1 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_2_4 + -1'Neighbourhood_9_12 + -1'Neighbourhood_6_8 + Neighbourhood_1_1 + Neighbourhood_12_18 + -1'Neighbourhood_11_15 + -1'Neighbourhood_20_15 + Neighbourhood_12_9 + -1'Neighbourhood_14_11 + Neighbourhood_15_14 + -1'Neighbourhood_7_11 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_9_15 + -1'Neighbourhood_5_8 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + Neighbourhood_10_16 + Neighbourhood_2_14 + -1'Neighbourhood_4_8 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + Neighbourhood_12_19 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + Neighbourhood_2_16 + Neighbourhood_8_14 + Neighbourhood_8_4 + Neighbourhood_1_4 + Neighbourhood_1_20 + -1'Neighbourhood_16_12 + Neighbourhood_15_20 + -1'Neighbourhood_11_8 + Neighbourhood_10_4 + -1'Neighbourhood_6_12 + -1'Neighbourhood_5_11 + -1'Neighbourhood_13_12 + Neighbourhood_8_10 + Neighbourhood_10_17 + Neighbourhood_15_10 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_14_13 + -1'Neighbourhood_3_12 + Neighbourhood_1_19 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + -1'Neighbourhood_19_8 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_8_5 + -1'Neighbourhood_6_11 + Neighbourhood_8_9 + -1'Neighbourhood_14_12 + -1'Neighbourhood_14_15 + -1'HasLeft_1 + -1'Neighbourhood_5_12 + Neighbourhood_2_17 + -1'Neighbourhood_11_13 + Neighbourhood_12_2 + -1'Neighbourhood_7_15 + WaitLeft_13 + Neighbourhood_10_3 + Neighbourhood_10_19 + Neighbourhood_12_17 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_15_7 + Outside_10 + Neighbourhood_10_20 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_6 + Neighbourhood_15_18 + -1'Neighbourhood_17_15 + Neighbourhood_8_20 + Neighbourhood_8_18 + -1'Neighbourhood_4_12 + Neighbourhood_1_6 + Neighbourhood_8_7 + Neighbourhood_12_3 + -1'Neighbourhood_6_15 + -1'Outside_11 + Neighbourhood_1_14 + -1'Neighbourhood_9_8 + Neighbourhood_2_19 + -1'HasLeft_2 + -1'WaitLeft_1 + Neighbourhood_2_7 + -1'Neighbourhood_6_13 + Neighbourhood_1_9 + -1'Neighbourhood_19_12 + Think_13 + Neighbourhood_8_6 + Neighbourhood_2_20 + -1'Neighbourhood_14_8 + Neighbourhood_15_5 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_15_9 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + -1'Neighbourhood_5_15 + Neighbourhood_8_19 + -1'WaitLeft_2 + -1'Neighbourhood_19_15 + -1'Neighbourhood_20_13 + Neighbourhood_12_4 + Neighbourhood_10_2 + -1'Neighbourhood_4_11 + Neighbourhood_10_10 + Neighbourhood_2_5 + -1'Neighbourhood_17_11 + Neighbourhood_2_9 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_11_12 + -1'Neighbourhood_7_8 + -1'Neighbourhood_19_13 + Neighbourhood_10_7 + Neighbourhood_10_1 + Neighbourhood_15_4 + Neighbourhood_10_6 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_12_20 + -1'Neighbourhood_17_13 + -1'Think_2 + -1'Neighbourhood_13_15 + -1'Neighbourhood_19_11 + -1'Neighbourhood_20_12 + Neighbourhood_12_6 + -1'Neighbourhood_4_15 + -1'Think_1 + -1'Neighbourhood_18_15 + Neighbourhood_1_10 + Neighbourhood_2_6 + -1'Neighbourhood_17_12 + -1'Neighbourhood_16_8 + Neighbourhood_15_19 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + -1'Neighbourhood_18_13 + Neighbourhood_15_17 + Neighbourhood_1_17 + Neighbourhood_2_1 + Neighbourhood_1_7 + Neighbourhood_8_16 = 0
invariant :Neighbourhood_1_16 + -1'Neighbourhood_16_4 + Neighbourhood_7_18 + -1'Neighbourhood_3_5 + -1'Neighbourhood_13_20 + Neighbourhood_14_14 + Neighbourhood_5_14 + -1'Neighbourhood_9_17 + Neighbourhood_17_2 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_9_4 + -1'Neighbourhood_13_8 + -1'Neighbourhood_3_15 + Neighbourhood_15_3 + HasLeft_13 + Neighbourhood_11_16 + -1'Neighbourhood_18_12 + Neighbourhood_4_9 + Neighbourhood_1_2 + Neighbourhood_2_2 + Neighbourhood_6_3 + -1'Neighbourhood_3_10 + -1'Neighbourhood_9_12 + Neighbourhood_12_18 + Neighbourhood_19_16 + Neighbourhood_19_9 + -1'Neighbourhood_3_4 + Neighbourhood_12_9 + Neighbourhood_19_18 + Neighbourhood_15_14 + Neighbourhood_5_18 + Neighbourhood_5_9 + -1'Neighbourhood_9_13 + -1'Neighbourhood_13_19 + -1'Neighbourhood_9_15 + Neighbourhood_4_18 + Neighbourhood_20_9 + Neighbourhood_14_2 + Neighbourhood_1_3 + -1'Neighbourhood_16_15 + Neighbourhood_8_3 + -1'Neighbourhood_9_1 + Neighbourhood_7_2 + Neighbourhood_10_16 + -1'Neighbourhood_13_10 + Neighbourhood_2_14 + Neighbourhood_17_16 + -1'Neighbourhood_18_6 + -1'Neighbourhood_13_11 + -1'Neighbourhood_18_17 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + -1'Neighbourhood_16_6 + Neighbourhood_7_9 + -1'Neighbourhood_9_5 + Neighbourhood_6_2 + Neighbourhood_20_2 + -1'Neighbourhood_3_7 + Neighbourhood_11_9 + Neighbourhood_2_16 + Neighbourhood_8_14 + -1'Neighbourhood_16_12 + Neighbourhood_17_14 + -1'Neighbourhood_18_19 + Neighbourhood_4_2 + -1'Neighbourhood_13_7 + -1'Neighbourhood_16_5 + -1'Neighbourhood_13_12 + Neighbourhood_15_2 + -1'Neighbourhood_3_8 + -1'Neighbourhood_18_5 + -1'Neighbourhood_18_10 + -1'Neighbourhood_3_12 + Neighbourhood_10_18 + -1'Neighbourhood_9_20 + Neighbourhood_11_14 + Neighbourhood_20_3 + -1'Neighbourhood_16_1 + Neighbourhood_17_9 + Neighbourhood_15_16 + -1'Neighbourhood_16_11 + Neighbourhood_2_18 + Neighbourhood_10_9 + Neighbourhood_5_2 + Neighbourhood_8_9 + Neighbourhood_20_18 + Neighbourhood_11_3 + Neighbourhood_19_14 + -1'Neighbourhood_18_20 + Neighbourhood_11_18 + Neighbourhood_12_2 + WaitLeft_13 + Neighbourhood_10_3 + -1'Neighbourhood_16_10 + Neighbourhood_2_3 + -1'Neighbourhood_3_13 + Neighbourhood_10_14 + Neighbourhood_1_18 + Neighbourhood_15_18 + Neighbourhood_8_18 + -1'Neighbourhood_3_20 + Neighbourhood_4_16 + -1'Neighbourhood_13_4 + -1'Neighbourhood_16_19 + Neighbourhood_19_3 + Neighbourhood_14_16 + Neighbourhood_12_3 + -1'Neighbourhood_3_17 + -1'Neighbourhood_9_19 + Neighbourhood_6_14 + Neighbourhood_1_14 + Neighbourhood_11_2 + -1'Neighbourhood_9_8 + -1'HasLeft_2 + -1'Neighbourhood_13_17 + Neighbourhood_20_14 + Neighbourhood_5_3 + -1'Neighbourhood_3_19 + -1'Neighbourhood_16_20 + Neighbourhood_5_16 + -1'Neighbourhood_13_6 + Neighbourhood_1_9 + -1'Neighbourhood_16_7 + Think_13 + -1'Neighbourhood_18_1 + -1'Neighbourhood_18_11 + Neighbourhood_15_9 + -1'Neighbourhood_13_13 + -1'Neighbourhood_9_6 + Neighbourhood_14_18 + -1'WaitLeft_2 + Neighbourhood_7_14 + Neighbourhood_10_2 + -1'Neighbourhood_9_10 + Neighbourhood_2_9 + Neighbourhood_6_16 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_3_1 + Neighbourhood_17_3 + Neighbourhood_19_2 + Neighbourhood_7_16 + Neighbourhood_20_16 + Neighbourhood_17_18 + -1'Think_2 + -1'Neighbourhood_13_15 + Neighbourhood_14_9 + -1'Neighbourhood_9_7 + -1'Neighbourhood_3_6 + -1'Neighbourhood_18_15 + Neighbourhood_4_3 + Neighbourhood_6_18 + Outside_14 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + Neighbourhood_14_3 + -1'Neighbourhood_16_17 + Neighbourhood_4_14 + -1'Neighbourhood_18_13 + -1'Neighbourhood_13_5 + Neighbourhood_7_3 + Neighbourhood_8_16 + -1'Neighbourhood_18_7 + -1'Neighbourhood_13_1 = 1
invariant :-1'Neighbourhood_14_19 + Neighbourhood_11_6 + Neighbourhood_11_11 + -1'Neighbourhood_5_19 + Neighbourhood_19_7 + Neighbourhood_11_16 + Neighbourhood_19_16 + Neighbourhood_19_9 + Neighbourhood_11_15 + Neighbourhood_11_7 + -1'Neighbourhood_6_19 + Neighbourhood_19_18 + Neighbourhood_19_6 + Neighbourhood_11_5 + -1'Neighbourhood_13_19 + -1'Neighbourhood_20_19 + Neighbourhood_11_4 + -1'Neighbourhood_7_19 + Neighbourhood_11_17 + -1'Neighbourhood_12_19 + Neighbourhood_19_10 + Neighbourhood_11_9 + Neighbourhood_19_5 + Neighbourhood_11_8 + Neighbourhood_19_20 + -1'Neighbourhood_18_19 + Neighbourhood_19_4 + -1'Neighbourhood_1_19 + Neighbourhood_11_14 + Neighbourhood_19_8 + Neighbourhood_11_3 + Neighbourhood_19_14 + Neighbourhood_11_18 + Neighbourhood_11_13 + -1'Neighbourhood_10_19 + -1'Neighbourhood_16_19 + Neighbourhood_19_3 + -1'Neighbourhood_9_19 + Outside_11 + Neighbourhood_11_2 + -1'Neighbourhood_2_19 + -1'Neighbourhood_3_19 + Neighbourhood_19_12 + Neighbourhood_19_1 + Neighbourhood_11_20 + -1'Neighbourhood_8_19 + Neighbourhood_19_15 + -1'Neighbourhood_17_19 + Neighbourhood_11_12 + Neighbourhood_19_13 + Neighbourhood_19_2 + -1'Neighbourhood_4_19 + Neighbourhood_19_11 + Neighbourhood_11_10 + Neighbourhood_19_17 + -1'Neighbourhood_15_19 + Neighbourhood_11_1 = 1
invariant :HasLeft_10 + -1'WaitRight_10 + -1'HasRight_10 + WaitLeft_10 = 0
invariant :HasLeft_6 + -1'WaitRight_6 + WaitLeft_6 + -1'HasRight_6 = 0
invariant :HasRight_15 + -1'WaitLeft_15 + WaitRight_15 + -1'HasLeft_15 = 0
invariant :Neighbourhood_12_7 + Neighbourhood_1_16 + Neighbourhood_12_10 + -1'Neighbourhood_11_11 + -1'Neighbourhood_20_11 + Neighbourhood_12_1 + Neighbourhood_10_5 + Neighbourhood_8_1 + Neighbourhood_8_2 + -1'Neighbourhood_18_8 + -1'Neighbourhood_15_8 + -1'Neighbourhood_16_13 + -1'Neighbourhood_13_8 + HasLeft_13 + -1'Neighbourhood_18_12 + Neighbourhood_1_2 + Neighbourhood_10_15 + -1'Neighbourhood_9_12 + -1'Neighbourhood_6_8 + Neighbourhood_1_1 + Neighbourhood_12_18 + Neighbourhood_12_9 + -1'Neighbourhood_14_11 + -1'Neighbourhood_7_11 + -1'Neighbourhood_2_13 + -1'Neighbourhood_15_12 + -1'Neighbourhood_9_13 + Neighbourhood_8_17 + -1'Neighbourhood_5_8 + Neighbourhood_1_3 + Neighbourhood_8_3 + Neighbourhood_10_16 + -1'Neighbourhood_15_13 + -1'Neighbourhood_4_8 + -1'Neighbourhood_7_12 + -1'Neighbourhood_13_11 + Neighbourhood_12_19 + Neighbourhood_8_15 + -1'Neighbourhood_17_8 + -1'Neighbourhood_20_8 + Neighbourhood_8_14 + -1'Neighbourhood_2_12 + Neighbourhood_8_4 + Neighbourhood_1_4 + Neighbourhood_1_20 + -1'Neighbourhood_16_12 + -1'Neighbourhood_11_8 + Neighbourhood_10_4 + -1'Neighbourhood_6_12 + -1'Neighbourhood_5_11 + -1'Neighbourhood_13_12 + Neighbourhood_8_10 + Neighbourhood_10_17 + -1'Neighbourhood_3_8 + -1'Neighbourhood_14_13 + -1'Neighbourhood_3_12 + Neighbourhood_1_19 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + -1'Neighbourhood_19_8 + -1'Neighbourhood_16_11 + Neighbourhood_10_9 + Neighbourhood_8_5 + -1'Neighbourhood_6_11 + Neighbourhood_8_9 + -1'Neighbourhood_14_12 + -1'HasLeft_1 + -1'Neighbourhood_5_12 + -1'Neighbourhood_11_13 + Neighbourhood_12_2 + WaitLeft_13 + Neighbourhood_10_3 + Neighbourhood_10_19 + Neighbourhood_12_17 + -1'Neighbourhood_3_13 + Outside_10 + Neighbourhood_10_20 + Neighbourhood_10_14 + Neighbourhood_1_18 + -1'Neighbourhood_15_11 + Neighbourhood_8_20 + Neighbourhood_8_18 + -1'Neighbourhood_4_12 + Neighbourhood_1_6 + Neighbourhood_8_7 + Neighbourhood_12_3 + -1'Outside_11 + -1'Neighbourhood_2_8 + Neighbourhood_1_14 + -1'Neighbourhood_9_8 + -1'WaitLeft_1 + -1'Neighbourhood_6_13 + Neighbourhood_1_9 + -1'Neighbourhood_19_12 + Think_13 + Neighbourhood_8_6 + -1'Neighbourhood_14_8 + -1'Neighbourhood_18_11 + Neighbourhood_12_5 + Neighbourhood_1_15 + Neighbourhood_12_15 + Neighbourhood_1_5 + -1'Neighbourhood_13_13 + Neighbourhood_8_19 + -1'Neighbourhood_20_13 + Neighbourhood_12_4 + Neighbourhood_10_2 + -1'Neighbourhood_4_11 + Neighbourhood_10_10 + -1'Neighbourhood_17_11 + -1'Neighbourhood_3_11 + Neighbourhood_12_14 + -1'Neighbourhood_11_12 + -1'Neighbourhood_7_8 + -1'Neighbourhood_19_13 + Neighbourhood_10_7 + Neighbourhood_10_1 + Neighbourhood_10_6 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + Neighbourhood_12_20 + -1'Neighbourhood_17_13 + -1'Neighbourhood_19_11 + -1'Neighbourhood_20_12 + Neighbourhood_12_6 + -1'Think_1 + Neighbourhood_1_10 + -1'Neighbourhood_17_12 + -1'Neighbourhood_16_8 + -1'Neighbourhood_9_11 + Neighbourhood_12_16 + -1'Neighbourhood_18_13 + Neighbourhood_1_17 + Neighbourhood_1_7 + Neighbourhood_8_16 + -1'Neighbourhood_2_11 = 0
invariant :WaitRight_20 + -1'WaitLeft_20 + HasRight_20 + -1'HasLeft_20 = 0
invariant :Neighbourhood_14_4 + Neighbourhood_14_19 + Neighbourhood_14_14 + Neighbourhood_14_11 + Neighbourhood_14_2 + Neighbourhood_14_10 + Neighbourhood_14_1 + Neighbourhood_14_20 + Neighbourhood_14_13 + Neighbourhood_14_12 + Neighbourhood_14_15 + Neighbourhood_14_7 + Neighbourhood_14_5 + Neighbourhood_14_16 + Neighbourhood_14_6 + Neighbourhood_14_8 + Neighbourhood_14_18 + Neighbourhood_14_17 + Neighbourhood_14_9 + Outside_14 + Neighbourhood_14_3 = 1
invariant :-1'Neighbourhood_18_16 + -1'Neighbourhood_18_8 + -1'Neighbourhood_18_12 + Neighbourhood_4_9 + Neighbourhood_19_9 + Neighbourhood_12_9 + Neighbourhood_5_9 + Neighbourhood_20_9 + -1'Neighbourhood_18_6 + -1'Neighbourhood_18_17 + -1'Neighbourhood_18_4 + Neighbourhood_6_9 + Neighbourhood_7_9 + -1'Neighbourhood_18_18 + Neighbourhood_11_9 + -1'Neighbourhood_18_19 + -1'Outside_18 + -1'Neighbourhood_18_5 + -1'Neighbourhood_18_10 + -1'Neighbourhood_18_14 + Neighbourhood_17_9 + Neighbourhood_10_9 + Neighbourhood_8_9 + -1'Neighbourhood_18_20 + Neighbourhood_9_9 + -1'Neighbourhood_18_2 + Outside_9 + -1'Neighbourhood_18_3 + Neighbourhood_1_9 + -1'Neighbourhood_18_1 + -1'Neighbourhood_18_11 + Neighbourhood_15_9 + Neighbourhood_16_9 + Neighbourhood_2_9 + Neighbourhood_3_9 + Neighbourhood_14_9 + -1'Neighbourhood_18_15 + -1'Neighbourhood_18_13 + Neighbourhood_13_9 + -1'Neighbourhood_18_7 = 0
invariant :Neighbourhood_12_1 + Neighbourhood_8_1 + Neighbourhood_15_1 + Neighbourhood_1_1 + Neighbourhood_9_1 + Neighbourhood_14_1 + Neighbourhood_6_1 + Neighbourhood_17_1 + Neighbourhood_16_1 + -1'HasLeft_1 + Neighbourhood_7_1 + -1'WaitLeft_1 + Neighbourhood_18_1 + Neighbourhood_5_1 + Neighbourhood_19_1 + Neighbourhood_4_1 + Neighbourhood_10_1 + Neighbourhood_3_1 + -1'Think_1 + Neighbourhood_20_1 + Neighbourhood_11_1 + Neighbourhood_2_1 + Neighbourhood_13_1 = 0
invariant :HasRight_13 + WaitRight_13 + -1'HasLeft_13 + -1'WaitLeft_13 = 0
invariant :-1'Neighbourhood_8_13 + Neighbourhood_10_5 + Neighbourhood_10_11 + -1'Neighbourhood_16_13 + HasLeft_13 + Neighbourhood_10_15 + -1'Neighbourhood_2_13 + -1'Neighbourhood_9_13 + Neighbourhood_10_16 + -1'Neighbourhood_15_13 + -1'Neighbourhood_1_13 + Neighbourhood_10_4 + Neighbourhood_10_17 + -1'Neighbourhood_14_13 + Neighbourhood_10_18 + -1'Neighbourhood_4_13 + Neighbourhood_10_9 + -1'Neighbourhood_11_13 + WaitLeft_13 + Neighbourhood_10_3 + Neighbourhood_10_19 + -1'Neighbourhood_3_13 + Outside_10 + Neighbourhood_10_20 + Neighbourhood_10_14 + -1'Neighbourhood_12_13 + -1'Neighbourhood_6_13 + Think_13 + Neighbourhood_10_8 + -1'Neighbourhood_13_13 + -1'Neighbourhood_20_13 + Neighbourhood_10_2 + Neighbourhood_10_10 + -1'Neighbourhood_19_13 + Neighbourhood_10_7 + Neighbourhood_10_1 + Neighbourhood_10_6 + -1'Neighbourhood_7_13 + -1'Neighbourhood_5_13 + -1'Neighbourhood_17_13 + Neighbourhood_10_12 + -1'Neighbourhood_18_13 = 1
invariant :HasLeft_2 + Outside_2 + WaitLeft_2 + Think_2 = 1
invariant :Think_10 + Outside_10 + WaitRight_10 + HasRight_10 = 1
Successfully loaded order from file /home/mcc/execution/model.ord
Loading property file ReachabilityFireability.prop.
