Execution Chart

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

Trace from the execution

Formatting '/data/fkordon/mcc2023-input.r010-oct2-167813599600802.qcow2', fmt=qcow2 cluster_size=65536 extended_l2=off compression_type=zlib size=4294967296 backing_file=/data/fkordon/mcc2023-input.qcow2 backing_fmt=qcow2 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
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=====================================================================
Generated by BenchKit 2-5348
Executing tool marciexred
Input is BART-PT-050, examination is CTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r010-oct2-167813599600802
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 108M
-rw-r--r-- 1 mcc users 2.2M Feb 26 06:23 CTLCardinality.txt
-rw-r--r-- 1 mcc users 7.6M Feb 26 06:23 CTLCardinality.xml
-rw-r--r-- 1 mcc users 2.7M Feb 26 05:10 CTLFireability.txt
-rw-r--r-- 1 mcc users 8.7M Feb 26 05:10 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K Jan 29 11:40 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.4K Jan 29 11:40 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 1.1M Feb 25 15:35 LTLCardinality.txt
-rw-r--r-- 1 mcc users 2.7M Feb 25 15:35 LTLCardinality.xml
-rw-r--r-- 1 mcc users 1.8M Feb 25 15:35 LTLFireability.txt
-rw-r--r-- 1 mcc users 4.2M Feb 25 15:35 LTLFireability.xml
-rw-r--r-- 1 mcc users 5.2M Feb 26 10:49 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 19M Feb 26 10:49 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 9.8M Feb 26 07:54 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 32M Feb 26 07:54 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 138K Feb 25 15:35 UpperBounds.txt
-rw-r--r-- 1 mcc users 278K Feb 25 15:35 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 Mar 5 18:22 equiv_col
-rw-r--r-- 1 mcc users 4 Mar 5 18:22 instance
-rw-r--r-- 1 mcc users 6 Mar 5 18:22 iscolored
-rw-r--r-- 1 mcc users 12M Mar 5 18:22 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 BART-PT-050-CTLFireability-00
FORMULA_NAME BART-PT-050-CTLFireability-01
FORMULA_NAME BART-PT-050-CTLFireability-02
FORMULA_NAME BART-PT-050-CTLFireability-03
FORMULA_NAME BART-PT-050-CTLFireability-04
FORMULA_NAME BART-PT-050-CTLFireability-05
FORMULA_NAME BART-PT-050-CTLFireability-06
FORMULA_NAME BART-PT-050-CTLFireability-07
FORMULA_NAME BART-PT-050-CTLFireability-08
FORMULA_NAME BART-PT-050-CTLFireability-09
FORMULA_NAME BART-PT-050-CTLFireability-10
FORMULA_NAME BART-PT-050-CTLFireability-11
FORMULA_NAME BART-PT-050-CTLFireability-12
FORMULA_NAME BART-PT-050-CTLFireability-13
FORMULA_NAME BART-PT-050-CTLFireability-14
FORMULA_NAME BART-PT-050-CTLFireability-15