Read [invariant] property : PhilosophersDyn-PT-20-ReachabilityFireability-00 with value :(((((((((((((((((((((((Forks_10>=1)&&(WaitLeft_10>=1))||((WaitLeft_11>=1)&&(Forks_11>=1)))||((Forks_3>=1)&&(WaitLeft_3>=1)))||((Forks_4>=1)&&(WaitLeft_4>=1)))||((Forks_13>=1)&&(WaitLeft_13>=1)))||((Forks_5>=1)&&(WaitLeft_5>=1)))||((WaitLeft_2>=1)&&(Forks_2>=1)))||((WaitLeft_12>=1)&&(Forks_12>=1)))||((Forks_6>=1)&&(WaitLeft_6>=1)))||((Forks_15>=1)&&(WaitLeft_15>=1)))||((Forks_20>=1)&&(WaitLeft_20>=1)))||((Forks_1>=1)&&(WaitLeft_1>=1)))||((WaitLeft_14>=1)&&(Forks_14>=1)))||((Forks_8>=1)&&(WaitLeft_8>=1)))||((Forks_17>=1)&&(WaitLeft_17>=1)))||((WaitLeft_7>=1)&&(Forks_7>=1)))||((Forks_18>=1)&&(WaitLeft_18>=1)))||((Forks_9>=1)&&(WaitLeft_9>=1)))||((WaitLeft_16>=1)&&(Forks_16>=1)))||((Forks_19>=1)&&(WaitLeft_19>=1)))&&(!(((((((((((((((((((((Forks_10>=1)&&(WaitLeft_10>=1))||((WaitLeft_11>=1)&&(Forks_11>=1)))||((Forks_3>=1)&&(WaitLeft_3>=1)))||((Forks_4>=1)&&(WaitLeft_4>=1)))||((Forks_13>=1)&&(WaitLeft_13>=1)))||((Forks_5>=1)&&(WaitLeft_5>=1)))||((WaitLeft_2>=1)&&(Forks_2>=1)))||((WaitLeft_12>=1)&&(Forks_12>=1)))||((Forks_6>=1)&&(WaitLeft_6>=1)))||((Forks_15>=1)&&(WaitLeft_15>=1)))||((Forks_20>=1)&&(WaitLeft_20>=1)))||((Forks_1>=1)&&(WaitLeft_1>=1)))||((WaitLeft_14>=1)&&(Forks_14>=1)))||((Forks_8>=1)&&(WaitLeft_8>=1)))||((Forks_17>=1)&&(WaitLeft_17>=1)))||((WaitLeft_7>=1)&&(Forks_7>=1)))||((Forks_18>=1)&&(WaitLeft_18>=1)))||((Forks_9>=1)&&(WaitLeft_9>=1)))||((WaitLeft_16>=1)&&(Forks_16>=1)))||((Forks_19>=1)&&(WaitLeft_19>=1)))))||((((((((((((((((((((((Think_15>=1)||(Think_4>=1))||(Think_14>=1))||(Think_5>=1))||(Think_13>=1))||(Think_6>=1))||(Think_20>=1))||(Think_12>=1))||(Think_7>=1))||(Think_1>=1))||(Think_8>=1))||(Think_18>=1))||(Think_9>=1))||(Think_19>=1))||(Think_3>=1))||(Think_17>=1))||(Think_10>=1))||(Think_2>=1))||(Think_11>=1))||(Think_16>=1))||(!((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((HasLeft_5>=1)&&(Neighbourhood_5_13>=1))&&(HasRight_5>=1))||(((Neighbourhood_20_9>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_18>=1))&&(HasRight_3>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_4>=1)))||(((Neighbourhood_11_3>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_10_16>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_1>=1)))||(((Neighbourhood_9_15>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_5>=1)&&(Neighbourhood_5_20>=1))&&(HasRight_5>=1)))||(((Neighbourhood_9_17>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_15>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_11>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_14>=1))&&(HasLeft_16>=1)))||(((HasLeft_20>=1)&&(HasRight_20>=1))&&(Neighbourhood_20_14>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_20>=1)))||(((Neighbourhood_17_11>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasRight_14>=1)&&(HasLeft_14>=1))&&(Neighbourhood_14_15>=1)))||(((Neighbourhood_5_18>=1)&&(HasLeft_5>=1))&&(HasRight_5>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_8>=1)))||(((HasRight_11>=1)&&(Neighbourhood_11_12>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_10_4>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((Neighbourhood_3_1>=1)&&(HasLeft_3>=1))&&(HasRight_3>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_3>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_19>=1)))||(((Neighbourhood_6_12>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((Neighbourhood_13_7>=1)&&(HasLeft_13>=1))&&(HasRight_13>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_2>=1)))||(((Neighbourhood_16_17>=1)&&(HasLeft_16>=1))&&(HasRight_16>=1)))||(((HasRight_12>=1)&&(HasLeft_12>=1))&&(Neighbourhood_12_20>=1)))||(((HasLeft_14>=1)&&(Neighbourhood_14_8>=1))&&(HasRight_14>=1)))||(((Neighbourhood_7_19>=1)&&(HasLeft_7>=1))&&(HasRight_7>=1)))||(((HasLeft_4>=1)&&(Neighbourhood_4_9>=1))&&(HasRight_4>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_2>=1))&&(HasLeft_12>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_7>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_7>=1)))||(((Neighbourhood_1_12>=1)&&(HasRight_1>=1))&&(HasLeft_1>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_5>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_11>=1))&&(HasRight_6>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_2>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_16>=1)))||(((Neighbourhood_1_3>=1)&&(HasLeft_1>=1))&&(HasRight_1>=1)))||(((HasLeft_8>=1)&&(HasRight_8>=1))&&(Neighbourhood_8_6>=1)))||(((Neighbourhood_15_6>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((HasRight_9>=1)&&(Neighbourhood_9_6>=1))&&(HasLeft_9>=1)))||(((HasLeft_7>=1)&&(HasRight_7>=1))&&(Neighbourhood_7_1>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_10>=1))&&(HasRight_3>=1)))||(((Neighbourhood_12_9>=1)&&(HasLeft_12>=1))&&(HasRight_12>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_5>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_15>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_12>=1)))||(((Neighbourhood_8_9>=1)&&(HasLeft_8>=1))&&(HasRight_8>=1)))||(((HasRight_11>=1)&&(Neighbourhood_11_19>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_17_12>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasRight_17>=1)&&(Neighbourhood_17_18>=1))&&(HasLeft_17>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_4>=1)))||(((HasRight_13>=1)&&(HasLeft_13>=1))&&(Neighbourhood_13_17>=1)))||(((HasLeft_7>=1)&&(Neighbourhood_7_8>=1))&&(HasRight_7>=1)))||(((Neighbourhood_6_18>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((Neighbourhood_3_19>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_8>=1)))||(((HasRight_14>=1)&&(Neighbourhood_14_18>=1))&&(HasLeft_14>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_8>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_15>=1))&&(HasLeft_16>=1)))||(((Neighbourhood_13_10>=1)&&(HasRight_13>=1))&&(HasLeft_13>=1)))||(((Neighbourhood_11_4>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((HasRight_15>=1)&&(HasLeft_15>=1))&&(Neighbourhood_15_7>=1)))||(((HasLeft_20>=1)&&(HasRight_20>=1))&&(Neighbourhood_20_3>=1)))||(((HasRight_16>=1)&&(HasLeft_16>=1))&&(Neighbourhood_16_6>=1)))||(((Neighbourhood_12_1>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_5>=1))&&(HasLeft_10>=1)))||(((Neighbourhood_5_10>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((Neighbourhood_2_20>=1)&&(HasLeft_2>=1))&&(HasRight_2>=1)))||(((Neighbourhood_15_17>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((Neighbourhood_5_3>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasRight_14>=1)&&(Neighbourhood_14_16>=1))&&(HasLeft_14>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_10>=1))&&(HasLeft_20>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_12>=1)))||(((Neighbourhood_8_16>=1)&&(HasLeft_8>=1))&&(HasRight_8>=1)))||(((Neighbourhood_12_19>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_4>=1)))||(((Neighbourhood_15_16>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((Neighbourhood_2_11>=1)&&(HasLeft_2>=1))&&(HasRight_2>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_20>=1))&&(HasRight_6>=1)))||(((Neighbourhood_20_13>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_2>=1))&&(HasRight_3>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_9>=1)))||(((Neighbourhood_11_11>=1)&&(HasLeft_11>=1))&&(HasRight_11>=1)))||(((HasLeft_10>=1)&&(HasRight_10>=1))&&(Neighbourhood_10_6>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_12>=1)))||(((Neighbourhood_4_3>=1)&&(HasRight_4>=1))&&(HasLeft_4>=1)))||(((Neighbourhood_7_18>=1)&&(HasRight_7>=1))&&(HasLeft_7>=1)))||(((HasRight_9>=1)&&(HasLeft_9>=1))&&(Neighbourhood_9_5>=1)))||(((HasRight_4>=1)&&(Neighbourhood_4_10>=1))&&(HasLeft_4>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_1>=1))&&(HasRight_6>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_1>=1))&&(HasRight_11>=1)))||(((HasLeft_9>=1)&&(Neighbourhood_9_12>=1))&&(HasRight_9>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_10>=1))&&(HasLeft_12>=1)))||(((Neighbourhood_13_18>=1)&&(HasRight_13>=1))&&(HasLeft_13>=1)))||(((Neighbourhood_17_13>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((HasLeft_7>=1)&&(HasRight_7>=1))&&(Neighbourhood_7_9>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_17>=1)))||(((HasLeft_17>=1)&&(Neighbourhood_17_17>=1))&&(HasRight_17>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_14>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_7>=1)))||(((Neighbourhood_16_5>=1)&&(HasRight_16>=1))&&(HasLeft_16>=1)))||(((HasRight_3>=1)&&(HasLeft_3>=1))&&(Neighbourhood_3_9>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_7>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_20_20>=1)&&(HasRight_20>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_3_16>=1)&&(HasLeft_3>=1))&&(HasRight_3>=1)))||(((HasLeft_1>=1)&&(Neighbourhood_1_7>=1))&&(HasRight_1>=1)))||(((Neighbourhood_15_18>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_2_1>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((HasRight_15>=1)&&(Neighbourhood_15_4>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_6_19>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((HasLeft_9>=1)&&(HasRight_9>=1))&&(Neighbourhood_9_19>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_13>=1))&&(HasLeft_10>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_16>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_11>=1)))||(((Neighbourhood_11_6>=1)&&(HasLeft_11>=1))&&(HasRight_11>=1)))||(((HasRight_6>=1)&&(HasLeft_6>=1))&&(Neighbourhood_6_10>=1)))||(((Neighbourhood_19_13>=1)&&(HasRight_19>=1))&&(HasLeft_19>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_2>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_12_7>=1)&&(HasLeft_12>=1))&&(HasRight_12>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_4>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_4>=1)))||(((Neighbourhood_11_20>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((HasLeft_15>=1)&&(Neighbourhood_15_11>=1))&&(HasRight_15>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_13>=1))&&(HasRight_11>=1)))||(((Neighbourhood_1_14>=1)&&(HasRight_1>=1))&&(HasLeft_1>=1)))||(((HasRight_7>=1)&&(HasLeft_7>=1))&&(Neighbourhood_7_10>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_15>=1))&&(HasRight_18>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_17>=1)))||(((HasRight_18>=1)&&(Neighbourhood_18_14>=1))&&(HasLeft_18>=1)))||(((Neighbourhood_5_2>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasLeft_2>=1)&&(Neighbourhood_2_15>=1))&&(HasRight_2>=1)))||(((HasRight_6>=1)&&(HasLeft_6>=1))&&(Neighbourhood_6_16>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_17>=1))&&(HasLeft_8>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_8>=1)))||(((Neighbourhood_4_11>=1)&&(HasRight_4>=1))&&(HasLeft_4>=1)))||(((HasRight_5>=1)&&(HasLeft_5>=1))&&(Neighbourhood_5_1>=1)))||(((Neighbourhood_9_13>=1)&&(HasLeft_9>=1))&&(HasRight_9>=1)))||(((HasRight_13>=1)&&(Neighbourhood_13_1>=1))&&(HasLeft_13>=1)))||(((HasRight_7>=1)&&(Neighbourhood_7_3>=1))&&(HasLeft_7>=1)))||(((HasRight_6>=1)&&(Neighbourhood_6_9>=1))&&(HasLeft_6>=1)))||(((HasRight_11>=1)&&(HasLeft_11>=1))&&(Neighbourhood_11_2>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_5>=1))&&(HasRight_18>=1)))||(((Neighbourhood_2_9>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((Neighbourhood_12_14>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((Neighbourhood_5_8>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasLeft_9>=1)&&(Neighbourhood_9_4>=1))&&(HasRight_9>=1)))||(((HasRight_5>=1)&&(Neighbourhood_5_15>=1))&&(HasLeft_5>=1)))||(((HasRight_3>=1)&&(Neighbourhood_3_17>=1))&&(HasLeft_3>=1)))||(((HasLeft_20>=1)&&(Neighbourhood_20_12>=1))&&(HasRight_20>=1)))||(((Neighbourhood_10_7>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_14>=1))&&(HasRight_11>=1)))||(((HasLeft_14>=1)&&(Neighbourhood_14_9>=1))&&(HasRight_14>=1)))||(((HasRight_18>=1)&&(Neighbourhood_18_9>=1))&&(HasLeft_18>=1)))||(((HasRight_7>=1)&&(HasLeft_7>=1))&&(Neighbourhood_7_17>=1)))||(((HasLeft_10>=1)&&(HasRight_10>=1))&&(Neighbourhood_10_12>=1)))||(((HasLeft_18>=1)&&(HasRight_18>=1))&&(Neighbourhood_18_2>=1)))||(((Neighbourhood_19_3>=1)&&(HasLeft_19>=1))&&(HasRight_19>=1)))||(((Neighbourhood_6_2>=1)&&(HasLeft_6>=1))&&(HasRight_6>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_15>=1)))||(((HasLeft_17>=1)&&(Neighbourhood_17_15>=1))&&(HasRight_17>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_8>=1))&&(HasRight_6>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_15>=1)))||(((Neighbourhood_9_18>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_15>=1)&&(HasRight_15>=1))&&(Neighbourhood_15_5>=1)))||(((HasLeft_1>=1)&&(Neighbourhood_1_6>=1))&&(HasRight_1>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_18>=1))&&(HasLeft_8>=1)))||(((HasRight_8>=1)&&(HasLeft_8>=1))&&(Neighbourhood_8_11>=1)))||(((Neighbourhood_15_19>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_3_3>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_1>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_4>=1))&&(HasLeft_8>=1)))||(((HasLeft_5>=1)&&(Neighbourhood_5_9>=1))&&(HasRight_5>=1)))||(((HasRight_4>=1)&&(Neighbourhood_4_12>=1))&&(HasLeft_4>=1)))||(((Neighbourhood_19_17>=1)&&(HasRight_19>=1))&&(HasLeft_19>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_4>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_20_11>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_10>=1)&&(Neighbourhood_10_1>=1))&&(HasRight_10>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_10>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_8>=1))&&(HasLeft_10>=1)))||(((HasLeft_7>=1)&&(Neighbourhood_7_2>=1))&&(HasRight_7>=1)))||(((HasRight_8>=1)&&(HasLeft_8>=1))&&(Neighbourhood_8_5>=1)))||(((Neighbourhood_18_3>=1)&&(HasRight_18>=1))&&(HasLeft_18>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_17>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_4>=1)))||(((Neighbourhood_8_19>=1)&&(HasRight_8>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_6_3>=1)&&(HasLeft_6>=1))&&(HasRight_6>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_19>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_12>=1))&&(HasLeft_16>=1)))||(((Neighbourhood_17_6>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((Neighbourhood_16_13>=1)&&(HasRight_16>=1))&&(HasLeft_16>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_16>=1))&&(HasRight_18>=1)))||(((HasRight_5>=1)&&(Neighbourhood_5_14>=1))&&(HasLeft_5>=1)))||(((Neighbourhood_17_7>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasLeft_13>=1)&&(Neighbourhood_13_2>=1))&&(HasRight_13>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_10>=1)))||(((HasLeft_12>=1)&&(Neighbourhood_12_8>=1))&&(HasRigh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ks_6>=1))&&(Neighbourhood_6_1>=1))&&(Neighbourhood_8_6>=1)))||((((Neighbourhood_10_20>=1)&&(Think_10>=1))&&(Forks_10>=1))&&(Neighbourhood_1_10>=1)))||((((Forks_15>=1)&&(Think_15>=1))&&(Neighbourhood_10_15>=1))&&(Neighbourhood_15_16>=1)))||((((Neighbourhood_20_5>=1)&&(Neighbourhood_5_1>=1))&&(Think_5>=1))&&(Forks_5>=1)))||((((Think_6>=1)&&(Forks_6>=1))&&(Neighbourhood_17_6>=1))&&(Neighbourhood_6_18>=1)))||((((Neighbourhood_7_15>=1)&&(Neighbourhood_15_9>=1))&&(Forks_15>=1))&&(Think_15>=1)))||((((Forks_8>=1)&&(Neighbourhood_8_14>=1))&&(Think_8>=1))&&(Neighbourhood_6_8>=1)))||((((Think_4>=1)&&(Neighbourhood_8_4>=1))&&(Neighbourhood_4_2>=1))&&(Forks_4>=1)))||((((Neighbourhood_18_14>=1)&&(Forks_18>=1))&&(Neighbourhood_2_18>=1))&&(Think_18>=1)))||((((Neighbourhood_13_6>=1)&&(Neighbourhood_6_4>=1))&&(Forks_6>=1))&&(Think_6>=1)))||((((Neighbourhood_19_11>=1)&&(Think_11>=1))&&(Neighbourhood_11_3>=1))&&(Forks_11>=1)))||((((Think_14>=1)&&(Forks_14>=1))&&(Neighbourhood_14_3>=1))&&(Neighbourhood_18_14>=1)))||((((Neighbourhood_20_7>=1)&&(Forks_20>=1))&&(Think_20>=1))&&(Neighbourhood_1_20>=1)))||((((Neighbourhood_15_19>=1)&&(Neighbourhood_19_11>=1))&&(Forks_19>=1))&&(Think_19>=1)))||((((Think_4>=1)&&(Forks_4>=1))&&(Neighbourhood_4_5>=1))&&(Neighbourhood_5_4>=1)))||((((Forks_19>=1)&&(Think_19>=1))&&(Neighbourhood_20_19>=1))&&(Neighbourhood_19_13>=1)))||((((Neighbourhood_18_3>=1)&&(Think_3>=1))&&(Forks_3>=1))&&(Neighbourhood_3_10>=1)))||((((Forks_20>=1)&&(Neighbourhood_8_20>=1))&&(Think_20>=1))&&(Neighbourhood_20_19>=1)))||((((Neighbourhood_17_3>=1)&&(Forks_17>=1))&&(Neighbourhood_1_17>=1))&&(Think_17>=1)))||((((Neighbourhood_11_19>=1)&&(Forks_11>=1))&&(Think_11>=1))&&(Neighbourhood_17_11>=1)))||((((Think_2>=1)&&(Neighbourhood_12_2>=1))&&(Neighbourhood_2_11>=1))&&(Forks_2>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_14>=1))&&(Think_16>=1))&&(Neighbourhood_17_16>=1)))||((((Neighbourhood_15_9>=1)&&(Neighbourhood_13_15>=1))&&(Forks_15>=1))&&(Think_15>=1)))||((((Neighbourhood_12_13>=1)&&(Forks_13>=1))&&(Neighbourhood_13_14>=1))&&(Think_13>=1)))||((((Forks_14>=1)&&(Think_14>=1))&&(Neighbourhood_15_14>=1))&&(Neighbourhood_14_13>=1)))||((((Neighbourhood_2_8>=1)&&(Neighbourhood_8_3>=1))&&(Think_8>=1))&&(Forks_8>=1)))||((((Think_15>=1)&&(Forks_15>=1))&&(Neighbourhood_15_9>=1))&&(Neighbourhood_14_15>=1)))||((((Forks_7>=1)&&(Neighbourhood_7_7>=1))&&(Neighbourhood_1_7>=1))&&(Think_7>=1)))||((((Think_19>=1)&&(Neighbourhood_2_19>=1))&&(Neighbourhood_19_15>=1))&&(Forks_19>=1)))||((((Think_5>=1)&&(Neighbourhood_16_5>=1))&&(Forks_5>=1))&&(Neighbourhood_5_8>=1)))||((((Think_10>=1)&&(Neighbourhood_1_10>=1))&&(Neighbourhood_10_8>=1))&&(Forks_10>=1)))||((((Think_2>=1)&&(Neighbourhood_2_19>=1))&&(Forks_2>=1))&&(Neighbourhood_20_2>=1)))||((((Think_2>=1)&&(Neighbourhood_2_10>=1))&&(Neighbourhood_14_2>=1))&&(Forks_2>=1)))||((((Think_9>=1)&&(Neighbourhood_2_9>=1))&&(Neighbourhood_9_20>=1))&&(Forks_9>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_6_12>=1))&&(Neighbourhood_5_6>=1)))||((((Forks_17>=1)&&(Neighbourhood_17_20>=1))&&(Think_17>=1))&&(Neighbourhood_16_17>=1)))||((((Forks_13>=1)&&(Neighbourhood_13_14>=1))&&(Neighbourhood_3_13>=1))&&(Think_13>=1)))||((((Think_18>=1)&&(Neighbourhood_18_19>=1))&&(Neighbourhood_6_18>=1))&&(Forks_18>=1)))||((((Neighbourhood_8_15>=1)&&(Neighbourhood_15_2>=1))&&(Forks_15>=1))&&(Think_15>=1)))||((((Forks_1>=1)&&(Think_1>=1))&&(Neighbourhood_18_1>=1))&&(Neighbourhood_1_7>=1)))||((((Neighbourhood_20_1>=1)&&(Neighbourhood_1_17>=1))&&(Forks_1>=1))&&(Think_1>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_12>=1))&&(Neighbourhood_18_16>=1))&&(Think_16>=1)))||((((Neighbourhood_2_7>=1)&&(Think_2>=1))&&(Forks_2>=1))&&(Neighbourhood_9_2>=1)))||((((Think_4>=1)&&(Neighbourhood_4_16>=1))&&(Forks_4>=1))&&(Neighbourhood_2_4>=1)))||((((Neighbourhood_16_5>=1)&&(Forks_16>=1))&&(Think_16>=1))&&(Neighbourhood_14_16>=1)))||((((Neighbourhood_18_18>=1)&&(Forks_18>=1))&&(Neighbourhood_19_18>=1))&&(Think_18>=1)))||((((Neighbourhood_14_7>=1)&&(Think_7>=1))&&(Neighbourhood_7_14>=1))&&(Forks_7>=1)))||((((Forks_3>=1)&&(Neighbourhood_19_3>=1))&&(Think_3>=1))&&(Neighbourhood_3_10>=1)))||((((Neighbourhood_17_1>=1)&&(Neighbourhood_1_9>=1))&&(Think_1>=1))&&(Forks_1>=1)))||((((Think_4>=1)&&(Neighbourhood_5_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_9>=1)))||((((Forks_10>=1)&&(Neighbourhood_15_10>=1))&&(Neighbourhood_10_16>=1))&&(Think_10>=1)))||((((Neighbourhood_19_1>=1)&&(Forks_19>=1))&&(Neighbourhood_12_19>=1))&&(Think_19>=1)))||((((Neighbourhood_9_13>=1)&&(Neighbourhood_13_2>=1))&&(Think_13>=1))&&(Forks_13>=1)))||((((Forks_18>=1)&&(Think_18>=1))&&(Neighbourhood_18_16>=1))&&(Neighbourhood_6_18>=1)))||((((Forks_19>=1)&&(Neighbourhood_19_13>=1))&&(Think_19>=1))&&(Neighbourhood_16_19>=1)))||((((Neighbourhood_7_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_7>=1)))||((((Forks_5>=1)&&(Neighbourhood_5_8>=1))&&(Think_5>=1))&&(Neighbourhood_17_5>=1)))||((((Think_1>=1)&&(Forks_1>=1))&&(Neighbourhood_1_4>=1))&&(Neighbourhood_9_1>=1)))||((((Neighbourhood_8_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&(Forks_10>=1))&&(Neighbourhood_10_11>=1)))||((((Think_3>=1)&&(Forks_3>=1))&&(Neighbourhood_2_3>=1))&&(Neighbourhood_3_3>=1)))||((((Think_8>=1)&&(Neighbourhood_8_7>=1))&&(Forks_8>=1))&&(Neighbourhood_19_8>=1)))||((((Forks_5>=1)&&(Neighbourhood_18_5>=1))&&(Think_5>=1))&&(Neighbourhood_5_12>=1)))||((((Neighbourhood_15_11>=1)&&(Neighbourhood_18_15>=1))&&(Think_15>=1))&&(Forks_15>=1)))||((((Think_19>=1)&&(Forks_19>=1))&&(Neighbourhood_3_19>=1))&&(Neighbourhood_19_11>=1)))||((((Neighbourhood_2_20>=1)&&(Think_20>=1))&&(Neighbourhood_20_19>=1))&&(Forks_20>=1)))||((((Neighbourhood_13_9>=1)&&(Forks_13>=1))&&(Think_13>=1))&&(Neighbourhood_7_13>=1)))||((((Neighbourhood_18_15>=1)&&(Think_18>=1))&&(Forks_18>=1))&&(Neighbourhood_19_18>=1)))||((((Think_10>=1)&&(Neighbourhood_10_17>=1))&&(Neighbourhood_9_10>=1))&&(Forks_10>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_4_6>=1))&&(Neighbourhood_6_11>=1)))||((((Think_1>=1)&&(Neighbourhood_1_10>=1))&&(Forks_1>=1))&&(Neighbourhood_5_1>=1)))||((((Think_10>=1)&&(Forks_10>=1))&&(Neighbourhood_10_2>=1))&&(Neighbourhood_6_10>=1)))||((((Think_12>=1)&&(Forks_12>=1))&&(Neighbourhood_1_12>=1))&&(Neighbourhood_12_1>=1)))||((((Think_17>=1)&&(Neighbourhood_17_18>=1))&&(Neighbourhood_16_17>=1))&&(Forks_17>=1)))||((((Neighbourhood_4_18>=1)&&(Forks_4>=1))&&(Think_4>=1))&&(Neighbourhood_17_4>=1)))||((((Neighbourhood_10_17>=1)&&(Forks_10>=1))&&(Think_10>=1))&&(Neighbourhood_15_10>=1)))||((((Forks_14>=1)&&(Think_14>=1))&&(Neighbourhood_14_12>=1))&&(Neighbourhood_6_14>=1)))||((((Forks_9>=1)&&(Think_9>=1))&&(Neighbourhood_3_9>=1))&&(Neighbourhood_9_18>=1)))||((((Neighbourhood_20_3>=1)&&(Forks_3>=1))&&(Think_3>=1))&&(Neighbourhood_3_8>=1)))||((((Neighbourhood_17_2>=1)&&(Think_17>=1))&&(Neighbourhood_13_17>=1))&&(Forks_17>=1)))||((((Forks_18>=1)&&(Neighbourhood_18_4>=1))&&(Neighbourhood_16_18>=1))&&(Think_18>=1)))||((((Neighbourhood_11_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_18>=1)))||((((Neighbourhood_13_8>=1)&&(Think_8>=1))&&(Forks_8>=1))&&(Neighbourhood_8_18>=1)))||((((Neighbourhood_12_17>=1)&&(Think_12>=1))&&(Neighbourhood_8_12>=1))&&(Forks_12>=1)))||((((Forks_10>=1)&&(Neighbourhood_10_3>=1))&&(Think_10>=1))&&(Neighbourhood_11_10>=1)))||((((Think_13>=1)&&(Forks_13>=1))&&(Neighbourhood_13_8>=1))&&(Neighbourhood_5_13>=1)))||((((Neighbourhood_6_17>=1)&&(Forks_6>=1))&&(Think_6>=1))&&(Neighbourhood_5_6>=1)))||((((Forks_16>=1)&&(Think_16>=1))&&(Neighbourhood_20_16>=1))&&(Neighbourhood_16_13>=1)))||((((Think_19>=1)&&(Neighbourhood_5_19>=1))&&(Forks_19>=1))&&(Neighbourhood_19_20>=1)))||((((Neighbourhood_17_11>=1)&&(Forks_11>=1))&&(Think_11>=1))&&(Neighbourhood_11_1>=1)))||((((Neighbourhood_18_17>=1)&&(Forks_18>=1))&&(Think_18>=1))&&(Neighbourhood_11_18>=1)))||((((Think_3>=1)&&(Forks_3>=1))&&(Neighbourhood_19_3>=1))&&(Neighbourhood_3_9>=1)))||((((Think_3>=1)&&(Forks_3>=1))&&(Neighbourhood_11_3>=1))&&(Neighbourhood_3_14>=1)))||((((Think_14>=1)&&(Forks_14>=1))&&(Neighbourhood_14_6>=1))&&(Neighbourhood_13_14>=1)))||((((Neighbourhood_10_20>=1)&&(Think_20>=1))&&(Forks_20>=1))&&(Neighbourhood_20_1>=1)))||((((Neighbourhood_13_10>=1)&&(Neighbourhood_10_15>=1))&&(Think_10>=1))&&(Forks_10>=1)))||((((Neighbourhood_1_12>=1)&&(Think_12>=1))&&(Forks_12>=1))&&(Neighbourhood_12_4>=1)))||((((Neighbourhood_12_9>=1)&&(Think_9>=1))&&(Forks_9>=