=== Now, execution of the tool begins

BK_START 1678709412891

bash -c /home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n "BK_STOP " ; date -u +%s%3N
Invoking MCC driver with
BK_TOOL=marciexred
BK_EXAMINATION=CTLFireability
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=BART-PT-050
Applying reductions before tool marcie
Invoking reducer
Running Version 202303021504
[2023-03-13 12:10:15] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, CTLFireability, -timeout, 360, -rebuildPNML]
[2023-03-13 12:10:15] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2023-03-13 12:10:15] [INFO ] Load time of PNML (sax parser for PT used): 499 ms
[2023-03-13 12:10:15] [INFO ] Transformed 6810 places.
[2023-03-13 12:10:15] [INFO ] Transformed 10100 transitions.
[2023-03-13 12:10:15] [INFO ] Found NUPN structural information;
[2023-03-13 12:10:15] [INFO ] Parsed PT model containing 6810 places and 10100 transitions and 81000 arcs in 659 ms.
Parsed 16 properties from file /home/mcc/execution/CTLFireability.xml in 177 ms.
Reduce places removed 210 places and 0 transitions.
Support contains 6600 out of 6600 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Applied a total of 0 rules in 53 ms. Remains 6600 /6600 variables (removed 0) and now considering 10100/10100 (removed 0) transitions.
// Phase 1: matrix 10100 rows 6600 cols
[2023-03-13 12:10:16] [INFO ] Computed 50 place invariants in 107 ms
[2023-03-13 12:10:17] [INFO ] Implicit Places using invariants in 1166 ms returned []
Implicit Place search using SMT only with invariants took 1192 ms to find 0 implicit places.
[2023-03-13 12:10:17] [INFO ] Invariant cache hit.
[2023-03-13 12:10:19] [INFO ] Dead Transitions using invariants and state equation in 1116 ms found 0 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 2365 ms. Remains : 6600/6600 places, 10100/10100 transitions.
Support contains 6600 out of 6600 places after structural reductions.
[2023-03-13 12:10:20] [INFO ] Flatten gal took : 637 ms
[2023-03-13 12:10:24] [INFO ] Flatten gal took : 594 ms
[2023-03-13 12:10:28] [INFO ] Input system was already deterministic with 10100 transitions.
Incomplete random walk after 10000 steps, including 2 resets, run finished after 642 ms. (steps per millisecond=15 ) properties (out of 65) seen :48
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 80 ms. (steps per millisecond=12 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 255 ms. (steps per millisecond=3 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 4 ms. (steps per millisecond=250 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 4 ms. (steps per millisecond=250 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 3 ms. (steps per millisecond=333 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 3 ms. (steps per millisecond=333 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 3 ms. (steps per millisecond=333 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 3 ms. (steps per millisecond=333 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 3 ms. (steps per millisecond=333 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 4 ms. (steps per millisecond=250 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 6 ms. (steps per millisecond=166 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 6 ms. (steps per millisecond=166 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 5 ms. (steps per millisecond=200 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 5 ms. (steps per millisecond=200 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 6 ms. (steps per millisecond=166 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 6 ms. (steps per millisecond=166 ) properties (out of 17) seen :0
Incomplete Best-First random walk after 1001 steps, including 0 resets, run finished after 6 ms. (steps per millisecond=166 ) properties (out of 17) seen :0
Running SMT prover for 17 properties.
[2023-03-13 12:10:30] [INFO ] Invariant cache hit.
[2023-03-13 12:10:39] [INFO ] [Real]Absence check using 50 positive place invariants in 104 ms returned sat
[2023-03-13 12:10:51] [INFO ] After 10202ms SMT Verify possible using state equation in real domain returned unsat :1 sat :2 real:14
[2023-03-13 12:10:53] [INFO ] After 11816ms SMT Verify possible using trap constraints in real domain returned unsat :1 sat :0 real:16
[2023-03-13 12:10:53] [INFO ] After 17145ms SMT Verify possible using all constraints in real domain returned unsat :1 sat :0 real:16
[2023-03-13 12:10:56] [INFO ] [Nat]Absence check using 50 positive place invariants in 94 ms returned sat
[2023-03-13 12:11:08] [INFO ] After 9603ms SMT Verify possible using state equation in natural domain returned unsat :1 sat :16
[2023-03-13 12:11:18] [INFO ] After 20127ms SMT Verify possible using trap constraints in natural domain returned unsat :1 sat :16
Attempting to minimize the solution found.
Minimization took 2 ms.
[2023-03-13 12:11:18] [INFO ] After 25220ms SMT Verify possible using all constraints in natural domain returned unsat :1 sat :16
Fused 17 Parikh solutions to 12 different solutions.
Finished Parikh walk after 650 steps, including 1 resets, run visited all 2 properties in 12 ms. (steps per millisecond=54 )
Parikh walk visited 16 properties in 275 ms.
Successfully simplified 1 atomic propositions for a total of 16 simplifications.
[2023-03-13 12:11:19] [INFO ] Flatten gal took : 394 ms
[2023-03-13 12:11:23] [INFO ] Flatten gal took : 516 ms
[2023-03-13 12:11:27] [INFO ] Input system was already deterministic with 10100 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Applied a total of 0 rules in 338 ms. Remains 6600 /6600 variables (removed 0) and now considering 10100/10100 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 339 ms. Remains : 6600/6600 places, 10100/10100 transitions.
[2023-03-13 12:11:27] [INFO ] Flatten gal took : 215 ms
[2023-03-13 12:11:28] [INFO ] Flatten gal took : 248 ms
[2023-03-13 12:11:28] [INFO ] Input system was already deterministic with 10100 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Drop transitions removed 100 transitions
Trivial Post-agglo rules discarded 100 transitions
Performed 100 trivial Post agglomeration. Transition count delta: 100
Iterating post reduction 0 with 100 rules applied. Total rules applied 100 place count 6600 transition count 10000
Reduce places removed 100 places and 0 transitions.
Performed 450 Post agglomeration using F-continuation condition.Transition count delta: 450
Iterating post reduction 1 with 550 rules applied. Total rules applied 650 place count 6500 transition count 9550
Reduce places removed 450 places and 0 transitions.
Iterating post reduction 2 with 450 rules applied. Total rules applied 1100 place count 6050 transition count 9550
Performed 200 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 200 Pre rules applied. Total rules applied 1100 place count 6050 transition count 9350
Deduced a syphon composed of 200 places in 6 ms
Reduce places removed 200 places and 0 transitions.
Iterating global reduction 3 with 400 rules applied. Total rules applied 1500 place count 5850 transition count 9350
Discarding 300 places :
Symmetric choice reduction at 3 with 300 rule applications. Total rules 1800 place count 5550 transition count 9050
Iterating global reduction 3 with 300 rules applied. Total rules applied 2100 place count 5550 transition count 9050
Ensure Unique test removed 50 transitions
Reduce isomorphic transitions removed 50 transitions.
Iterating post reduction 3 with 50 rules applied. Total rules applied 2150 place count 5550 transition count 9000
Discarding 150 places :
Symmetric choice reduction at 4 with 150 rule applications. Total rules 2300 place count 5400 transition count 8850
Iterating global reduction 4 with 150 rules applied. Total rules applied 2450 place count 5400 transition count 8850
Discarding 150 places :
Symmetric choice reduction at 4 with 150 rule applications. Total rules 2600 place count 5250 transition count 8700
Iterating global reduction 4 with 150 rules applied. Total rules applied 2750 place count 5250 transition count 8700
Discarding 150 places :
Symmetric choice reduction at 4 with 150 rule applications. Total rules 2900 place count 5100 transition count 8550
Iterating global reduction 4 with 150 rules applied. Total rules applied 3050 place count 5100 transition count 8550
Discarding 100 places :
Symmetric choice reduction at 4 with 100 rule applications. Total rules 3150 place count 5000 transition count 8450
Iterating global reduction 4 with 100 rules applied. Total rules applied 3250 place count 5000 transition count 8450
Discarding 100 places :
Symmetric choice reduction at 4 with 100 rule applications. Total rules 3350 place count 4900 transition count 8350
Iterating global reduction 4 with 100 rules applied. Total rules applied 3450 place count 4900 transition count 8350
Discarding 50 places :
Symmetric choice reduction at 4 with 50 rule applications. Total rules 3500 place count 4850 transition count 8300
Iterating global reduction 4 with 50 rules applied. Total rules applied 3550 place count 4850 transition count 8300
Performed 300 Post agglomeration using F-continuation condition.Transition count delta: 300
Deduced a syphon composed of 300 places in 2 ms
Reduce places removed 300 places and 0 transitions.
Iterating global reduction 4 with 600 rules applied. Total rules applied 4150 place count 4550 transition count 8000
Applied a total of 4150 rules in 1049 ms. Remains 4550 /6600 variables (removed 2050) and now considering 8000/10100 (removed 2100) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 1049 ms. Remains : 4550/6600 places, 8000/10100 transitions.
[2023-03-13 12:11:30] [INFO ] Flatten gal took : 134 ms
[2023-03-13 12:11:30] [INFO ] Flatten gal took : 149 ms
[2023-03-13 12:11:30] [INFO ] Input system was already deterministic with 8000 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Drop transitions removed 50 transitions
Trivial Post-agglo rules discarded 50 transitions
Performed 50 trivial Post agglomeration. Transition count delta: 50
Iterating post reduction 0 with 50 rules applied. Total rules applied 50 place count 6600 transition count 10050
Reduce places removed 50 places and 0 transitions.
Performed 400 Post agglomeration using F-continuation condition.Transition count delta: 400
Iterating post reduction 1 with 450 rules applied. Total rules applied 500 place count 6550 transition count 9650
Reduce places removed 400 places and 0 transitions.
Iterating post reduction 2 with 400 rules applied. Total rules applied 900 place count 6150 transition count 9650
Performed 700 Post agglomeration using F-continuation condition.Transition count delta: 700
Deduced a syphon composed of 700 places in 2 ms
Reduce places removed 700 places and 0 transitions.
Iterating global reduction 3 with 1400 rules applied. Total rules applied 2300 place count 5450 transition count 8950
Applied a total of 2300 rules in 473 ms. Remains 5450 /6600 variables (removed 1150) and now considering 8950/10100 (removed 1150) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 474 ms. Remains : 5450/6600 places, 8950/10100 transitions.
[2023-03-13 12:11:31] [INFO ] Flatten gal took : 149 ms
[2023-03-13 12:11:31] [INFO ] Flatten gal took : 164 ms
[2023-03-13 12:11:31] [INFO ] Input system was already deterministic with 8950 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Applied a total of 0 rules in 245 ms. Remains 6600 /6600 variables (removed 0) and now considering 10100/10100 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 246 ms. Remains : 6600/6600 places, 10100/10100 transitions.
[2023-03-13 12:11:32] [INFO ] Flatten gal took : 185 ms
[2023-03-13 12:11:32] [INFO ] Flatten gal took : 208 ms
[2023-03-13 12:11:33] [INFO ] Input system was already deterministic with 10100 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Discarding 450 places :
Symmetric choice reduction at 0 with 450 rule applications. Total rules 450 place count 6150 transition count 9650
Iterating global reduction 0 with 450 rules applied. Total rules applied 900 place count 6150 transition count 9650
Discarding 300 places :
Symmetric choice reduction at 0 with 300 rule applications. Total rules 1200 place count 5850 transition count 9350
Iterating global reduction 0 with 300 rules applied. Total rules applied 1500 place count 5850 transition count 9350
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 1650 place count 5700 transition count 9200
Iterating global reduction 0 with 150 rules applied. Total rules applied 1800 place count 5700 transition count 9200
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 1950 place count 5550 transition count 9050
Iterating global reduction 0 with 150 rules applied. Total rules applied 2100 place count 5550 transition count 9050
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 2250 place count 5400 transition count 8900
Iterating global reduction 0 with 150 rules applied. Total rules applied 2400 place count 5400 transition count 8900
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 2550 place count 5250 transition count 8750
Iterating global reduction 0 with 150 rules applied. Total rules applied 2700 place count 5250 transition count 8750
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 2800 place count 5150 transition count 8650
Iterating global reduction 0 with 100 rules applied. Total rules applied 2900 place count 5150 transition count 8650
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 3000 place count 5050 transition count 8550
Iterating global reduction 0 with 100 rules applied. Total rules applied 3100 place count 5050 transition count 8550
Discarding 50 places :
Symmetric choice reduction at 0 with 50 rule applications. Total rules 3150 place count 5000 transition count 8500
Iterating global reduction 0 with 50 rules applied. Total rules applied 3200 place count 5000 transition count 8500
Applied a total of 3200 rules in 514 ms. Remains 5000 /6600 variables (removed 1600) and now considering 8500/10100 (removed 1600) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 514 ms. Remains : 5000/6600 places, 8500/10100 transitions.
[2023-03-13 12:11:33] [INFO ] Flatten gal took : 144 ms
[2023-03-13 12:11:34] [INFO ] Flatten gal took : 161 ms
[2023-03-13 12:11:34] [INFO ] Input system was already deterministic with 8500 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Applied a total of 0 rules in 16 ms. Remains 6600 /6600 variables (removed 0) and now considering 10100/10100 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 16 ms. Remains : 6600/6600 places, 10100/10100 transitions.
[2023-03-13 12:11:34] [INFO ] Flatten gal took : 169 ms
[2023-03-13 12:11:35] [INFO ] Flatten gal took : 191 ms
[2023-03-13 12:11:35] [INFO ] Input system was already deterministic with 10100 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Drop transitions removed 3200 transitions
Trivial Post-agglo rules discarded 3200 transitions
Performed 3200 trivial Post agglomeration. Transition count delta: 3200
Iterating post reduction 0 with 3200 rules applied. Total rules applied 3200 place count 6600 transition count 6900
Reduce places removed 3200 places and 0 transitions.
Iterating post reduction 1 with 3200 rules applied. Total rules applied 6400 place count 3400 transition count 6900
Performed 250 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 250 Pre rules applied. Total rules applied 6400 place count 3400 transition count 6650
Deduced a syphon composed of 250 places in 1 ms
Reduce places removed 250 places and 0 transitions.
Iterating global reduction 2 with 500 rules applied. Total rules applied 6900 place count 3150 transition count 6650
Discarding 300 places :
Symmetric choice reduction at 2 with 300 rule applications. Total rules 7200 place count 2850 transition count 6350
Iterating global reduction 2 with 300 rules applied. Total rules applied 7500 place count 2850 transition count 6350
Ensure Unique test removed 50 transitions
Reduce isomorphic transitions removed 50 transitions.
Iterating post reduction 2 with 50 rules applied. Total rules applied 7550 place count 2850 transition count 6300
Discarding 200 places :
Symmetric choice reduction at 3 with 200 rule applications. Total rules 7750 place count 2650 transition count 6100
Iterating global reduction 3 with 200 rules applied. Total rules applied 7950 place count 2650 transition count 6100
Discarding 150 places :
Symmetric choice reduction at 3 with 150 rule applications. Total rules 8100 place count 2500 transition count 5950
Iterating global reduction 3 with 150 rules applied. Total rules applied 8250 place count 2500 transition count 5950
Discarding 150 places :
Symmetric choice reduction at 3 with 150 rule applications. Total rules 8400 place count 2350 transition count 5800
Iterating global reduction 3 with 150 rules applied. Total rules applied 8550 place count 2350 transition count 5800
Discarding 100 places :
Symmetric choice reduction at 3 with 100 rule applications. Total rules 8650 place count 2250 transition count 5700
Iterating global reduction 3 with 100 rules applied. Total rules applied 8750 place count 2250 transition count 5700
Discarding 100 places :
Symmetric choice reduction at 3 with 100 rule applications. Total rules 8850 place count 2150 transition count 5600
Iterating global reduction 3 with 100 rules applied. Total rules applied 8950 place count 2150 transition count 5600
Discarding 50 places :
Symmetric choice reduction at 3 with 50 rule applications. Total rules 9000 place count 2100 transition count 5550
Iterating global reduction 3 with 50 rules applied. Total rules applied 9050 place count 2100 transition count 5550
Performed 300 Post agglomeration using F-continuation condition.Transition count delta: 300
Deduced a syphon composed of 300 places in 1 ms
Reduce places removed 300 places and 0 transitions.
Iterating global reduction 3 with 600 rules applied. Total rules applied 9650 place count 1800 transition count 5250
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 3 with 100 rules applied. Total rules applied 9750 place count 1800 transition count 5150
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 4 with 100 rules applied. Total rules applied 9850 place count 1750 transition count 5100
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 4 with 100 rules applied. Total rules applied 9950 place count 1750 transition count 5000
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 5 with 100 rules applied. Total rules applied 10050 place count 1700 transition count 4950
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 5 with 100 rules applied. Total rules applied 10150 place count 1700 transition count 4850
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 6 with 100 rules applied. Total rules applied 10250 place count 1650 transition count 4800
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 6 with 100 rules applied. Total rules applied 10350 place count 1650 transition count 4700
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 7 with 100 rules applied. Total rules applied 10450 place count 1600 transition count 4650
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 7 with 100 rules applied. Total rules applied 10550 place count 1600 transition count 4550
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 8 with 100 rules applied. Total rules applied 10650 place count 1550 transition count 4500
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 8 with 100 rules applied. Total rules applied 10750 place count 1550 transition count 4400
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 9 with 100 rules applied. Total rules applied 10850 place count 1500 transition count 4350
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 9 with 100 rules applied. Total rules applied 10950 place count 1500 transition count 4250
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 10 with 100 rules applied. Total rules applied 11050 place count 1450 transition count 4200
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 10 with 100 rules applied. Total rules applied 11150 place count 1450 transition count 4100
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 11 with 100 rules applied. Total rules applied 11250 place count 1400 transition count 4050
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 11 with 100 rules applied. Total rules applied 11350 place count 1400 transition count 3950
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 12 with 100 rules applied. Total rules applied 11450 place count 1350 transition count 3900
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 12 with 100 rules applied. Total rules applied 11550 place count 1350 transition count 3800
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 13 with 100 rules applied. Total rules applied 11650 place count 1300 transition count 3750
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 13 with 100 rules applied. Total rules applied 11750 place count 1300 transition count 3650
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 14 with 100 rules applied. Total rules applied 11850 place count 1250 transition count 3600
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 14 with 100 rules applied. Total rules applied 11950 place count 1250 transition count 3500
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 15 with 100 rules applied. Total rules applied 12050 place count 1200 transition count 3450
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 15 with 100 rules applied. Total rules applied 12150 place count 1200 transition count 3350
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 16 with 100 rules applied. Total rules applied 12250 place count 1150 transition count 3300
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 16 with 100 rules applied. Total rules applied 12350 place count 1150 transition count 3200
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 17 with 100 rules applied. Total rules applied 12450 place count 1100 transition count 3150
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 17 with 100 rules applied. Total rules applied 12550 place count 1100 transition count 3050
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 18 with 100 rules applied. Total rules applied 12650 place count 1050 transition count 3000
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 18 with 100 rules applied. Total rules applied 12750 place count 1050 transition count 2900
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 19 with 100 rules applied. Total rules applied 12850 place count 1000 transition count 2850
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 19 with 100 rules applied. Total rules applied 12950 place count 1000 transition count 2750
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 20 with 100 rules applied. Total rules applied 13050 place count 950 transition count 2700
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 20 with 100 rules applied. Total rules applied 13150 place count 950 transition count 2600
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 21 with 100 rules applied. Total rules applied 13250 place count 900 transition count 2550
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 21 with 100 rules applied. Total rules applied 13350 place count 900 transition count 2450
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 22 with 100 rules applied. Total rules applied 13450 place count 850 transition count 2400
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 22 with 100 rules applied. Total rules applied 13550 place count 850 transition count 2300
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 23 with 100 rules applied. Total rules applied 13650 place count 800 transition count 2250
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 23 with 100 rules applied. Total rules applied 13750 place count 800 transition count 2150
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 24 with 100 rules applied. Total rules applied 13850 place count 750 transition count 2100
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 24 with 100 rules applied. Total rules applied 13950 place count 750 transition count 2000
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 25 with 100 rules applied. Total rules applied 14050 place count 700 transition count 1950
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 25 with 100 rules applied. Total rules applied 14150 place count 700 transition count 1850
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 26 with 100 rules applied. Total rules applied 14250 place count 650 transition count 1800
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 26 with 100 rules applied. Total rules applied 14350 place count 650 transition count 1700
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 27 with 100 rules applied. Total rules applied 14450 place count 600 transition count 1650
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 27 with 100 rules applied. Total rules applied 14550 place count 600 transition count 1550
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 28 with 100 rules applied. Total rules applied 14650 place count 550 transition count 1500
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 28 with 100 rules applied. Total rules applied 14750 place count 550 transition count 1400
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 29 with 100 rules applied. Total rules applied 14850 place count 500 transition count 1350
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 29 with 100 rules applied. Total rules applied 14950 place count 500 transition count 1250
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 30 with 100 rules applied. Total rules applied 15050 place count 450 transition count 1200
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 30 with 100 rules applied. Total rules applied 15150 place count 450 transition count 1100
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 1 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 31 with 100 rules applied. Total rules applied 15250 place count 400 transition count 1050
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 31 with 100 rules applied. Total rules applied 15350 place count 400 transition count 950
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 32 with 100 rules applied. Total rules applied 15450 place count 350 transition count 900
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 32 with 100 rules applied. Total rules applied 15550 place count 350 transition count 800
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 33 with 100 rules applied. Total rules applied 15650 place count 300 transition count 750
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 33 with 100 rules applied. Total rules applied 15750 place count 300 transition count 650
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 34 with 100 rules applied. Total rules applied 15850 place count 250 transition count 600
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 34 with 100 rules applied. Total rules applied 15950 place count 250 transition count 500
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 35 with 100 rules applied. Total rules applied 16050 place count 200 transition count 450
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Iterating post reduction 35 with 100 rules applied. Total rules applied 16150 place count 200 transition count 350
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Deduced a syphon composed of 50 places in 0 ms
Reduce places removed 50 places and 0 transitions.
Iterating global reduction 36 with 100 rules applied. Total rules applied 16250 place count 150 transition count 300
Ensure Unique test removed 100 transitions
Reduce isomorphic transitions removed 100 transitions.
Performed 50 Post agglomeration using F-continuation condition.Transition count delta: 50
Iterating post reduction 36 with 150 rules applied. Total rules applied 16400 place count 150 transition count 150
Reduce places removed 50 places and 0 transitions.
Ensure Unique test removed 50 transitions
Reduce isomorphic transitions removed 50 transitions.
Iterating post reduction 37 with 100 rules applied. Total rules applied 16500 place count 100 transition count 100
Applied a total of 16500 rules in 3035 ms. Remains 100 /6600 variables (removed 6500) and now considering 100/10100 (removed 10000) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 3035 ms. Remains : 100/6600 places, 100/10100 transitions.
[2023-03-13 12:11:38] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:38] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:38] [INFO ] Input system was already deterministic with 100 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Applied a total of 0 rules in 41 ms. Remains 6600 /6600 variables (removed 0) and now considering 10100/10100 (removed 0) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 42 ms. Remains : 6600/6600 places, 10100/10100 transitions.
[2023-03-13 12:11:38] [INFO ] Flatten gal took : 190 ms
[2023-03-13 12:11:39] [INFO ] Flatten gal took : 239 ms
[2023-03-13 12:11:39] [INFO ] Input system was already deterministic with 10100 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Discarding 1600 places :
Symmetric choice reduction at 0 with 1600 rule applications. Total rules 1600 place count 5000 transition count 8500
Iterating global reduction 0 with 1600 rules applied. Total rules applied 3200 place count 5000 transition count 8500
Discarding 1347 places :
Symmetric choice reduction at 0 with 1347 rule applications. Total rules 4547 place count 3653 transition count 7153
Iterating global reduction 0 with 1347 rules applied. Total rules applied 5894 place count 3653 transition count 7153
Discarding 200 places :
Symmetric choice reduction at 0 with 200 rule applications. Total rules 6094 place count 3453 transition count 6953
Iterating global reduction 0 with 200 rules applied. Total rules applied 6294 place count 3453 transition count 6953
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 6444 place count 3303 transition count 6803
Iterating global reduction 0 with 150 rules applied. Total rules applied 6594 place count 3303 transition count 6803
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 6744 place count 3153 transition count 6653
Iterating global reduction 0 with 150 rules applied. Total rules applied 6894 place count 3153 transition count 6653
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7044 place count 3003 transition count 6503
Iterating global reduction 0 with 150 rules applied. Total rules applied 7194 place count 3003 transition count 6503
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7344 place count 2853 transition count 6353
Iterating global reduction 0 with 150 rules applied. Total rules applied 7494 place count 2853 transition count 6353
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7644 place count 2703 transition count 6203
Iterating global reduction 0 with 150 rules applied. Total rules applied 7794 place count 2703 transition count 6203
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 7894 place count 2603 transition count 6103
Iterating global reduction 0 with 100 rules applied. Total rules applied 7994 place count 2603 transition count 6103
Discarding 99 places :
Symmetric choice reduction at 0 with 99 rule applications. Total rules 8093 place count 2504 transition count 6004
Iterating global reduction 0 with 99 rules applied. Total rules applied 8192 place count 2504 transition count 6004
Discarding 50 places :
Symmetric choice reduction at 0 with 50 rule applications. Total rules 8242 place count 2454 transition count 5954
Iterating global reduction 0 with 50 rules applied. Total rules applied 8292 place count 2454 transition count 5954
Applied a total of 8292 rules in 2267 ms. Remains 2454 /6600 variables (removed 4146) and now considering 5954/10100 (removed 4146) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 2268 ms. Remains : 2454/6600 places, 5954/10100 transitions.
[2023-03-13 12:11:42] [INFO ] Flatten gal took : 78 ms
[2023-03-13 12:11:42] [INFO ] Flatten gal took : 82 ms
[2023-03-13 12:11:42] [INFO ] Input system was already deterministic with 5954 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Graph (trivial) has 10086 edges and 6600 vertex of which 6453 / 6600 are part of one of the 49 SCC in 6 ms
Free SCC test removed 6404 places
Ensure Unique test removed 9827 transitions
Reduce isomorphic transitions removed 9827 transitions.
Reduce places removed 45 places and 0 transitions.
Ensure Unique test removed 44 transitions
Reduce isomorphic transitions removed 44 transitions.
Drop transitions removed 70 transitions
Trivial Post-agglo rules discarded 70 transitions
Performed 70 trivial Post agglomeration. Transition count delta: 70
Iterating post reduction 0 with 114 rules applied. Total rules applied 115 place count 151 transition count 159
Reduce places removed 70 places and 0 transitions.
Performed 3 Post agglomeration using F-continuation condition.Transition count delta: 3
Iterating post reduction 1 with 73 rules applied. Total rules applied 188 place count 81 transition count 156
Reduce places removed 3 places and 0 transitions.
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 2 with 5 rules applied. Total rules applied 193 place count 78 transition count 154
Performed 4 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 4 Pre rules applied. Total rules applied 193 place count 78 transition count 150
Deduced a syphon composed of 4 places in 0 ms
Reduce places removed 4 places and 0 transitions.
Iterating global reduction 3 with 8 rules applied. Total rules applied 201 place count 74 transition count 150
Discarding 7 places :
Symmetric choice reduction at 3 with 7 rule applications. Total rules 208 place count 67 transition count 143
Iterating global reduction 3 with 7 rules applied. Total rules applied 215 place count 67 transition count 143
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 3 with 2 rules applied. Total rules applied 217 place count 67 transition count 141
Discarding 4 places :
Symmetric choice reduction at 4 with 4 rule applications. Total rules 221 place count 63 transition count 137
Iterating global reduction 4 with 4 rules applied. Total rules applied 225 place count 63 transition count 137
Discarding 3 places :
Symmetric choice reduction at 4 with 3 rule applications. Total rules 228 place count 60 transition count 134
Iterating global reduction 4 with 3 rules applied. Total rules applied 231 place count 60 transition count 134
Discarding 3 places :
Symmetric choice reduction at 4 with 3 rule applications. Total rules 234 place count 57 transition count 131
Iterating global reduction 4 with 3 rules applied. Total rules applied 237 place count 57 transition count 131
Discarding 2 places :
Symmetric choice reduction at 4 with 2 rule applications. Total rules 239 place count 55 transition count 129
Iterating global reduction 4 with 2 rules applied. Total rules applied 241 place count 55 transition count 129
Discarding 2 places :
Symmetric choice reduction at 4 with 2 rule applications. Total rules 243 place count 53 transition count 127
Iterating global reduction 4 with 2 rules applied. Total rules applied 245 place count 53 transition count 127
Discarding 1 places :
Symmetric choice reduction at 4 with 1 rule applications. Total rules 246 place count 52 transition count 126
Iterating global reduction 4 with 1 rules applied. Total rules applied 247 place count 52 transition count 126
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 1 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 4 with 12 rules applied. Total rules applied 259 place count 46 transition count 120
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 4 with 2 rules applied. Total rules applied 261 place count 46 transition count 118
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 5 with 2 rules applied. Total rules applied 263 place count 45 transition count 117
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 5 with 2 rules applied. Total rules applied 265 place count 45 transition count 115
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 6 with 2 rules applied. Total rules applied 267 place count 44 transition count 114
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 6 with 2 rules applied. Total rules applied 269 place count 44 transition count 112
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 7 with 2 rules applied. Total rules applied 271 place count 43 transition count 111
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 7 with 2 rules applied. Total rules applied 273 place count 43 transition count 109
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 8 with 2 rules applied. Total rules applied 275 place count 42 transition count 108
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 8 with 2 rules applied. Total rules applied 277 place count 42 transition count 106
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 9 with 2 rules applied. Total rules applied 279 place count 41 transition count 105
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 9 with 2 rules applied. Total rules applied 281 place count 41 transition count 103
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 10 with 2 rules applied. Total rules applied 283 place count 40 transition count 102
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 10 with 2 rules applied. Total rules applied 285 place count 40 transition count 100
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 11 with 2 rules applied. Total rules applied 287 place count 39 transition count 99
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 11 with 2 rules applied. Total rules applied 289 place count 39 transition count 97
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 12 with 2 rules applied. Total rules applied 291 place count 38 transition count 96
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 12 with 2 rules applied. Total rules applied 293 place count 38 transition count 94
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 13 with 2 rules applied. Total rules applied 295 place count 37 transition count 93
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 13 with 2 rules applied. Total rules applied 297 place count 37 transition count 91
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 1 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 14 with 2 rules applied. Total rules applied 299 place count 36 transition count 90
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 14 with 2 rules applied. Total rules applied 301 place count 36 transition count 88
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 15 with 2 rules applied. Total rules applied 303 place count 35 transition count 87
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 15 with 2 rules applied. Total rules applied 305 place count 35 transition count 85
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 16 with 2 rules applied. Total rules applied 307 place count 34 transition count 84
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 16 with 2 rules applied. Total rules applied 309 place count 34 transition count 82
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 17 with 2 rules applied. Total rules applied 311 place count 33 transition count 81
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 17 with 2 rules applied. Total rules applied 313 place count 33 transition count 79
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 18 with 2 rules applied. Total rules applied 315 place count 32 transition count 78
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 18 with 2 rules applied. Total rules applied 317 place count 32 transition count 76
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 19 with 2 rules applied. Total rules applied 319 place count 31 transition count 75
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 19 with 2 rules applied. Total rules applied 321 place count 31 transition count 73
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 20 with 2 rules applied. Total rules applied 323 place count 30 transition count 72
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 20 with 2 rules applied. Total rules applied 325 place count 30 transition count 70
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 21 with 2 rules applied. Total rules applied 327 place count 29 transition count 69
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 21 with 2 rules applied. Total rules applied 329 place count 29 transition count 67
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 22 with 2 rules applied. Total rules applied 331 place count 28 transition count 66
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 22 with 2 rules applied. Total rules applied 333 place count 28 transition count 64
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 23 with 2 rules applied. Total rules applied 335 place count 27 transition count 63
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 23 with 2 rules applied. Total rules applied 337 place count 27 transition count 61
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 24 with 2 rules applied. Total rules applied 339 place count 26 transition count 60
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 24 with 2 rules applied. Total rules applied 341 place count 26 transition count 58
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 25 with 2 rules applied. Total rules applied 343 place count 25 transition count 57
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 25 with 2 rules applied. Total rules applied 345 place count 25 transition count 55
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 26 with 2 rules applied. Total rules applied 347 place count 24 transition count 54
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 26 with 2 rules applied. Total rules applied 349 place count 24 transition count 52
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 27 with 2 rules applied. Total rules applied 351 place count 23 transition count 51
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 27 with 2 rules applied. Total rules applied 353 place count 23 transition count 49
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 28 with 2 rules applied. Total rules applied 355 place count 22 transition count 48
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 28 with 2 rules applied. Total rules applied 357 place count 22 transition count 46
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 29 with 2 rules applied. Total rules applied 359 place count 21 transition count 45
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 29 with 2 rules applied. Total rules applied 361 place count 21 transition count 43
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 30 with 2 rules applied. Total rules applied 363 place count 20 transition count 42
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 30 with 2 rules applied. Total rules applied 365 place count 20 transition count 40
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 31 with 2 rules applied. Total rules applied 367 place count 19 transition count 39
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 31 with 2 rules applied. Total rules applied 369 place count 19 transition count 37
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 32 with 2 rules applied. Total rules applied 371 place count 18 transition count 36
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 32 with 2 rules applied. Total rules applied 373 place count 18 transition count 34
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 33 with 2 rules applied. Total rules applied 375 place count 17 transition count 33
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 33 with 2 rules applied. Total rules applied 377 place count 17 transition count 31
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 34 with 2 rules applied. Total rules applied 379 place count 16 transition count 30
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 34 with 2 rules applied. Total rules applied 381 place count 16 transition count 28
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 35 with 2 rules applied. Total rules applied 383 place count 15 transition count 27
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 35 with 2 rules applied. Total rules applied 385 place count 15 transition count 25
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 36 with 2 rules applied. Total rules applied 387 place count 14 transition count 24
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 36 with 2 rules applied. Total rules applied 389 place count 14 transition count 22
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 37 with 2 rules applied. Total rules applied 391 place count 13 transition count 21
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 37 with 3 rules applied. Total rules applied 394 place count 13 transition count 18
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 38 with 2 rules applied. Total rules applied 396 place count 12 transition count 17
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 39 with 1 Pre rules applied. Total rules applied 396 place count 12 transition count 16
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 39 with 2 rules applied. Total rules applied 398 place count 11 transition count 16
Drop transitions removed 4 transitions
Redundant transition composition rules discarded 4 transitions
Iterating global reduction 39 with 4 rules applied. Total rules applied 402 place count 11 transition count 12
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 39 with 1 Pre rules applied. Total rules applied 402 place count 11 transition count 11
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 39 with 2 rules applied. Total rules applied 404 place count 10 transition count 11
Applied a total of 404 rules in 51 ms. Remains 10 /6600 variables (removed 6590) and now considering 11/10100 (removed 10089) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 51 ms. Remains : 10/6600 places, 11/10100 transitions.
[2023-03-13 12:11:42] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:42] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:42] [INFO ] Input system was already deterministic with 11 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Discarding 1598 places :
Symmetric choice reduction at 0 with 1598 rule applications. Total rules 1598 place count 5002 transition count 8502
Iterating global reduction 0 with 1598 rules applied. Total rules applied 3196 place count 5002 transition count 8502
Discarding 1349 places :
Symmetric choice reduction at 0 with 1349 rule applications. Total rules 4545 place count 3653 transition count 7153
Iterating global reduction 0 with 1349 rules applied. Total rules applied 5894 place count 3653 transition count 7153
Discarding 199 places :
Symmetric choice reduction at 0 with 199 rule applications. Total rules 6093 place count 3454 transition count 6954
Iterating global reduction 0 with 199 rules applied. Total rules applied 6292 place count 3454 transition count 6954
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 6441 place count 3305 transition count 6805
Iterating global reduction 0 with 149 rules applied. Total rules applied 6590 place count 3305 transition count 6805
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 6739 place count 3156 transition count 6656
Iterating global reduction 0 with 149 rules applied. Total rules applied 6888 place count 3156 transition count 6656
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7037 place count 3007 transition count 6507
Iterating global reduction 0 with 149 rules applied. Total rules applied 7186 place count 3007 transition count 6507
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7335 place count 2858 transition count 6358
Iterating global reduction 0 with 149 rules applied. Total rules applied 7484 place count 2858 transition count 6358
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7633 place count 2709 transition count 6209
Iterating global reduction 0 with 149 rules applied. Total rules applied 7782 place count 2709 transition count 6209
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 7882 place count 2609 transition count 6109
Iterating global reduction 0 with 100 rules applied. Total rules applied 7982 place count 2609 transition count 6109
Discarding 99 places :
Symmetric choice reduction at 0 with 99 rule applications. Total rules 8081 place count 2510 transition count 6010
Iterating global reduction 0 with 99 rules applied. Total rules applied 8180 place count 2510 transition count 6010
Discarding 50 places :
Symmetric choice reduction at 0 with 50 rule applications. Total rules 8230 place count 2460 transition count 5960
Iterating global reduction 0 with 50 rules applied. Total rules applied 8280 place count 2460 transition count 5960
Applied a total of 8280 rules in 2291 ms. Remains 2460 /6600 variables (removed 4140) and now considering 5960/10100 (removed 4140) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 2291 ms. Remains : 2460/6600 places, 5960/10100 transitions.