1))&&(Neighbourhood_9_4>=1)))||((((Neighbourhood_6_6>=1)&&(Neighbourhood_16_6>=1))&&(Think_6>=1))&&(Forks_6>=1)))||((((Think_4>=1)&&(Neighbourhood_19_4>=1))&&(Neighbourhood_4_4>=1))&&(Forks_4>=1)))||((((Think_20>=1)&&(Neighbourhood_20_16>=1))&&(Neighbourhood_5_20>=1))&&(Forks_20>=1)))||((((Forks_6>=1)&&(Neighbourhood_5_6>=1))&&(Neighbourhood_6_5>=1))&&(Think_6>=1)))||((((Neighbourhood_6_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_1>=1)))||((((Forks_8>=1)&&(Neighbourhood_16_8>=1))&&(Neighbourhood_8_15>=1))&&(Think_8>=1)))||((((Neighbourhood_20_7>=1)&&(Neighbourhood_15_20>=1))&&(Forks_20>=1))&&(Think_20>=1)))||((((Forks_3>=1)&&(Neighbourhood_3_3>=1))&&(Think_3>=1))&&(Neighbourhood_3_2>=1)))||((((Neighbourhood_7_9>=1)&&(Forks_7>=1))&&(Neighbourhood_10_7>=1))&&(Think_7>=1)))||((((Neighbourhood_11_11>=1)&&(Neighbourhood_11_18>=1))&&(Think_11>=1))&&(Forks_11>=1)))||((((Neighbourhood_16_13>=1)&&(Neighbourhood_19_16>=1))&&(Think_16>=1))&&(Forks_16>=1)))||((((Neighbourhood_16_15>=1)&&(Neighbourhood_15_6>=1))&&(Forks_15>=1))&&(Think_15>=1)))||((((Think_1>=1)&&(Neighbourhood_3_1>=1))&&(Neighbourhood_1_8>=1))&&(Forks_1>=1)))||((((Neighbourhood_14_12>=1)&&(Think_12>=1))&&(Neighbourhood_12_9>=1))&&(Forks_12>=1)))||((((Neighbourhood_8_10>=1)&&(Neighbourhood_10_10>=1))&&(Forks_10>=1))&&(Think_10>=1)))||((((Neighbourhood_11_9>=1)&&(Think_9>=1))&&(Neighbourhood_9_9>=1))&&(Forks_9>=1)))||((((Neighbourhood_5_4>=1)&&(Neighbourhood_4_2>=1))&&(Forks_4>=1))&&(Think_4>=1)))||((((Forks_19>=1)&&(Neighbourhood_15_19>=1))&&(Neighbourhood_19_7>=1))&&(Think_19>=1)))||((((Neighbourhood_17_3>=1)&&(Neighbourhood_3_8>=1))&&(Forks_3>=1))&&(Think_3>=1)))||((((Forks_12>=1)&&(Think_12>=1))&&(Neighbourhood_2_12>=1))&&(Neighbourhood_12_16>=1)))||((((Forks_9>=1)&&(Neighbourhood_8_9>=1))&&(Neighbourhood_9_20>=1))&&(Think_9>=1)))||((((Think_11>=1)&&(Forks_11>=1))&&(Neighbourhood_20_11>=1))&&(Neighbourhood_11_5>=1)))||((((Neighbourhood_5_17>=1)&&(Think_17>=1))&&(Neighbourhood_17_20>=1))&&(Forks_17>=1)))||((((Think_3>=1)&&(Forks_3>=1))&&(Neighbourhood_3_19>=1))&&(Neighbourhood_2_3>=1)))||((((Think_5>=1)&&(Neighbourhood_4_5>=1))&&(Forks_5>=1))&&(Neighbourhood_5_6>=1)))||((((Think_18>=1)&&(Neighbourhood_15_18>=1))&&(Neighbourhood_18_10>=1))&&(Forks_18>=1)))||((((Neighbourhood_15_17>=1)&&(Think_17>=1))&&(Forks_17>=1))&&(Neighbourhood_17_5>=1)))||((((Neighbourhood_6_13>=1)&&(Neighbourhood_13_18>=1))&&(Forks_13>=1))&&(Think_13>=1)))||((((Neighbourhood_17_16>=1)&&(Forks_17>=1))&&(Neighbourhood_2_17>=1))&&(Think_17>=1)))||((((Neighbourhood_10_13>=1)&&(Forks_10>=1))&&(Neighbourhood_14_10>=1))&&(Think_10>=1)))||((((Think_14>=1)&&(Neighbourhood_16_14>=1))&&(Neighbourhood_14_17>=1))&&(Forks_14>=1)))||((((Forks_17>=1)&&(Think_17>=1))&&(Neighbourhood_9_17>=1))&&(
Neighbourhood_17_8>=1)))||((((Forks_19>=1)&&(Neighbourhood_7_19>=1))&&(Think_19>=1))&&(Neighbourhood_19_9>=1)))||((((Neighbourhood_2_10>=1)&&(Think_2>=1))&&(Neighbourhood_13_2>=1))&&(Forks_2>=1)))||((((Forks_3>=1)&&(Think_3>=1))&&(Neighbourhood_13_3>=1))&&(Neighbourhood_3_16>=1)))||((((Forks_18>=1)&&(Think_18>=1))&&(Neighbourhood_18_17>=1))&&(Neighbourhood_10_18>=1)))||((((Think_17>=1)&&(Neighbourhood_7_17>=1))&&(Neighbourhood_17_11>=1))&&(Forks_17>=1)))||((((Think_13>=1)&&(Forks_13>=1))&&(Neighbourhood_12_13>=1))&&(Neighbourhood_13_3>=1)))||((((Forks_11>=1)&&(Think_11>=1))&&(Neighbourhood_11_2>=1))&&(Neighbourhood_9_11>=1)))||((((Forks_11>=1)&&(Neighbourhood_11_9>=1))&&(Think_11>=1))&&(Neighbourhood_3_11>=1)))||((((Think_1>=1)&&(Neighbourhood_3_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_7>=1)))||((((Forks_6>=1)&&(Neighbourhood_6_11>=1))&&(Neighbourhood_15_6>=1))&&(Think_6>=1)))||((((Neighbourhood_4_12>=1)&&(Think_12>=1))&&(Neighbourhood_12_6>=1))&&(Forks_12>=1)))||((((Think_3>=1)&&(Neighbourhood_3_8>=1))&&(Forks_3>=1))&&(Neighbourhood_16_3>=1)))||((((Think_15>=1)&&(Neighbourhood_15_17>=1))&&(Neighbourhood_6_15>=1))&&(Forks_15>=1)))||((((Neighbourhood_4_8>=1)&&(Think_8>=1))&&(Forks_8>=1))&&(Neighbourhood_8_4>=1)))||((((Neighbourhood_17_14>=1)&&(Think_14>=1))&&(Neighbourhood_14_14>=1))&&(Forks_14>=1)))||((((Forks_8>=1)&&(Neighbourhood_8_8>=1))&&(Neighbourhood_8_16>=1))&&(Think_8>=1)))||((((Neighbourhood_7_2>=1)&&(Neighbourhood_2_4>=1))&&(Forks_2>=1))&&(Think_2>=1)))||((((Neighbourhood_13_8>=1)&&(Forks_8>=1))&&(Neighbourhood_8_6>=1))&&(Think_8>=1)))||((((Neighbourhood_17_13>=1)&&(Neighbourhood_13_16>=1))&&(Forks_13>=1))&&(Think_13>=1)))||((((Think_2>=1)&&(Forks_2>=1))&&(Neighbourhood_2_17>=1))&&(Neighbourhood_14_2>=1)))||((((Forks_17>=1)&&(Neighbourhood_17_13>=1))&&(Think_17>=1))&&(Neighbourhood_9_17>=1)))||((((Neighbourhood_9_12>=1)&&(Neighbourhood_12_1>=1))&&(Think_12>=1))&&(Forks_12>=1)))||((((Think_13>=1)&&(Forks_13>=1))&&(Neighbourhood_13_18>=1))&&(Neighbourhood_18_13>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_16>=1))&&(Think_16>=1))&&(Neighbourhood_16_6>=1)))||((((Neighbourhood_15_7>=1)&&(Think_7>=1))&&(Forks_7>=1))&&(Neighbourhood_7_3>=1)))||((((Neighbourhood_9_17>=1)&&(Forks_9>=1))&&(Neighbourhood_9_9>=1))&&(Think_9>=1)))||((((Neighbourhood_13_3>=1)&&(Think_3>=1))&&(Neighbourhood_3_20>=1))&&(Forks_3>=1)))||((((Neighbourhood_3_8>=1)&&(Neighbourhood_8_18>=1))&&(Forks_8>=1))&&(Think_8>=1)))||((((Neighbourhood_1_15>=1)&&(Forks_1>=1))&&(Think_1>=1))&&(Neighbourhood_15_1>=1)))||((((Think_11>=1)&&(Forks_11>=1))&&(Neighbourhood_11_4>=1))&&(Neighbourhood_7_11>=1)))||((((Neighbourhood_8_4>=1)&&(Neighbourhood_4_11>=1))&&(Forks_4>=1))&&(Think_4>=1)))||((((Neighbourhood_15_13>=1)&&(Think_15>=1))&&(Forks_15>=1))&&(Neighbourhood_4_15>=1)))||((((Think_12>=1)&&(Forks_12>=1))&&(Neighbourhood_12_14>=1))&&(Neighbourhood_16_12>=1)))||((((Neighbourhood_1_12>=1)&&(Think_12>=1))&&(Forks_12>=1))&&(Neighbourhood_12_12>=1)))||((((Forks_3>=1)&&(Think_3>=1))&&(Neighbourhood_3_7>=1))&&(Neighbourhood_17_3>=1)))||((((Neighbourhood_2_15>=1)&&(Forks_2>=1))&&(Think_2>=1))&&(Neighbourhood_10_2>=1)))||((((Think_19>=1)&&(Neighbourhood_19_9>=1))&&(Neighbourhood_20_19>=1))&&(Forks_19>=1)))||((((Neighbourhood_3_3>=1)&&(Think_3>=1))&&(Forks_3>=1))&&(Neighbourhood_3_14>=1)))||((((Neighbourhood_13_1>=1)&&(Forks_1>=1))&&(Neighbourhood_1_2>=1))&&(Think_1>=1)))||((((Neighbourhood_6_7>=1)&&(Forks_6>=1))&&(Think_6>=1))&&(Neighbourhood_7_6>=1)))||((((Neighbourhood_14_16>=1)&&(Neighbourhood_8_14>=1))&&(Forks_14>=1))&&(Think_14>=1)))||((((Neighbourhood_8_13>=1)&&(Neighbourhood_13_19>=1))&&(Forks_13>=1))&&(Think_13>=1)))||((((Think_10>=1)&&(Forks_10>=1))&&(Neighbourhood_19_10>=1))&&(Neighbourhood_10_20>=1)))||((((Neighbourhood_8_18>=1)&&(Think_18>=1))&&(Neighbourhood_18_10>=1))&&(Forks_18>=1)))||((((Think_4>=1)&&(Neighbourhood_17_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_3>=1)))||((((Think_6>=1)&&(Neighbourhood_2_6>=1))&&(Neighbourhood_6_2>=1))&&(Forks_6>=1)))||((((Forks_18>=1)&&(Neighbourhood_12_18>=1))&&(Think_18>=1))&&(Neighbourhood_18_19>=1)))||((((Forks_11>=1)&&(Think_11>=1))&&(Neighbourhood_2_11>=1))&&(Neighbourhood_11_17>=1)))||((((Think_17>=1)&&(Neighbourhood_17_14>=1))&&(Forks_17>=1))&&(Neighbourhood_11_17>=1)))||((((Think_11>=1)&&(Neighbourhood_13_11>=1))&&(Forks_11>=1))&&(Neighbourhood_11_3>=1)))||((((Think_8>=1)&&(Forks_8>=1))&&(Neighbourhood_2_8>=1))&&(Neighbourhood_8_9>=1)))||((((Think_17>=1)&&(Neighbourhood_13_17>=1))&&(Forks_17>=1))&&(Neighbourhood_17_6>=1)))||((((Neighbourhood_18_2>=1)&&(Neighbourhood_2_18>=1))&&(Forks_2>=1))&&(Think_2>=1)))||((((Neighbourhood_17_5>=1)&&(Neighbourhood_5_5>=1))&&(Think_5>=1))&&(Forks_5>=1)))||((((Neighbourhood_11_11>=1)&&(Forks_11>=1))&&(Neighbourhood_12_11>=1))&&(Think_11>=1)))||((((Think_6>=1)&&(Neighbourhood_20_6>=1))&&(Forks_6>=1))&&(Neighbourhood_6_6>=1)))||((((Think_5>=1)&&(Forks_5>=1))&&(Neighbourhood_5_9>=1))&&(Neighbourhood_7_5>=1)))||((((Forks_4>=1)&&(Neighbourhood_1_4>=1))&&(Neighbourhood_4_15>=1))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7>=1))&&(Neighbourhood_20_7>=1)))||((((Neighbourhood_7_19>=1)&&(Think_19>=1))&&(Neighbourhood_19_1>=1))&&(Forks_19>=1)))||((((Forks_17>=1)&&(Think_17>=1))&&(Neighbourhood_10_17>=1))&&(Neighbourhood_17_4>=1)))||((((Neighbourhood_3_2>=1)&&(Think_3>=1))&&(Neighbourhood_18_3>=1))&&(Forks_3>=1)))||((((Forks_4>=1)&&(Neighbourhood_4_7>=1))&&(Neighbourhood_11_4>=1))&&(Think_4>=1)))||((((Neighbourhood_1_2>=1)&&(Neighbourhood_2_19>=1))&&(Forks_2>=1))&&(Think_2>=1)))||((((Neighbourhood_2_10>=1)&&(Forks_2>=1))&&(Think_2>=1))&&(Neighbourhood_15_2>=1)))||((((Neighbourhood_9_13>=1)&&(Forks_13>=1))&&(Neighbourhood_13_8>=1))&&(Think_13>=1)))||((((Think_14>=1)&&(Forks_14>=1))&&(Neighbourhood_2_14>=1))&&(Neighbourhood_14_3>=1)))||((((Forks_5>=1)&&(Neighbourhood_5_5>=1))&&(Neighbourhood_5_14>=1))&&(Think_5>=1)))||((((Forks_19>=1)&&(Neighbourhood_19_5>=1))&&(Neighbourhood_5_19>=1))&&(Think_19>=1)))||((((Neighbourhood_18_15>=1)&&(Think_15>=1))&&(Neighbourhood_15_8>=1))&&(Forks_15>=1)))||((((Neighbourhood_6_8>=1)&&(Neighbourhood_8_7>=1))&&(Forks_8>=1))&&(Think_8>=1)))||((((Neigh
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=1)))||((((Forks_12>=1)&&(Neighbourhood_1_12>=1))&&(Think_12>=1))&&(Neighbourhood_12_8>=1)))||((((Neighbourhood_3_2>=1)&&(Neighbourhood_20_3>=1))&&(Think_3>=1))&&(Forks_3>=1)))||((((Forks_1>=1)&&(Think_1>=1))&&(Neighbourhood_1_9>=1))&&(Neighbourhood_4_1>=1)))||((((Think_17>=1)&&(Forks_17>=1))&&(Neighbourhood_13_17>=1))&&(Neighbourhood_17_17>=1)))||((((Neighbourhood_4_17>=1)&&(Forks_17>=1))&&(Neighbourhood_17_11>=1))&&(Think_17>=1)))||((((Forks_4>=1)&&(Neighbourhood_20_4>=1))&&(Neighbourhood_4_1>=1))&&(Think_4>=1)))||((((Neighbourhood_12_17>=1)&&(Think_17>=1))&&(Forks_17>=1))&&(Neighbourhood_17_11>=1)))||((((Neighbourhood_20_5>=1)&&(Think_5>=1))&&(Forks_5>=1))&&(Neighbourhood_5_18>=1)))||((((Think_2>=1)&&(Forks_2>=1))&&(Neighbourhood_19_2>=1))&&(Neighbourhood_2_19>=1)))||((((Forks_1>=1)&&(Neighbourhood_1_3>=1))&&(Neighbourhood_17_1>=1))&&(Think_1>=1)))||((((Neighbourhood_15_14>=1)&&(Neighbourhood_20_15>=1))&&(Think_15>=1))&&(Forks_15>=1)))||((((Neighbourhood_3_4>=1)&&(Forks_3>=1))&&(Think_3>=1))&&(Neighbourhood_19_3>=1)))||((((Neighbourhood_10_13>=1)&&(Neighbourhood_16_10>=1))&&(Think_10>=1))&&(Forks_10>=1)))||((((Think_18>=1)&&(Neighbourhood_5_18>=1))&&(Neighbourhood_18_5>=1))&&(Forks_18>=1)))||((((Neighbourhood_12_18>=1)&&(Forks_18>=1))&&(Think_18>=1))&&(Neighbourhood_18_13>=1)))||((((Forks_13>=1)&&(Neighbourhood_13_8>=1))&&(Neighbourhood_8_13>=1))&&(Think_13>=1)))||((((Think_13>=1)&&(Neighbourhood_10_13>=1))&&(Forks_13>=1))&&(Neighbourhood_13_20>=1)))||((((Forks_6>=1)&&(Neighbourhood_6_4>=1))&&(Neighbourhood_9_6>=1))&&(Think_6>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_6_6>=1))&&(Neighbourhood_12_6>=1)))||((((Forks_17>=1)&&(Think_17>=1))&&(Neighbourhood_20_17>=1))&&(Neighbourhood_17_16>=1)))||((((Neighbourhood_14_5>=1)&&(Forks_14>=1))&&(Think_14>=1))&&(Neighbourhood_3_14>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_15>=1))&&(Think_16>=1))&&(Neighbourhood_19_16>=1)))||((((Think_8>=1)&&(Forks_8>=1))&&(Neighbourhood_8_2>=1))&&(Neighbourhood_5_8>=1)))||((((Neighbourhood_10_20>=1)&&(Neighbourhood_18_10>=1))&&(Forks_10>=1))&&(Think_10>=1)))||((((Neighbourhood_10_19>=1)&&(Neighbourhood_13_10>=1))&&(Think_10>=1))&&(Forks_10>=1)))||((((Neighbourhood_17_19>=1)&&(Forks_17>=1))&&(Think_17>=1))&&(Neighbourhood_2_17>=1)))||((((Forks_18>=1)&&(Think_18>=1))&&(Neighbourhood_17_18>=1))&&(Neighbourhood_18_1>=1)))||((((Forks_7>=1)&&(Neighbourhood_7_20>=1))&&(Think_7>=1))&&(Neighbourhood_2_7>=1)))||((((Think_3>=1)&&(Neighbourhood_3_15>=1))&&(Neighbourhood_18_3>=1))&&(Forks_3>=1)))||((((Forks_19>=1)&&(Neighbourhood_19_1>=1))&&(Think