[2023-03-13 12:11:44] [INFO ] Flatten gal took : 81 ms
[2023-03-13 12:11:44] [INFO ] Flatten gal took : 87 ms
[2023-03-13 12:11:45] [INFO ] Input system was already deterministic with 5960 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Graph (trivial) has 10085 edges and 6600 vertex of which 6574 / 6600 are part of one of the 50 SCC in 3 ms
Free SCC test removed 6524 places
Ensure Unique test removed 10013 transitions
Reduce isomorphic transitions removed 10013 transitions.
Reduce places removed 46 places and 0 transitions.
Ensure Unique test removed 45 transitions
Reduce isomorphic transitions removed 45 transitions.
Drop transitions removed 11 transitions
Trivial Post-agglo rules discarded 11 transitions
Performed 11 trivial Post agglomeration. Transition count delta: 11
Iterating post reduction 0 with 56 rules applied. Total rules applied 57 place count 30 transition count 31
Reduce places removed 11 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 1 with 13 rules applied. Total rules applied 70 place count 19 transition count 29
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 2 with 3 rules applied. Total rules applied 73 place count 18 transition count 27
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Iterating post reduction 3 with 4 rules applied. Total rules applied 77 place count 17 transition count 24
Reduce places removed 2 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 4 with 3 rules applied. Total rules applied 80 place count 15 transition count 23
Discarding 1 places :
Symmetric choice reduction at 5 with 1 rule applications. Total rules 81 place count 14 transition count 22
Iterating global reduction 5 with 1 rules applied. Total rules applied 82 place count 14 transition count 22
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 5 with 1 rules applied. Total rules applied 83 place count 14 transition count 21
Drop transitions removed 4 transitions
Redundant transition composition rules discarded 4 transitions
Iterating global reduction 6 with 4 rules applied. Total rules applied 87 place count 14 transition count 17
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 6 with 1 Pre rules applied. Total rules applied 87 place count 14 transition count 16
Deduced a syphon composed of 1 places in 0 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 6 with 2 rules applied. Total rules applied 89 place count 13 transition count 16
Applied a total of 89 rules in 17 ms. Remains 13 /6600 variables (removed 6587) and now considering 16/10100 (removed 10084) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 17 ms. Remains : 13/6600 places, 16/10100 transitions.
[2023-03-13 12:11:45] [INFO ] Flatten gal took : 0 ms
[2023-03-13 12:11:45] [INFO ] Flatten gal took : 0 ms
[2023-03-13 12:11:45] [INFO ] Input system was already deterministic with 16 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Graph (trivial) has 10022 edges and 6600 vertex of which 6335 / 6600 are part of one of the 48 SCC in 3 ms
Free SCC test removed 6287 places
Ensure Unique test removed 9646 transitions
Reduce isomorphic transitions removed 9646 transitions.
Reduce places removed 47 places and 0 transitions.
Ensure Unique test removed 46 transitions
Reduce isomorphic transitions removed 46 transitions.
Drop transitions removed 128 transitions
Trivial Post-agglo rules discarded 128 transitions
Performed 128 trivial Post agglomeration. Transition count delta: 128
Iterating post reduction 0 with 174 rules applied. Total rules applied 175 place count 266 transition count 280
Reduce places removed 128 places and 0 transitions.
Iterating post reduction 1 with 128 rules applied. Total rules applied 303 place count 138 transition count 280
Performed 10 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 10 Pre rules applied. Total rules applied 303 place count 138 transition count 270
Deduced a syphon composed of 10 places in 0 ms
Reduce places removed 10 places and 0 transitions.
Iterating global reduction 2 with 20 rules applied. Total rules applied 323 place count 128 transition count 270
Discarding 12 places :
Symmetric choice reduction at 2 with 12 rule applications. Total rules 335 place count 116 transition count 258
Iterating global reduction 2 with 12 rules applied. Total rules applied 347 place count 116 transition count 258
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 2 with 2 rules applied. Total rules applied 349 place count 116 transition count 256
Discarding 8 places :
Symmetric choice reduction at 3 with 8 rule applications. Total rules 357 place count 108 transition count 248
Iterating global reduction 3 with 8 rules applied. Total rules applied 365 place count 108 transition count 248
Discarding 6 places :
Symmetric choice reduction at 3 with 6 rule applications. Total rules 371 place count 102 transition count 242
Iterating global reduction 3 with 6 rules applied. Total rules applied 377 place count 102 transition count 242
Discarding 6 places :
Symmetric choice reduction at 3 with 6 rule applications. Total rules 383 place count 96 transition count 236
Iterating global reduction 3 with 6 rules applied. Total rules applied 389 place count 96 transition count 236
Discarding 4 places :
Symmetric choice reduction at 3 with 4 rule applications. Total rules 393 place count 92 transition count 232
Iterating global reduction 3 with 4 rules applied. Total rules applied 397 place count 92 transition count 232
Discarding 4 places :
Symmetric choice reduction at 3 with 4 rule applications. Total rules 401 place count 88 transition count 228
Iterating global reduction 3 with 4 rules applied. Total rules applied 405 place count 88 transition count 228
Discarding 2 places :
Symmetric choice reduction at 3 with 2 rule applications. Total rules 407 place count 86 transition count 226
Iterating global reduction 3 with 2 rules applied. Total rules applied 409 place count 86 transition count 226
Performed 12 Post agglomeration using F-continuation condition.Transition count delta: 12
Deduced a syphon composed of 12 places in 0 ms
Reduce places removed 12 places and 0 transitions.
Iterating global reduction 3 with 24 rules applied. Total rules applied 433 place count 74 transition count 214
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 3 with 4 rules applied. Total rules applied 437 place count 74 transition count 210
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 4 with 4 rules applied. Total rules applied 441 place count 72 transition count 208
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 4 with 4 rules applied. Total rules applied 445 place count 72 transition count 204
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 5 with 4 rules applied. Total rules applied 449 place count 70 transition count 202
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 5 with 4 rules applied. Total rules applied 453 place count 70 transition count 198
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 6 with 4 rules applied. Total rules applied 457 place count 68 transition count 196
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 6 with 4 rules applied. Total rules applied 461 place count 68 transition count 192
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 7 with 4 rules applied. Total rules applied 465 place count 66 transition count 190
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 7 with 4 rules applied. Total rules applied 469 place count 66 transition count 186
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 8 with 4 rules applied. Total rules applied 473 place count 64 transition count 184
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 8 with 4 rules applied. Total rules applied 477 place count 64 transition count 180
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 9 with 4 rules applied. Total rules applied 481 place count 62 transition count 178
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 9 with 4 rules applied. Total rules applied 485 place count 62 transition count 174
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 10 with 4 rules applied. Total rules applied 489 place count 60 transition count 172
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 10 with 4 rules applied. Total rules applied 493 place count 60 transition count 168
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 11 with 4 rules applied. Total rules applied 497 place count 58 transition count 166
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 11 with 4 rules applied. Total rules applied 501 place count 58 transition count 162
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 12 with 4 rules applied. Total rules applied 505 place count 56 transition count 160
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 12 with 4 rules applied. Total rules applied 509 place count 56 transition count 156
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 13 with 4 rules applied. Total rules applied 513 place count 54 transition count 154
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 13 with 4 rules applied. Total rules applied 517 place count 54 transition count 150
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 14 with 4 rules applied. Total rules applied 521 place count 52 transition count 148
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 14 with 4 rules applied. Total rules applied 525 place count 52 transition count 144
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 15 with 4 rules applied. Total rules applied 529 place count 50 transition count 142
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 15 with 4 rules applied. Total rules applied 533 place count 50 transition count 138
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 16 with 4 rules applied. Total rules applied 537 place count 48 transition count 136
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 16 with 4 rules applied. Total rules applied 541 place count 48 transition count 132
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 17 with 4 rules applied. Total rules applied 545 place count 46 transition count 130
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 17 with 4 rules applied. Total rules applied 549 place count 46 transition count 126
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 18 with 4 rules applied. Total rules applied 553 place count 44 transition count 124
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 18 with 4 rules applied. Total rules applied 557 place count 44 transition count 120
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 19 with 4 rules applied. Total rules applied 561 place count 42 transition count 118
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 19 with 4 rules applied. Total rules applied 565 place count 42 transition count 114
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 20 with 4 rules applied. Total rules applied 569 place count 40 transition count 112
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 20 with 4 rules applied. Total rules applied 573 place count 40 transition count 108
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 21 with 4 rules applied. Total rules applied 577 place count 38 transition count 106
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 21 with 4 rules applied. Total rules applied 581 place count 38 transition count 102
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 22 with 4 rules applied. Total rules applied 585 place count 36 transition count 100
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 22 with 4 rules applied. Total rules applied 589 place count 36 transition count 96
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 23 with 4 rules applied. Total rules applied 593 place count 34 transition count 94
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 23 with 4 rules applied. Total rules applied 597 place count 34 transition count 90
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 24 with 4 rules applied. Total rules applied 601 place count 32 transition count 88
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 24 with 4 rules applied. Total rules applied 605 place count 32 transition count 84
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 25 with 4 rules applied. Total rules applied 609 place count 30 transition count 82
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 25 with 4 rules applied. Total rules applied 613 place count 30 transition count 78
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 26 with 4 rules applied. Total rules applied 617 place count 28 transition count 76
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 26 with 4 rules applied. Total rules applied 621 place count 28 transition count 72
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 27 with 4 rules applied. Total rules applied 625 place count 26 transition count 70
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 27 with 4 rules applied. Total rules applied 629 place count 26 transition count 66
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 28 with 4 rules applied. Total rules applied 633 place count 24 transition count 64
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 28 with 4 rules applied. Total rules applied 637 place count 24 transition count 60
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 29 with 4 rules applied. Total rules applied 641 place count 22 transition count 58
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 29 with 4 rules applied. Total rules applied 645 place count 22 transition count 54
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 30 with 4 rules applied. Total rules applied 649 place count 20 transition count 52
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 30 with 4 rules applied. Total rules applied 653 place count 20 transition count 48
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 31 with 4 rules applied. Total rules applied 657 place count 18 transition count 46
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 31 with 4 rules applied. Total rules applied 661 place count 18 transition count 42
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 32 with 4 rules applied. Total rules applied 665 place count 16 transition count 40
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 32 with 4 rules applied. Total rules applied 669 place count 16 transition count 36
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 33 with 4 rules applied. Total rules applied 673 place count 14 transition count 34
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 33 with 4 rules applied. Total rules applied 677 place count 14 transition count 30
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 34 with 4 rules applied. Total rules applied 681 place count 12 transition count 28
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 34 with 4 rules applied. Total rules applied 685 place count 12 transition count 24
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 35 with 4 rules applied. Total rules applied 689 place count 10 transition count 22
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Iterating post reduction 35 with 4 rules applied. Total rules applied 693 place count 10 transition count 18
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Deduced a syphon composed of 2 places in 0 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 36 with 4 rules applied. Total rules applied 697 place count 8 transition count 16
Ensure Unique test removed 4 transitions
Reduce isomorphic transitions removed 4 transitions.
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Iterating post reduction 36 with 6 rules applied. Total rules applied 703 place count 8 transition count 10
Reduce places removed 2 places and 0 transitions.
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Iterating post reduction 37 with 4 rules applied. Total rules applied 707 place count 6 transition count 8
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 38 with 1 rules applied. Total rules applied 708 place count 6 transition count 7
Applied a total of 708 rules in 41 ms. Remains 6 /6600 variables (removed 6594) and now considering 7/10100 (removed 10093) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 41 ms. Remains : 6/6600 places, 7/10100 transitions.
[2023-03-13 12:11:45] [INFO ] Flatten gal took : 0 ms
[2023-03-13 12:11:45] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:45] [INFO ] Input system was already deterministic with 7 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Discarding 1600 places :
Symmetric choice reduction at 0 with 1600 rule applications. Total rules 1600 place count 5000 transition count 8500
Iterating global reduction 0 with 1600 rules applied. Total rules applied 3200 place count 5000 transition count 8500
Discarding 1349 places :
Symmetric choice reduction at 0 with 1349 rule applications. Total rules 4549 place count 3651 transition count 7151
Iterating global reduction 0 with 1349 rules applied. Total rules applied 5898 place count 3651 transition count 7151
Discarding 200 places :
Symmetric choice reduction at 0 with 200 rule applications. Total rules 6098 place count 3451 transition count 6951
Iterating global reduction 0 with 200 rules applied. Total rules applied 6298 place count 3451 transition count 6951
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 6448 place count 3301 transition count 6801
Iterating global reduction 0 with 150 rules applied. Total rules applied 6598 place count 3301 transition count 6801
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 6748 place count 3151 transition count 6651
Iterating global reduction 0 with 150 rules applied. Total rules applied 6898 place count 3151 transition count 6651
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7048 place count 3001 transition count 6501
Iterating global reduction 0 with 150 rules applied. Total rules applied 7198 place count 3001 transition count 6501
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7348 place count 2851 transition count 6351
Iterating global reduction 0 with 150 rules applied. Total rules applied 7498 place count 2851 transition count 6351
Discarding 150 places :
Symmetric choice reduction at 0 with 150 rule applications. Total rules 7648 place count 2701 transition count 6201
Iterating global reduction 0 with 150 rules applied. Total rules applied 7798 place count 2701 transition count 6201
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 7898 place count 2601 transition count 6101
Iterating global reduction 0 with 100 rules applied. Total rules applied 7998 place count 2601 transition count 6101
Discarding 100 places :
Symmetric choice reduction at 0 with 100 rule applications. Total rules 8098 place count 2501 transition count 6001
Iterating global reduction 0 with 100 rules applied. Total rules applied 8198 place count 2501 transition count 6001
Discarding 50 places :
Symmetric choice reduction at 0 with 50 rule applications. Total rules 8248 place count 2451 transition count 5951
Iterating global reduction 0 with 50 rules applied. Total rules applied 8298 place count 2451 transition count 5951
Applied a total of 8298 rules in 2295 ms. Remains 2451 /6600 variables (removed 4149) and now considering 5951/10100 (removed 4149) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 2295 ms. Remains : 2451/6600 places, 5951/10100 transitions.
[2023-03-13 12:11:47] [INFO ] Flatten gal took : 81 ms
[2023-03-13 12:11:47] [INFO ] Flatten gal took : 87 ms
[2023-03-13 12:11:47] [INFO ] Input system was already deterministic with 5951 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Graph (trivial) has 9789 edges and 6600 vertex of which 5611 / 6600 are part of one of the 43 SCC in 3 ms
Free SCC test removed 5568 places
Ensure Unique test removed 8542 transitions
Reduce isomorphic transitions removed 8542 transitions.
Reduce places removed 31 places and 0 transitions.
Ensure Unique test removed 30 transitions
Reduce isomorphic transitions removed 30 transitions.
Drop transitions removed 471 transitions
Trivial Post-agglo rules discarded 471 transitions
Performed 471 trivial Post agglomeration. Transition count delta: 471
Iterating post reduction 0 with 501 rules applied. Total rules applied 502 place count 1001 transition count 1057
Reduce places removed 471 places and 0 transitions.
Ensure Unique test removed 3 transitions
Reduce isomorphic transitions removed 3 transitions.
Drop transitions removed 3 transitions
Trivial Post-agglo rules discarded 3 transitions
Performed 3 trivial Post agglomeration. Transition count delta: 3
Iterating post reduction 1 with 477 rules applied. Total rules applied 979 place count 530 transition count 1051
Reduce places removed 3 places and 0 transitions.
Ensure Unique test removed 2 transitions
Reduce isomorphic transitions removed 2 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 2 with 6 rules applied. Total rules applied 985 place count 527 transition count 1048
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 3 with 3 rules applied. Total rules applied 988 place count 526 transition count 1046
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 4 with 3 rules applied. Total rules applied 991 place count 525 transition count 1044
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 5 with 3 rules applied. Total rules applied 994 place count 524 transition count 1042
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 6 with 3 rules applied. Total rules applied 997 place count 523 transition count 1040
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Performed 11 Post agglomeration using F-continuation condition.Transition count delta: 11
Iterating post reduction 7 with 13 rules applied. Total rules applied 1010 place count 522 transition count 1028
Reduce places removed 11 places and 0 transitions.
Ensure Unique test removed 9 transitions
Reduce isomorphic transitions removed 9 transitions.
Iterating post reduction 8 with 20 rules applied. Total rules applied 1030 place count 511 transition count 1019
Performed 36 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 9 with 36 Pre rules applied. Total rules applied 1030 place count 511 transition count 983
Deduced a syphon composed of 36 places in 0 ms
Reduce places removed 36 places and 0 transitions.
Iterating global reduction 9 with 72 rules applied. Total rules applied 1102 place count 475 transition count 983
Discarding 43 places :
Symmetric choice reduction at 9 with 43 rule applications. Total rules 1145 place count 432 transition count 940
Iterating global reduction 9 with 43 rules applied. Total rules applied 1188 place count 432 transition count 940
Ensure Unique test removed 9 transitions
Reduce isomorphic transitions removed 9 transitions.
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 9 with 10 rules applied. Total rules applied 1198 place count 432 transition count 930
Reduce places removed 1 places and 0 transitions.
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 10 with 2 rules applied. Total rules applied 1200 place count 431 transition count 929
Discarding 28 places :
Symmetric choice reduction at 11 with 28 rule applications. Total rules 1228 place count 403 transition count 901
Iterating global reduction 11 with 28 rules applied. Total rules applied 1256 place count 403 transition count 901
Discarding 20 places :
Symmetric choice reduction at 11 with 20 rule applications. Total rules 1276 place count 383 transition count 881
Iterating global reduction 11 with 20 rules applied. Total rules applied 1296 place count 383 transition count 881
Discarding 20 places :
Symmetric choice reduction at 11 with 20 rule applications. Total rules 1316 place count 363 transition count 861
Iterating global reduction 11 with 20 rules applied. Total rules applied 1336 place count 363 transition count 861
Discarding 13 places :
Symmetric choice reduction at 11 with 13 rule applications. Total rules 1349 place count 350 transition count 848
Iterating global reduction 11 with 13 rules applied. Total rules applied 1362 place count 350 transition count 848
Discarding 13 places :
Symmetric choice reduction at 11 with 13 rule applications. Total rules 1375 place count 337 transition count 835
Iterating global reduction 11 with 13 rules applied. Total rules applied 1388 place count 337 transition count 835
Discarding 6 places :
Symmetric choice reduction at 11 with 6 rule applications. Total rules 1394 place count 331 transition count 829
Iterating global reduction 11 with 6 rules applied. Total rules applied 1400 place count 331 transition count 829
Performed 46 Post agglomeration using F-continuation condition.Transition count delta: 46
Deduced a syphon composed of 46 places in 1 ms
Reduce places removed 46 places and 0 transitions.
Iterating global reduction 11 with 92 rules applied. Total rules applied 1492 place count 285 transition count 783
Ensure Unique test removed 14 transitions
Reduce isomorphic transitions removed 14 transitions.
Iterating post reduction 11 with 14 rules applied. Total rules applied 1506 place count 285 transition count 769
Performed 7 Post agglomeration using F-continuation condition.Transition count delta: 7
Deduced a syphon composed of 7 places in 0 ms
Reduce places removed 7 places and 0 transitions.
Iterating global reduction 12 with 14 rules applied. Total rules applied 1520 place count 278 transition count 762
Ensure Unique test removed 14 transitions
Reduce isomorphic transitions removed 14 transitions.
Iterating post reduction 12 with 14 rules applied. Total rules applied 1534 place count 278 transition count 748
Performed 7 Post agglomeration using F-continuation condition.Transition count delta: 7
Deduced a syphon composed of 7 places in 0 ms
Reduce places removed 7 places and 0 transitions.
Iterating global reduction 13 with 14 rules applied. Total rules applied 1548 place count 271 transition count 741
Ensure Unique test removed 14 transitions
Reduce isomorphic transitions removed 14 transitions.
Iterating post reduction 13 with 14 rules applied. Total rules applied 1562 place count 271 transition count 727
Performed 7 Post agglomeration using F-continuation condition.Transition count delta: 7
Deduced a syphon composed of 7 places in 0 ms
Reduce places removed 7 places and 0 transitions.
Iterating global reduction 14 with 14 rules applied. Total rules applied 1576 place count 264 transition count 720
Ensure Unique test removed 14 transitions
Reduce isomorphic transitions removed 14 transitions.
Iterating post reduction 14 with 14 rules applied. Total rules applied 1590 place count 264 transition count 706
Performed 7 Post agglomeration using F-continuation condition.Transition count delta: 7
Deduced a syphon composed of 7 places in 0 ms
Reduce places removed 7 places and 0 transitions.
Iterating global reduction 15 with 14 rules applied. Total rules applied 1604 place count 257 transition count 699
Ensure Unique test removed 13 transitions
Reduce isomorphic transitions removed 13 transitions.
Iterating post reduction 15 with 13 rules applied. Total rules applied 1617 place count 257 transition count 686
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 16 with 12 rules applied. Total rules applied 1629 place count 251 transition count 680
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 16 with 12 rules applied. Total rules applied 1641 place count 251 transition count 668
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 1 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 17 with 12 rules applied. Total rules applied 1653 place count 245 transition count 662
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 17 with 12 rules applied. Total rules applied 1665 place count 245 transition count 650
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 18 with 12 rules applied. Total rules applied 1677 place count 239 transition count 644
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 18 with 12 rules applied. Total rules applied 1689 place count 239 transition count 632
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 19 with 12 rules applied. Total rules applied 1701 place count 233 transition count 626
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 19 with 12 rules applied. Total rules applied 1713 place count 233 transition count 614
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 20 with 12 rules applied. Total rules applied 1725 place count 227 transition count 608
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 20 with 12 rules applied. Total rules applied 1737 place count 227 transition count 596
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 21 with 12 rules applied. Total rules applied 1749 place count 221 transition count 590
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 21 with 12 rules applied. Total rules applied 1761 place count 221 transition count 578
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 22 with 12 rules applied. Total rules applied 1773 place count 215 transition count 572
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 22 with 12 rules applied. Total rules applied 1785 place count 215 transition count 560
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 23 with 12 rules applied. Total rules applied 1797 place count 209 transition count 554
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 23 with 12 rules applied. Total rules applied 1809 place count 209 transition count 542
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 24 with 12 rules applied. Total rules applied 1821 place count 203 transition count 536
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 24 with 12 rules applied. Total rules applied 1833 place count 203 transition count 524
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 25 with 12 rules applied. Total rules applied 1845 place count 197 transition count 518
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 25 with 12 rules applied. Total rules applied 1857 place count 197 transition count 506
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 26 with 12 rules applied. Total rules applied 1869 place count 191 transition count 500
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 26 with 12 rules applied. Total rules applied 1881 place count 191 transition count 488
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 27 with 12 rules applied. Total rules applied 1893 place count 185 transition count 482
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 27 with 12 rules applied. Total rules applied 1905 place count 185 transition count 470
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 28 with 12 rules applied. Total rules applied 1917 place count 179 transition count 464
Ensure Unique test removed 12 transitions
Reduce isomorphic transitions removed 12 transitions.
Iterating post reduction 28 with 12 rules applied. Total rules applied 1929 place count 179 transition count 452
Performed 6 Post agglomeration using F-continuation condition.Transition count delta: 6
Deduced a syphon composed of 6 places in 0 ms
Reduce places removed 6 places and 0 transitions.
Iterating global reduction 29 with 12 rules applied. Total rules applied 1941 place count 173 transition count 446
Ensure Unique test removed 11 transitions
Reduce isomorphic transitions removed 11 transitions.
Iterating post reduction 29 with 11 rules applied. Total rules applied 1952 place count 173 transition count 435
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 30 with 10 rules applied. Total rules applied 1962 place count 168 transition count 430
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 30 with 10 rules applied. Total rules applied 1972 place count 168 transition count 420
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 31 with 10 rules applied. Total rules applied 1982 place count 163 transition count 415
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 31 with 10 rules applied. Total rules applied 1992 place count 163 transition count 405
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 32 with 10 rules applied. Total rules applied 2002 place count 158 transition count 400
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 32 with 10 rules applied. Total rules applied 2012 place count 158 transition count 390
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 33 with 10 rules applied. Total rules applied 2022 place count 153 transition count 385
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 33 with 10 rules applied. Total rules applied 2032 place count 153 transition count 375
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 34 with 10 rules applied. Total rules applied 2042 place count 148 transition count 370
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 34 with 10 rules applied. Total rules applied 2052 place count 148 transition count 360
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 35 with 10 rules applied. Total rules applied 2062 place count 143 transition count 355
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 35 with 10 rules applied. Total rules applied 2072 place count 143 transition count 345
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 36 with 10 rules applied. Total rules applied 2082 place count 138 transition count 340
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 36 with 10 rules applied. Total rules applied 2092 place count 138 transition count 330
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 37 with 10 rules applied. Total rules applied 2102 place count 133 transition count 325
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 37 with 10 rules applied. Total rules applied 2112 place count 133 transition count 315
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 38 with 10 rules applied. Total rules applied 2122 place count 128 transition count 310
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 38 with 10 rules applied. Total rules applied 2132 place count 128 transition count 300
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 39 with 10 rules applied. Total rules applied 2142 place count 123 transition count 295
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 39 with 10 rules applied. Total rules applied 2152 place count 123 transition count 285
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 40 with 10 rules applied. Total rules applied 2162 place count 118 transition count 280
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 40 with 10 rules applied. Total rules applied 2172 place count 118 transition count 270
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 41 with 10 rules applied. Total rules applied 2182 place count 113 transition count 265
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 41 with 10 rules applied. Total rules applied 2192 place count 113 transition count 255
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 42 with 10 rules applied. Total rules applied 2202 place count 108 transition count 250
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 42 with 10 rules applied. Total rules applied 2212 place count 108 transition count 240
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 43 with 10 rules applied. Total rules applied 2222 place count 103 transition count 235
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Iterating post reduction 43 with 10 rules applied. Total rules applied 2232 place count 103 transition count 225
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Deduced a syphon composed of 5 places in 0 ms
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 44 with 10 rules applied. Total rules applied 2242 place count 98 transition count 220
Ensure Unique test removed 10 transitions
Reduce isomorphic transitions removed 10 transitions.
Performed 5 Post agglomeration using F-continuation condition.Transition count delta: 5
Iterating post reduction 44 with 15 rules applied. Total rules applied 2257 place count 98 transition count 205
Reduce places removed 5 places and 0 transitions.
Ensure Unique test removed 5 transitions
Reduce isomorphic transitions removed 5 transitions.
Iterating post reduction 45 with 10 rules applied. Total rules applied 2267 place count 93 transition count 200
Drop transitions removed 75 transitions
Redundant transition composition rules discarded 75 transitions
Iterating global reduction 46 with 75 rules applied. Total rules applied 2342 place count 93 transition count 125
Drop transitions removed 15 transitions
Trivial Post-agglo rules discarded 15 transitions
Performed 15 trivial Post agglomeration. Transition count delta: 15
Iterating post reduction 46 with 15 rules applied. Total rules applied 2357 place count 93 transition count 110
Reduce places removed 15 places and 0 transitions.
Performed 2 Post agglomeration using F-continuation condition.Transition count delta: 2
Iterating post reduction 47 with 17 rules applied. Total rules applied 2374 place count 78 transition count 108
Reduce places removed 2 places and 0 transitions.
Iterating post reduction 48 with 2 rules applied. Total rules applied 2376 place count 76 transition count 108
Performed 3 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 49 with 3 Pre rules applied. Total rules applied 2376 place count 76 transition count 105
Deduced a syphon composed of 3 places in 0 ms
Reduce places removed 3 places and 0 transitions.
Iterating global reduction 49 with 6 rules applied. Total rules applied 2382 place count 73 transition count 105
Drop transitions removed 10 transitions
Redundant transition composition rules discarded 10 transitions
Iterating global reduction 49 with 10 rules applied. Total rules applied 2392 place count 73 transition count 95
Drop transitions removed 9 transitions
Trivial Post-agglo rules discarded 9 transitions
Performed 9 trivial Post agglomeration. Transition count delta: 9
Iterating post reduction 49 with 9 rules applied. Total rules applied 2401 place count 73 transition count 86
Reduce places removed 9 places and 0 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 50 with 10 rules applied. Total rules applied 2411 place count 64 transition count 85
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 51 with 1 rules applied. Total rules applied 2412 place count 63 transition count 85
Drop transitions removed 3 transitions
Redundant transition composition rules discarded 3 transitions
Iterating global reduction 52 with 3 rules applied. Total rules applied 2415 place count 63 transition count 82
Drop transitions removed 2 transitions
Trivial Post-agglo rules discarded 2 transitions
Performed 2 trivial Post agglomeration. Transition count delta: 2
Iterating post reduction 52 with 2 rules applied. Total rules applied 2417 place count 63 transition count 80
Reduce places removed 2 places and 0 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 53 with 3 rules applied. Total rules applied 2420 place count 61 transition count 79
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 54 with 1 rules applied. Total rules applied 2421 place count 60 transition count 79
Drop transitions removed 2 transitions
Redundant transition composition rules discarded 2 transitions
Iterating global reduction 55 with 2 rules applied. Total rules applied 2423 place count 60 transition count 77
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 55 with 1 rules applied. Total rules applied 2424 place count 60 transition count 76
Reduce places removed 1 places and 0 transitions.
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 56 with 2 rules applied. Total rules applied 2426 place count 59 transition count 75
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 57 with 1 rules applied. Total rules applied 2427 place count 58 transition count 75
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 58 with 1 rules applied. Total rules applied 2428 place count 58 transition count 74
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 58 with 1 rules applied. Total rules applied 2429 place count 58 transition count 73
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 59 with 1 rules applied. Total rules applied 2430 place count 57 transition count 73
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 60 with 1 rules applied. Total rules applied 2431 place count 57 transition count 72
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 60 with 1 rules applied. Total rules applied 2432 place count 57 transition count 71
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 61 with 1 rules applied. Total rules applied 2433 place count 56 transition count 71
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 62 with 1 rules applied. Total rules applied 2434 place count 56 transition count 70
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 62 with 1 rules applied. Total rules applied 2435 place count 56 transition count 69
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 63 with 1 rules applied. Total rules applied 2436 place count 55 transition count 69
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 64 with 1 rules applied. Total rules applied 2437 place count 55 transition count 68
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 64 with 1 rules applied. Total rules applied 2438 place count 55 transition count 67
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 65 with 1 rules applied. Total rules applied 2439 place count 54 transition count 67
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 66 with 1 rules applied. Total rules applied 2440 place count 54 transition count 66
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 66 with 1 rules applied. Total rules applied 2441 place count 54 transition count 65
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 67 with 1 rules applied. Total rules applied 2442 place count 53 transition count 65
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 68 with 1 rules applied. Total rules applied 2443 place count 53 transition count 64
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 68 with 1 rules applied. Total rules applied 2444 place count 53 transition count 63
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 69 with 1 rules applied. Total rules applied 2445 place count 52 transition count 63
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 70 with 1 rules applied. Total rules applied 2446 place count 52 transition count 62
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 70 with 1 rules applied. Total rules applied 2447 place count 52 transition count 61
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 71 with 1 rules applied. Total rules applied 2448 place count 51 transition count 61
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 72 with 1 rules applied. Total rules applied 2449 place count 51 transition count 60
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 72 with 1 rules applied. Total rules applied 2450 place count 51 transition count 59
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 73 with 1 rules applied. Total rules applied 2451 place count 50 transition count 59
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 74 with 1 rules applied. Total rules applied 2452 place count 50 transition count 58
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 74 with 1 rules applied. Total rules applied 2453 place count 50 transition count 57
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 75 with 1 rules applied. Total rules applied 2454 place count 49 transition count 57
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 76 with 1 rules applied. Total rules applied 2455 place count 49 transition count 56
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 76 with 1 rules applied. Total rules applied 2456 place count 49 transition count 55
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 77 with 1 rules applied. Total rules applied 2457 place count 48 transition count 55
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 78 with 1 rules applied. Total rules applied 2458 place count 48 transition count 54
Drop transitions removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 78 with 1 rules applied. Total rules applied 2459 place count 48 transition count 53
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 79 with 1 rules applied. Total rules applied 2460 place count 47 transition count 53
Drop transitions removed 1 transitions
Redundant transition composition rules discarded 1 transitions
Iterating global reduction 80 with 1 rules applied. Total rules applied 2461 place count 47 transition count 52
Performed 1 Post agglomeration using F-continuation condition.Transition count delta: 1
Iterating post reduction 80 with 1 rules applied. Total rules applied 2462 place count 47 transition count 51
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 81 with 1 rules applied. Total rules applied 2463 place count 46 transition count 51
Applied a total of 2463 rules in 167 ms. Remains 46 /6600 variables (removed 6554) and now considering 51/10100 (removed 10049) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 167 ms. Remains : 46/6600 places, 51/10100 transitions.
[2023-03-13 12:11:47] [INFO ] Flatten gal took : 2 ms
[2023-03-13 12:11:47] [INFO ] Flatten gal took : 1 ms
[2023-03-13 12:11:47] [INFO ] Input system was already deterministic with 51 transitions.
Starting structural reductions in LTL mode, iteration 0 : 6600/6600 places, 10100/10100 transitions.
Discarding 1598 places :
Symmetric choice reduction at 0 with 1598 rule applications. Total rules 1598 place count 5002 transition count 8502
Iterating global reduction 0 with 1598 rules applied. Total rules applied 3196 place count 5002 transition count 8502
Discarding 1347 places :
Symmetric choice reduction at 0 with 1347 rule applications. Total rules 4543 place count 3655 transition count 7155
Iterating global reduction 0 with 1347 rules applied. Total rules applied 5890 place count 3655 transition count 7155
Discarding 199 places :
Symmetric choice reduction at 0 with 199 rule applications. Total rules 6089 place count 3456 transition count 6956
Iterating global reduction 0 with 199 rules applied. Total rules applied 6288 place count 3456 transition count 6956
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 6437 place count 3307 transition count 6807
Iterating global reduction 0 with 149 rules applied. Total rules applied 6586 place count 3307 transition count 6807
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 6735 place count 3158 transition count 6658
Iterating global reduction 0 with 149 rules applied. Total rules applied 6884 place count 3158 transition count 6658
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7033 place count 3009 transition count 6509
Iterating global reduction 0 with 149 rules applied. Total rules applied 7182 place count 3009 transition count 6509
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7331 place count 2860 transition count 6360
Iterating global reduction 0 with 149 rules applied. Total rules applied 7480 place count 2860 transition count 6360
Discarding 149 places :
Symmetric choice reduction at 0 with 149 rule applications. Total rules 7629 place count 2711 transition count 6211
Iterating global reduction 0 with 149 rules applied. Total rules applied 7778 place count 2711 transition count 6211
Discarding 99 places :
Symmetric choice reduction at 0 with 99 rule applications. Total rules 7877 place count 2612 transition count 6112
Iterating global reduction 0 with 99 rules applied. Total rules applied 7976 place count 2612 transition count 6112
Discarding 99 places :
Symmetric choice reduction at 0 with 99 rule applications. Total rules 8075 place count 2513 transition count 6013
Iterating global reduction 0 with 99 rules applied. Total rules applied 8174 place count 2513 transition count 6013
Discarding 49 places :
Symmetric choice reduction at 0 with 49 rule applications. Total rules 8223 place count 2464 transition count 5964
Iterating global reduction 0 with 49 rules applied. Total rules applied 8272 place count 2464 transition count 5964
Applied a total of 8272 rules in 2411 ms. Remains 2464 /6600 variables (removed 4136) and now considering 5964/10100 (removed 4136) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 2411 ms. Remains : 2464/6600 places, 5964/10100 transitions.
[2023-03-13 12:11:50] [INFO ] Flatten gal took : 82 ms
[2023-03-13 12:11:50] [INFO ] Flatten gal took : 85 ms
[2023-03-13 12:11:50] [INFO ] Input system was already deterministic with 5964 transitions.
[2023-03-13 12:11:51] [INFO ] Flatten gal took : 455 ms
[2023-03-13 12:11:54] [INFO ] Flatten gal took : 467 ms
[2023-03-13 12:11:58] [INFO ] Export to MCC of 16 properties in file /home/mcc/execution/CTLFireability.sr.xml took 139 ms.
[2023-03-13 12:11:58] [INFO ] Export to PNML in file /home/mcc/execution/model.sr.pnml of net with 6600 places, 10100 transitions and 20200 arcs took 24 ms.
Total runtime 103114 ms.
There are residual formulas that ITS could not solve within timeout
timeout --kill-after=10s --signal=SIGINT 1m for testing only

Marcie built on Linux at 2019-11-18.
A model checker for Generalized Stochastic Petri nets

authors: Alex Tovchigrechko (IDD package and CTL model checking)

Martin Schwarick (Symbolic numerical analysis and CSL model checking)

Christian Rohr (Simulative and approximative numerical model checking)

marcie@informatik.tu-cottbus.de

called as: /home/mcc/BenchKit/bin//../reducer/bin//../../marcie/bin/marcie --net-file=model.pnml --mcc-file=CTLFireability.xml --memory=6 --mcc-mode

parse successfull
net created successfully

Net: Petri
(NrP: 6600 NrTr: 10100 NrArc: 20200)

parse formulas
formulas created successfully
place and transition orderings generation:0m 4.504sec

net check time: 0m 0.003sec

init dd package: 0m 2.795sec


RS generation: 3m 2.001sec


-> reachability set: #nodes 13150 (1.3e+04) #states 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)



starting MCC model checker
--------------------------

checking: AX [EX [AG [[p2571<=1 & 1<=p2571]]]]
normalized: ~ [EX [~ [EX [~ [E [true U ~ [[p2571<=1 & 1<=p2571]]]]]]]]

abstracting: (1<=p2571)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2571<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
..-> the formula is FALSE

FORMULA BART-PT-050-CTLFireability-13 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m27.015sec

checking: AF [[EG [[p17<=1 & 1<=p17]] | [EF [[p27<=0 & 0<=p27]] & [p690<=1 & 1<=p690]]]]
normalized: ~ [EG [~ [[[[p690<=1 & 1<=p690] & E [true U [p27<=0 & 0<=p27]]] | EG [[p17<=1 & 1<=p17]]]]]]

abstracting: (1<=p17)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p17<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (0<=p27)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p27<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
abstracting: (1<=p690)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p690<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
-> the formula is TRUE

FORMULA BART-PT-050-CTLFireability-12 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m37.301sec

checking: AF [AG [[[p6552<=0 & 0<=p6552] & [[p2704<=0 & 0<=p2704] & [AF [[p2385<=0 & 0<=p2385]] | [[p78<=1 & 1<=p78] | [p4676<=1 & 1<=p4676]]]]]]]
normalized: ~ [EG [E [true U ~ [[[[[[p4676<=1 & 1<=p4676] | [p78<=1 & 1<=p78]] | ~ [EG [~ [[p2385<=0 & 0<=p2385]]]]] & [p2704<=0 & 0<=p2704]] & [p6552<=0 & 0<=p6552]]]]]]

abstracting: (0<=p6552)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p6552<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
abstracting: (0<=p2704)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p2704<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
abstracting: (0<=p2385)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p2385<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
.
EG iterations: 1
abstracting: (1<=p78)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p78<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4676)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4676<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)