_19>=1))&&(Neighbourhood_16_19>=1)))||((((Neighbourhood_8_20>=1)&&(Neighbourhood_12_8>=1))&&(Forks_8>=1))&&(Think_8>=1)))||((((Think_17>=1)&&(Forks_17>=1))&&(Neighbourhood_17_18>=1))&&(Neighbourhood_7_17>=1)))||((((Forks_18>=1)&&(Neighbourhood_18_5>=1))&&(Neighbourhood_18_18>=1))&&(Think_18>=1)))||((((Neighbourhood_18_2>=1)&&(Neighbourhood_3_18>=1))&&(Think_18>=1))&&(Forks_18>=1)))||((((Forks_11>=1)&&(Think_11>=1))&&(Neighbourhood_20_11>=1))&&(Neighbourhood_11_15>=1)))||((((Neighbourhood_10_19>=1)&&(Forks_10>=1))&&(Neighbourhood_16_10>=1))&&(Think_10>=1)))||((((Neighbourhood_15_3>=1)&&(Forks_15>=1))&&(Think_15>=1))&&(Neighbourhood_10_15>=1)))||((((Neighbourhood_7_4>=1)&&(Forks_7>=1))&&(Think_7>=1))&&(Neighbourhood_2_7>=1)))||((((Forks_17>=1)&&(Neighbourhood_17_3>=1))&&(Neighbourhood_19_17>=1))&&(Think_17>=1)))||((((Neighbourhood_13_12>=1)&&(Forks_12>=1))&&(Think_12>=1))&&(Neighbourhood_12_6>=1)))||((((Neighbourhood_20_1>=1)&&(Forks_20>=1))&&(Neighbourhood_12_20>=1))&&(Think_20>=1)))||((((Forks_10>=1)&&(Neighbourhood_17_10>=1))&&(Think_10>=1))&&(Neighbourhood_10_18>=1)))||((((Neighbourhood_17_1>=1)&&(Neighbourhood_17_17>=1))&&(Think_17>=1))&&(Forks_17>=1)))||((((Neighbourhood_7_16>=1)&&(Think_16>=1))&&(Forks_16>=1))&&(Neighbourhood_16_11>=1)))||((((Neighbourhood_8_1>=1)&&(Think_1>=1))&&(Neighbourhood_1_19>=1))&&(Forks_1>=1)))||((((Think_10>=1)&&(Forks_10>=1))&&(Neighbourhood_15_10>=1))&&(Neighbourhood_10_5>=1)))||((((Think_13>=1)&&(Neighbourhood_16_13>=1))&&(Forks_13>=1))&&(Neighbourhood_13_8>=1)))||((((Neighbourhood_3_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_5>=1)))||((((Neighbourhood_1_5>=1)&&(Think_5>=1))&&(Neighbourhood_5_6>=1))&&(Forks_5>=1)))||((((Neighbourhood_11_8>=1)&&(Forks_8>=1))&&(Think_8>=1))&&(Neighbourhood_8_8>=1)))||((((Forks_7>=1)&&(Neighbourhood_7_13>=1))&&(Think_7>=1))&&(Neighbourhood_14_7>=1)))||((((Neighbourhood_1_12>=1)&&(Think_12>=1))&&(Neighbourhood_12_20>=1))&&(Forks_12>=1)))||((((Neighbourhood_10_8>=1)&&(Neighbourhood_4_10>=1))&&(Think_10>=1))&&(Forks_10>=1)))||((((Neighbourhood_9_1>=1)&&(Neighbourhood_1_18>=1))&&(Forks_1>=1))&&(Think_1>=1)))||((((Neighbourhood_16_20>=1)&&(Forks_16>=1))&&(Think_16>=1))&&(Neighbourhood_8_16>=1)))||((((Neighbourhood_6_3>=1)&&(Neighbourhood_19_6>=1))&&(Forks_6>=1))&&(Think_6>=1)))||((((Neighbourhood_2_16>=1)&&(Think_2>=1))&&(Neighbourhood_7_2>=1))&&(Forks_2>=1)))||((((Think_12>=1)&&(Forks_12>=1))&&(Neighbourhood_12_2>=1))&&(Neighbourhood_4_12>=1)))||((((Neighbourhood_2_2>=1)&&(Neighbourhood_2_10>=1))&&(Forks_2>=1))&&(Think_2>=1)))||((((Neighbourhood_15_12>=1)&&(Think_15>=1))&&(Neighbourhood_11_15>=1))&&(Forks_15>=1)))||((((Forks_13>=1)&&(Neighbourhood_14_13>=1))&&(Neighbourhood_13_14>=1))&&(Think_13>=1)))||((((Neighbourhood_11_16>=1)&&(Neighbourhood_6_11>=1))&&(Think_11>=1))&&(Forks_11>=1)))||((((Forks_11>=1)&&(Think_11>=1))&&(Neighbourhood_11_1>=1))&&(Neighbourhood_14_11>=1)))||((((Forks_9>=1)&&(Think_9>=1))&&(Neighbourhood_9_18>=1))&&(Neighbourhood_16_9>=1)))||((((Neighbourhood_12_8>=1)&&(Neighbourhood_15_12>=1))&&(Forks_12>=1))&&(Think_12>=1)))||((((Neighbourhood_14_9>=1)&&(Forks_9>=1))&&(Neighbourhood_9_15>=1))&&(Think_9>=1)))||((((Forks_16>=1)&&(Think_16>=1))&&(Neighbourhood_2_16>=1))&&(Neighbourhood_16_14>=1)))||((((Think_16>=1)&&(Forks_16>=1))&&(Neighbourhood_2_16>=1))&&(Neighbourhood_16_1>=1)))||((((Neighbourhood_18_9>=1)&&(Forks_18>=1))&&(Neighbourhood_7_18>=1))&&(Think_18>=1)))||((((Think_8>=1)&&(Neighbourhood_4_8>=1))&&(Neighbourhood_8_11>=1))&&(Forks_8>=1)))||((
((Think_4>=1)&&(Forks_4>=1))&&(Neighbourhood_13_4>=1))&&(Neighbourhood_4_20>=1)))||((((Think_1>=1)&&(Neighbourhood_1_17>=1))&&(Forks_1>=1))&&(Neighbourhood_2_1>=1)))||((((Neighbourhood_15_13>=1)&&(Think_13>=1))&&(Forks_13>=1))&&(Neighbourhood_13_11>=1)))||((((Think_4>=1)&&(Forks_4>=1))&&(Neighbourhood_4_10>=1))&&(Neighbourhood_1_4>=1)))||((((Neighbourhood_14_20>=1)&&(Forks_14>=1))&&(Neighbourhood_11_14>=1))&&(Think_14>=1)))||((((Forks_3>=1)&&(Neighbourhood_5_3>=1))&&(Think_3>=1))&&(Neighbourhood_3_10>=1)))||((((Neighbourhood_6_5>=1)&&(Think_5>=1))&&(Neighbourhood_5_10>=1))&&(Forks_5>=1)))||((((Neighbourhood_11_13>=1)&&(Think_13>=1))&&(Forks_13>=1))&&(Neighbourhood_13_17>=1)))||((((Forks_18>=1)&&(Think_18>=1))&&(Neighbourhood_16_18>=1))&&(Neighbourhood_18_14>=1)))||((((Think_9>=1)&&(Neighbourhood_9_7>=1))&&(Neighbourhood_12_9>=1))&&(Forks_9>=1)))||((((Neighbourhood_10_16>=1)&&(Forks_10>=1))&&(Neighbourhood_12_10>=1))&&(Think_10>=1)))||((((Think_17>=1)&&(Neighbourhood_17_14>=1))&&(Neighbourhood_1_17>=1))&&(Forks_17>=1)))||((((Forks_19>=1)&&(Neighbourhood_19_19>=1))&&(Think_19>=1))&&(Neighbourhood_17_19>=1)))||((((Think_7>=1)&&(Neighbourhood_7_18>=1))&&(Neighbourhood_19_7>=1))&&(Forks_7>=1)))||((((Forks_19>=1)&&(Neighbourhood_19_18>=1))&&(Neighbourhood_17_19>=1))&&(Think_19>=1)))||((((Neighbourhood_9_15>=1)&&(Neighbourhood_17_9>=1))&&(Think_9>=1))&&(Forks_9>=1)))||((((Neighbourhood_7_17>=1)&&(Forks_7>=1))&&(Think_7>=1))&&(Neighbourhood_17_7>=1)))||((((Neighbourhood_12_10>=1)&&(Forks_12>=1))&&(Think_12>=1))&&(Neighbourhood_12_12>=1)))||((((Neighbourhood_13_20>=1)&&(Think_20>=1))&&(Forks_20>=1))&&(Neighbourhood_20_16>=1)))||(((Forks_20>=1)&&(Think_20>=1))&&(Neighbourhood_20_20>=2)))||((((Forks_13>=1)&&(Neighbourhood_13_18>=1))&&(Neighbourhood_12_13>=1))&&(Think_13>=1)))||((((Think_3>=1)&&(Neighbourhood_17_3>=1))&&(Forks_3>=1))&&(Neighbourhood_3_16>=1)))||((((Forks_7>=1)&&(Neighbourhood_7_14>=1))&&(Think_7>=1))&&(Neighbourhood_12_7>=1)))||((((Forks_7>=1)&&(Think_7>=1))&&(Neighbourhood_9_7>=1))&&(Neighbourhood_7_3>=1)))||((((Forks_14>=1)&&(Neighbourhood_14_15>=1))&&(Neighbourhood_17_14>=1))&&(Think_14>=1)))||((((Forks_12>=1)&&(Think_12>=1))&&(Neighbourhood_6_12>=1))&&(Neighbourhood_12_4>=1)))||((((Forks_5>=1)&&(Think_5>=1))&&(Neighbourhood_10_5>=1))&&(Neighbourhood_5_7>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_6_19>=1))&&(Neighbourhood_9_6>=1)))||((((Neighbourhood_14_6>=1)&&(Think_6>=1))&&(Forks_6>=1))&&(Neighbourhood_6_4>=1)))||((((Neighbourhood_11_16>=1)&&(Neighbourhood_8_11>=1))&&(Think_11>=1))&&(Forks_11>=1)))||((((Neighbourhood_18_16>=1)&&(Forks_18>=1))&&(Think_18>=1))&&(Neighbourhood_18_18>=1)))||((((Neighbourhood_18_2>=1)&&(Neighbourhood_11_18>=1))&&(Think_18>=1))&&(Forks_18>=1)))||((((Forks_15>=1)&&(Neighbourhood_15_9>=1))&&(Think_15>=1))&&(Neighbourhood_20_15>=1)))||((((Neighbourhood_1_2>=1)&&(Neighbourhood_4_1>=1))&&(Forks_1>=1))&&(Think_1>=1)))||((((Neighbourhood_18_5>=1)&&(Think_5>=1))&&(Forks_5>=1))&&(Neighbourhood_5_7>=1)))||((((Neighbourhood_14_6>=1)&&(Forks_6>=1))&&(Think_6>=1))&&(Neighbourhood_6_8>=1)))||((((Think_15>=1)&&(Neighbourhood_16_15>=1))&&(Neighbourhood_15_10>=1))&&(Forks_15>=1)))||((((Neighbourhood_11_6>=1)&&(Neighbourhood_1_11>=1))&&(Forks_11>=1))&&(Think_11>=1)))||((((Think_5>=1)&&(Neighbourhood_5_16>=1))&&(Forks_5>=1))&&(Neighbourhood_18_5>=1)))||((((Think_15>=1)&&(Neighbourhood_16_15>=1))&&(Neighbourhood_15_20>=1))&&(Forks_15>=1)))||((((Think_1>=1)&&(Neighbourhood_1_4>=1))&&(Neighbourhood_14_1>=1))&&(Forks_1>=1)))||((((Neighbourhood_17_10>=1)&&(Think_10>=1))&&(Forks_10>=1))&&(Neighbourhood_10_4>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_6_18>=1))&&(Neighbourhood_14_6>=1)))||((((Forks_19>=1)&&(Think_19>=1))&&(Neighbourhood_10_19>=1))&&(Neighbourhood_19_12>=1)))||((((Forks_1>=1)&&(Neighbourhood_1_12>=1))&&(Neighbourhood_14_1>=1))&&(Think_1>=1)))||((((Forks_10>=1)&&(Think_10>=1))&&(Neighbourhood_10_9>=1))&&(Neighbourhood_17_10>=1)))||((((Neighbourhood_11_16>=1)&&(Think_16>=1))&&(Forks_16>=1))&&(Neighbourhood_16_4>=1)))||((((Neighbourhood_18_16>=1)&&(Think_16>=1))&&(Forks_16>=1))&&(Neighbourhood_16_3>=1)))||((((Think_7>=1)&&(Forks_7>=1))&&(Neighbourhood_17_7>=1))&&(Neighbourhood_7_6>=1)))||((((Forks_15>=1)&&(Neighbourhood_1_15>=1))&&(Think_15>=1))&&(Neighbourhood_15_9>=1)))||((((Neighbourhood_3_5>=1)&&(Neighbourhood_16_3>=1))&&(Think_3>=1))&&(Forks_3>=1)))||((((Neighbourhood_3_14>=1)&&(Neighbourhood_1_3>=1))&&(Think_3>=1))&&(Forks_3>=1)))||((((Neighbourhood_8_10>=1)&&(Neighbourhood_18_8>=1))&&(Think_8>=1))&&(Forks_8>=1)))||((((Neighbourhood_2_17>=1)&&(Forks_17>=1))&&(Think_17>=1))&&(Neighbourhood_17_14>=1)))||((((Neighbourhood_13_2>=1)&&(Think_13>=1))&&(Neighbourhood_19_13>=1))&&(Forks_13>=1)))||((((Forks_10>=1)&&(Neighbourhood_12_10>=1))&&(Think_10>=1))&&(Neighbourhood_10_17>=1)))||((((Forks_20>=1)&&(Neighbourhood_3_20>=1))&&(Neighbourhood_20_3>=1))&&(Think_20>=1)))||((((Neighbourhood_17_12>=1)&&(Neighbourhood_16_17>=1))&&(Forks_17>=1))&&(Think_17>=1)))||((((Neig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ink_13>=1))&&(Forks_13>=1)))||((((Forks_7>=1)&&(Neighbourhood_7_11>=1))&&(Neighbourhood_1_7>=1))&&(Think_7>=1)))||((((Forks_18>=1)&&(Think_18>=1))&&(Neighbourhood_16_18>=1))&&(Neighbourhood_18_13>=1)))||((((Think_19>=1)&&(Neighbourhood_17_19>=1))&&(Neighbourhood_19_14>=1))&&(Forks_19>=1)))||((((Forks_7>=1)&&(Neighbourhood_9_7>=1))&&(Think_7>=1))&&(Neighbourhood_7_11>=1)))||((((Think_10>=1)&&(Neighbourhood_14_10>=1))&&(Neighbourhood_10_20>=1))&&(Forks_10>=1)))||((((Neighbourhood_5_18>=1)&&(Think_5>=1))&&(Neighbourhood_2_5>=1))&&(Forks_5>=1)))||((((Neighbourhood_16_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_15>=1)))||((((Neighbourhood_3_16>=1)&&(Forks_16>=1))&&(Neighbourhood_16_15>=1))&&(Think_16>=1)))||((((Neighbourhood_12_4>=1)&&(Neighbourhood_14_12>=1))&&(Think_12>=1))&&(Forks_12>=1)))||((((Think_2>=1)&&(Neighbourhood_2_3>=1))&&(Forks_2>=1))&&(Neighbourhood_16_2>=1)))||((((Forks_4>=1)&&(Neighbourhood_4_10>=1))&&(Neighbourhood_20_4>=1))&&(Think_4>=1)))||((((Neighbourhood_5_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_17>=1)))||((((Think_1>=1)&&(Forks_1>=1))&&(Neighbourhood_18_1>=1))&&(Neighbourhood_1_9>=1)))||((((Think_17>=1)&&(Forks_17>=1))&&(Neighbourhood_15_17>=1))&&(Neighbourhood_17_18>=1)))||((((Neighbourhood_14_9>=1)&&(Forks_14>=1))&&(Think_14>=1))&&(Neighbourhood_14_14>=1)))||((((Neighbourhood_17_14>=1)&&(Forks_17>=1))&&(Neighbourhood_18_17>=1))&&(Think_17>=1)))||(((Think_12>=1)&&(Neighbourhood_12_12>=2))&&(Forks_12>=1)))||((((Neighbourhood_10_14>=1)&&(Forks_10>=1))&&(Think_10>=1))&&(Neighbourhood_6_10>=1)))||((((Neighbourhood_16_10>=1)&&(Forks_10>=1))&&(Neighbourhood_10_15>=1))&&(Think_10>=1)))||((((Neighbourhood_11_7>=1)&&(Neighbourhood_10_11>=1))&&(Think_11>=1))&&(Forks_11>=1)))||((((Neighbourhood_7_1>=1)&&(Neighbourhood_1_17>=1))&&(Forks_1>=1))&&(Think_1>=1)))||((((Neighbourhood_19_5>=1)&&(Think_5>=1))&&(Forks_5>=1))&&(Neighbourhood_5_16>=1)))||((((Forks_1>=1)&&(Neighbourhood_19_1>=1))&&(Neighbourhood_1_13>=1))&&(Think_1>=1)))||((((Forks_8>=1)&&(Neighbourhood_8_13>=1))&&(Neighbourhood_1_8>=1))&&(Think_8>=1)))||((((Forks_9>=1)&&(Think_9>=1))&&(Neighbourhood_15_9>=1))&&(Neighbourhood_9_4>=1)))||((((Neighbourhood_2_6>=1)&&(Forks_2>=1))&&(Neighbourhood_19_2>=1))&&(Think_2>=1)))||((((Forks_16>=1)&&(Neighbourhood_7_16>=1))&&(Think_16>=1))&&(Neighbourhood_16_13>=1)))||((((Forks_8>=1)&&(Neighbourhood_9_8>=1))&&(Think_8>=1))&&(Neighbourhood_8_6>=1)))||((((Forks_11>=1)&&(Neighbourhood_2_11>=1))&&(Think_11>=1))&&(Neighbourhood_11_2>=1)))||((((Forks_15>=1)&&(Think_15>=1))&&(Neighbourhood_15_1>=1))&&(Neighbourhood_11_15>=1)))||((((Neighbourhood_9_9>=1)&&(Neighbourhood_9_4>=1))&&(Forks_9>=1))&&(Think_9>=1)))||((((Think_5>=1)&&(Forks_5>=1))&&(Neighbourhood_7_5>=1))&&(Neighbourhood_5_8>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_1>=1))&&(Think_16>=1))&&(Neighbourhood_12_16>=1)))||((((Neighbourhood_15_16>=1)&&(Think_15>=1))&&(Neighbourhood_5_15>=1))&&(Forks_15>=1)))||((((Forks_16>=1)&&(Think_16>=1))&&(Neighbourhood_5_16>=1))&&(Neighbourhood_16_2>=1)))||((((Think_7>=1)&&(Neighbourhood_7_17>=1))&&(Neighbourhood_2_7>=1))&&(Forks_7>=1)))||((((Forks_17>=1)&&(Neighbourhood_4_17>=1))&&(Think_17>=1))&&(Neighbourhood_17_20>=1)))||((((Neighbourhood_20_1>=1)&&(Forks_1>=1))&&(Neighbourhood_1_2>=1))&&(Think_1>=1)))||((((Neighbourhood_17_14>=1)&&(Think_17>=1))&&(Forks_17>=1))&&(Neighbourhood_17_17>=1)))||((((Neighbourhood_11_15>=1)&&(Neighbourhood_2_11>=1))&&(Think_11>=1))&&(Forks_11>=1)))||((((Neighbourhood_2_15>=1)&&(Neighbourhood_15_20>=1))&&(Forks_15>=1))&&(Think_15>=1)))||((((Neighbourhood_13_14>=1)&&(Think_13>=1))&&(Neighbourhood_5_13>=1))&&(Forks_13>=1)))||((((Think_8>=1)&&(Neighbourhood_13_8>=1))&&(Neighbourhood_8_3>=1))&&(Forks_8>=1)))||((((Neighbourhood_12_18>=1)&&(Neighbourhood_18_2>=1))&&(Forks_18>=1))&&(Think_18>=1)))||((((Forks_15>=1)&&(Think_15>=1))&&(Neighbourhood_3_15>=1))&&(Neighbourhood_15_5>=1)))||((((Neighbourhood_14_5>=1)&&(Forks_14>=1))&&(Think_14>=1))&&(Neighbourhood_9_14>=1)))||((((Neighbourhood_12_8>=1)&&(Think_8>=1))&&(Neighbourhood_8_9>=1))&&(Forks_8>=1)))||((((Think_4>=1)&&(Forks_4>=1))&&(Neighbourhood_18_4>=1))&&(Neighbourhood_4_4>=1)))||((((Neighbourhood_7_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_11>=1)))||((((Neighbourhood_11_17>=1)&&(Think_17>=1))&&(Forks_17>=1))&&(Neighbourhood_17_20>=1)))||((((Neighbourhood_3_15>=1)&&(Neighbourhood_10_3>=1))&&(Think_3>=1))&&(Forks_3>=1)))||((((Neighbourhood_12_15>=1)&&(Forks_12>=1))&&(Think_12>=1))&&(Neighbourhood_8_12>=1)))||((((Think_12>=1)&&(Forks_12>=1))&&(Neighbourhood_12_3>=1))&&(Neighbourhood_15_12>=1)))||((((Neighbourhood_5_4>=1)&&(Neighbourhood_4_10>=1))&&(Forks_4>=1))&&(Think_4>=1)))||((((Neighbourhood_7_4>=1)&&(Neighbourhood_13_7>=1))&&(Think_7>=1))&&(Forks_7>=1)))||((((Neighbourhood_8_20>=1)&&(Neighbourhood_20_16>=1))&&(Forks_20>=1))&&(Think_20>=1)))||((((Neighbourhood_4_9>=1)&&(Think_9>=1))&&(Neighbourhood_9_10>=1))&&(Forks_9>=1)))||((((Neighbourhood_3_2>=1)&&(Think_3>=1))&&(Forks_3>=1))&&(Neighbourhood_9_3>=1)))||((((Neighbourhood_18_2>=1)&&(Think_2>=1))&&(Neighbourhood_2_15>=1))&&(Forks_2>=1)))||((((Neighbourhood_15_15>=1)&&(Think_15>=1))&&(Forks_15>=1))&&(Neighbourhood_15_7>=1)))||((((Forks_9>=1)&&(Think_9>=1))&&(Neighbourhood_14_9>=1))&&(Neighbourhood_9_2>=1)))||((((Forks_14>=1)&&(Neighbourhood_14_9>=1))&&(Think_14>=1))&&(Neighbourhood_2_14>=1)))||((((Neighbourhood_17_2>=1)&&(Forks_17>=1))&&(Neighbourhood_4_17>=1))&&(Think_17>=1)))||((((Neighbourhood_5_3>=1)&&(Neighbourhood_4_5>=1))&&(Think_5>=1))&&(Forks_5>=1)))||((((Neighbourhood_13_13>=1)&&(Neighbourhood_11_13>=1))&&(Forks_13>=1))&&(Think_13>=1)))||((((Neighbourhood_18_1>=1)&&(Forks_1>=1))&&(Neighbourhood_1_20>=1))&&(Think_1>=1)))||((((Think_14>=1)&&(Neighbourhood_4_14>=1))&&(Forks_14>=1))&&(Neighbourhood_14_11>=1)))||((((Think_18>=1)&&(Neighbourhood_10_18>=1))&&(Forks_18>=1))&&(Neighbourhood_18_18>=1)))||((((Neighbourhood_19_20>=1)&&(Forks_20>=1))&&(Neighbourhood_20_6>=1))&&(Think_20>=1)))||((((Neighbourhood_13_11>=1)&&(Neighbourhood_14_13>=1))&&(Think_13>=1))&&(Forks_13>=1)))||((((Think_6>=1)&&(Forks_6>=1))&&(Neighbourhood_6_7>=1))&&(Neighbourhood_14_6>=1)))||((((Neighbourhood_16_11>=1)&&(Think_11>=1))&&(Neighbourhood_11_18>=1))&&(Forks_11>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_17_6>=1))&&(Neighbourhood_6_5>=1)))||((((Neighbourhood_13_14>=1)&&(Think_14>=1))&&(Forks_14>=1))&&(Neighbourhood_14_9>=1)))||((((Neighbourhood_2_14>=1)&&(Neighbourhood_14_4>=1))&&(Forks_14>=1))&&(Think_14>=1)))||((((Neighbourhood_20_1>=1)&&(Think_1>=1))&&(Forks_1>=1))&&(Neighbourhood_1_8>=1)))||((((Forks_9>=1)&&(Think_9>=1))&&(Neighbourhood_14_9>=1))&&(Neighbourhood_9_12>=1)))||((((Forks_13>=1)&&(Neighbourhood_13_16>=1))&&(Neighbourhood_12_13>=1))&&(Think_13>=1)))||((((Think_8>=1)&&(Neighbourhood_9_8>=1))&&(Neighbourhood_8_20>=1))&&(Forks_8>=1)))||((((Neighbourhood_15_2>=1)&&(Neighbourhood_2_11>=1))&&(Forks_2>=1))&&(Think_2>=1)))||((((Neighbourhood_16_16>=1)&&(Think_16>=1))&&(Neighbourhood_16_20>=1))&&(Forks_16>=1)))||((((Think_1>=1)&&(Forks_1>=1))&&(Neighbourhood_1_11>=1))&&(Neighbourhood_18_1>=1)))||((((Think_11>=1)&&(Neighbourhood_17_11>=1))&&(Neighbourhood_11_4>=1))&&(Forks_11>=1)))||((((Neighbourhood_13_4>=1)&&(Neighbourhood_4_10>=1))&&(Think_4>=1))&&(Forks_4>=1)))||((((Neighbourhood_15_4>=1)&&(Think_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_18>=1)))||((((Neighbourhood_5_16>=1)&&(Forks_16>=1))&&(Neighbourhood_16_16>=1))&&(Think_16>=1)))||((((Neighbourhood_18_12>=1)&&(Neighbourhood_8_18>=1))&&(Think_18>=1))&&(Forks_18>=1)))||((((Think_9>=1)&&(Neighbourhood_10_9>=1))&&(Forks_9>=1))&&(Neighbourhood_9_9>=1)))||((((Neighbourhood_17_6>=1)&&(Forks_6>=1))&&(Neighbourhood_6_11>=1))&&(Think_6>=1)))||((((Neighbourhood_8_4>=1)&&(Think_4>=1))&&(Neighbourhood_4_17>=1))&&(Forks_4>=1)))||((((Neighbourhood_2_13>=1)&&(Neighbourhood_14_2>=1))&&(Think_2>=1))&&(Forks_2>=1)))||((((Neighbourhood_19_16>=1)&&(Think_16>=1))&&(Forks_16>=1))&&(Neighbourhood_16_11>=1)))||((((Neighbourhood_20_17>=1)&&(Neighbourhood_11_20>=1))&&(Think_20>=1))&&(Forks_20>=1)))||((((Neighbourhood_9_3>=1)&&(Forks_9>=1))&&(Think_9>=1))&&(Neighbourhood_19_9>=1)))||((((Forks_18>=1)&&(Neighbourhood_18_5>=1))&&(Neighbourhood_16_18>=1))&&(Think_18>=1)))||((((Neighbourhood_7_20>=1)&&(Think_20>=1))&&(Neighbourhood_20_6>=1))&&(Forks_20>=1)))||((((Think_3>=1)&&(Neighbourhood_19_3>=1))&&(Neighbourhood_3_2>=1))&&(Forks_3>=1)))||((((Think_4>=1)&&(Neighbourhood_9_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_1>=1)))||((((Neighbourhood_19_4>=1)&&(Forks_4>=1))&&(Think_4>=1))&&(Neighbourhood_4_14>=1)))||((((Neighbourhood_4_12>=1)&&(Neighbourhood_16_4>=1))&&(Think_4>=1))&&(Forks_4>=1)))||((((Think_5>=1)&&(Neighbourhood_5_11>=1))&&(Forks_5>=1))&&(Neighbourhood_4_5>=1)))||((((Neighbourhood_14_1>=1)&&(Neighbourhood_20_14>=1))&&(Think_14>=1))&&(Forks_14>=1)))||((((Neighbourhood_12_12>=1)&&(Think_12>=1))&&(Neighbourhood_6_12>=1))&&(Forks_12>=1)))||((((Neighbourhood_15_13>=1)&&(Forks_15>=1))&&(Think_15>=1))&&(Neighbourhood_2_15>=1)))||((((Forks_4>=1)&&(Neighbourhood_2_4>=1))&&(Neighbourhood_4_6>=1))&&(Think_4>=1)))||((((Neighbourhood_5_3>=1)&&(Neighbourhood_3_17>=1))&&(Think_3>=1))&&(Forks_3>=1)))||((((Forks_20>=1)&&(Think_20>=1))&&(Neighbourhood_14_20>=1))&&(Neighbourhood_20_16>=1)))||((((Neighbourhood_19_4>=1)&&(Think_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_1>=1)))||((((Forks_14>=1)&&(Think_14>=1))&&(Neighbourhood_14_17>=1))&&(Neighbourhood_19_14>=1)))||((((Forks_11>=1)&&(Think_11>=1))&&(Neighbourhood_13_11>=1))&&(Neighbourhood_11_19>=1)))||((((Neighbourhood_6_9>=1)&&(Neighbourhood_9_15>=1))&&(Forks_9>=1))&&(Think_9>=1)))||((((Neighbourhood_10_11>=1)&&(Forks_10>=1))&&(Think_10>=1))&&(Neighbourhood_9_10>=1)))||((((Neighbourhood_20_11>=1)&&(Neighbourhood_3_20>=1))&&(Think_20>=1))&&(Forks_20>=1)))||((((Neighbourhood_1_5>=1)&&(Neighbourhood_13_1>=1))&&(Think_1>=1))&&(Forks_1>=1)))||((((Think_15>=1)&&(Forks_15>=1))&&(Neighbourhood_15_3>=1))&&(Neighbourhood_15_15>=1)))||((((Neighbourhood_15_20>=1)&&(Forks_15>=1))&&(Neighbourhood_5_15>=1))&&(Think_15>=1)))||((((Neighbourhood_2_20>=1)&&(Think_20>=1))&&(Forks_20>=1))&&(Neighbourhood_20_6>=1)))||((((Neighbourhood_16_19>=1)&&(Neighbourhood_12_16>=1))&&(Forks_16>=1))&&(Think_16>=1)))||((((Neighbourhood_15_4>=1)&&(Forks_15>=1))&&(Think_15>=1))&&(Neighbourhood_8_15>=1)))||((((Forks_2>=1)&&(Neighbourhood_2_20>=1))&&(Neighbourhood_6_2>=1))&&(Think_2>=1)))||((((Neighbourhood_12_8>=1)&&(Forks_12>=1))&&(Neighbourhood_7_12>=1))&&(Think_12>=1)))||((((Forks_5>=1)&&(Neighbourhood_17_5>=1))&&(Think_5>=1))&&(Neighbourhood_5_6>=1)))||((((Neighbourhood_12_3>=1)&&(Think_3>=1))&&(Forks_3>=1))&&(Neighbourhood_3_11>=1)))||((((Forks_18>=1)&&(Neighbourhood_18_2>=1))&&(Think_18>=1))&&(Neighbourhood_20_18>=1)))||((((Neighbourhood_8_7>=1)&&(Think_8>=1))&&(Neighbourhood_12_8>=1))&&(Forks_8>=1)))||((((Neighbourhood_17_4>=1)&&(Forks_17>=1))&&(Think_17>=1))&&(Neighbourhood_9_17>=1)))||((((Neighbourhood_18_3>=1)&&(Forks_18>=1))&&(Think_18>=1))&&(Neighbourhood_19_18>=1)))||((((Forks_8>=1)&&(Neighbourhood_8_6>=1))&&(Neighbourhood_11_8>=1))&&(Think_8>=1)))||((((Neighbourhood_3_12>=1)&&(Neighbourhood_12_6>=1))&&(Think_12>=1))&&(Forks_12>=1)))||((((Forks_11>=1)&&(Neighbourhood_11_18>=1))&&(Neighbourhood_7_11>=1))&&(Think_11>=1)))||((((Think_13>=1)&&(Neighbourhood_13_5>=1))&&(Forks_13>=1))&&(Neighbourhood_16_13>=1)))||((((Forks_6>=1)&&(Think_6>=1))&&(Neighbourhood_17_6>=1))&&(Neighbourhood_6_6>=1)))||((((Think_6>=1)&&(Forks_6>=1))&&(Neighbourhood_6_14>=1))&&(Neighbourhood_11_6>=1)))||((((Think_2>=1)&&(Neighbourhood_18_2>=1))&&(Neighbourhood_2_10>=1))&&(Forks_2>=1)))||((((Neighbourhood_8_8>=1)&&(Forks_8>=1))&&(Think_8>=1))&&(Neighbourhood_8_13>=1)))||((((Neighbourhood_4_3>=1)&&(Forks_4>=1))&&(Think_4>=1))&&(Neighbourhood_19_4>=1)))||((((Neighbourhood_11_2>=1)&&(Think_11>=1))&&(Forks_11>=1))&&(Neighbourhood_20_11>=1)))||((((Neighbourhood_4_4>=1)&&(Forks_4>=1))&&(Neighbourhood_4_10>=1))&&(Think_4>=1)))||((((Think_7>=1)&&(Neighbourhood_9_7>=1))&&(Neighbourhood_7_19>=1))&&(Forks_7>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_9>=1))&&(Neighbourhood_2_16>=1))&&(Think_16>=1)))||((((Neighbourhood_18_10>=1)&&(Think_10>=1))&&(Forks_10>=1))&&(Neighbourhood_10_16>=1)))||((((Neighbourhood_6_7>=1)&&(Neighbourhood_7_4>=1))&&(Forks_7>=1))&&(Think_7>=1)))||((((Neighbourhood_7_2>=1)&&(Think_2>=1))&&(Forks_2>=1))&&(Neighbourhood_2_15>=1)))||((((Neighbourhood_9_7>=1)&&(Neighbourhood_1_9>=1))&&(Forks_9>=1))&&(Think_9>=1)))||((((Think_18>=1)&&(Neighbourhood_18_5>=1))&&(Neighbourhood_7_18>=1))&&(Forks_18>=1)))||((((Forks_6>=1)&&(Neighbourhood_6_16>=1))&&(Neighbourhood_19_6>=1))&&(Think_6>=1)))||((((Forks_5>=1)&&(Neighbourhood_5_5>=1))&&(Think_5>=1))&&(Neighbourhood_15_5>=1)))||((((Neighbourhood_4_5>=1)&&(Forks_4>=1))&&(Think_4>=1))&&(Neighbourhood_16_4>=1)))||((((Forks_15>=1)&&(Neighbourhood_10_15>=1))&&(Think_15>=1))&&(Neighbourhood_15_14>=1)))||((((Neighbourhood_3_15>=1)&&(Forks_3>=1))&&(Think_3>=1))&&(Neighbourhood_15_3>=1)))||((((Neighbourhood_7_11>=1)&&(Neighbourhood_11_7>=1))&&(Forks_11>=1))&&(Think_11>=1)))||((((Forks_16>=1)&&(Neighbourhood_16_17>=1))&&(Neighbourhood_14_16>=1))&&(Think_16>=1)))||((((Neighbourhood_14_12>=1)&&(Neighbourhood_15_14>=1))&&(Think_14>=1))&&(Forks_14>=1)))||((((Neighbourhood_16_17>=1)&&(Neighbourhood_13_16>=1))&&(Think_16>=1))&&(Forks_16>=1)))||((((Think_4>=1)&&(Forks_4>=1))&&(Neighbourhood_18_4>=1))&&(Neighbourhood_4_2>=1)))||((((Think_11>=1)&&(Neighbourhood_6_11>=1))&&(Forks_11>=1))&&(Neighbourhood_11_3>=1)))||((((Think_2>=1)&&(Forks_2>=1))&&(Neighbourhood_2_8>=1))&&(Neighbourhood_1_2>=1)))||((((Forks_2>=1)&&(Neighbourhood_5_2>=1))&&(Think_2>=1))&&(Neighbourhood_2_18>=1)))||((((Neighbourhood_20_12>=1)&&(Forks_12>=1))&&(Neighbourhood_12_1>=1))&&(Think_12>=1)))||((((Neighbourhood_19_2>=1)&&(Neighbourhood_3_19>=1))&&(Forks_19>=1))&&(Think_19>=1)))||((((Neighbourhood_16_9>=1)&&(Forks_16>=1))&&(Think_16>=1))&&(Neighbourhood_1_16>=1)))||((((Neighbourhood_8_18>=1)&&(Neighbourhood_18_11>=1))&&(Forks_18>=1))&&(Think_18>=1)))||((((Neighbourhood_13_4>=1)&&(Think_4>=1))&&(Forks_4>=1))&&(Neighbourhood_4_4>=1)))||((((Neighbourhood_11_10>=1)&&(Neighbourhood_10_9>=1))&&(Forks_10>=1))&&(Think_10>=1)))||((((Forks_12>=1)&&(Think_12>=1))&&(Neighbourhood_12_12>=1))&&(Neighbourhood_12_14>=1)))||((((Forks_14>=1)&&(Neighbourhood_3_14>=1))&&(Think_14>=1))&&(Neighbourhood_14_16>=1)))||((((Think_1>=1)&&(Neighbourhood_1_7>=1))&&(Neighbourhood_6_1>=1))&&(Forks_1>=1)))||((((Think_16>=1)&&(Neighbourhood_18_16>=1))&&(Forks_16>=1))&&(Neighbourhood_16_5>=1)))||((((Think_19>=1)&&(Neighbourhood_19_12>=1))&&(Forks_19>=1))&&(Neighbourhood_9_19>=1)))||((((Neighbourhood_10_11>=1)&&(Forks_11>=1))&&(Think_11>=1))&&(Neighbourhood_11_2>=1)))||((((Neighbourhood_19_2>=1)&&(Think_2>=1))&&(Forks_2>=1))&&(Neighbourhood_2_16>=1)))||((((Forks_2>=1)&&(Think_2>=1))&&(Neighbourhood_15_2>=1))&&(Neighbourhood_2_13>=1)))||((((Think_12>=1)&&(Forks_12>=1))&&(Neighbourhood_11_12>=1))&&(Neighbourhood_12_13>=1)))||((((Forks_5>=1)&&(Think_5>=1))&&(Neighbourhood_19_5>=1))&&(Neighbourhood_5_7>=1)))||((((Think_19>=1)&&(Neighbourhood_11_19>=1))&&(Neighbourhood_19_15>=1))&&(Forks_19>=1)))||((((Forks_13>=1)&&(Neighbourhood_13_13>=1))&&(Think_13>=1))&&(Neighbourhood_16_13>=1)))||((((Neighbourhood_5_4>=1)&&(Forks_4>=1))&&(Think_4>=1))&&(Neighbourhood_4_12>=1)))||((((Neighbourhood_18_8>=1)&&(Think_18>=1))&&(Forks_18>=1))&&(Neighbourhood_20_18>=1)))))))