EG iterations: 0
-> the formula is FALSE

FORMULA BART-PT-050-CTLFireability-09 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m15.258sec

checking: AF [[[[p1809<=1 & 1<=p1809] & [p4937<=0 & 0<=p4937]] | [EF [[p5209<=0 & 0<=p5209]] & EG [A [[[p4998<=1 & 1<=p4998] & [p5223<=1 & 1<=p5223]] U [p2459<=1 & 1<=p2459]]]]]]
normalized: ~ [EG [~ [[[EG [[~ [EG [~ [[p2459<=1 & 1<=p2459]]]] & ~ [E [~ [[p2459<=1 & 1<=p2459]] U [~ [[[p4998<=1 & 1<=p4998] & [p5223<=1 & 1<=p5223]]] & ~ [[p2459<=1 & 1<=p2459]]]]]]] & E [true U [p5209<=0 & 0<=p5209]]] | [[p4937<=0 & 0<=p4937] & [p1809<=1 & 1<=p1809]]]]]]

abstracting: (1<=p1809)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1809<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (0<=p4937)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p4937<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
abstracting: (0<=p5209)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (p5209<=0)
states: 10,602,149,520,985,199,749,953,035,248,923,915,349,532,311,502,906,429,901,232,086,887,741,106,320,069,594,382,880,272,250,314,014,318,395,392 (106)
abstracting: (1<=p2459)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2459<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5223)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5223<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4998)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4998<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2459)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2459<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2459)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2459<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
.
EG iterations: 1
.
EG iterations: 1
-> the formula is FALSE

FORMULA BART-PT-050-CTLFireability-11 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 1m19.131sec

checking: EX [EG [[E [[p5427<=1 & 1<=p5427] U [p4902<=1 & 1<=p4902]] | [A [[p49<=1 & 1<=p49] U [p169<=1 & 1<=p169]] | [[p5374<=1 & 1<=p5374] & [p29<=1 & 1<=p29]]]]]]
normalized: EX [EG [[[[[p29<=1 & 1<=p29] & [p5374<=1 & 1<=p5374]] | [~ [EG [~ [[p169<=1 & 1<=p169]]]] & ~ [E [~ [[p169<=1 & 1<=p169]] U [~ [[p169<=1 & 1<=p169]] & ~ [[p49<=1 & 1<=p49]]]]]]] | E [[p5427<=1 & 1<=p5427] U [p4902<=1 & 1<=p4902]]]]]

abstracting: (1<=p4902)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4902<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5427)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5427<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p49)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p49<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p169)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p169<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p169)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p169<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p169)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p169<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p5374)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5374<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p29)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p29<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
.-> the formula is TRUE

FORMULA BART-PT-050-CTLFireability-15 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 1m 9.951sec

checking: ~ [E [~ [[EG [AX [[p5508<=1 & 1<=p5508]]] & E [[p1515<=1 & 1<=p1515] U [~ [[p1558<=1 & 1<=p1558]] & [[p2522<=1 & 1<=p2522] & [p68<=1 & 1<=p68]]]]]] U E [EG [[p837<=1 & 1<=p837]] U A [E [[p42<=1 & 1<=p42] U [p24<=1 & 1<=p24]] U [EX [[p1061<=1 & 1<=p1061]] & AF [[p5114<=1 & 1<=p5114]]]]]]]
normalized: ~ [E [~ [[E [[p1515<=1 & 1<=p1515] U [[[p68<=1 & 1<=p68] & [p2522<=1 & 1<=p2522]] & ~ [[p1558<=1 & 1<=p1558]]]] & EG [~ [EX [~ [[p5508<=1 & 1<=p5508]]]]]]] U E [EG [[p837<=1 & 1<=p837]] U [~ [EG [~ [[~ [EG [~ [[p5114<=1 & 1<=p5114]]]] & EX [[p1061<=1 & 1<=p1061]]]]]] & ~ [E [~ [[~ [EG [~ [[p5114<=1 & 1<=p5114]]]] & EX [[p1061<=1 & 1<=p1061]]]] U [~ [[~ [EG [~ [[p5114<=1 & 1<=p5114]]]] & EX [[p1061<=1 & 1<=p1061]]]] & ~ [E [[p42<=1 & 1<=p42] U [p24<=1 & 1<=p24]]]]]]]]]]

abstracting: (1<=p24)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p24<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p42)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p42<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1061)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1061<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.abstracting: (1<=p5114)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5114<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p1061)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1061<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.abstracting: (1<=p5114)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5114<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p1061)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1061<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.abstracting: (1<=p5114)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5114<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
.
EG iterations: 1
abstracting: (1<=p837)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p837<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1

before gc: list nodes free: 1671718

after gc: idd nodes used:218917, unused:63781083; list nodes free:267393236
abstracting: (1<=p5508)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5508<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
..
EG iterations: 1
abstracting: (1<=p1558)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1558<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2522)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2522<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p68)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p68<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1515)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1515<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
-> the formula is FALSE

FORMULA BART-PT-050-CTLFireability-10 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 3m13.119sec

checking: ~ [E [EX [[[[~ [[p6341<=1 & 1<=p6341]] | AF [[p27<=1 & 1<=p27]]] & EG [[p26<=1 & 1<=p26]]] & [EG [[p5902<=1 & 1<=p5902]] & [~ [[p668<=1 & 1<=p668]] & [p36<=1 & 1<=p36]]]]] U E [[p3121<=1 & 1<=p3121] U EG [[[[p856<=1 & 1<=p856] & [p49<=1 & 1<=p49]] | [[p18<=1 & 1<=p18] | [p4554<=1 & 1<=p4554]]]]]]]
normalized: ~ [E [EX [[[[[p36<=1 & 1<=p36] & ~ [[p668<=1 & 1<=p668]]] & EG [[p5902<=1 & 1<=p5902]]] & [EG [[p26<=1 & 1<=p26]] & [~ [EG [~ [[p27<=1 & 1<=p27]]]] | ~ [[p6341<=1 & 1<=p6341]]]]]] U E [[p3121<=1 & 1<=p3121] U EG [[[[p18<=1 & 1<=p18] | [p4554<=1 & 1<=p4554]] | [[p49<=1 & 1<=p49] & [p856<=1 & 1<=p856]]]]]]]

abstracting: (1<=p856)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p856<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p49)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p49<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4554)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4554<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p18)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p18<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p3121)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3121<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6341)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6341<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p27)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p27<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p26)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p26<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p5902)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5902<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p668)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p668<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p36)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p36<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.-> the formula is FALSE

FORMULA BART-PT-050-CTLFireability-08 FALSE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 4m57.885sec

checking: E [~ [[[AG [[A [[p37<=1 & 1<=p37] U [p6584<=1 & 1<=p6584]] | [[p38<=1 & 1<=p38] & [p7<=1 & 1<=p7]]]] & EF [~ [EG [[p4744<=1 & 1<=p4744]]]]] | [A [[~ [[p1147<=1 & 1<=p1147]] | E [[p2905<=1 & 1<=p2905] U [p24<=1 & 1<=p24]]] U [AF [[p3383<=1 & 1<=p3383]] & [[p30<=1 & 1<=p30] | [p3421<=1 & 1<=p3421]]]] | [p9<=1 & 1<=p9]]]] U EF [[~ [[[p1105<=1 & 1<=p1105] & EG [[p5220<=1 & 1<=p5220]]]] & [AF [[p787<=1 & 1<=p787]] | [A [E [[p21<=1 & 1<=p21] U [p1546<=1 & 1<=p1546]] U [[p3322<=1 & 1<=p3322] & [p3914<=1 & 1<=p3914]]] | [[p177<=1 & 1<=p177] & [[p4442<=1 & 1<=p4442] & [[p2334<=1 & 1<=p2334] | [p6143<=1 & 1<=p6143]]]]]]]]]
normalized: E [~ [[[[p9<=1 & 1<=p9] | [~ [EG [~ [[[[p3421<=1 & 1<=p3421] | [p30<=1 & 1<=p30]] & ~ [EG [~ [[p3383<=1 & 1<=p3383]]]]]]]] & ~ [E [~ [[[[p3421<=1 & 1<=p3421] | [p30<=1 & 1<=p30]] & ~ [EG [~ [[p3383<=1 & 1<=p3383]]]]]] U [~ [[E [[p2905<=1 & 1<=p2905] U [p24<=1 & 1<=p24]] | ~ [[p1147<=1 & 1<=p1147]]]] & ~ [[[[p3421<=1 & 1<=p3421] | [p30<=1 & 1<=p30]] & ~ [EG [~ [[p3383<=1 & 1<=p3383]]]]]]]]]]] | [E [true U ~ [EG [[p4744<=1 & 1<=p4744]]]] & ~ [E [true U ~ [[[[p7<=1 & 1<=p7] & [p38<=1 & 1<=p38]] | [~ [EG [~ [[p6584<=1 & 1<=p6584]]]] & ~ [E [~ [[p6584<=1 & 1<=p6584]] U [~ [[p37<=1 & 1<=p37]] & ~ [[p6584<=1 & 1<=p6584]]]]]]]]]]]]] U E [true U [[[[[[[p2334<=1 & 1<=p2334] | [p6143<=1 & 1<=p6143]] & [p4442<=1 & 1<=p4442]] & [p177<=1 & 1<=p177]] | [~ [EG [~ [[[p3914<=1 & 1<=p3914] & [p3322<=1 & 1<=p3322]]]]] & ~ [E [~ [[[p3914<=1 & 1<=p3914] & [p3322<=1 & 1<=p3322]]] U [~ [E [[p21<=1 & 1<=p21] U [p1546<=1 & 1<=p1546]]] & ~ [[[p3914<=1 & 1<=p3914] & [p3322<=1 & 1<=p3322]]]]]]]] | ~ [EG [~ [[p787<=1 & 1<=p787]]]]] & ~ [[EG [[p5220<=1 & 1<=p5220]] & [p1105<=1 & 1<=p1105]]]]]]

abstracting: (1<=p1105)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1105<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5220)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5220<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p787)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p787<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p3322)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3322<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3914)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3914<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1546)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1546<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p21)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p21<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3322)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3322<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3914)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3914<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3322)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3322<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3914)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3914<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p177)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p177<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4442)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4442<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6143)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6143<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2334)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2334<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6584)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6584<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p37)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p37<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6584)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6584<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6584)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6584<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p38)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p38<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p7)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p7<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4744)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4744<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p3383)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3383<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p30)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p30<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3421)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3421<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1147)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1147<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p24)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p24<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2905)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2905<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3383)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3383<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p30)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p30<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3421)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3421<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3383)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3383<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p30)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p30<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3421)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3421<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
abstracting: (1<=p9)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p9<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
-> the formula is TRUE

FORMULA BART-PT-050-CTLFireability-14 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 3m29.146sec

checking: EG [[[[[[[p11<=1 & 1<=p11] | [[p22<=1 & 1<=p22] | [p46<=1 & 1<=p46]]] | [[p32<=1 & 1<=p32] | [[p18<=1 & 1<=p18] | [p12<=1 & 1<=p12]]]] | [[[p45<=1 & 1<=p45] | [[p8<=1 & 1<=p8] | [p10<=1 & 1<=p10]]] | [[p31<=1 & 1<=p31] | [[p42<=1 & 1<=p42] | [p43<=1 & 1<=p43]]]]] | [[[[p23<=1 & 1<=p23] | [[p9<=1 & 1<=p9] | [p44<=1 & 1<=p44]]] | [[p48<=1 & 1<=p48] | [[p21<=1 & 1<=p21] | [p41<=1 & 1<=p41]]]] | [[[p20<=1 & 1<=p20] | [[p24<=1 & 1<=p24] | [p34<=1 & 1<=p34]]] | [[[p25<=1 & 1<=p25] | [p47<=1 & 1<=p47]] | [[p40<=1 & 1<=p40] | [p33<=1 & 1<=p33]]]]]] | [[[[[p19<=1 & 1<=p19] | [[p28<=1 & 1<=p28] | [p17<=1 & 1<=p17]]] | [[p13<=1 & 1<=p13] | [[p14<=1 & 1<=p14] | [p30<=1 & 1<=p30]]]] | [[[p26<=1 & 1<=p26] | [[p15<=1 & 1<=p15] | [p29<=1 & 1<=p29]]] | [[p27<=1 & 1<=p27] | [[p16<=1 & 1<=p16] | [p2<=1 & 1<=p2]]]]] | [[[[p38<=1 & 1<=p38] | [[p39<=1 & 1<=p39] | [p1<=1 & 1<=p1]]] | [[p49<=1 & 1<=p49] | [[p35<=1 & 1<=p35] | [p3<=1 & 1<=p3]]]] | [[[p36<=1 & 1<=p36] | [[p37<=1 & 1<=p37] | [p7<=1 & 1<=p7]]] | [[[p4<=1 & 1<=p4] | [p6<=1 & 1<=p6]] | [[p5<=1 & 1<=p5] | [p0<=1 & 1<=p0]]]]]]]]
normalized: EG [[[[[[[[p0<=1 & 1<=p0] | [p5<=1 & 1<=p5]] | [[p6<=1 & 1<=p6] | [p4<=1 & 1<=p4]]] | [[[p7<=1 & 1<=p7] | [p37<=1 & 1<=p37]] | [p36<=1 & 1<=p36]]] | [[[[p3<=1 & 1<=p3] | [p35<=1 & 1<=p35]] | [p49<=1 & 1<=p49]] | [[[p1<=1 & 1<=p1] | [p39<=1 & 1<=p39]] | [p38<=1 & 1<=p38]]]] | [[[[[p2<=1 & 1<=p2] | [p16<=1 & 1<=p16]] | [p27<=1 & 1<=p27]] | [[[p29<=1 & 1<=p29] | [p15<=1 & 1<=p15]] | [p26<=1 & 1<=p26]]] | [[[[p30<=1 & 1<=p30] | [p14<=1 & 1<=p14]] | [p13<=1 & 1<=p13]] | [[[p17<=1 & 1<=p17] | [p28<=1 & 1<=p28]] | [p19<=1 & 1<=p19]]]]] | [[[[[[p33<=1 & 1<=p33] | [p40<=1 & 1<=p40]] | [[p47<=1 & 1<=p47] | [p25<=1 & 1<=p25]]] | [[[p34<=1 & 1<=p34] | [p24<=1 & 1<=p24]] | [p20<=1 & 1<=p20]]] | [[[[p41<=1 & 1<=p41] | [p21<=1 & 1<=p21]] | [p48<=1 & 1<=p48]] | [[[p44<=1 & 1<=p44] | [p9<=1 & 1<=p9]] | [p23<=1 & 1<=p23]]]] | [[[[[p43<=1 & 1<=p43] | [p42<=1 & 1<=p42]] | [p31<=1 & 1<=p31]] | [[[p10<=1 & 1<=p10] | [p8<=1 & 1<=p8]] | [p45<=1 & 1<=p45]]] | [[[[p12<=1 & 1<=p12] | [p18<=1 & 1<=p18]] | [p32<=1 & 1<=p32]] | [[[p46<=1 & 1<=p46] | [p22<=1 & 1<=p22]] | [p11<=1 & 1<=p11]]]]]]]

abstracting: (1<=p11)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p11<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p22)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p22<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p46)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p46<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p32)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p32<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p18)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p18<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p12)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p12<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p45)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p45<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p8)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p8<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p10)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p10<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p31)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p31<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p42)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p42<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p43)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p43<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p23)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p23<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p9)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p9<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p44)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p44<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p48)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p48<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p21)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p21<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p41)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p41<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p20)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p20<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p24)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p24<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p34)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p34<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p25)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p25<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p47)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p47<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p40)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p40<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p33)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p33<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p19)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p19<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p28)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p28<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p17)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p17<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p13)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p13<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p14)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p14<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p30)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p30<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p26)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p26<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p15)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p15<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p29)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p29<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p27)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p27<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p16)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p16<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p38)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p38<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p39)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p39<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p49)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p49<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p35)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p35<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p36)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p36<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p37)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p37<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p7)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p7<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p0)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p0<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
.
EG iterations: 1
-> the formula is TRUE

FORMULA BART-PT-050-CTLFireability-06 TRUE TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m39.414sec