Read [reachable] property : PhilosophersDyn-PT-20-ReachabilityFireability-01 with value :((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((HasLeft_5>=1)&&(Neighbourhood_5_13>=1))&&(HasRight_5>=1))||(((Neighbourhood_20_9>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_18>=1))&&(HasRight_3>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_4>=1)))||(((Neighbourhood_11_3>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_10_16>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_1>=1)))||(((Neighbourhood_9_15>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_5>=1)&&(Neighbourhood_5_20>=1))&&(HasRight_5>=1)))||(((Neighbourhood_9_17>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_15>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_11>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_14>=1))&&(HasLeft_16>=1)))||(((HasLeft_20>=1)&&(HasRight_20>=1))&&(Neighbourhood_20_14>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_20>=1)))||(((Neighbourhood_17_11>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasRight_14>=1)&&(HasLeft_14>=1))&&(Neighbourhood_14_15>=1)))||(((Neighbourhood_5_18>=1)&&(HasLeft_5>=1))&&(HasRight_5>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_8>=1)))||(((HasRight_11>=1)&&(Neighbourhood_11_12>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_10_4>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((Neighbourhood_3_1>=1)&&(HasLeft_3>=1))&&(HasRight_3>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_3>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_19>=1)))||(((Neighbourhood_6_12>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((Neighbourhood_13_7>=1)&&(HasLeft_13>=1))&&(HasRight_13>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_2>=1)))||(((Neighbourhood_16_17>=1)&&(HasLeft_16>=1))&&(HasRight_16>=1)))||(((HasRight_12>=1)&&(HasLeft_12>=1))&&(Neighbourhood_12_20>=1)))||(((HasLeft_14>=1)&&(Neighbourhood_14_8>=1))&&(HasRight_14>=1)))||(((Neighbourhood_7_19>=1)&&(HasLeft_7>=1))&&(HasRight_7>=1)))||(((HasLeft_4>=1)&&(Neighbourhood_4_9>=1))&&(HasRight_4>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_2>=1))&&(HasLeft_12>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_7>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_7>=1)))||(((Neighbourhood_1_12>=1)&&(HasRight_1>=1))&&(HasLeft_1>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_5>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_11>=1))&&(HasRight_6>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_2>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_16>=1)))||(((Neighbourhood_1_3>=1)&&(HasLeft_1>=1))&&(HasRight_1>=1)))||(((HasLeft_8>=1)&&(HasRight_8>=1))&&(Neighbourhood_8_6>=1)))||(((Neighbourhood_15_6>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((HasRight_9>=1)&&(Neighbourhood_9_6>=1))&&(HasLeft_9>=1)))||(((HasLeft_7>=1)&&(HasRight_7>=1))&&(Neighbourhood_7_1>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_10>=1))&&(HasRight_3>=1)))||(((Neighbourhood_12_9>=1)&&(HasLeft_12>=1))&&(HasRight_12>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_5>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_15>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_12>=1)))||(((Neighbourhood_8_9>=1)&&(HasLeft_8>=1))&&(HasRight_8>=1)))||(((HasRight_11>=1)&&(Neighbourhood_11_19>=1))&&(HasLeft_11>=1)))||(((Neighbourhood_17_12>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasRight_17>=1)&&(Neighbourhood_17_18>=1))&&(HasLeft_17>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_4>=1)))||(((HasRight_13>=1)&&(HasLeft_13>=1))&&(Neighbourhood_13_17>=1)))||(((HasLeft_7>=1)&&(Neighbourhood_7_8>=1))&&(HasRight_7>=1)))||(((Neighbourhood_6_18>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((Neighbourhood_3_19>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_8>=1)))||(((HasRight_14>=1)&&(Neighbourhood_14_18>=1))&&(HasLeft_14>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_8>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_15>=1))&&(HasLeft_16>=1)))||(((Neighbourhood_13_10>=1)&&(HasRight_13>=1))&&(HasLeft_13>=1)))||(((Neighbourhood_11_4>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((HasRight_15>=1)&&(HasLeft_15>=1))&&(Neighbourhood_15_7>=1)))||(((HasLeft_20>=1)&&(HasRight_20>=1))&&(Neighbourhood_20_3>=1)))||(((HasRight_16>=1)&&(HasLeft_16>=1))&&(Neighbourhood_16_6>=1)))||(((Neighbourhood_12_1>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_5>=1))&&(HasLeft_10>=1)))||(((Neighbourhood_5_10>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((Neighbourhood_2_20>=1)&&(HasLeft_2>=1))&&(HasRight_2>=1)))||(((Neighbourhood_15_17>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((Neighbourhood_5_3>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasRight_14>=1)&&(Neighbourhood_14_16>=1))&&(HasLeft_14>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_10>=1))&&(HasLeft_20>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_12>=1)))||(((Neighbourhood_8_16>=1)&&(HasLeft_8>=1))&&(HasRight_8>=1)))||(((Neighbourhood_12_19>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_4>=1)))||(((Neighbourhood_15_16>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((Neighbourhood_2_11>=1)&&(HasLeft_2>=1))&&(HasRight_2>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_20>=1))&&(HasRight_6>=1)))||(((Neighbourhood_20_13>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_3>=1)&&(Neighbourhood_3_2>=1))&&(HasRight_3>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_9>=1)))||(((Neighbourhood_11_11>=1)&&(HasLeft_11>=1))&&(HasRight_11>=1)))||(((HasLeft_10>=1)&&(HasRight_10>=1))&&(Neighbourhood_10_6>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_12>=1)))||(((Neighbourhood_4_3>=1)&&(HasRight_4>=1))&&(HasLeft_4>=1)))||(((Neighbourhood_7_18>=1)&&(HasRight_7>=1))&&(HasLeft_7>=1)))||(((HasRight_9>=1)&&(HasLeft_9>=1))&&(Neighbourhood_9_5>=1)))||(((HasRight_4>=1)&&(Neighbourhood_4_10>=1))&&(HasLeft_4>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_1>=1))&&(HasRight_6>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_1>=1))&&(HasRight_11>=1)))||(((HasLeft_9>=1)&&(Neighbourhood_9_12>=1))&&(HasRight_9>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_10>=1))&&(HasLeft_12>=1)))||(((Neighbourhood_13_18>=1)&&(HasRight_13>=1))&&(HasLeft_13>=1)))||(((Neighbourhood_17_13>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((HasLeft_7>=1)&&(HasRight_7>=1))&&(Neighbourhood_7_9>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_17>=1)))||(((HasLeft_17>=1)&&(Neighbourhood_17_17>=1))&&(HasRight_17>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_14>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_7>=1)))||(((Neighbourhood_16_5>=1)&&(HasRight_16>=1))&&(HasLeft_16>=1)))||(((HasRight_3>=1)&&(HasLeft_3>=1))&&(Neighbourhood_3_9>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_7>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_20_20>=1)&&(HasRight_20>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_3_16>=1)&&(HasLeft_3>=1))&&(HasRight_3>=1)))||(((HasLeft_1>=1)&&(Neighbourhood_1_7>=1))&&(HasRight_1>=1)))||(((Neighbourhood_15_18>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_2_1>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((HasRight_15>=1)&&(Neighbourhood_15_4>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_6_19>=1)&&(HasRight_6>=1))&&(HasLeft_6>=1)))||(((HasLeft_9>=1)&&(HasRight_9>=1))&&(Neighbourhood_9_19>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_13>=1))&&(HasLeft_10>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_16>=1)))||(((HasLeft_5>=1)&&(HasRight_5>=1))&&(Neighbourhood_5_11>=1)))||(((Neighbourhood_11_6>=1)&&(HasLeft_11>=1))&&(HasRight_11>=1)))||(((HasRight_6>=1)&&(HasLeft_6>=1))&&(Neighbourhood_6_10>=1)))||(((Neighbourhood_19_13>=1)&&(HasRight_19>=1))&&(HasLeft_19>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_2>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_12_7>=1)&&(HasLeft_12>=1))&&(HasRight_12>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_4>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_4>=1)))||(((Neighbourhood_11_20>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((HasLeft_15>=1)&&(Neighbourhood_15_11>=1))&&(HasRight_15>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_13>=1))&&(HasRight_11>=1)))||(((Neighbourhood_1_14>=1)&&(HasRight_1>=1))&&(HasLeft_1>=1)))||(((HasRight_7>=1)&&(HasLeft_7>=1))&&(Neighbourhood_7_10>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_15>=1))&&(HasRight_18>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_17>=1)))||(((HasRight_18>=1)&&(Neighbourhood_18_14>=1))&&(HasLeft_18>=1)))||(((Neighbourhood_5_2>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasLeft_2>=1)&&(Neighbourhood_2_15>=1))&&(HasRight_2>=1)))||(((HasRight_6>=1)&&(HasLeft_6>=1))&&(Neighbourhood_6_16>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_17>=1))&&(HasLeft_8>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_8>=1)))||(((Neighbourhood_4_11>=1)&&(HasRight_4>=1))&&(HasLeft_4>=1)))||(((HasRight_5>=1)&&(HasLeft_5>=1))&&(Neighbourhood_5_1>=1)))||(((Neighbourhood_9_13>=1)&&(HasLeft_9>=1))&&(HasRight_9>=1)))||(((HasRight_13>=1)&&(Neighbourhood_13_1>=1))&&(HasLeft_13>=1)))||(((HasRight_7>=1)&&(Neighbourhood_7_3>=1))&&(HasLeft_7>=1)))||(((HasRight_6>=1)&&(Neighbourhood_6_9>=1))&&(HasLeft_6>=1)))||(((HasRight_11>=1)&&(HasLeft_11>=1))&&(Neighbourhood_11_2>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_5>=1))&&(HasRight_18>=1)))||(((Neighbourhood_2_9>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((Neighbourhood_12_14>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((Neighbourhood_5_8>=1)&&(HasRight_5>=1))&&(HasLeft_5>=1)))||(((HasLeft_9>=1)&&(Neighbourhood_9_4>=1))&&(HasRight_9>=1)))||(((HasRight_5>=1)&&(Neighbourhood_5_15>=1))&&(HasLeft_5>=1)))||(((HasRight_3>=1)&&(Neighbourhood_3_17>=1))&&(HasLeft_3>=1)))||(((HasLeft_20>=1)&&(Neighbourhood_20_12>=1))&&(HasRight_20>=1)))||(((Neighbourhood_10_7>=1)&&(HasLeft_10>=1))&&(HasRight_10>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_14>=1))&&(HasRight_11>=1)))||(((HasLeft_14>=1)&&(Neighbourhood_14_9>=1))&&(HasRight_14>=1)))||(((HasRight_18>=1)&&(Neighbourhood_18_9>=1))&&(HasLeft_18>=1)))||(((HasRight_7>=1)&&(HasLeft_7>=1))&&(Neighbourhood_7_17>=1)))||(((HasLeft_10>=1)&&(HasRight_10>=1))&&(Neighbourhood_10_12>=1)))||(((HasLeft_18>=1)&&(HasRight_18>=1))&&(Neighbourhood_18_2>=1)))||(((Neighbourhood_19_3>=1)&&(HasLeft_19>=1))&&(HasRight_19>=1)))||(((Neighbourhood_6_2>=1)&&(HasLeft_6>=1))&&(HasRight_6>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_15>=1)))||(((HasLeft_17>=1)&&(Neighbourhood_17_15>=1))&&(HasRight_17>=1)))||(((HasLeft_6>=1)&&(Neighbourhood_6_8>=1))&&(HasRight_6>