checking: ~ [A [EG [AF [[[[[[[p64<=1 & 1<=p64] | [[p66<=1 & 1<=p66] | [p68<=1 & 1<=p68]]] | [[p70<=1 & 1<=p70] | [[p72<=1 & 1<=p72] | [p74<=1 & 1<=p74]]]] | [[[p76<=1 & 1<=p76] | [[p78<=1 & 1<=p78] | [p80<=1 & 1<=p80]]] | [[p82<=1 & 1<=p82] | [[p84<=1 & 1<=p84] | [p86<=1 & 1<=p86]]]]] | [[[[p88<=1 & 1<=p88] | [[p90<=1 & 1<=p90] | [p92<=1 & 1<=p92]]] | [[p94<=1 & 1<=p94] | [[p96<=1 & 1<=p96] | [p98<=1 & 1<=p98]]]] | [[[p51<=1 & 1<=p51] | [[p53<=1 & 1<=p53] | [p55<=1 & 1<=p55]]] | [[[p57<=1 & 1<=p57] | [p59<=1 & 1<=p59]] | [[p61<=1 & 1<=p61] | [p63<=1 & 1<=p63]]]]]] | [[[[[p65<=1 & 1<=p65] | [[p67<=1 & 1<=p67] | [p69<=1 & 1<=p69]]] | [[p71<=1 & 1<=p71] | [[p73<=1 & 1<=p73] | [p75<=1 & 1<=p75]]]] | [[[p77<=1 & 1<=p77] | [[p79<=1 & 1<=p79] | [p81<=1 & 1<=p81]]] | [[p83<=1 & 1<=p83] | [[p85<=1 & 1<=p85] | [p87<=1 & 1<=p87]]]]] | [[[[p89<=1 & 1<=p89] | [[p91<=1 & 1<=p91] | [p93<=1 & 1<=p93]]] | [[p95<=1 & 1<=p95] | [[p97<=1 & 1<=p97] | [p99<=1 & 1<=p99]]]] | [[[p50<=1 & 1<=p50] | [[p52<=1 & 1<=p52] | [p54<=1 & 1<=p54]]] | [[[p56<=1 & 1<=p56] | [p58<=1 & 1<=p58]] | [[p60<=1 & 1<=p60] | [p62<=1 & 1<=p62]]]]]]]]] U AF [[[[[[[[[[[[[[p6030<=1 & 1<=p6030] | [p2782<=1 & 1<=p2782]] | [[p5017<=1 & 1<=p5017] | [p3904<=1 & 1<=p3904]]] | [[[p3513<=1 & 1<=p3513] | [p2391<=1 & 1<=p2391]] | [[p4626<=1 & 1<=p4626] | [p699<=1 & 1<=p699]]]] | [[[[p6552<=1 & 1<=p6552] | [p5338<=1 & 1<=p5338]] | [[p5408<=1 & 1<=p5408] | [p6156<=1 & 1<=p6156]]] | [[[p3122<=1 & 1<=p3122] | [p3173<=1 & 1<=p3173]] | [[p3564<=1 & 1<=p3564] | [[p4235<=1 & 1<=p4235] | [p5742<=1 & 1<=p5742]]]]]] | [[[[[p6402<=1 & 1<=p6402] | [p3748<=1 & 1<=p3748]] | [[p1720<=1 & 1<=p1720] | [p4575<=1 & 1<=p4575]]] | [[[p2833<=1 & 1<=p2833] | [p6099<=1 & 1<=p6099]] | [[p1380<=1 & 1<=p1380] | [p5357<=1 & 1<=p5357]]]] | [[[[p5947<=1 & 1<=p5947] | [p6148<=1 & 1<=p6148]] | [[p4915<=1 & 1<=p4915] | [p5831<=1 & 1<=p5831]]] | [[[p5643<=1 & 1<=p5643] | [p4530<=1 & 1<=p4530]] | [[p2207<=1 & 1<=p2207] | [[p3844<=1 & 1<=p3844] | [p4006<=1 & 1<=p4006]]]]]]] | [[[[[[p2731<=1 & 1<=p2731] | [p6492<=1 & 1<=p6492]] | [[p5537<=1 & 1<=p5537] | [p5941<=1 & 1<=p5941]]] | [[[p406<=1 & 1<=p406] | [p2162<=1 & 1<=p2162]] | [[p2105<=1 & 1<=p2105] | [p5637<=1 & 1<=p5637]]]] | [[[[p1374<=1 & 1<=p1374] | [p4190<=1 & 1<=p4190]] | [[p5246<=1 & 1<=p5246] | [p1949<=1 & 1<=p1949]]] | [[[p2737<=1 & 1<=p2737] | [p2827<=1 & 1<=p2827]] | [[p3615<=1 & 1<=p3615] | [[p4184<=1 & 1<=p4184] | [p4972<=1 & 1<=p4972]]]]]] | [[[[[p5825<=1 & 1<=p5825] | [p5750<=1 & 1<=p5750]] | [[p6486<=1 & 1<=p6486] | [p2213<=1 & 1<=p2213]]] | [[[p6558<=1 & 1<=p6558] | [p2340<=1 & 1<=p2340]] | [[p5748<=1 & 1<=p5748] | [p3224<=1 & 1<=p3224]]]] | [[[[p6370<=1 & 1<=p6370] | [p1329<=1 & 1<=p1329]] | [[p3128<=1 & 1<=p3128] | [p4139<=1 & 1<=p4139]]] | [[[p2436<=1 & 1<=p2436] | [p2604<=1 & 1<=p2604]] | [[p6150<=1 & 1<=p6150] | [[p3507<=1 & 1<=p3507] | [p3793<=1 & 1<=p3793]]]]]]]] | [[[[[[[p4581<=1 & 1<=p4581] | [p1771<=1 & 1<=p1771]] | [[p6358<=1 & 1<=p6358] | [p1994<=1 & 1<=p1994]]] | [[[p4229<=1 & 1<=p4229] | [p1151<=1 & 1<=p1151]] | [[p5144<=1 & 1<=p5144] | [p6408<=1 & 1<=p6408]]]] | [[[[p849<=1 & 1<=p849] | [p5332<=1 & 1<=p5332]] | [[p5414<=1 & 1<=p5414] | [p3116<=1 & 1<=p3116]]] | [[[p2385<=1 & 1<=p2385] | [p4301<=1 & 1<=p4301]] | [[p6162<=1 & 1<=p6162] | [[p3910<=1 & 1<=p3910] | [p6201<=1 & 1<=p6201]]]]]] | [[[[[p2150<=1 & 1<=p2150] | [p2201<=1 & 1<=p2201]] | [[p3838<=1 & 1<=p3838] | [p4960<=1 & 1<=p4960]]] | [[[p2776<=1 & 1<=p2776] | [p3961<=1 & 1<=p3961]] | [[p2725<=1 & 1<=p2725] | [p6498<=1 & 1<=p6498]]]] | [[[[p5011<=1 & 1<=p5011] | [p5402<=1 & 1<=p5402]] | [[p2508<=1 & 1<=p2508] | [p6142<=1 & 1<=p6142]]] | [[[p1759<=1 & 1<=p1759] | [p1943<=1 & 1<=p1943]] | [[p3519<=1 & 1<=p3519] | [[p5195<=1 & 1<=p5195] | [p5551<=1 & 1<=p5551]]]]]]] | [[[[[[p3558<=1 & 1<=p3558] | [p5363<=1 & 1<=p5363]] | [[p4352<=1 & 1<=p4352] | [p3603<=1 & 1<=p3603]]] | [[[p4569<=1 & 1<=p4569] | [p3396<=1 & 1<=p3396]] | [[p3742<=1 & 1<=p3742] | [p5531<=1 & 1<=p5531]]]] | [[[[p6349<=1 & 1<=p6349] | [p532<=1 & 1<=p532]] | [[p3736<=1 & 1<=p3736] | [p4524<=1 & 1<=p4524]]] | [[[p2821<=1 & 1<=p2821] | [p3218<=1 & 1<=p3218]] | [[p5240<=1 & 1<=p5240] | [[p2430<=1 & 1<=p2430] | [p3609<=1 & 1<=p3609]]]]]] | [[[[[p4133<=1 & 1<=p4133] | [p1765<=1 & 1<=p1765]] | [[p2553<=1 & 1<=p2553] | [p3212<=1 & 1<=p3212]]] | [[[p4000<=1 & 1<=p4000] | [p2502<=1 & 1<=p2502]] | [[p4921<=1 & 1<=p4921] | [[p1714<=1 & 1<=p1714] | [p3787<=1 & 1<=p3787]]]]] | [[[[p526<=1 & 1<=p526] | [p2379<=1 & 1<=p2379]] | [[p3167<=1 & 1<=p3167] | [p3955<=1 & 1<=p3955]]] | [[[p4798<=1 & 1<=p4798] | [p1100<=1 & 1<=p1100]] | [[p5819<=1 & 1<=p5819] | [[p2111<=1 & 1<=p2111] | [p1368<=1 & 1<=p1368]]]]]]]]] | [[[[[[[[p4178<=1 & 1<=p4178] | [p1323<=1 & 1<=p1323]] | [[p5189<=1 & 1<=p5189] | [p2334<=1 & 1<=p2334]]] | [[[p4620<=1 & 1<=p4620] | [p6364<=1 & 1<=p6364]] | [[p5631<=1 & 1<=p5631] | [p3345<=1 & 1<=p3345]]]] | [[[[p2156<=1 & 1<=p2156] | [p4966<=1 & 1<=p4966]] | [[p3832<=1 & 1<=p3832] | [p2123<=1 & 1<=p2123]]] | [[[p4358<=1 & 1<=p4358] | [p1001<=1 & 1<=p1001]] | [[p3236<=1 & 1<=p3236] | [[p999<=1 & 1<=p999] | [p3627<=1 & 1<=p3627]]]]]] | [[[[[p843<=1 & 1<=p843] | [p3441<=1 & 1<=p3441]] | [[p1392<=1 & 1<=p1392] | [p3576<=1 & 1<=p3576]]] | [[[p4933<=1 & 1<=p4933] | [p5929<=1 & 1<=p5929]] | [[p5813<=1 & 1<=p5813] | [p2514<=1 & 1<=p2514]]]] | [[[[p6474<=1 & 1<=p6474] | [p1988<=1 & 1<=p1988]] | [[p5762<=1 & 1<=p5762] | [p3001<=1 & 1<=p3001]]] | [[[p6207<=1 & 1<=p6207] | [p4593<=1 & 1<=p4593]] | [[p4409<=1 & 1<=p4409] | [[p6414<=1 & 1<=p6414] | [p950<=1 & 1<=p950]]]]]]] | [[[[[[p4800<=1 & 1<=p4800] | [p6042<=1 & 1<=p6042]] | [[p1341<=1 & 1<=p1341] | [p4307<=1 & 1<=p4307]]] | [[[p5326<=1 & 1<=p5326] | [p5420<=1 & 1<=p5420]] | [[p2610<=1 & 1<=p2610] | [p2956<=1 & 1<=p2956]]]] | [[[[p1783<=1 & 1<=p1783] | [p1597<=1 & 1<=p1597]] | [[p6018<=1 & 1<=p6018] | [p2794<=1 & 1<=p2794]]] | [[[p3967<=1 & 1<=p3967] | [p1157<=1 & 1<=p1157]] | [[p5035<=1 & 1<=p5035] | [[p4247<=1 & 1<=p4247] | [p4978<=1 & 1<=p4978]]]]]] | [[[[[p4644<=1 & 1<=p4644] | [p5369<=1 & 1<=p5369]] | [[p2559<=1 & 1<=p2559] | [p1503<=1 & 1<=p1503]]] | [[[p5320<=1 & 1<=p5320] | [p3525<=1 & 1<=p3525]] | [[p4313<=1 & 1<=p4313] | [[p2039<=1 & 1<=p2039] | [p2749<=1 & 1<=p2749]]]]] | [[[[p2225<=1 & 1<=p2225] | [p2950<=1 & 1<=p2950]] | [[p538<=1 & 1<=p538] | [p4012<=1 & 1<=p4012]]] | [[[p4849<=1 & 1<=p4849] | [p837<=1 & 1<=p837]] | [[p3916<=1 & 1<=p3916] | [[p4927<=1 & 1<=p4927] | [p1347<=1 & 1<=p1347]]]]]]]] | [[[[[[[p3447<=1 & 1<=p3447] | [p4403<=1 & 1<=p4403]] | [[p6087<=1 & 1<=p6087] | [p6420<=1 & 1<=p6420]]] | [[[p3191<=1 & 1<=p3191] | [p2845<=1 & 1<=p2845]] | [[p3633<=1 & 1<=p3633] | [p2117<=1 & 1<=p2117]]]] | [[[[p1106<=1 & 1<=p1106] | [p5768<=1 & 1<=p5768]] | [[p6251<=1 & 1<=p6251] | [p2905<=1 & 1<=p2905]]] | [[[p4704<=1 & 1<=p4704] | [p1335<=1 & 1<=p1335]] | [[p2911<=1 & 1<=p2911] | [[p3570<=1 & 1<=p3570] | [p2180<=1 & 1<=p2180]]]]]] | [[[[[p4939<=1 & 1<=p4939] | [p3179<=1 & 1<=p3179]] | [[p5807<=1 & 1<=p5807] | [p4415<=1 & 1<=p4415]]] | [[[p6093<=1 & 1<=p6093] | [p4145<=1 & 1<=p4145]] | [[p993<=1 & 1<=p993] | [p3302<=1 & 1<=p3302]]]] | [[[[p2448<=1 & 1<=p2448] | [p5649<=1 & 1<=p5649]] | [[p6036<=1 & 1<=p6036] | [p6024<=1 & 1<=p6024]]] | [[[p4536<=1 & 1<=p4536] | [p5549<=1 & 1<=p5549]] | [[p2839<=1 & 1<=p2839] | [[p2788<=1 & 1<=p2788] | [p1726<=1 & 1<=p1726]]]]]]] | [[[[[[p5023<=1 & 1<=p5023] | [p4548<=1 & 1<=p4548]] | [[p1738<=1 & 1<=p1738] | [p2962<=1 & 1<=p2962]]] | [[[p4024<=1 & 1<=p4024] | [p5756<=1 & 1<=p5756]] | [[p5381<=1 & 1<=p5381] | [p4632<=1 & 1<=p4632]]]] | [[[[p1118<=1 & 1<=p1118] | [p3582<=1 & 1<=p3582]] | [[p3621<=1 & 1<=p3621] | [p2168<=1 & 1<=p2168]]] | [[[p2571<=1 & 1<=p2571] | [p2129<=1 & 1<=p2129]] | [[p3928<=1 & 1<=p3928] | [[p4755<=1 & 1<=p4755] | [p2045<=1 & 1<=p2045]]]]]] | [[[[[p3531<=1 & 1<=p3531] | [p6426<=1 & 1<=p6426]] | [[p1112<=1 & 1<=p1112] | [p6376<=1 & 1<=p6376]]] | [[[p3404<=1 & 1<=p3404] | [p2346<=1 & 1<=p2346]] | [[p3134<=1 & 1<=p3134] | [[p4319<=1 & 1<=p4319] | [p5375<=1 & 1<=p5375]]]]] | [[[[p831<=1 & 1<=p831] | [p3140<=1 & 1<=p3140]] | [[p5426<=1 & 1<=p5426] | [p5314<=1 & 1<=p5314]]] | [[[p2616<=1 & 1<=p2616] | [p4587<=1 & 1<=p4587]] | [[p6382<=1 & 1<=p6382] | [[p4638<=1 & 1<=p4638] | [p4984<=1 & 1<=p4984]]]]]]]]]] | [[[[[[[[[p3922<=1 & 1<=p3922] | [p6213<=1 & 1<=p6213]] | [[p6257<=1 & 1<=p6257] | [p1777<=1 & 1<=p1777]]] | [[[p1163<=1 & 1<=p1163] | [p1951<=1 & 1<=p1951]] | [[p3799<=1 & 1<=p3799] | [p1900<=1 & 1<=p1900]]]] | [[[[p4710<=1 & 1<=p4710] | [p544<=1 & 1<=p544]] | [[p2397<=1 & 1<=p2397] | [p3185<=1 & 1<=p3185]]] | [[[p3973<=1 & 1<=p3973] | [p5801<=1 & 1<=p5801]] | [[p2174<=1 & 1<=p2174] | [[p4196<=1 & 1<=p4196] | [p4241<=1 & 1<=p4241]]]]]] | [[[[[p5935<=1 & 1<=p5935] | [p1044<=1 & 1<=p1044]] | [[p2565<=1 & 1<=p2565] | [p3353<=1 & 1<=p3353]]] | [[[p1386<=1 & 1<=p1386] | [p4364<=1 & 1<=p4364]] | [[p2442<=1 & 1<=p2442] | [p1554<=1 & 1<=p1554]]]] | [[[[p1509<=1 & 1<=p1509] | [p5152<=1 & 1<=p5152]] | [[p5543<=1 & 1<=p5543] | [p2520<=1 & 1<=p2520]]] | [[[p3230<=1 & 1<=p3230] | [p4806<=1 & 1<=p4806]] | [[p5029<=1 & 1<=p5029] | [[p2219<=1 & 1<=p2219] | [p3007<=1 & 1<=p3007]]]]]]] | [[[[[[p2743<=1 & 1<=p2743] | [p4542<=1 & 1<=p4542]] | [[p1732<=1 & 1<=p1732] | [p4018<=1 & 1<=p4018]]] | [[[p6480<=1 & 1<=p6480] | [p2987<=1 & 1<=p2987]] | [[p4812<=1 & 1<=p4812] | [p4109<=1 & 1<=p4109]]]] | [[[[p5387<=1 & 1<=p5387] | [p2412<=1 & 1<=p2412]] | [[p3308<=1 & 1<=p3308] | [p1143<=1 & 1<=p1143]]] | [[[p1124<=1 & 1<=p1124] | [p5613<=1 & 1<=p5613]] | [[p5513<=1 & 1<=p5513] | [[p449<=1 & 1<=p449] | [p3327<=1 & 1<=p3327]]]]]] | [[[[[p5917<=1 & 1<=p5917] | [p2186<=1 & 1<=p2186]] | [[p2752<=1 & 1<=p2752] | [p5047<=1 & 1<=p5047]]] | [[[p2545<=1 & 1<=p2545] | [p650<=1 & 1<=p650]] | [[p5712<=1 & 1<=p5712] | [p5774<=1 & 1<=p5774]]]] | [[[[p5793<=1 & 1<=p5793] | [p6186<=1 & 1<=p6186]] | [[p6124<=1 & 1<=p6124] | [p3750<=1 & 1<=p3750]]] | [[[p1350<=1 & 1<=p1350] | [p5171<=1 & 1<=p5171]] | [[p5575<=1 & 1<=p5575] | [[p4370<=1 & 1<=p4370] | [p5101<=1 & 1<=p5101]]]]]]]] | [[[[[[[p3543<=1 & 1<=p3543] | [p6276<=1 & 1<=p6276]] | [[p2647<=1 & 1<=p2647] | [p2707<=1 & 1<=p2707]]] | [[[p4030<=1 & 1<=p4030] | [p4344<=1 & 1<=p4344]] | [[p4831<=1 & 1<=p4831] | [p1744<=1 & 1<=p1744]]]] | [[[[p1906<=1 & 1<=p1906] | [p1169<=1 & 1<=p1169]] | [[p1019<=1 & 1<=p1019] | [p1038<=1 & 1<=p1038]]] | [[[p1188<=1 & 1<=p1188] | [p4729<=1 & 1<=p4729]] | [[p6306<=1 & 1<=p6306] | [[p3588<=1 & 1<=p3588] | [p812<=1 & 1<=p812]]]]]] | [[[[[p4154<=1 & 1<=p4154] | [p3645<=1 & 1<=p3645]] | [[p2310<=1 & 1<=p2310] | [p1566<=1 & 1<=p1566]]] | [[[p5432<=1 & 1<=p5432] | [p6069<=1 & 1<=p6069]] | [[p3410<=1 & 1<=p3410] | [p6238<=1 & 1<=p6238]]]] | [[[[p4551<=1 & 1<=p4551] | [p3013<=1 & 1<=p3013]] | [[p2923<=1 & 1<=p2923] | [p4786<=1 & 1<=p4786]]] | [[[p6331<=1 & 1<=p6331] | [p2027<=1 & 1<=p2027]] | [[p6105<=1 & 1<=p6105] | [[p4945<=1 & 1<=p4945] | [p6576<=1 & 1<=p6576]]]]]]] | [[[[[[p2526<=1 & 1<=p2526] | [p6388<=1 & 1<=p6388]] | [[p4049<=1 & 1<=p4049] | [p4325<=1 & 1<=p4325]]] | [[[p5979<=1 & 1<=p5979] | [p2942<=1 & 1<=p2942]] | [[p3146<=1 & 1<=p3146] | [p6541<=1 & 1<=p6541]]]] | [[[[p3429<=1 & 1<=p3429] | [p6050<=1 & 1<=p6050]] | [[p4767<=1 & 1<=p4767] | [p5228<=1 & 1<=p5228]]] | [[[p4990<=1 & 1<=p4990] | [p1585<=1 & 1<=p1585]] | [[p2243<=1 & 1<=p2243] | [[p6456<=1 & 1<=p6456] | [p6219<=1 & 1<=p6219]]]]]] | [[[[[p2968<=1 & 1<=p2968] | [p1789<=1 & 1<=p1789]] | [[p6588<=1 & 1<=p6588] | [p1521<=1 & 1<=p1521]]] | [[[p3384<=1 & 1<=p3384] | [p3365<=1 & 1<=p3365]] | [[p2355<=1 & 1<=p2355] | [[p5209<=1 & 1<=p5209] | [p6438<=1 & 1<=p6438]]]]] | [[[[p424<=1 & 1<=p424] | [p1540<=1 & 1<=p1540]] | [[p3712<=1 & 1<=p3712] | [p3025<=1 & 1<=p3025]]] | [[[p4722<=1 & 1<=p4722] | [p3826<=1 & 1<=p3826]] | [[p2231<=1 & 1<=p2231] | [[p3807<=1 & 1<=p3807] | [p4446<=1 & 1<=p4446]]]]]]]]] | [[[[[[[[p2008<=1 & 1<=p2008] | [p6062<=1 & 1<=p6062]] | [[p1026<=1 & 1<=p1026] | [p5114<=1 & 1<=p5114]]] | [[[p5302<=1 & 1<=p5302] | [p5444<=1 & 1<=p5444]] | [[p1181<=1 & 1<=p1181] | [p1982<=1 & 1<=p1982]]]] | [[[[p6468<=1 & 1<=p6468] | [p3757<=1 & 1<=p3757]] | [[p6231<=1 & 1<=p6231] | [p2141<=1 & 1<=p2141]]] | [[[p6012<=1 & 1<=p6012] | [p6528<=1 & 1<=p6528]] | [[p962<=1 & 1<=p962] | [[p675<=1 & 1<=p675] | [p5601<=1 & 1<=p5601]]]]]] | [[[[[p3320<=1 & 1<=p3320] | [p981<=1 & 1<=p981]] | [[p2424<=1 & 1<=p2424] | [p3248<=1 & 1<=p3248]]] | [[[p4824<=1 & 1<=p4824] | [p2538<=1 & 1<=p2538]] | [[p3985<=1 & 1<=p3985] | [p1963<=1 & 1<=p1963]]]] | [[[[p5992<=1 & 1<=p5992] | [p6319<=1 & 1<=p6319]] | [[p4427<=1 & 1<=p4427] | [p2999<=1 & 1<=p2999]]] | [[[p2583<=1 & 1<=p2583] | [p2628<=1 & 1<=p2628]] | [[p5159<=1 & 1<=p5159] | [[p6081<=1 & 1<=p6081] | [p4382<=1 & 1<=p4382]]]]]]] | [[[[[[p2405<=1 & 1<=p2405] | [p5724<=1 & 1<=p5724]] | [[p3044<=1 & 1<=p3044] | [p6136<=1 & 1<=p6136]]] | [[[p3940<=1 & 1<=p3940] | [p1007<=1 & 1<=p1007]] | [[p5506<=1 & 1<=p5506] | [p1918<=1 & 1<=p1918]]]] | [[[[p4843<=1 & 1<=p4843] | [p4377<=1 & 1<=p4377]] | [[p4337<=1 & 1<=p4337] | [p3422<=1 & 1<=p3422]]] | [[[p1937<=1 & 1<=p1937] | [p4563<=1 & 1<=p4563]] | [[p6057<=1 & 1<=p6057] | [[p5781<=1 & 1<=p5781] | [p1578<=1 & 1<=p1578]]]]]] | [[[[[p4037<=1 & 1<=p4037] | [p3997<=1 & 1<=p3997]] | [[p5138<=1 & 1<=p5138] | [p1362<=1 & 1<=p1362]]] | [[[p2640<=1 & 1<=p2640] | [p3802<=1 & 1<=p3802]] | [[p4223<=1 & 1<=p4223] | [[p5525<=1 & 1<=p5525] | [p6117<=1 & 1<=p6117]]]]] | [[[[p6343<=1 & 1<=p6343] | [p687<=1 & 1<=p687]] | [[p969<=1 & 1<=p969] | [p4121<=1 & 1<=p4121]]] | [[[p5307<=1 & 1<=p5307] | [p5439<=1 & 1<=p5439]] | [[p3315<=1 & 1<=p3315] | [[p2400<=1 & 1<=p2400] | [p1702<=1 & 1<=p1702]]]]]]]] | [[[[[[[p3501<=1 & 1<=p3501] | [p5625<=1 & 1<=p5625]] | [[p1136<=1 & 1<=p1136] | [p3935<=1 & 1<=p3935]]] | [[[p5394<=1 & 1<=p5394] | [p6564<=1 & 1<=p6564]] | [[p5910<=1 & 1<=p5910] | [p4779<=1 & 1<=p4779]]]] | [[[[p1958<=1 & 1<=p1958] | [p2980<=1 & 1<=p2980]] | [[p3595<=1 & 1<=p3595] | [p3781<=1 & 1<=p3781]]] | [[[p6395<=1 & 1<=p6395] | [p5967<=1 & 1<=p5967]] | [[p4042<=1 & 1<=p4042] | [[p2764<=1 & 1<=p2764] | [p1131<=1 & 1<=p1131]]]]]] | [[[[[p2198<=1 & 1<=p2198] | [p4608<=1 & 1<=p4608]] | [[p4997<=1 & 1<=p4997] | [p4439<=1 & 1<=p4439]]] | [[[p1317<=1 & 1<=p1317] | [p5183<=1 & 1<=p5183]] | [[p412<=1 & 1<=p412] | [p2975<=1 & 1<=p2975]]]] | [[[[p2935<=1 & 1<=p2935] | [p3161<=1 & 1<=p3161]] | [[p1913<=1 & 1<=p1913] | [p3339<=1 & 1<=p3339]]] | [[[p5786<=1 & 1<=p5786] | [p2578<=1 & 1<=p2578]] | [[p5221<=1 & 1<=p5221] | [[p5501<=1 & 1<=p5501] | [p800<=1 & 1<=p800]]]]]]] | [[[[[[p5399<=1 & 1<=p5399] | [p3020<=1 & 1<=p3020]] | [[p4741<=1 & 1<=p4741] | [p6226<=1 & 1<=p6226]]] | [[[p3206<=1 & 1<=p3206] | [p1533<=1 & 1<=p1533]] | [[p1176<=1 & 1<=p1176] | [p986<=1 & 1<=p986]]]] | [[[[p3377<=1 & 1<=p3377] | [p4332<=1 & 1<=p4332]] | [[p2020<=1 & 1<=p2020] | [p5843<=1 & 1<=p5843]]] | [[[p6288<=1 & 1<=p6288] | [p1031<=1 & 1<=p1031]] | [[p2533<=1 & 1<=p2533] | [[p6112<=1 & 1<=p6112] | [p4518<=1 & 1<=p4518]]]]]] | [[[[[p520<=1 & 1<=p520] | [p4819<=1 & 1<=p4819]] | [[p5005<=1 & 1<=p5005] | [p2719<=1 & 1<=p2719]]] | [[[p2930<=1 & 1<=p2930] | [p4506<=1 & 1<=p4506]] | [[p6074<=1 & 1<=p6074] | [[p3819<=1 & 1<=p3819] | [p4434<=1 & 1<=p4434]]]]] | [[[[p3198<=1 & 1<=p3198] | [p4394<=1 & 1<=p4394]] | [[p1014<=1 & 1<=p1014] | [p2590<=1 & 1<=p2590]]] | [[[p6516<=1 & 1<=p6516] | [p974<=1 & 1<=p974]] | [[p5798<=1 & 1<=p5798] | [[p6504<=1 & 1<=p6504] | [p3724<=1 & 1<=p3724]]]]]]]]]]] | [[[[[[[[[[p3037<=1 & 1<=p3037] | [p4774<=1 & 1<=p4774]] | [[p1975<=1 & 1<=p1975] | [p2015<=1 & 1<=p2015]]] | [[[p5344<=1 & 1<=p5344] | [p3640<=1 & 1<=p3640]] | [[p1573<=1 & 1<=p1573] | [p5216<=1 & 1<=p5216]]]] | [[[[p2322<=1 & 1<=p2322] | [p3372<=1 & 1<=p3372]] | [[p3417<=1 & 1<=p3417] | [p4166<=1 & 1<=p4166]]] | [[[p2809<=1 & 1<=p2809] | [p5736<=1 & 1<=p5736]] | [[p2417<=1 & 1<=p2417] | [[p6005<=1 & 1<=p6005] | [p3032<=1 & 1<=p3032]]]]]] | [[[[[p508<=1 & 1<=p508] | [p1796<=1 & 1<=p1796]] | [[p6445<=1 & 1<=p6445] | [p2635<=1 & 1<=p2635]]] | [[[p5518<=1 & 1<=p5518] | [p2595<=1 & 1<=p2595]] | [[p1148<=1 & 1<=p1148] | [p5905<=1 & 1<=p5905]]]] | [[[[p4211<=1 & 1<=p4211] | [p6174<=1 & 1<=p6174]] | [[p2238<=1 & 1<=p2238] | [p5126<=1 & 1<=p5126]]] | [[[p5563<=1 & 1<=p5563] | [p2367<=1 & 1<=p2367]] | [[p3947<=1 & 1<=p3947] | [[p1528<=1 & 1<=p1528] | [p4349<=1 & 1<=p4349]]]]]]] | [[[[[[p4389<=1 & 1<=p4389] | [p6461<=1 & 1<=p6461]] | [[p400<=1 & 1<=p400] | [p3814<=1 & 1<=p3814]]] | [[[p4836<=1 & 1<=p4836] | [p6129<=1 & 1<=p6129]] | [[p3992<=1 & 1<=p3992] | [p1925<=1 & 1<=p1925]]]] | [[[[p6000<=1 & 1<=p6000] | [p2148<=1 & 1<=p2148]] | [[p5955<=1 & 1<=p5955] | [p3434<=1 & 1<=p3434]]] | [[[p2193<=1 & 1<=p2193] | [p1305<=1 & 1<=p1305]] | [[p3104<=1 & 1<=p3104] | [[p1970<=1 & 1<=p1970] | [p4903<=1 & 1<=p4903]]]]]] | [[[[[p1193<=1 & 1<=p1193] | [p2992<=1 & 1<=p2992]] | [[p4791<=1 & 1<=p4791] | [p6243<=1 & 1<=p6243]]] | [[[p3769<=1 & 1<=p3769] | [p1504<=1 & 1<=p1504]] | [[p6049<=1 & 1<=p6049] | [p6011<=1 & 1<=p6011]]]] | [[[[p5564<=1 & 1<=p5564] | [p2617<=1 & 1<=p2617]] | [[p2763<=1 & 1<=p2763] | [p4607<=1 & 1<=p4607]]] | [[[p957<=1 & 1<=p957] | [p1113<=1 & 1<=p1113]] | [[p5319<=1 & 1<=p5319] | [[p1164<=1 & 1<=p1164] | [p3141<=1 & 1<=p3141]]]]]]]] | [[[[[[[p4314<=1 & 1<=p4314] | [p6080<=1 & 1<=p6080]] | [[p2423<=1 & 1<=p2423] | [p6383<=1 & 1<=p6383]]] | [[[p6571<=1 & 1<=p6571] | [p6214<=1 & 1<=p6214]] | [[p4740<=1 & 1<=p4740] | [p3974<=1 & 1<=p3974]]]] | [[[[p1199<=1 & 1<=p1199] | [p4365<=1 & 1<=p4365]] | [[p4985<=1 & 1<=p4985] | [p3389<=1 & 1<=p3389]]] | [[[p6287<=1 & 1<=p6287] | [p3103<=1 & 1<=p3103]] | [[p3634<=1 & 1<=p3634] | [[p2521<=1 & 1<=p2521] | [p1545<=1 & 1<=p1545]]]]]] | [[[[[p5769<=1 & 1<=p5769] | [p4705<=1 & 1<=p4705]] | [[p3008<=1 & 1<=p3008] | [p5844<=1 & 1<=p5844]]] | [[[p6252<=1 & 1<=p6252] | [p4645<=1 & 1<=p4645]] | [[p2032<=1 & 1<=p2032] | [p1930<=1 & 1<=p1930]]]] | [[[[p6301<=1 & 1<=p6301] | [p6421<=1 & 1<=p6421]] | [[p3043<=1 & 1<=p3043] | [p6467<=1 & 1<=p6467]]] | [[[p5618<=1 & 1<=p5618] | [p998<=1 & 1<=p998]] | [[p5922<=1 & 1<=p5922] | [[p3440<=1 & 1<=p3440] | [p4934<=1 & 1<=p4934]]]]]]] | [[[[[[p2124<=1 & 1<=p2124] | [p5806<=1 & 1<=p5806]] | [[p3723<=1 & 1<=p3723] | [p513<=1 & 1<=p513]]] | [[[p4511<=1 & 1<=p4511] | [p1790<=1 & 1<=p1790]] | [[p3774<=1 & 1<=p3774] | [p3577<=1 & 1<=p3577]]]] | [[[[p6249<=1 & 1<=p6249] | [p3049<=1 & 1<=p3049]] | [[p4801<=1 & 1<=p4801] | [p5421<=1 & 1<=p5421]]] | [[[p4120<=1 & 1<=p4120] | [p6169<=1 & 1<=p6169]] | [[p1049<=1 & 1<=p1049] | [[p3500<=1 & 1<=p3500] | [p1310<=1 & 1<=p1310]]]]]] | [[[[[p5131<=1 & 1<=p5131] | [p2611<=1 & 1<=p2611]] | [[p1596<=1 & 1<=p1596] | [p6017<=1 & 1<=p6017]]] | [[[p2957<=1 & 1<=p2957] | [p6565<=1 & 1<=p6565]] | [[p2366<=1 & 1<=p2366] | [[p5042<=1 & 1<=p5042] | [p3968<=1 & 1<=p3968]]]]] | [[[[p3154<=1 & 1<=p3154] | [p4248<=1 & 1<=p4248]] | [[p4711<=1 & 1<=p4711] | [p2706<=1 & 1<=p2706]]] | [[[p1170<=1 & 1<=p1170] | [p2744<=1 & 1<=p2744]] | [[p2220<=1 & 1<=p2220] | [[p1561<=1 & 1<=p1561] | [p5313<=1 & 1<=p5313]]]]]]]]] | [[[[[[[[p3405<=1 & 1<=p3405] | [p4601<=1 & 1<=p4601]] | [[p4550<=1 & 1<=p4550] | [p6258<=1 & 1<=p6258]]] | [[[p6330<=1 & 1<=p6330] | [p1901<=1 & 1<=p1901]] | [[p6281<=1 & 1<=p6281] | [p3538<=1 & 1<=p3538]]]] | [[[[p4734<=1 & 1<=p4734] | [p3014<=1 & 1<=p3014]] | [[p4210<=1 & 1<=p4210] | [p4762<=1 & 1<=p4762]]] | [[[p4588<=1 & 1<=p4588] | [p6427<=1 & 1<=p6427]] | [[p2527<=1 & 1<=p2527] | [[p1387<=1 & 1<=p1387] | [p2757<=1 & 1<=p2757]]]]]] | [[[[[p3147<=1 & 1<=p3147] | [p4197<=1 & 1<=p4197]] | [[p5729<=1 & 1<=p5729] | [p3354<=1 & 1<=p3354]]] | [[[p5800<=1 & 1<=p5800] | [p4991<=1 & 1<=p4991]] | [[p4422<=1 & 1<=p4422] | [p3231<=1 & 1<=p3231]]]] | [[[[p1733<=1 & 1<=p1733] | [p6220<=1 & 1<=p6220]] | [[p1510<=1 & 1<=p1510] | [p6051<=1 & 1<=p6051]]] | [[[p6086<=1 & 1<=p6086] | [p6389<=1 & 1<=p6389]] | [[p3717<=1 & 1<=p3717] | [[p3628<=1 & 1<=p3628] | [p1393<=1 & 1<=p1393]]]]]]] | [[[[[[p3326<=1 & 1<=p3326] | [p4114<=1 & 1<=p4114]] | [[p3237<=1 & 1<=p3237] | [p2181<=1 & 1<=p2181]]] | [[[p3446<=1 & 1<=p3446] | [p6517<=1 & 1<=p6517]] | [[p6473<=1 & 1<=p6473] | [p5170<=1 & 1<=p5170]]]] | [[[[p3751<=1 & 1<=p3751] | [p4025<=1 & 1<=p4025]] | [[p2840<=1 & 1<=p2840] | [p1907<=1 & 1<=p1907]]] | [[[p2360<=1 & 1<=p2360] | [p5382<=1 & 1<=p5382]] | [[p5570<=1 & 1<=p5570] | [[p2130<=1 & 1<=p2130] | [p2918<=1 & 1<=p2918]]]]]] | [[[[[p5735<=1 & 1<=p5735] | [p5962<=1 & 1<=p5962]] | [[p992<=1 & 1<=p992] | [p4371<=1 & 1<=p4371]]] | [[[p4204<=1 & 1<=p4204] | [p1784<=1 & 1<=p1784]] | [[p407<=1 & 1<=p407] | [[p4594<=1 & 1<=p4594] | [p2347<=1 & 1<=p2347]]]]] | [[[[p2163<=1 & 1<=p2163] | [p4153<=1 & 1<=p4153]] | [[p6324<=1 & 1<=p6324] | [p5940<=1 & 1<=p5940]]] | [[[p2309<=1 & 1<=p2309] | [p4191<=1 & 1<=p4191]] | [[p6198<=1 & 1<=p6198] | [[p5700<=1 & 1<=p5700] | [p813<=1 & 1<=p813]]]]]]]] | [[[[[[[p5824<=1 & 1<=p5824] | [p5108<=1 & 1<=p5108]] | [[p2503<=1 & 1<=p2503] | [p2700<=1 & 1<=p2700]]] | [[[p5751<=1 & 1<=p5751] | [p824<=1 & 1<=p824]] | [[p5991<=1 & 1<=p5991] | [p2554<=1 & 1<=p2554]]]] | [[[[p5749<=1 & 1<=p5749] | [p2214<=1 & 1<=p2214]] | [[p4140<=1 & 1<=p4140] | [p6594<=1 & 1<=p6594]]] | [[[p5544<=1 & 1<=p5544] | [p5986<=1 & 1<=p5986]] | [[p3571<=1 & 1<=p3571] | [[p1336<=1 & 1<=p1336] | [p5164<=1 & 1<=p5164]]]]]] | [[[[[p5337<=1 & 1<=p5337] | [p848<=1 & 1<=p848]] | [[p6551<=1 & 1<=p6551] | [p3180<=1 & 1<=p3180]]] | [[[p6031<=1 & 1<=p6031] | [p2443<=1 & 1<=p2443]] | [[p5024<=1 & 1<=p5024] | [p3514<=1 & 1<=p3514]]]] | [[[[p1727<=1 & 1<=p1727] | [p4537<=1 & 1<=p4537]] | [[p6187<=1 & 1<=p6187] | [p6523<=1 & 1<=p6523]]] | [[[p2303<=1 & 1<=p2303] | [p5113<=1 & 1<=p5113]] | [[p819<=1 & 1<=p819] | [[p5711<=1 & 1<=p5711] | [p431<=1 & 1<=p431]]]]]]] | [[[[[[p5358<=1 & 1<=p5358] | [p5644<=1 & 1<=p5644]] | [[p2834<=1 & 1<=p2834] | [p2951<=1 & 1<=p2951]]] | [[[p5538<=1 & 1<=p5538] | [p3794<=1 & 1<=p3794]] | [[p3610<=1 & 1<=p3610] | [p5985<=1 & 1<=p5985]]]] | [[[[p6546<=1 & 1<=p6546] | [p1107<=1 & 1<=p1107]] | [[p674<=1 & 1<=p674] | [p663<=1 & 1<=p663]]] | [[[p5102<=1 & 1<=p5102] | [p5600<=1 & 1<=p5600]] | [[p5706<=1 & 1<=p5706] | [[p539<=1 & 1<=p539] | [p1766<=1 & 1<=p1766]]]]]] | [[[[[p4001<=1 & 1<=p4001] | [p5638<=1 & 1<=p5638]] | [[p2437<=1 & 1<=p2437] | [p4967<=1 & 1<=p4967]]] | [[[p2900<=1 & 1<=p2900] | [p3917<=1 & 1<=p3917]] | [[p2157<=1 & 1<=p2157] | [[p5593<=1 & 1<=p5593] | [p3123<=1 & 1<=p3123]]]]] | [[[[p4928<=1 & 1<=p4928] | [p6025<=1 & 1<=p6025]] | [[p4404<=1 & 1<=p4404] | [p842<=1 & 1<=p842]]] | [[[p5247<=1 & 1<=p5247] | [p4134<=1 & 1<=p4134]] | [[p2560<=1 & 1<=p2560] | [[p6365<=1 & 1<=p6365] | [p4621<=1 & 1<=p4621]]]]]]]]]] | [[[[[[[[[p6263<=1 & 1<=p6263] | [p2783<=1 & 1<=p2783]] | [[p5599<=1 & 1<=p5599] | [p5107<=1 & 1<=p5107]]] | [[[p5018<=1 & 1<=p5018] | [p2386<=1 & 1<=p2386]] | [[p3174<=1 & 1<=p3174] | [p4230<=1 & 1<=p4230]]]] | [[[[p2777<=1 & 1<=p2777] | [p5415<=1 & 1<=p5415]] | [[p3911<=1 & 1<=p3911] | [p4627<=1 & 1<=p4627]]] | [[[p1330<=1 & 1<=p1330] | [p5588<=1 & 1<=p5588]] | [[p6193<=1 & 1<=p6193] | [[p5980<=1 & 1<=p5980] | [p425<=1 & 1<=p425]]]]]] | [[[[[p436<=1 & 1<=p436] | [p668<=1 & 1<=p668]] | [[p4308<=1 & 1<=p4308] | [p5364<=1 & 1<=p5364]]] | [[[p3743<=1 & 1<=p3743] | [p6143<=1 & 1<=p6143]] | [[p5946<=1 & 1<=p5946] | [p6491<=1 & 1<=p6491]]]] | [[[[p3397<=1 & 1<=p3397] | [p6589<=1 & 1<=p6589]] | [[p533<=1 & 1<=p533] | [p4531<=1 & 1<=p4531]]] | [[[p4007<=1 & 1<=p4007] | [p3520<=1 & 1<=p3520]] | [[p3718<=1 & 1<=p3718] | [[p6394<=1 & 1<=p6394] | [p3737<=1 & 1<=p3737]]]]]]] | [[[[[[p4996<=1 & 1<=p4996] | [p5222<=1 & 1<=p5222]] | [[p5368<=1 & 1<=p5368] | [p5241<=1 & 1<=p5241]]] | [[[p3378<=1 & 1<=p3378] | [p2002<=1 & 1<=p2002]] | [[p2100<=1 & 1<=p2100] | [p6462<=1 & 1<=p6462]]]] | [[[[p3359<=1 & 1<=p3359] | [p3524<=1 & 1<=p3524]] | [[p411<=1 & 1<=p411] | [p3604<=1 & 1<=p3604]]] | [[[p4011<=1 & 1<=p4011] | [p3019<=1 & 1<=p3019]] | [[p2380<=1 & 1<=p2380] | [[p6522<=1 & 1<=p6522] | [p3184<=1 & 1<=p3184]]]]]] | [[[[[p6244<=1 & 1<=p6244] | [p1194<=1 & 1<=p1194]] | [[p669<=1 & 1<=p669] | [p987<=1 & 1<=p987]]] | [[[p2361<=1 & 1<=p2361] | [p5936<=1 & 1<=p5936]] | [[p430<=1 & 1<=p430] | [p4205<=1 & 1<=p4205]]]] | [[[[p2720<=1 & 1<=p2720] | [p2844<=1 & 1<=p2844]] | [[p6432<=1 & 1<=p6432] | [p1534<=1 & 1<=p1534]]] | [[[p5203<=1 & 1<=p5203] | [p5820<=1 & 1<=p5820]] | [[p5028<=1 & 1<=p5028] | [[p4716<=1 & 1<=p4716] | [p2021<=1 & 1<=p2021]]]]]]]] | [[[[[[[p3117<=1 & 1<=p3117] | [p1150<=1 & 1<=p1150]] | [[p2447<=1 & 1<=p2447] | [p6359<=1 & 1<=p6359]]] | [[[p4541<=1 & 1<=p4541] | [p4395<=1 & 1<=p4395]] | [[p4961<=1 & 1<=p4961] | [p6075<=1 & 1<=p6075]]]] | [[[[p4376<=1 & 1<=p4376] | [p6035<=1 & 1<=p6035]] | [[p3998<=1 & 1<=p3998] | [p6200<=1 & 1<=p6200]]] | [[[p2641<=1 & 1<=p2641] | [p6497<=1 & 1<=p6497]] | [[p6595<=1 & 1<=p6595] | [[p2701<=1 & 1<=p2701] | [p5548<=1 & 1<=p5548]]]]]] | [[[[[p1760<=1 & 1<=p1760] | [p3038<=1 & 1<=p3038]] | [[p688<=1 & 1<=p688] | [p968<=1 & 1<=p968]]] | [[[p4351<=1 & 1<=p4351] | [p2046<=1 & 1<=p2046]] | [[p5648<=1 & 1<=p5648] | [p1515<=1 & 1<=p1515]]]] | [[[[p2135<=1 & 1<=p2135] | [p2418<=1 & 1<=p2418]] | [[p2622<=1 & 1<=p2622] | [p4224<=1 & 1<=p4224]]] | [[[p2507<=1 & 1<=p2507] | [p5308<=1 & 1<=p5308]] | [[p1340<=1 & 1<=p1340] | [[p3979<=1 & 1<=p3979] | [p5594<=1 & 1<=p5594]]]]]]] | [[[[[[p5550<=1 & 1<=p5550] | [p5911<=1 & 1<=p5911]] | [[p6006<=1 & 1<=p6006] | [p5165<=1 & 1<=p5165]]] | [[[p1770<=1 & 1<=p1770] | [p5184<=1 & 1<=p5184]] | [[p3549<=1 & 1<=p3549] | [p5500<=1 & 1<=p5500]]]] | [[[[p6487<=1 & 1<=p6487] | [p3756<=1 & 1<=p3756]] | [[p5830<=1 & 1<=p5830] | [p5393<=1 & 1<=p5393]]] | [[[p6192<=1 & 1<=p6192] | [p3614<=1 & 1<=p3614]] | [[p6173<=1 & 1<=p6173] | [[p1398<=1 & 1<=p1398] | [p1912<=1 & 1<=p1912]]]]]] | [[[[[p3340<=1 & 1<=p3340] | [p5849<=1 & 1<=p5849]] | [[p4599<=1 & 1<=p4599] | [p1703<=1 & 1<=p1703]]] | [[[p3921<=1 & 1<=p3921] | [p401<=1 & 1<=p401]] | [[p4971<=1 & 1<=p4971] | [[p3207<=1 & 1<=p3207] | [p818<=1 & 1<=p818]]]]] | [[[[p838<=1 & 1<=p838] | [p2192<=1 & 1<=p2192]] | [[p3127<=1 & 1<=p3127] | [p3242<=1 & 1<=p3242]]] | [[[p2304<=1 & 1<=p2304] | [p2564<=1 & 1<=p2564]] | [[p1045<=1 & 1<=p1045] | [[p1363<=1 & 1<=p1363] | [p6369<=1 & 1<=p6369]]]]]]]]] | [[[[[[[[p3435<=1 & 1<=p3435] | [p4904<=1 & 1<=p4904]] | [[p5780<=1 & 1<=p5780] | [p2532<=1 & 1<=p2532]]] | [[[p2904<=1 & 1<=p2904] | [p543<=1 & 1<=p543]] | [[p4792<=1 & 1<=p4792] | [p6325<=1 & 1<=p6325]]]] | [[[[p2929<=1 & 1<=p2929] | [p4564<=1 & 1<=p4564]] | [[p2948<=1 & 1<=p2948] | [p6056<=1 & 1<=p6056]]] | [[[p2390<=1 & 1<=p2390] | [p5799<=1 & 1<=p5799]] | [[p4167<=1 & 1<=p4167] | [[p5705<=1 & 1<=p5705] | [p6547<=1 & 1<=p6547]]]]]] | [[[[[p2787<=1 & 1<=p2787] | [p4234<=1 & 1<=p4234]] | [[p4144<=1 & 1<=p4144] | [p1175<=1 & 1<=p1175]]] | [[[p4773<=1 & 1<=p4773] | [p6344<=1 & 1<=p6344]] | [[p4036<=1 & 1<=p4036] | [p3747<=1 & 1<=p3747]]]] | [[[[p6503<=1 & 1<=p6503] | [p6225<=1 & 1<=p6225]] | [[p1591<=1 & 1<=p1591] | [p1572<=1 & 1<=p1572]]] | [[[p4408<=1 & 1<=p4408] | [p5755<=1 & 1<=p5755]] | [[p3639<=1 & 1<=p3639] | [[p3416<=1 & 1<=p3416] | [p5343<=1 & 1<=p5343]]]]]]] | [[[[[[p4631<=1 & 1<=p4631] | [p2323<=1 & 1<=p2323]] | [[p3301<=1 & 1<=p3301] | [p6300<=1 & 1<=p6300]]] | [[[p1795<=1 & 1<=p1795] | [p2167<=1 & 1<=p2167]] | [[p6147<=1 & 1<=p6147] | [p2810<=1 & 1<=p2810]]]] | [[[[p6305<=1 & 1<=p6305] | [p1373<=1 & 1<=p1373]] | [[p2328<=1 & 1<=p2328] | [p1020<=1 & 1<=p1020]]] | [[[p4172<=1 & 1<=p4172] | [p3946<=1 & 1<=p3946]] | [[p2924<=1 & 1<=p2924] | [[p3813<=1 & 1<=p3813] | [p1567<=1 & 1<=p1567]]]]]] | [[[[[p1713<=1 & 1<=p1713] | [p5127<=1 & 1<=p5127]] | [[p514<=1 & 1<=p514] | [p4512<=1 & 1<=p4512]]] | [[[p1926<=1 & 1<=p1926] | [p1306<=1 & 1<=p1306]] | [[p2584<=1 & 1<=p2584] | [[p2249<=1 & 1<=p2249] | [p2815<=1 & 1<=p2815]]]]] | [[[[p6575<=1 & 1<=p6575] | [p3411<=1 & 1<=p3411]] | [[p5048<=1 & 1<=p5048] | [p4428<=1 & 1<=p4428]]] | [[[p6168<=1 & 1<=p6168] | [1<=p1311 & p1311<=1]] | [[p5961<=1 & 1<=p5961] | [[p3155<=1 & 1<=p3155] | [p1969<=1 & 1<=p1969]]]]]]]] | [[[[[[[p3770<=1 & 1<=p3770] | [p1993<=1 & 1<=p1993]] | [[p4768<=1 & 1<=p4768] | [p4830<=1 & 1<=p4830]]] | [[[p3552<=1 & 1<=p3552] | [p5388<=1 & 1<=p5388]] | [[p3837<=1 & 1<=p3837] | [p4433<=1 & 1<=p4433]]]] | [[[[p4110<=1 & 1<=p4110] | [p2333<=1 & 1<=p2333]] | [[p3941<=1 & 1<=p3941] | [p2187<=1 & 1<=p2187]]] | [[[p5614<=1 & 1<=p5614] | [p2589<=1 & 1<=p2589]] | [[p2986<=1 & 1<=p2986] | [[p5956<=1 & 1<=p5956] | [p2753<=1 & 1<=p2753]]]]]] | [[[[[p5730<=1 & 1<=p5730] | [p6123<=1 & 1<=p6123]] | [[p3808<=1 & 1<=p3808] | [p4574<=1 & 1<=p4574]]] | [[[p5194<=1 & 1<=p5194] | [p5775<=1 & 1<=p5775]] | [[p4031<=1 & 1<=p4031] | [p4343<=1 & 1<=p4343]]]] | [[[[p3150<=1 & 1<=p3150] | [p6277<=1 & 1<=p6277]] | [[p3544<=1 & 1<=p3544] | [p1931<=1 & 1<=p1931]]] | [[[p1708<=1 & 1<=p1708] | [p509<=1 & 1<=p509]] | [[p2730<=1 & 1<=p2730] | [[p3217<=1 & 1<=p3217] | [p4507<=1 & 1<=p4507]]]]]]] | [[[[[[p1316<=1 & 1<=p1316] | [p4730<=1 & 1<=p4730]] | [[p5519<=1 & 1<=p5519] | [p5619<=1 & 1<=p5619]]] | [[[p3321<=1 & 1<=p3321] | [p693<=1 & 1<=p693]] | [[p2820<=1 & 1<=p2820] | [p4115<=1 & 1<=p4115]]]] | [[[[p5966<=1 & 1<=p5966] | [p963<=1 & 1<=p963]] | [[p4825<=1 & 1<=p4825] | [p2110<=1 & 1<=p2110]]] | [[[p1964<=1 & 1<=p1964] | [p3160<=1 & 1<=p3160]] | [[p6527<=1 & 1<=p6527] | [[p4797<=1 & 1<=p4797] | [p3775<=1 & 1<=p3775]]]]]] | [[[[[p4909<=1 & 1<=p4909] | [p3954<=1 & 1<=p3954]] | [[p4517<=1 & 1<=p4517] | [p5132<=1 & 1<=p5132]]] | [[[p5569<=1 & 1<=p5569] | [p5004<=1 & 1<=p5004]] | [[p5725<=1 & 1<=p5725] | [[p1142<=1 & 1<=p1142] | [p5227<=1 & 1<=p5227]]]]] | [[[[p4177<=1 & 1<=p4177] | [p519<=1 & 1<=p519]] | [[p1936<=1 & 1<=p1936] | [p6407<=1 & 1<=p6407]]] | [[[p4338<=1 & 1<=p4338] | [p5333<=1 & 1<=p5333]] | [[p6282<=1 & 1<=p6282] | [[p1539<=1 & 1<=p1539] | [p6570<=1 & 1<=p6570]]]]]]]]]]]] | [[[[[[[[[[[p1025<=1 & 1<=p1025] | [p5916<=1 & 1<=p5916]] | [[p5524<=1 & 1<=p5524] | [p2200<=1 & 1<=p2200]]] | [[[p2026<=1 & 1<=p2026] | [p5401<=1 & 1<=p5401]] | [[p2981<=1 & 1<=p2981] | [[p2646<=1 & 1<=p2646] | [p5624<=1 & 1<=p5624]]]]] | [[[[p2244<=1 & 1<=p2244] | [p4602<=1 & 1<=p4602]] | [[p698<=1 & 1<=p698] | [p3383<=1 & 1<=p3383]]] | [[[p3713<=1 & 1<=p3713] | [p4735<=1 & 1<=p4735]] | [[p2356<=1 & 1<=p2356] | [p6118<=1 & 1<=p6118]]]]] | [[[[[p5574<=1 & 1<=p5574] | [p4200<=1 & 1<=p4200]] | [[p1137<=1 & 1<=p1137] | [p5137<=1 & 1<=p5137]]] | [[[p3557<=1 & 1<=p3557] | [p4914<=1 & 1<=p4914]] | [[p2758<=1 & 1<=p2758] | [p3780<=1 & 1<=p3780]]]] | [[[[p5445<=1 & 1<=p5445] | [p6163<=1 & 1<=p6163]] | [[p3758<=1 & 1<=p3758] | [p3942<=1 & 1<=p3942]]] | [[[p5906<=1 & 1<=p5906] | [p2013<=1 & 1<=p2013]] | [[p2537<=1 & 1<=p2537] | [[p2245<=1 & 1<=p2245] | [p1183<=1 & 1<=p1183]]]]]]] | [[[[[[p6268<=1 & 1<=p6268] | [p3418<=1 & 1<=p3418]] | [[p2305<=1 & 1<=p2305] | [p2197<=1 & 1<=p2197]]] | [[[p6440<=1 & 1<=p6440] | [p5502<=1 & 1<=p5502]] | [[p661<=1 & 1<=p661] | [p1965<=1 & 1<=p1965]]]] | [[[[p1571<=1 & 1<=p1571] | [p2976<=1 & 1<=p2976]] | [[p2588<=1 & 1<=p2588] | [p3993<=1 & 1<=p3993]]] | [[[p5160<=1 & 1<=p5160] | [p5586<=1 & 1<=p5586]] | [[p441<=1 & 1<=p441] | [[p4333<=1 & 1<=p4333] | [p5987<=1 & 1<=p5987]]]]]] | [[[[[p2636<=1 & 1<=p2636] | [p2928<=1 & 1<=p2928]] | [[p1523<=1 & 1<=p1523] | [p6530<=1 & 1<=p6530]]] | [[[p2016<=1 & 1<=p2016] | [p6587<=1 & 1<=p6587]] | [[p979<=1 & 1<=p979] | [p1917<=1 & 1<=p1917]]]] | [[[[p2143<=1 & 1<=p2143] | [p3548<=1 & 1<=p3548]] | [[p2633<=1 & 1<=p2633] | [p6058<=1 & 1<=p6058]]] | [[[p6191<=1 & 1<=p6191] | [p5782<=1 & 1<=p5782]] | [[p5707<=1 & 1<=p5707] | [[p5990<=1 & 1<=p5990] | [p2540<=1 & 1<=p2540]]]]]]]] | [[[[[[[p4038<=1 & 1<=p4038] | [p5443<=1 & 1<=p5443]] | [[p6317<=1 & 1<=p6317] | [p4775<=1 & 1<=p4775]]] | [[[p3370<=1 & 1<=p3370] | [p3945<=1 & 1<=p3945]] | [[p6116<=1 & 1<=p6116] | [p1135<=1 & 1<=p1135]]]] | [[[[p5903<=1 & 1<=p5903] | [p2191<=1 & 1<=p2191]] | [[p1968<=1 & 1<=p1968] | [p435<=1 & 1<=p435]]] | [[[p3373<=1 & 1<=p3373] | [p4823<=1 & 1<=p4823]] | [[p1027<=1 & 1<=p1027] | [[p6262<=1 & 1<=p6262] | [p3596<=1 & 1<=p3596]]]]]] | [[[[[p1180<=1 & 1<=p1180] | [p5395<=1 & 1<=p5395]] | [[p2585<=1 & 1<=p2585] | [p3990<=1 & 1<=p3990]]] | [[[p5106<=1 & 1<=p5106] | [p2410<=1 & 1<=p2410]] | [[p3999<=1 & 1<=p3999] | [p826<=1 & 1<=p826]]]] | [[[[p6070<=1 & 1<=p6070] | [p2594<=1 & 1<=p2594]] | [[p2239<=1 & 1<=p2239] | [p6239<=1 & 1<=p6239]]] | [[[p4047<=1 & 1<=p4047] | [p4390<=1 & 1<=p4390]] | [[p4339<=1 & 1<=p4339] | [[p3701<=1 & 1<=p3701] | [p2642<=1 & 1<=p2642]]]]]]] | [[[[[[p1580<=1 & 1<=p1580] | [p2985<=1 & 1<=p2985]] | [[p5915<=1 & 1<=p5915] | [p3815<=1 & 1<=p3815]]] | [[[p2934<=1 & 1<=p2934] | [p5220<=1 & 1<=p5220]] | [[p1532<=1 & 1<=p1532] | [p6457<=1 & 1<=p6457]]]] | [[[[p4387<=1 & 1<=p4387] | [p5710<=1 & 1<=p5710]] | [[p5511<=1 & 1<=p5511] | [p5912<=1 & 1<=p5912]]] | [[[p6599<=1 & 1<=p6599] | [p2982<=1 & 1<=p2982]] | [[p5978<=1 & 1<=p5978] | [[p2645<=1 & 1<=p2645] | [p2937<=1 & 1<=p2937]]]]]] | [[[[[p4342<=1 & 1<=p4342] | [p1577<=1 & 1<=p1577]] | [[p1192<=1 & 1<=p1192] | [p432<=1 & 1<=p432]]] | [[[p2597<=1 & 1<=p2597] | [p5791<=1 & 1<=p5791]] | [[p3030<=1 & 1<=p3030] | [[p1974<=1 & 1<=p1974] | [p4435<=1 & 1<=p4435]]]]] | [[[[p5103<=1 & 1<=p5103] | [p2413<=1 & 1<=p2413]] | [[p2549<=1 & 1<=p2549] | [p6308<=1 & 1<=p6308]]] | [[[p1144<=1 & 1<=p1144] | [p3379<=1 & 1<=p3379]] | [[p5514<=1 & 1<=p5514] | [[p4784<=1 & 1<=p4784] | [p2248<=1 & 1<=p2248]]]]]]]]] | [[[[[[[[p6236<=1 & 1<=p6236] | [p6067<=1 & 1<=p6067]] | [[p6596<=1 & 1<=p6596] | [p970<=1 & 1<=p970]]] | [[[p6539<=1 & 1<=p6539] | [p6125<=1 & 1<=p6125]] | [[p6454<=1 & 1<=p6454] | [p3427<=1 & 1<=p3427]]]] | [[[[p2022<=1 & 1<=p2022] | [p3033<=1 & 1<=p3033]] | [[p4832<=1 & 1<=p4832] | [p6004<=1 & 1<=p6004]]] | [[[p1018<=1 & 1<=p1018] | [p4396<=1 & 1<=p4396]] | [[p5617<=1 & 1<=p5617] | [[p3196<=1 & 1<=p3196] | [p5315<=1 & 1<=p5315]]]]]] | [[[[[p1977<=1 & 1<=p1977] | [p5431<=1 & 1<=p5431]] | [[p3012<=1 & 1<=p3012] | [p4787<=1 & 1<=p4787]]] | [[[p6076<=1 & 1<=p6076] | [p1039<=1 & 1<=p1039]] | [[p2807<=1 & 1<=p2807] | [p5598<=1 & 1<=p5598]]]] | [[[[p4504<=1 & 1<=p4504] | [p1559<=1 & 1<=p1559]] | [[p3536<=1 & 1<=p3536] | [p4709<=1 & 1<=p4709]]] | [[[p3722<=1 & 1<=p3722] | [p961<=1 & 1<=p961]] | [[p2419<=1 & 1<=p2419] | [[p3039<=1 & 1<=p3039] | [p2134<=1 & 1<=p2134]]]]]]] | [[[[[[p4649<=1 & 1<=p4649] | [p6518<=1 & 1<=p6518]] | [[p3430<=1 & 1<=p3430] | [p2711<=1 & 1<=p2711]]] | [[[p3331<=1 & 1<=p3331] | [p6387<=1 & 1<=p6387]] | [[p4805<=1 & 1<=p4805] | [p5229<=1 & 1<=p5229]]]] | [[[[p5716<=1 & 1<=p5716] | [p2365<=1 & 1<=p2365]] | [[p5151<=1 & 1<=p5151] | [p1794<=1 & 1<=p1794]]] | [[[p6218<=1 & 1<=p6218] | [p1354<=1 & 1<=p1354]] | [[p3352<=1 & 1<=p3352] | [[p4989<=1 & 1<=p4989] | [p2179<=1 & 1<=p2179]]]]]] | [[[[[p4164<=1 & 1<=p4164] | [p4811<=1 & 1<=p4811]] | [[p1541<=1 & 1<=p1541] | [p2705<=1 & 1<=p2705]]] | [[[p5124<=1 & 1<=p5124] | [p2519<=1 & 1<=p2519]] | [[p808<=1 & 1<=p808] | [[p549<=1 & 1<=p549] | [p673<=1 & 1<=p673]]]]] | [[[[p6463<=1 & 1<=p6463] | [p6449<=1 & 1<=p6449]] | [[p5565<=1 & 1<=p5565] | [p6280<=1 & 1<=p6280]]] | [[[p3972<=1 & 1<=p3972] | [p3827<=1 & 1<=p3827]] | [[p5046<=1 & 1<=p5046] | [[p2236<=1 & 1<=p2236] | [p3767<=1 & 1<=p3767]]]]]]]] | [[[[[[[p4369<=1 & 1<=p4369] | [p6335<=1 & 1<=p6335]] | [[p6245<=1 & 1<=p6245] | [p5794<=1 & 1<=p5794]]] | [[[p2994<=1 & 1<=p2994] | [p4600<=1 & 1<=p4600]] | [[p2916<=1 & 1<=p2916] | [p5425<=1 & 1<=p5425]]]] | [[[[p4793<=1 & 1<=p4793] | [p6431<=1 & 1<=p6431]] | [[p3436<=1 & 1<=p3436] | [p4414<=1 & 1<=p4414]]] | [[[p2314<=1 & 1<=p2314] | [p1117<=1 & 1<=p1117]] | [[p4447<=1 & 1<=p4447] | [[p4901<=1 & 1<=p4901] | [p5202<=1 & 1<=p5202]]]]]] | [[[[[p3102<=1 & 1<=p3102] | [p1956<=1 & 1<=p1956]] | [[p2140<=1 & 1<=p2140] | [p2034<=1 & 1<=p2034]]] | [[[p3325<=1 & 1<=p3325] | [p6013<=1 & 1<=p6013]] | [[p4107<=1 & 1<=p4107] | [p5577<=1 & 1<=p5577]]]] | [[[[p3409<=1 & 1<=p3409] | [p982<=1 & 1<=p982]] | [[p2799<=1 & 1<=p2799] | [p5034<=1 & 1<=p5034]]] | [[[p1174<=1 & 1<=p1174] | [p3933<=1 & 1<=p3933]] | [[p5996<=1 & 1<=p5996] | [[p6475<=1 & 1<=p6475] | [p1737<=1 & 1<=p1737]]]]]]] | [[[[[[p3313<=1 & 1<=p3313] | [p3391<=1 & 1<=p3391]] | [[p6104<=1 & 1<=p6104] | [p4426<=1 & 1<=p4426]]] | [[[p652<=1 & 1<=p652] | [p1346<=1 & 1<=p1346]] | [[p1514<=1 & 1<=p1514] | [p2750<=1 & 1<=p2750]]]] | [[[[p814<=1 & 1<=p814] | [p4766<=1 & 1<=p4766]] | [[p6137<=1 & 1<=p6137] | [p4844<=1 & 1<=p4844]]] | [[[p3593<=1 & 1<=p3593] | [p4727<=1 & 1<=p4727]] | [[p6188<=1 & 1<=p6188] | [[p4203<=1 & 1<=p4203] | [p1006<=1 & 1<=p1006]]]]]] | [[[[[p1000<=1 & 1<=p1000] | [p2576<=1 & 1<=p2576]] | [[p679<=1 & 1<=p679] | [p500<=1 & 1<=p500]]] | [[[p1397<=1 & 1<=p1397] | [p5924<=1 & 1<=p5924]] | [[p5386<=1 & 1<=p5386] | [[p1520<=1 & 1<=p1520] | [p3632<=1 & 1<=p3632]]]]] | [[[[p6088<=1 & 1<=p6088] | [p1911<=1 & 1<=p1911]] | [[p6329<=1 & 1<=p6329] | [p6437<=1 & 1<=p6437]]] | [[[p2308<=1 & 1<=p2308] | [p414<=1 & 1<=p414]] | [[p2973<=1 & 1<=p2973] | [[p1123<=1 & 1<=p1123] | [p5773<=1 & 1<=p5773]]]]]]]]]] | [[[[[[[[[p6182<=1 & 1<=p6182] | [p5969<=1 & 1<=p5969]] | [[p5208<=1 & 1<=p5208] | [p988<=1 & 1<=p988]]] | [[[p6041<=1 & 1<=p6041] | [p3710<=1 & 1<=p3710]] | [[p5728<=1 & 1<=p5728] | [p5605<=1 & 1<=p5605]]]] | [[[[p4330<=1 & 1<=p4330] | [p3806<=1 & 1<=p3806]] | [[p2531<=1 & 1<=p2531] | [p1743<=1 & 1<=p1743]]] | [[[p4029<=1 & 1<=p4029] | [p1598<=1 & 1<=p1598]] | [[p5163<=1 & 1<=p5163] | [[p2353<=1 & 1<=p2353] | [p5845<=1 & 1<=p5845]]]]]] | [[[[[p6578<=1 & 1<=p6578] | [p4977<=1 & 1<=p4977]] | [[p2558<=1 & 1<=p2558] | [p3836<=1 & 1<=p3836]]] | [[[p3553<=1 & 1<=p3553] | [p4958<=1 & 1<=p4958]] | [[p4128<=1 & 1<=p4128] | [p2431<=1 & 1<=p2431]]]] | [[[[p6356<=1 & 1<=p6356] | [p3963<=1 & 1<=p3963]] | [[p6375<=1 & 1<=p6375] | [p4637<=1 & 1<=p4637]]] | [[[p4303<=1 & 1<=p4303] | [p4195<=1 & 1<=p4195]] | [[p3213<=1 & 1<=p3213] | [[p4618<=1 & 1<=p4618] | [p3788<=1 & 1<=p3788]]]]]]] | [[[[[[p6022<=1 & 1<=p6022] | [p5957<=1 & 1<=p5957]] | [[p5193<=1 & 1<=p5193] | [p3601<=1 & 1<=p3601]]] | [[[p5190<=1 & 1<=p5190] | [p5556<=1 & 1<=p5556]] | [[p2151<=1 & 1<=p2151] | [p2218<=1 & 1<=p2218]]]] | [[[[p5238<=1 & 1<=p5238] | [p3833<=1 & 1<=p3833]] | [[p1337<=1 & 1<=p1337] | [p5346<=1 & 1<=p5346]]] | [[[p6378<=1 & 1<=p6378] | [p3623<=1 & 1<=p3623]] | [[p3915<=1 & 1<=p3915] | [[p6298<=1 & 1<=p6298] | [p3235<=1 & 1<=p3235]]]]]] | [[[[[p4173<=1 & 1<=p4173] | [p4748<=1 & 1<=p4748]] | [[p2819<=1 & 1<=p2819] | [p3556<=1 & 1<=p3556]]] | [[[p4243<=1 & 1<=p4243] | [p3960<=1 & 1<=p3960]] | [[p2838<=1 & 1<=p2838] | [p844<=1 & 1<=p844]]]] | [[[[p4796<=1 & 1<=p4796] | [p4640<=1 & 1<=p4640]] | [[p5365<=1 & 1<=p5365] | [p5761<=1 & 1<=p5761]]] | [[[p4592<=1 & 1<=p4592] | [p5327<=1 & 1<=p5327]] | [[p3518<=1 & 1<=p3518] | [[p5836<=1 & 1<=p5836] | [p5960<=1 & 1<=p5960]]]]]]]] | [[[[[[[p1734<=1 & 1<=p1734] | [p4923<=1 & 1<=p4923]] | [[p2771<=1 & 1<=p2771] | [p4176<=1 & 1<=p4176]]] | [[[p4570<=1 & 1<=p4570] | [p2615<=1 & 1<=p2615]] | [[p4360<=1 & 1<=p4360] | [p3779<=1 & 1<=p3779]]]] | [[[[p6032<=1 & 1<=p6032] | [p5374<=1 & 1<=p5374]] | [[p4580<=1 & 1<=p4580] | [p4561<=1 & 1<=p4561]]] | [[[p3156<=1 & 1<=p3156] | [p5942<=1 & 1<=p5942]] | [[p6569<=1 & 1<=p6569] | [[p5523<=1 & 1<=p5523] | [p4628<=1 & 1<=p4628]]]]]] | [[[[[p3950<=1 & 1<=p3950] | [p4700<=1 & 1<=p4700]] | [[p2161<=1 & 1<=p2161] | [p5355<=1 & 1<=p5355]]] | [[[p3798<=1 & 1<=p3798] | [p4119<=1 & 1<=p4119]] | [[p1048<=1 & 1<=p1048] | [p4221<=1 & 1<=p4221]]]] | [[[[p5645<=1 & 1<=p5645] | [p5324<=1 & 1<=p5324]] | [[p3846<=1 & 1<=p3846] | [[p4240<=1 & 1<=p4240] | [p5422<=1 & 1<=p5422]]]] | [[[p3566<=1 & 1<=p3566] | [p2816<=1 & 1<=p2816]] | [[p3223<=1 & 1<=p3223] | [p2714<=1 & 1<=p2714]]]]]] | [[[[[[p5136<=1 & 1<=p5136] | [p4138<=1 & 1<=p4138]] | [[p5752<=1 & 1<=p5752] | [p2209<=1 & 1<=p2209]]] | [[[p6557<=1 & 1<=p6557] | [p2374<=1 & 1<=p2374]] | [[p4913<=1 & 1<=p4913] | [p4008<=1 & 1<=p4008]]]] | [[[[p6338<=1 & 1<=p6338] | [p2441<=1 & 1<=p2441]] | [[p2603<=1 & 1<=p2603] | [p4017<=1 & 1<=p4017]]] | [[[p3731<=1 & 1<=p3731] | [p6209<=1 & 1<=p6209]] | [[p4186<=1 & 1<=p4186] | [[p6509<=1 & 1<=p6509] | [p3508<=1 & 1<=p3508]]]]]] | [[[[[p5542<=1 & 1<=p5542] | [p6566<=1 & 1<=p6566]] | [[p4583<=1 & 1<=p4583] | [p1357<=1 & 1<=p1357]]] | [[[p3776<=1 & 1<=p3776] | [p2781<=1 & 1<=p2781]] | [[p4357<=1 & 1<=p4357] | [[p5520<=1 & 1<=p5520] | [p4754<=1 & 1<=p4754]]]]] | [[[[p2762<=1 & 1<=p2762] | [p4980<=1 & 1<=p4980]] | [[p3575<=1 & 1<=p3575] | [p540<=1 & 1<=p540]]] | [[[p4932<=1 & 1<=p4932] | [p5181<=1 & 1<=p5181]] | [[p3003<=1 & 1<=p3003] | [[p2829<=1 & 1<=p2829] | [p1754<=1 & 1<=p1754]]]]]]]]] | [[[[[[[[p3159<=1 & 1<=p3159] | [p4513<=1 & 1<=p4513]] | [[p3226<=1 & 1<=p3226] | [p3620<=1 & 1<=p3620]]] | [[[p4802<=1 & 1<=p4802] | [p4739<=1 & 1<=p4739]] | [[p2606<=1 & 1<=p2606] | [p3000<=1 & 1<=p3000]]]] | [[[[p3843<=1 & 1<=p3843] | [p4535<=1 & 1<=p4535]] | [[p5133<=1 & 1<=p5133] | [p6206<=1 & 1<=p6206]]] | [[[p5746<=1 & 1<=p5746] | [p4405<=1 & 1<=p4405]] | [[p5025<=1 & 1<=p5025] | [[p4312<=1 & 1<=p4312] | [p4516<=1 & 1<=p4516]]]]]] | [[[[[p4910<=1 & 1<=p4910] | [p3111<=1 & 1<=p3111]] | [[p5248<=1 & 1<=p5248] | [p2955<=1 & 1<=p2955]]] | [[[p3204<=1 & 1<=p3204] | [p3178<=1 & 1<=p3178]] | [[p3334<=1 & 1<=p3334] | [p4417<=1 & 1<=p4417]]]] | [[[[p5334<=1 & 1<=p5334] | [p6548<=1 & 1<=p6548]] | [[p5412<=1 & 1<=p5412] | [p2104<=1 & 1<=p2104]]] | [[[p6466<=1 & 1<=p6466] | [p4523<=1 & 1<=p4523]] | [[p3382<=1 & 1<=p3382] | [[p6179<=1 & 1<=p6179] | [p503<=1 & 1<=p503]]]]]]] | [[[[[[p1764<=1 & 1<=p1764] | [p1724<=1 & 1<=p1724]] | [[p4736<=1 & 1<=p4736] | [p6248<=1 & 1<=p6248]]] | [[[p5568<=1 & 1<=p5568] | [p2826<=1 & 1<=p2826]] | [[p2317<=1 & 1<=p2317] | [p1791<=1 & 1<=p1791]]]] | [[[[p4183<=1 & 1<=p4183] | [p5719<=1 & 1<=p5719]] | [[p6034<=1 & 1<=p6034] | [p6559<=1 & 1<=p6559]]] | [[[p2025<=1 & 1<=p2025] | [p3166<=1 & 1<=p3166]] | [[p4444<=1 & 1<=p4444] | [[p2131<=1 & 1<=p2131] | [p5754<=1 & 1<=p5754]]]]]] | [[[[[p3824<=1 & 1<=p3824] | [p4630<=1 & 1<=p4630]] | [[p2759<=1 & 1<=p2759] | [p5647<=1 & 1<=p5647]]] | [[[p530<=1 & 1<=p530] | [p4757<=1 & 1<=p4757]] | [[p5595<=1 & 1<=p5595] | [[p3506<=1 & 1<=p3506] | [p3400<=1 & 1<=p3400]]]]] | [[[[p805<=1 & 1<=p805] | [p991<=1 & 1<=p991]] | [[p4350<=1 & 1<=p4350] | [p5143<=1 & 1<=p5143]]] | [[[p5950<=1 & 1<=p5950] | [p2741<=1 & 