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_15>=1)))||(((Neighbourhood_9_18>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_15>=1)&&(HasRight_15>=1))&&(Neighbourhood_15_5>=1)))||(((HasLeft_1>=1)&&(Neighbourhood_1_6>=1))&&(HasRight_1>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_18>=1))&&(HasLeft_8>=1)))||(((HasRight_8>=1)&&(HasLeft_8>=1))&&(Neighbourhood_8_11>=1)))||(((Neighbourhood_15_19>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((Neighbourhood_3_3>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_1>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_4>=1))&&(HasLeft_8>=1)))||(((HasLeft_5>=1)&&(Neighbourhood_5_9>=1))&&(HasRight_5>=1)))||(((HasRight_4>=1)&&(Neighbourhood_4_12>=1))&&(HasLeft_4>=1)))||(((Neighbourhood_19_17>=1)&&(HasRight_19>=1))&&(HasLeft_19>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_4>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_20_11>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasLeft_10>=1)&&(Neighbourhood_10_1>=1))&&(HasRight_10>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_10>=1)))||(((HasRight_10>=1)&&(Neighbourhood_10_8>=1))&&(HasLeft_10>=1)))||(((HasLeft_7>=1)&&(Neighbourhood_7_2>=1))&&(HasRight_7>=1)))||(((HasRight_8>=1)&&(HasLeft_8>=1))&&(Neighbourhood_8_5>=1)))||(((Neighbourhood_18_3>=1)&&(HasRight_18>=1))&&(HasLeft_18>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_17>=1)))||(((HasLeft_3>=1)&&(HasRight_3>=1))&&(Neighbourhood_3_4>=1)))||(((Neighbourhood_8_19>=1)&&(HasRight_8>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_6_3>=1)&&(HasLeft_6>=1))&&(HasRight_6>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_19>=1)))||(((HasRight_16>=1)&&(Neighbourhood_16_12>=1))&&(HasLeft_16>=1)))||(((Neighbourhood_17_6>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((Neighbourhood_16_13>=1)&&(HasRight_16>=1))&&(HasLeft_16>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_16>=1))&&(HasRight_18>=1)))||(((HasRight_5>=1)&&(Neighbourhood_5_14>=1))&&(HasLeft_5>=1)))||(((Neighbourhood_17_7>=1)&&(HasLeft_17>=1))&&(HasRight_17>=1)))||(((HasLeft_13>=1)&&(Neighbourhood_13_2>=1))&&(HasRight_13>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_10>=1)))||(((HasLeft_12>=1)&&(Neighbourhood_12_8>=1))&&(HasRight_12>=1)))||(((HasRight_13>=1)&&(Neighbourhood_13_16>=1))&&(HasLeft_13>=1)))||(((HasRight_2>=1)&&(HasLeft_2>=1))&&(Neighbourhood_2_7>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_9>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_12>=1)))||(((HasRight_4>=1)&&(HasLeft_4>=1))&&(Neighbourhood_4_5>=1)))||(((HasLeft_8>=1)&&(HasRight_8>=1))&&(Neighbourhood_8_10>=1)))||(((HasLeft_13>=1)&&(Neighbourhood_13_14>=1))&&(HasRight_13>=1)))||(((HasRight_7>=1)&&(Neighbourhood_7_16>=1))&&(HasLeft_7>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_5>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_17_8>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((Neighbourhood_1_16>=1)&&(HasLeft_1>=1))&&(HasRight_1>=1)))||(((HasLeft_10>=1)&&(Neighbourhood_10_11>=1))&&(HasRight_10>=1)))||(((HasLeft_11>=1)&&(HasRight_11>=1))&&(Neighbourhood_11_8>=1)))||(((Neighbourhood_14_1>=1)&&(HasLeft_14>=1))&&(HasRight_14>=1)))||(((HasLeft_9>=1)&&(HasRight_9>=1))&&(Neighbourhood_9_10>=1)))||(((HasRight_4>=1)&&(Neighbourhood_4_2>=1))&&(HasLeft_4>=1)))||(((Neighbourhood_2_14>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((HasLeft_12>=1)&&(Neighbourhood_12_6>=1))&&(HasRight_12>=1)))||(((Neighbourhood_20_18>=1)&&(HasLeft_20>=1))&&(HasRight_20>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_16>=1)))||(((HasLeft_7>=1)&&(HasRight_7>=1))&&(Neighbourhood_7_11>=1)))||(((HasLeft_17>=1)&&(HasRight_17>=1))&&(Neighbourhood_17_14>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_13>=1))&&(HasLeft_12>=1)))||(((HasRight_11>=1)&&(HasLeft_11>=1))&&(Neighbourhood_11_15>=1)))||(((HasLeft_9>=1)&&(Neighbourhood_9_3>=1))&&(HasRight_9>=1)))||(((HasLeft_6>=1)&&(HasRight_6>=1))&&(Neighbourhood_6_17>=1)))||(((HasRight_19>=1)&&(Neighbourhood_19_2>=1))&&(HasLeft_19>=1)))||(((HasRight_18>=1)&&(HasLeft_18>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HasLeft_7>=1))&&(Neighbourhood_7_13>=1)))||(((HasLeft_6>=1)&&(HasRight_6>=1))&&(Neighbourhood_6_5>=1)))||(((Neighbourhood_12_18>=1)&&(HasRight_12>=1))&&(HasLeft_12>=1)))||(((HasRight_3>=1)&&(Neighbourhood_3_20>=1))&&(HasLeft_3>=1)))||(((HasLeft_2>=1)&&(Neighbourhood_2_5>=1))&&(HasRight_2>=1)))||(((HasRight_12>=1)&&(Neighbourhood_12_4>=1))&&(HasLeft_12>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_14>=1)))||(((HasRight_4>=1)&&(HasLeft_4>=1))&&(Neighbourhood_4_7>=1)))||(((Neighbourhood_13_12>=1)&&(HasLeft_13>=1))&&(HasRight_13>=1)))||(((Neighbourhood_13_19>=1)&&(HasLeft_13>=1))&&(HasRight_13>=1)))||(((HasRight_3>=1)&&(HasLeft_3>=1))&&(Neighbourhood_3_13>=1)))||(((HasRight_2>=1)&&(HasLeft_2>=1))&&(Neighbourhood_2_12>=1)))||(((Neighbourhood_20_16>=1)&&(HasRight_20>=1))&&(HasLeft_20>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_7>=1))&&(HasLeft_20>=1)))||(((Neighbourhood_17_20>=1)&&(HasRight_17>=1))&&(HasLeft_17>=1)))||(((Neighbourhood_7_4>=1)&&(HasRight_7>=1))&&(HasLeft_7>=1)))||(((HasLeft_9>=1)&&(HasRight_9>=1))&&(Neighbourhood_9_8>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_3>=1)))||(((Neighbourhood_19_8>=1)&&(HasLeft_19>=1))&&(HasRight_19>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_3>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_18_1>=1)&&(HasRight_18>=1))&&(HasLeft_18>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_6>=1)))||(((HasRight_4>=1)&&(HasLeft_4>=1))&&(Neighbourhood_4_19>=1)))||(((HasRight_11>=1)&&(HasLeft_11>=1))&&(Neighbourhood_11_17>=1)))||(((Neighbourhood_14_13>=1)&&(HasLeft_14>=1))&&(HasRight_14>=1)))||(((Neighbourhood_3_6>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((HasRight_18>=1)&&(HasLeft_18>=1))&&(Neighbourhood_18_19>=1)))||(((HasRight_8>=1)&&(HasLeft_8>=1))&&(Neighbourhood_8_1>=1)))||(((HasRight_16>=1)&&(HasLeft_16>=1))&&(Neighbourhood_16_16>=1)))||(((Neighbourhood_11_10>=1)&&(HasLeft_11>=1))&&(HasRight_11>=1)))||(((Neighbourhood_15_8>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((Neighbourhood_9_2>=1)&&(HasLeft_9>=1))&&(HasRight_9>=1)))||(((HasRight_10>=1)&&(HasLeft_10>=1))&&(Neighbourhood_10_2>=1)))||(((HasLeft_8>=1)&&(Neighbourhood_8_15>=1))&&(HasRight_8>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_10>=1)))||(((Neighbourhood_15_15>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((HasLeft_1>=1)&&(Neighbourhood_1_19>=1))&&(HasRight_1>=1)))||(((Neighbourhood_15_1>=1)&&(HasLeft_15>=1))&&(HasRight_15>=1)))||(((HasRight_19>=1)&&(Neighbourhood_19_18>=1))&&(HasLeft_19>=1)))||(((Neighbourhood_19_9>=1)&&(HasRight_19>=1))&&(HasLeft_19>=1)))||(((HasRight_16>=1)&&(HasLeft_16>=1))&&(Neighbourhood_16_9>=1)))||(((HasLeft_1>=1)&&(HasRight_1>=1))&&(Neighbourhood_1_5>=1)))||(((Neighbourhood_2_19>=1)&&(HasRight_2>=1))&&(HasLeft_2>=1)))||(((HasRight_8>=1)&&(Neighbourhood_8_8>=1))&&(HasLeft_8>=1)))||(((Neighbourhood_16_2>=1)&&(HasRight_16>=1))&&(HasLeft_16>=1)))||(((Neighbourhood_3_12>=1)&&(HasRight_3>=1))&&(HasLeft_3>=1)))||(((Neighbourhood_12_12>=1)&&(HasLeft_12>=1))&&(HasRight_12>=1)))||(((HasRight_17>=1)&&(Neighbourhood_17_10>=1))&&(HasLeft_17>=1)))||(((HasRight_14>=1)&&(HasLeft_14>=1))&&(Neighbourhood_14_14>=1)))||(((Neighbourhood_10_17>=1)&&(HasRight_10>=1))&&(HasLeft_10>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_19>=1)))||(((Neighbourhood_15_14>=1)&&(HasRight_15>=1))&&(HasLeft_15>=1)))||(((HasRight_17>=1)&&(HasLeft_17>=1))&&(Neighbourhood_17_3>=1)))||(((Neighbourhood_18_6>=1)&&(HasLeft_18>=1))&&(HasRight_18>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_6>=1)))||(((Neighbourhood_4_1>=1)&&(HasLeft_4>=1))&&(HasRight_4>=1)))||(((HasRight_5>=1)&&(Neighbourhood_5_5>=1))&&(HasLeft_5>=1)))||(((HasLeft_4>=1)&&(HasRight_4>=1))&&(Neighbourhood_4_18>=1)))||(((Neighbourhood_19_14>=1)&&(HasLeft_19>=1))&&(HasRight_19>=1)))||(((HasLeft_20>=1)&&(Neighbourhood_20_8>=1))&&(HasRight_20>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_7>=1)))||(((HasLeft_2>=1)&&(Neighbourhood_2_18>=1))&&(HasRight_2>=1)))||(((HasLeft_17>=1)&&(HasRight_17>=1))&&(Neighbourhood_17_2>=1)))||(((Neighbourhood_5_19>=1)&&(HasLeft_5>=1))&&(HasRight_5>=1)))||(((HasRight_2>=1)&&(Neighbourhood_2_13>=1))&&(HasLeft_2>=1)))||(((HasRight_3>=1)&&(HasLeft_3>=1))&&(Neighbourhood_3_7>=1)))||(((HasLeft_13>=1)&&(Neighbourhood_13_6>=1))&&(HasRight_13>=1)))||(((HasRight_4>=1)&&(HasLeft_4>=1))&&(Neighbourhood_4_15>=1)))||(((HasRight_20>=1)&&(Neighbourhood_20_1>=1))&&(HasLeft_20>=1)))||(((HasRight_20>=1)&&(HasLeft_20>=1))&&(Neighbourhood_20_15>=1)))||(((Neighbourhood_9_7>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasRight_7>=1)&&(Neighbourhood_7_6>=1))&&(HasLeft_7>=1)))||(((HasLeft_18>=1)&&(Neighbourhood_18_20>=1))&&(HasRight_18>=1)))||(((HasRight_12>=1)&&(HasLeft_12>=1))&&(Neighbourhood_12_3>=1)))||(((HasRight_19>=1)&&(HasLeft_19>=1))&&(Neighbourhood_19_20>=1)))||(((HasLeft_16>=1)&&(HasRight_16>=1))&&(Neighbourhood_16_8>=1)))||(((Neighbourhood_2_4>=1)&&(HasLeft_2>=1))&&(HasRight_2>=1)))||(((Neighbourhood_9_14>=1)&&(HasRight_9>=1))&&(HasLeft_9>=1)))||(((HasLeft_2>=1)&&(HasRight_2>=1))&&(Neighbourhood_2_10>=1)))||(((HasLeft_13>=1)&&(HasRight_13>=1))&&(Neighbourhood_13_11>=1)))||(((HasRight_2>=1)&&(HasLeft_2>=1))&&(Neighbourhood_2_3>=1)))||(((HasLeft_18>=1)&&(HasRight_18>=1))&&(Neighbourhood_18_13>=1)))||(((HasLeft_15>=1)&&(HasRight_15>=1))&&(Neighbourhood_15_9>=1)))||(((HasRight_13>=1)&&(HasLeft_13>=1))&&(Neighbourhood_13_20>=1)))||(((HasLeft_19>=1)&&(HasRight_19>=1))&&(Neighbourhood_19_6>=1)))||(((HasLeft_14>=1)&&(Neighbourhood_14_5>=1))&&(HasRight_14>=1)))||(((Neighbourhood_7_20>=1)&&(HasRight_7>=1))&&(HasLeft_7>=1)))||(((Neighbourhood_6_13>=1)&&(HasLeft_6>=1))&&(HasRight_6>=1)))||(((HasRight_1>=1)&&(HasLeft_1>=1))&&(Neighbourhood_1_13>=1)))||(((HasLeft_11>=1)&&(Neighbourhood_11_9>=1))&&(HasRight_11>=1)))||(((Neighbourhood_8_14>=1)&&(HasLeft_8>=1))&&(HasRight_8>=1)))||(((HasLeft_14>=1)&&(HasRight_14>=1))&&(Neighbourhood_14_20>=1)))||(((Neighbourhood_11_18>=1)&&(HasRight_11>=1))&&(HasLeft_11>=1)))||(((HasLeft_12>=1)&&(HasRight_12>=1))&&(Neighbourhood_12_17>=1)))||(((HasLeft_7>=1)&&(Neighbourhood_7_7>=1))&&(HasRight_7>=1)))

========== file over 1MB has been truncated ======
retrieve it from the run archives if needed

Sequence of Actions to be Executed by the VM

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

set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="PhilosophersDyn-PT-20"
export BK_EXAMINATION="ReachabilityFireability"
export BK_TOOL="itstoolsm"
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 2-3957"
echo " Executing tool itstoolsm"
echo " Input is PhilosophersDyn-PT-20, examination is ReachabilityFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r198-smll-155272319100072"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/PhilosophersDyn-PT-20.tgz
mv PhilosophersDyn-PT-20 execution
cd execution
if [ "ReachabilityFireability" = "GlobalProperties" ] ; then
rm -f GenericPropertiesVerdict.xml
fi
if [ "ReachabilityFireability" = "UpperBounds" ] ; 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 [ "ReachabilityFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "ReachabilityFireability" != "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 "ReachabilityFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property ReachabilityFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "ReachabilityFireability.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 '' ReachabilityFireability.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;