1<=p2741]] | [[p3719<=1 & 1<=p3719] | [[p1300<=1 & 1<=p1300] | [p4399<=1 & 1<=p4399]]]]]]]] | [[[[[[[p1114<=1 & 1<=p1114] | [p2344<=1 & 1<=p2344]] | [[p6401<=1 & 1<=p6401] | [p4116<=1 & 1<=p4116]]] | [[[p2384<=1 & 1<=p2384] | [p6259<=1 & 1<=p6259]] | [[p6428<=1 & 1<=p6428] | [p3121<=1 & 1<=p3121]]]] | [[[[p2422<=1 & 1<=p2422] | [p6079<=1 & 1<=p6079]] | [[p5377<=1 & 1<=p5377] | [p1384<=1 & 1<=p1384]]] | [[[p3786<=1 & 1<=p3786] | [p670<=1 & 1<=p670]] | [[p3953<=1 & 1<=p3953] | [[p5027<=1 & 1<=p5027] | [p4841<=1 & 1<=p4841]]]]]] | [[[[[p2362<=1 & 1<=p2362] | [p5154<=1 & 1<=p5154]] | [[p1009<=1 & 1<=p1009] | [p3563<=1 & 1<=p3563]]] | [[[p3741<=1 & 1<=p3741] | [p692<=1 & 1<=p692]] | [[p3042<=1 & 1<=p3042] | [p4020<=1 & 1<=p4020]]]] | [[[[p1511<=1 & 1<=p1511] | [p5530<=1 & 1<=p5530]] | [[p2206<=1 & 1<=p2206] | [p6493<=1 & 1<=p6493]]] | [[[p6134<=1 & 1<=p6134] | [p1394<=1 & 1<=p1394]] | [[p2429<=1 & 1<=p2429] | [[p405<=1 & 1<=p405] | [p5015<=1 & 1<=p5015]]]]]]] | [[[[[[p1126<=1 & 1<=p1126] | [p3344<=1 & 1<=p3344]] | [[p1920<=1 & 1<=p1920] | [p5764<=1 & 1<=p5764]]] | [[[p2501<=1 & 1<=p2501] | [p682<=1 & 1<=p682]] | [[p6107<=1 & 1<=p6107] | [p4920<=1 & 1<=p4920]]]] | [[[[p4814<=1 & 1<=p4814] | [p5826<=1 & 1<=p5826]] | [[p2702<=1 & 1<=p2702] | [p4233<=1 & 1<=p4233]]] | [[[p2121<=1 & 1<=p2121] | [p1908<=1 & 1<=p1908]] | [[p5608<=1 & 1<=p5608] | [[p1367<=1 & 1<=p1367] | [p2188<=1 & 1<=p2188]]]]]] | [[[[[p952<=1 & 1<=p952] | [p4573<=1 & 1<=p4573]] | [[p5558<=1 & 1<=p5558] | [p6146<=1 & 1<=p6146]]] | [[[p1707<=1 & 1<=p1707] | [p3545<=1 & 1<=p3545]] | [[p3439<=1 & 1<=p3439] | [[p3322<=1 & 1<=p3322] | [p2724<=1 & 1<=p2724]]]]] | [[[[p3216<=1 & 1<=p3216] | [p4300<=1 & 1<=p4300]] | [[p444<=1 & 1<=p444] | [p2327<=1 & 1<=p2327]]] | [[[p1746<=1 & 1<=p1746] | [p5848<=1 & 1<=p5848]] | [[p5635<=1 & 1<=p5635] | [[p5037<=1 & 1<=p5037] | [p1171<=1 & 1<=p1171]]]]]]]]]]] | [[[[[[[[[[p2925<=1 & 1<=p2925] | [p6044<=1 & 1<=p6044]] | [[p1568<=1 & 1<=p1568] | [p4010<=1 & 1<=p4010]]] | [[[p5367<=1 & 1<=p5367] | [p1947<=1 & 1<=p1947]] | [[p4970<=1 & 1<=p4970] | [p2528<=1 & 1<=p2528]]]] | [[[[p4746<=1 & 1<=p4746] | [p1036<=1 & 1<=p1036]] | [[p6521<=1 & 1<=p6521] | [p6368<=1 & 1<=p6368]]] | [[[p1327<=1 & 1<=p1327] | [p6418<=1 & 1<=p6418]] | [[p6271<=1 & 1<=p6271] | [[p5211<=1 & 1<=p5211] | [p1349<=1 & 1<=p1349]]]]]] | [[[[[p4126<=1 & 1<=p4126] | [p5434<=1 & 1<=p5434]] | [[p5999<=1 & 1<=p5999] | [p6152<=1 & 1<=p6152]]] | [[[p6326<=1 & 1<=p6326] | [p2769<=1 & 1<=p2769]] | [[p3613<=1 & 1<=p3613] | [p3903<=1 & 1<=p3903]]]] | [[[[p3148<=1 & 1<=p3148] | [p817<=1 & 1<=p817]] | [[p6348<=1 & 1<=p6348] | [p1104<=1 & 1<=p1104]]] | [[[p5036<=1 & 1<=p5036] | [p3777<=1 & 1<=p3777]] | [[p3923<=1 & 1<=p3923] | [[p5968<=1 & 1<=p5968] | [p2947<=1 & 1<=p2947]]]]]]] | [[[[[[p5182<=1 & 1<=p5182] | [p1542<=1 & 1<=p1542]] | [[p3631<=1 & 1<=p3631] | [p680<=1 & 1<=p680]]] | [[[p2372<=1 & 1<=p2372] | [p5521<=1 & 1<=p5521]] | [[p422<=1 & 1<=p422] | [p5847<=1 & 1<=p5847]]]] | [[[[p4117<=1 & 1<=p4117] | [p2226<=1 & 1<=p2226]] | [[p5230<=1 & 1<=p5230] | [p3971<=1 & 1<=p3971]]] | [[[p5376<=1 & 1<=p5376] | [p2712<=1 & 1<=p2712]] | [[p1396<=1 & 1<=p1396] | [[p5134<=1 & 1<=p5134] | [p1590<=1 & 1<=p1590]]]]]] | [[[[[p1008<=1 & 1<=p1008] | [p2566<=1 & 1<=p2566]] | [[p836<=1 & 1<=p836] | [p4950<=1 & 1<=p4950]]] | [[[p4794<=1 & 1<=p4794] | [p4019<=1 & 1<=p4019]] | [[p3437<=1 & 1<=p3437] | [p6336<=1 & 1<=p6336]]]] | [[[[p1348<=1 & 1<=p1348] | [p2906<=1 & 1<=p2906]] | [[p4311<=1 & 1<=p4311] | [p4902<=1 & 1<=p4902]]] | [[[p2614<=1 & 1<=p2614] | [p3205<=1 & 1<=p3205]] | [[p3729<=1 & 1<=p3729] | [[p4842<=1 & 1<=p4842] | [p5424<=1 & 1<=p5424]]]]]]]] | [[[[[[[p1116<=1 & 1<=p1116] | [p4610<=1 & 1<=p4610]] | [[p6135<=1 & 1<=p6135] | [p5316<=1 & 1<=p5316]]] | [[[p960<=1 & 1<=p960] | [p6568<=1 & 1<=p6568]] | [[p6549<=1 & 1<=p6549] | [p3157<=1 & 1<=p3157]]]] | [[[[p4543<=1 & 1<=p4543] | [p4359<=1 & 1<=p4359]] | [[p6511<=1 & 1<=p6511] | [p1355<=1 & 1<=p1355]]] | [[[p4213<=1 & 1<=p4213] | [p4562<=1 & 1<=p4562]] | [[p3303<=1 & 1<=p3303] | [[p2954<=1 & 1<=p2954] | [p6014<=1 & 1<=p6014]]]]]] | [[[[[p1752<=1 & 1<=p1752] | [p4708<=1 & 1<=p4708]] | [[p1987<=1 & 1<=p1987] | [p4407<=1 & 1<=p4407]]] | [[[p3109<=1 & 1<=p3109] | [p4514<=1 & 1<=p4514]] | [[p1046<=1 & 1<=p1046] | [p542<=1 & 1<=p542]]]] | [[[[p4804<=1 & 1<=p4804] | [p4648<=1 & 1<=p4648]] | [[p6043<=1 & 1<=p6043] | [p3332<=1 & 1<=p3332]]] | [[[p3243<=1 & 1<=p3243] | [p4737<=1 & 1<=p4737]] | [[p1793<=1 & 1<=p1793] | [[p2808<=1 & 1<=p2808] | [p2760<=1 & 1<=p2760]]]]]]] | [[[[[[p4165<=1 & 1<=p4165] | [p6208<=1 & 1<=p6208]] | [[p3351<=1 & 1<=p3351] | [p4756<=1 & 1<=p4756]]] | [[[p5125<=1 & 1<=p5125] | [p6377<=1 & 1<=p6377]] | [[p4320<=1 & 1<=p4320] | [p1037<=1 & 1<=p1037]]]] | [[[[p807<=1 & 1<=p807] | [p3720<=1 & 1<=p3720]] | [[p5433<=1 & 1<=p5433] | [p501<=1 & 1<=p501]]] | [[[p6181<=1 & 1<=p6181] | [p5772<=1 & 1<=p5772]] | [[p4639<=1 & 1<=p4639] | [[p413<=1 & 1<=p413] | [p3234<=1 & 1<=p3234]]]]]] | [[[[[p6577<=1 & 1<=p6577] | [p4368<=1 & 1<=p4368]] | [[p6520<=1 & 1<=p6520] | [p989<=1 & 1<=p989]]] | [[[p5173<=1 & 1<=p5173] | [p5959<=1 & 1<=p5959]] | [[p3768<=1 & 1<=p3768] | [[p5153<=1 & 1<=p5153] | [p2623<=1 & 1<=p2623]]]]] | [[[[p3186<=1 & 1<=p3186] | [p4591<=1 & 1<=p4591]] | [[p6430<=1 & 1<=p6430] | [p5385<=1 & 1<=p5385]]] | [[[p2315<=1 & 1<=p2315] | [p2846<=1 & 1<=p2846]] | [[p4028<=1 & 1<=p4028] | [[p3980<=1 & 1<=p3980] | [p5201<=1 & 1<=p5201]]]]]]]]] | [[[[[[[[p1339<=1 & 1<=p1339] | [p2363<=1 & 1<=p2363]] | [[p5934<=1 & 1<=p5934] | [p1599<=1 & 1<=p1599]]] | [[[p4505<=1 & 1<=p4505] | [p3100<=1 & 1<=p3100]] | [[p2703<=1 & 1<=p2703] | [p5763<=1 & 1<=p5763]]]] | [[[[p2449<=1 & 1<=p2449] | [p6217<=1 & 1<=p6217]] | [[p4416<=1 & 1<=p4416] | [p3360<=1 & 1<=p3360]]] | [[[p3011<=1 & 1<=p3011] | [p4940<=1 & 1<=p4940]] | [[p5567<=1 & 1<=p5567] | [[p4156<=1 & 1<=p4156] | [p4108<=1 & 1<=p4108]]]]]] | [[[[[p2751<=1 & 1<=p2751] | [p2963<=1 & 1<=p2963]] | [[p6023<=1 & 1<=p6023] | [p4553<=1 & 1<=p4553]]] | [[[p4813<=1 & 1<=p4813] | [p6106<=1 & 1<=p6106]] | [[p2003<=1 & 1<=p2003] | [p3408<=1 & 1<=p3408]]]] | [[[[p5838<=1 & 1<=p5838] | [p2133<=1 & 1<=p2133]] | [[p6386<=1 & 1<=p6386] | [p2044<=1 & 1<=p2044]]] | [[[p951<=1 & 1<=p951] | [p1513<=1 & 1<=p1513]] | [[p1736<=1 & 1<=p1736] | [[p4765<=1 & 1<=p4765] | [p4717<=1 & 1<=p4717]]]]]]] | [[[[[[p4988<=1 & 1<=p4988] | [p3583<=1 & 1<=p3583]] | [[p3323<=1 & 1<=p3323] | [p4728<=1 & 1<=p4728]]] | [[[p4436<=1 & 1<=p4436] | [p6485<=1 & 1<=p6485]] | [[p4231<=1 & 1<=p4231] | [p6529<=1 & 1<=p6529]]]] | [[[[p3547<=1 & 1<=p3547] | [p4922<=1 & 1<=p4922]] | [[p1996<=1 & 1<=p1996] | [p4776<=1 & 1<=p4776]]] | [[[p5442<=1 & 1<=p5442] | [p6160<=1 & 1<=p6160]] | [[p1028<=1 & 1<=p1028] | [[p3225<=1 & 1<=p3225] | [p6540<=1 & 1<=p6540]]]]]] | [[[[[p5404<=1 & 1<=p5404] | [p3129<=1 & 1<=p3129]] | [[p6144<=1 & 1<=p6144] | [p5606<=1 & 1<=p5606]]] | [[[p1910<=1 & 1<=p1910] | [p4911<=1 & 1<=p4911]] | [[p3805<=1 & 1<=p3805] | [[p2605<=1 & 1<=p2605] | [p2530<=1 & 1<=p2530]]]]] | [[[[p2112<=1 & 1<=p2112] | [p4242<=1 & 1<=p4242]] | [[p1017<=1 & 1<=p1017] | [p4571<=1 & 1<=p4571]]] | [[[p5738<=1 & 1<=p5738] | [p2190<=1 & 1<=p2190]] | [[p4582<=1 & 1<=p4582] | [[p1772<=1 & 1<=p1772] | [p3905<=1 & 1<=p3905]]]]]]]] | [[[[[[[p3611<=1 & 1<=p3611] | [p3816<=1 & 1<=p3816]] | [[p4302<=1 & 1<=p4302] | [p662<=1 & 1<=p662]]] | [[[p3214<=1 & 1<=p3214] | [p6269<=1 & 1<=p6269]] | [[p3749<=1 & 1<=p3749] | [p4340<=1 & 1<=p4340]]]] | [[[[p1173<=1 & 1<=p1173] | [p5576<=1 & 1<=p5576]] | [[p2246<=1 & 1<=p2246] | [p1716<=1 & 1<=p1716]]] | [[[p2392<=1 & 1<=p2392] | [p1570<=1 & 1<=p1570]] | [[p5191<=1 & 1<=p5191] | [[p3711<=1 & 1<=p3711] | [p2789<=1 & 1<=p2789]]]]]] | [[[[[p3700<=1 & 1<=p3700] | [p3845<=1 & 1<=p3845]] | [[p5997<=1 & 1<=p5997] | [p5587<=1 & 1<=p5587]]] | [[[p2983<=1 & 1<=p2983] | [p651<=1 & 1<=p651]] | [[p4968<=1 & 1<=p4968] | [p2169<=1 & 1<=p2169]]]] | [[[[p6098<=1 & 1<=p6098] | [p4146<=1 & 1<=p4146]] | [[p3622<=1 & 1<=p3622] | [p442<=1 & 1<=p442]]] | [[[p2927<=1 & 1<=p2927] | [p6409<=1 & 1<=p6409]] | [[p4425<=1 & 1<=p4425] | [[p2336<=1 & 1<=p2336] | [p6366<=1 & 1<=p6366]]]]]]] | [[[[[[p1375<=1 & 1<=p1375] | [p5336<=1 & 1<=p5336]] | [[p3834<=1 & 1<=p3834] | [p4979<=1 & 1<=p4979]]] | [[[p6115<=1 & 1<=p6115] | [p1939<=1 & 1<=p1939]] | [[p5717<=1 & 1<=p5717] | [p1715<=1 & 1<=p1715]]]] | [[[[p6318<=1 & 1<=p6318] | [p6464<=1 & 1<=p6464]] | [[p1145<=1 & 1<=p1145] | [p3380<=1 & 1<=p3380]]] | [[[p6307<=1 & 1<=p6307] | [p2247<=1 & 1<=p2247]] | [[p3002<=1 & 1<=p3002] | [[p3944<=1 & 1<=p3944] | [p4525<=1 & 1<=p4525]]]]]] | [[[[[p1134<=1 & 1<=p1134] | [p3526<=1 & 1<=p3526]] | [[p2828<=1 & 1<=p2828] | [p5045<=1 & 1<=p5045]]] | [[[p1967<=1 & 1<=p1967] | [p6246<=1 & 1<=p6246]] | [[p2023<=1 & 1<=p2023] | [[p3168<=1 & 1<=p3168] | [p4822<=1 & 1<=p4822]]]]] | [[[[p5818<=1 & 1<=p5818] | [p6126<=1 & 1<=p6126]] | [[p4833<=1 & 1<=p4833] | [p6199<=1 & 1<=p6199]]] | [[[p1995<=1 & 1<=p1995] | [p5145<=1 & 1<=p5145]] | [[p1152<=1 & 1<=p1152] | [[p825<=1 & 1<=p825] | [p2984<=1 & 1<=p2984]]]]]]]]]] | [[[[[[[[[p5219<=1 & 1<=p5219] | [p3565<=1 & 1<=p3565]] | [[p3951<=1 & 1<=p3951] | [p2817<=1 & 1<=p2817]]] | [[[p6077<=1 & 1<=p6077] | [p3554<=1 & 1<=p3554]] | [[p3962<=1 & 1<=p3962] | [p1319<=1 & 1<=p1319]]]] | [[[[p2643<=1 & 1<=p2643] | [p5627<=1 & 1<=p5627]] | [[p5913<=1 & 1<=p5913] | [p5325<=1 & 1<=p5325]]] | [[[p1531<=1 & 1<=p1531] | [p2509<=1 & 1<=p2509]] | [[p5007<=1 & 1<=p5007] | [[p2732<=1 & 1<=p2732] | [p2420<=1 & 1<=p2420]]]]]] | [[[[[p2587<=1 & 1<=p2587] | [p6290<=1 & 1<=p6290]] | [[p3040<=1 & 1<=p3040] | [p5532<=1 & 1<=p5532]]] | [[[p4185<=1 & 1<=p4185] | [p4174<=1 & 1<=p4174]] | [[p522<=1 & 1<=p522] | [p2208<=1 & 1<=p2208]]]] | [[[[p4397<=1 & 1<=p4397] | [p2742<=1 & 1<=p2742]] | [[p2723<=1 & 1<=p2723] | [p2577<=1 & 1<=p2577]]] | [[[p1318<=1 & 1<=p1318] | [p1153<=1 & 1<=p1153]] | [[p1172<=1 & 1<=p1172] | [[p6260<=1 & 1<=p6260] | [p4341<=1 & 1<=p4341]]]]]]] | [[[[[[p6448<=1 & 1<=p6448] | [p6429<=1 & 1<=p6429]] | [[p6279<=1 & 1<=p6279] | [p2237<=1 & 1<=p2237]]] | [[[p2383<=1 & 1<=p2383] | [p2529<=1 & 1<=p2529]] | [[p1385<=1 & 1<=p1385] | [p2790<=1 & 1<=p2790]]]] | [[[[p5914<=1 & 1<=p5914] | [p2043<=1 & 1<=p2043]] | [[p2170<=1 & 1<=p2170] | [p521<=1 & 1<=p521]]] | [[[p6410<=1 & 1<=p6410] | [p2335<=1 & 1<=p2335]] | [[p3740<=1 & 1<=p3740] | [[p691<=1 & 1<=p691] | [p3448<=1 & 1<=p3448]]]]]] | [[[[[p6347<=1 & 1<=p6347] | [p2510<=1 & 1<=p2510]] | [[p5006<=1 & 1<=p5006] | [p4147<=1 & 1<=p4147]]] | [[[p1512<=1 & 1<=p1512] | [p2917<=1 & 1<=p2917]] | [[p1105<=1 & 1<=p1105] | [p5998<=1 & 1<=p5998]]]] | [[[[p3149<=1 & 1<=p3149] | [p1957<=1 & 1<=p1957]] | [[p3343<=1 & 1<=p3343] | [p1976<=1 & 1<=p1976]]] | [[[p5413<=1 & 1<=p5413] | [p1938<=1 & 1<=p1938]] | [[p5718<=1 & 1<=p5718] | [[p6161<=1 & 1<=p6161] | [p6180<=1 & 1<=p6180]]]]]]]] | [[[[[[[p1560<=1 & 1<=p1560] | [p502<=1 & 1<=p502]] | [[p3537<=1 & 1<=p3537] | [p3381<=1 & 1<=p3381]]] | [[[p5626<=1 & 1<=p5626] | [p1366<=1 & 1<=p1366]] | [[p2113<=1 & 1<=p2113] | [p2132<=1 & 1<=p2132]]]] | [[[[p3187<=1 & 1<=p3187] | [p5607<=1 & 1<=p5607]] | [[p4202<=1 & 1<=p4202] | [p3934<=1 & 1<=p3934]]] | [[[p2644<=1 & 1<=p2644] | [p5817<=1 & 1<=p5817]] | [[p2024<=1 & 1<=p2024] | [[p5403<=1 & 1<=p5403] | [p1909<=1 & 1<=p1909]]]]]] | [[[[[p3314<=1 & 1<=p3314] | [p531<=1 & 1<=p531]] | [[p1782<=1 & 1<=p1782] | [p3139<=1 & 1<=p3139]]] | [[[p990<=1 & 1<=p990] | [p5737<=1 & 1<=p5737]] | [[p2596<=1 & 1<=p2596] | [p5933<=1 & 1<=p5933]]]] | [[[[p5923<=1 & 1<=p5923] | [p5904<=1 & 1<=p5904]] | [[p4544<=1 & 1<=p4544] | [p1502<=1 & 1<=p1502]]] | [[[p2634<=1 & 1<=p2634] | [p2345<=1 & 1<=p2345]] | [[p2393<=1 & 1<=p2393] | [[p6078<=1 & 1<=p6078] | [p512<=1 & 1<=p512]]]]]]] | [[[[[[p6270<=1 & 1<=p6270] | [p1162<=1 & 1<=p1162]] | [[p2421<=1 & 1<=p2421] | [p1569<=1 & 1<=p1569]]] | [[[p2974<=1 & 1<=p2974] | [p2733<=1 & 1<=p2733]] | [[p3991<=1 & 1<=p3991] | [p2586<=1 & 1<=p2586]]]] | [[[[p1328<=1 & 1<=p1328] | [p6151<=1 & 1<=p6151]] | [[p3041<=1 & 1<=p3041] | [p6289<=1 & 1<=p6289]]] | [[[p6500<=1 & 1<=p6500] | [p6250<=1 & 1<=p6250]] | [[p6097<=1 & 1<=p6097] | [[p2926<=1 & 1<=p2926] | [p4331<=1 & 1<=p4331]]]]]] | [[[[[p2326<=1 & 1<=p2326] | [p6419<=1 & 1<=p6419]] | [[p2354<=1 & 1<=p2354] | [p2993<=1 & 1<=p2993]]] | [[[p4398<=1 & 1<=p4398] | [p5162<=1 & 1<=p5162]] | [[p443<=1 & 1<=p443] | [[p2103<=1 & 1<=p2103] | [p2122<=1 & 1<=p2122]]]]] | [[[[p5808<=1 & 1<=p5808] | [p3943<=1 & 1<=p3943]] | [[p1376<=1 & 1<=p1376] | [p6465<=1 & 1<=p6465]]] | [[[p6484<=1 & 1<=p6484] | [p3546<=1 & 1<=p3546]] | [[p3197<=1 & 1<=p3197] | [[p404<=1 & 1<=p404] | [p1792<=1 & 1<=p1792]]]]]]]]] | [[[[[[[[p3130<=1 & 1<=p3130] | [p6247<=1 & 1<=p6247]] | [[p1725<=1 & 1<=p1725] | [p835<=1 & 1<=p835]]] | [[[p2014<=1 & 1<=p2014] | [p1309<=1 & 1<=p1309]] | [[p3527<=1 & 1<=p3527] | [p6170<=1 & 1<=p6170]]]] | [[[[p5827<=1 & 1<=p5827] | [p1966<=1 & 1<=p1966]] | [[p3371<=1 & 1<=p3371] | [p3390<=1 & 1<=p3390]]] | [[[p6400<=1 & 1<=p6400] | [p1706<=1 & 1<=p1706]] | [[p4609<=1 & 1<=p4609] | [[p2907<=1 & 1<=p2907] | [p1550<=1 & 1<=p1550]]]]]] | [[[[[p1773<=1 & 1<=p1773] | [p3594<=1 & 1<=p3594]] | [[p2189<=1 & 1<=p2189] | [p1929<=1 & 1<=p1929]]] | [[[p3438<=1 & 1<=p3438] | [p2033<=1 & 1<=p2033]] | [[p2142<=1 & 1<=p2142] | [p5636<=1 & 1<=p5636]]]] | [[[[p980<=1 & 1<=p980] | [p3304<=1 & 1<=p3304]] | [[p6510<=1 & 1<=p6510] | [p4747<=1 & 1<=p4747]]] | [[[p4212<=1 & 1<=p4212] | [p2837<=1 & 1<=p2837]] | [[p4941<=1 & 1<=p4941] | [[p2964<=1 & 1<=p2964] | [p6068<=1 & 1<=p6068]]]]]]] | [[[[[[p1753<=1 & 1<=p1753] | [p4406<=1 & 1<=p4406]] | [[p1948<=1 & 1<=p1948] | [p4552<=1 & 1<=p4552]]] | [[[p5708<=1 & 1<=p5708] | [p6237<=1 & 1<=p6237]] | [[p1047<=1 & 1<=p1047] | [p4534<=1 & 1<=p4534]]]] | [[[[p3244<=1 & 1<=p3244] | [p6597<=1 & 1<=p6597]] | [[p3110<=1 & 1<=p3110] | [p1735<=1 & 1<=p1735]]] | [[[p3517<=1 & 1<=p3517] | [p541<=1 & 1<=p541]] | [[p3584<=1 & 1<=p3584] | [[p6327<=1 & 1<=p6327] | [p6190<=1 & 1<=p6190]]]]]] | [[[[[p6455<=1 & 1<=p6455] | [p2770<=1 & 1<=p2770]] | [[p816<=1 & 1<=p816] | [p3177<=1 & 1<=p3177]]] | [[[p3924<=1 & 1<=p3924] | [p2411<=1 & 1<=p2411]] | [[p1522<=1 & 1<=p1522] | [[p2500<=1 & 1<=p2500] | [p3797<=1 & 1<=p3797]]]]] | [[[[p681<=1 & 1<=p681] | [p2373<=1 & 1<=p2373]] | [[p1125<=1 & 1<=p1125] | [p4127<=1 & 1<=p4127]]] | [[[p4619<=1 & 1<=p4619] | [p2306<=1 & 1<=p2306]] | [[p6439<=1 & 1<=p6439] | [[p5210<=1 & 1<=p5210] | [p4194<=1 & 1<=p4194]]]]]]]] | [[[[[[[p423<=1 & 1<=p423] | [p2946<=1 & 1<=p2946]] | [[p5512<=1 & 1<=p5512] | [p5105<=1 & 1<=p5105]]] | [[[p1395<=1 & 1<=p1395] | [p3641<=1 & 1<=p3641]] | [[p2567<=1 & 1<=p2567] | [p5345<=1 & 1<=p5345]]]] | [[[[p1589<=1 & 1<=p1589] | [p5172<=1 & 1<=p5172]] | [[p4388<=1 & 1<=p4388] | [p5557<=1 & 1<=p5557]]] | [[[p5541<=1 & 1<=p5541] | [p3574<=1 & 1<=p3574]] | [[p2217<=1 & 1<=p2217] | [[p5239<=1 & 1<=p5239] | [p1745<=1 & 1<=p1745]]]]]] | [[[[[p6299<=1 & 1<=p6299] | [p3031<=1 & 1<=p3031]] | [[p3730<=1 & 1<=p3730] | [p2440<=1 & 1<=p2440]]] | [[[p5016<=1 & 1<=p5016] | [p4321<=1 & 1<=p4321]] | [[p6396<=1 & 1<=p6396] | [p1356<=1 & 1<=p1356]]]] | [[[[p2780<=1 & 1<=p2780] | [p4998<=1 & 1<=p4998]] | [[p2199<=1 & 1<=p2199] | [p4155<=1 & 1<=p4155]]] | [[[p4785<=1 & 1<=p4785] | [p3120<=1 & 1<=p3120]] | [[p845<=1 & 1<=p845] | [[p2004<=1 & 1<=p2004] | [p4931<=1 & 1<=p4931]]]]]]] | [[[[[[p2539<=1 & 1<=p2539] | [p3333<=1 & 1<=p3333]] | [[p5837<=1 & 1<=p5837] | [p5026<=1 & 1<=p5026]]] | [[[p6494<=1 & 1<=p6494] | [p4803<=1 & 1<=p4803]] | [[p1986<=1 & 1<=p1986] | [p3021<=1 & 1<=p3021]]]] | [[[[p6227<=1 & 1<=p6227] | [p5747<=1 & 1<=p5747]] | [[p1763<=1 & 1<=p1763] | [p3428<=1 & 1<=p3428]]] | [[[p4718<=1 & 1<=p4718] | [p3361<=1 & 1<=p3361]] | [[p1919<=1 & 1<=p1919] | [[p4378<=1 & 1<=p4378] | [p5943<=1 & 1<=p5943]]]]]] | [[[[[p2557<=1 & 1<=p2557] | [p5988<=1 & 1<=p5988]] | [[p6357<=1 & 1<=p6357] | [p3981<=1 & 1<=p3981]]] | [[[p2227<=1 & 1<=p2227] | [p2316<=1 & 1<=p2316]] | [[p5356<=1 & 1<=p5356] | [[p1579<=1 & 1<=p1579] | [p6033<=1 & 1<=p6033]]]]] | [[[[p671<=1 & 1<=p671] | [p2160<=1 & 1<=p2160]] | [[p4222<=1 & 1<=p4222] | [p2713<=1 & 1<=p2713]]] | [[[p4048<=1 & 1<=p4048] | [p4959<=1 & 1<=p4959]] | [[p4445<=1 & 1<=p4445] | [[p5115<=1 & 1<=p5115] | [p5646<=1 & 1<=p5646]]]]]]]]]]]]] | [[[[[[[[[[[[p3914<=1 & 1<=p3914] | [p5306<=1 & 1<=p5306]] | [[p3602<=1 & 1<=p3602] | [p3825<=1 & 1<=p3825]]] | [[[p5792<=1 & 1<=p5792] | [p433<=1 & 1<=p433]] | [[p2936<=1 & 1<=p2936] | [p2401<=1 & 1<=p2401]]]] | [[[[p6337<=1 & 1<=p6337] | [p5596<=1 & 1<=p5596]] | [[p5200<=1 & 1<=p5200] | [p806<=1 & 1<=p806]]] | [[[p1182<=1 & 1<=p1182] | [p2847<=1 & 1<=p2847]] | [[p1115<=1 & 1<=p1115] | [[p5423<=1 & 1<=p5423] | [p4137<=1 & 1<=p4137]]]]]] | [[[[[p1338<=1 & 1<=p1338] | [p2624<=1 & 1<=p2624]] | [[p1768<=1 & 1<=p1768] | [p4918<=1 & 1<=p4918]]] | [[[p5828<=1 & 1<=p5828] | [p4527<=1 & 1<=p4527]] | [[p5540<=1 & 1<=p5540] | [p6489<=1 & 1<=p6489]]]] | [[[[p3796<=1 & 1<=p3796] | [p4003<=1 & 1<=p4003]] | [[p403<=1 & 1<=p403] | [p2343<=1 & 1<=p2343]]] | [[[p2159<=1 & 1<=p2159] | [p3221<=1 & 1<=p3221]] | [[p2108<=1 & 1<=p2108] | [[p5640<=1 & 1<=p5640] | [p4578<=1 & 1<=p4578]]]]]]] | [[[[[[p1326<=1 & 1<=p1326] | [p6367<=1 & 1<=p6367]] | [[p4969<=1 & 1<=p4969] | [p4238<=1 & 1<=p4238]]] | [[[p3952<=1 & 1<=p3952] | [p6555<=1 & 1<=p6555]] | [[p5952<=1 & 1<=p5952] | [p6027<=1 & 1<=p6027]]]] | [[[[p5249<=1 & 1<=p5249] | [p3125<=1 & 1<=p3125]] | [[p4136<=1 & 1<=p4136] | [p2439<=1 & 1<=p2439]]] | [[[p2601<=1 & 1<=p2601] | [p3612<=1 & 1<=p3612]] | [[p6153<=1 & 1<=p6153] | [[p2388<=1 & 1<=p2388] | [p3176<=1 & 1<=p3176]]]]]] | [[[[[p5411<=1 & 1<=p5411] | [p696<=1 & 1<=p696]] | [[p3510<=1 & 1<=p3510] | [p6405<=1 & 1<=p6405]]] | [[[p1997<=1 & 1<=p1997] | [p2785<=1 & 1<=p2785]] | [[p5020<=1 & 1<=p5020] | [p2779<=1 & 1<=p2779]]]] | [[[[p5745<=1 & 1<=p5745] | [p3567<=1 & 1<=p3567]] | [[p4629<=1 & 1<=p4629] | [p4142<=1 & 1<=p4142]]] | [[[p4232<=1 & 1<=p4232] | [p5341<=1 & 1<=p5341]] | [[p1332<=1 & 1<=p1332] | [[p5354<=1 & 1<=p5354] | [p3745<=1 & 1<=p3745]]]]]]]] | [[[[[[[p4533<=1 & 1<=p4533] | [p1946<=1 & 1<=p1946]] | [[p6501<=1 & 1<=p6501] | [p5753<=1 & 1<=p5753]]] | [[[p2210<=1 & 1<=p2210] | [p2830<=1 & 1<=p2830]] | [[p1723<=1 & 1<=p1723] | [p2734<=1 & 1<=p2734]]]] | [[[[p3841<=1 & 1<=p3841] | [p4009<=1 & 1<=p4009]] | [[p3901<=1 & 1<=p3901] | [p6145<=1 & 1<=p6145]]] | [[[p4912<=1 & 1<=p4912] | [p2102<=1 & 1<=p2102]] | [[p5944<=1 & 1<=p5944] | [[p3399<=1 & 1<=p3399] | [p4187<=1 & 1<=p4187]]]]]] | [[[[[p1377<=1 & 1<=p1377] | [p5198<=1 & 1<=p5198]] | [[p535<=1 & 1<=p535] | [p1711<=1 & 1<=p1711]]] | [[[p5243<=1 & 1<=p5243] | [p2824<=1 & 1<=p2824]] | [[p3215<=1 & 1<=p3215] | [p4400<=1 & 1<=p4400]]]] | [[[[p5634<=1 & 1<=p5634] | [p5534<=1 & 1<=p5534]] | [[p3739<=1 & 1<=p3739] | [p4521<=1 & 1<=p4521]]] | [[[p1371<=1 & 1<=p1371] | [p5366<=1 & 1<=p5366]] | [[p2433<=1 & 1<=p2433] | [[p3606<=1 & 1<=p3606] | [p3555<=1 & 1<=p3555]]]]]]] | [[[[[[p2505<=1 & 1<=p2505] | [p1320<=1 & 1<=p1320]] | [[p4181<=1 & 1<=p4181] | [p2556<=1 & 1<=p2556]]] | [[[p5192<=1 & 1<=p5192] | [p4130<=1 & 1<=p4130]] | [[p5554<=1 & 1<=p5554] | [p5008<=1 & 1<=p5008]]]] | [[[[p2114<=1 & 1<=p2114] | [p2153<=1 & 1<=p2153]] | [[p1103<=1 & 1<=p1103] | [p3913<=1 & 1<=p3913]]] | [[[p3958<=1 & 1<=p3958] | [p3790<=1 & 1<=p3790]] | [[p523<=1 & 1<=p523] | [[p4963<=1 & 1<=p4963] | [p5147<=1 & 1<=p5147]]]]]] | [[[[[p3348<=1 & 1<=p3348] | [p4924<=1 & 1<=p4924]] | [[p5822<=1 & 1<=p5822] | [p1991<=1 & 1<=p1991]]] | [[[p3164<=1 & 1<=p3164] | [p2337<=1 & 1<=p2337]] | [[p5335<=1 & 1<=p5335] | [[p2204<=1 & 1<=p2204] | [p3835<=1 & 1<=p3835]]]]] | [[[[p4623<=1 & 1<=p4623] | [p846<=1 & 1<=p846]] | [[p3907<=1 & 1<=p3907] | [p5014<=1 & 1<=p5014]]] | [[[p3516<=1 & 1<=p3516] | [p4304<=1 & 1<=p4304]] | [[p3170<=1 & 1<=p3170] | [[p5816<=1 & 1<=p5816] | [p2331<=1 & 1<=p2331]]]]]]]]] | [[[[[[[[p3119<=1 & 1<=p3119] | [p6361<=1 & 1<=p6361]] | [[p4617<=1 & 1<=p4617] | [p5405<=1 & 1<=p5405]]] | [[[p5141<=1 & 1<=p5141] | [p6159<=1 & 1<=p6159]] | [[p5329<=1 & 1<=p5329] | [p2382<=1 & 1<=p2382]]]] | [[[[p6495<=1 & 1<=p6495] | [p2773<=1 & 1<=p2773]] | [[p3561<=1 & 1<=p3561] | [p5528<=1 & 1<=p5528]]] | [[[p3393<=1 & 1<=p3393] | [p4572<=1 & 1<=p4572]] | [[p1717<=1 & 1<=p1717] | [[p1762<=1 & 1<=p1762] | [p3784<=1 & 1<=p3784]]]]]] | [[[[[p529<=1 & 1<=p529] | [p1940<=1 & 1<=p1940]] | [[p2728<=1 & 1<=p2728] | [p6411<=1 & 1<=p6411]]] | [[[p6297<=1 & 1<=p6297] | [p5237<=1 & 1<=p5237]] | [[p4226<=1 & 1<=p4226] | [p2550<=1 & 1<=p2550]]]] | [[[[p2427<=1 & 1<=p2427] | [p5360<=1 & 1<=p5360]] | [[p6567<=1 & 1<=p6567] | [p3342<=1 & 1<=p3342]]] | [[[p3158<=1 & 1<=p3158] | [p3733<=1 & 1<=p3733]] | [[p2767<=1 & 1<=p2767] | [[p5002<=1 & 1<=p5002] | [p2818<=1 & 1<=p2818]]]]]]] | [[[[[[p1705<=1 & 1<=p1705] | [p4795<=1 & 1<=p4795]] | [[p684<=1 & 1<=p684] | [p6171<=1 & 1<=p6171]]] | [[[p4515<=1 & 1<=p4515] | [p4220<=1 & 1<=p4220]] | [[p3107<=1 & 1<=p3107] | [p5628<=1 & 1<=p5628]]]] | [[[[p6291<=1 & 1<=p6291] | [p3209<=1 & 1<=p3209]] | [[p3829<=1 & 1<=p3829] | [p415<=1 & 1<=p415]]] | [[[p2716<=1 & 1<=p2716] | [p6507<=1 & 1<=p6507]] | [[p4175<=1 & 1<=p4175] | [[p5727<=1 & 1<=p5727] | [p4560<=1 & 1<=p4560]]]]]] | [[[[[p1365<=1 & 1<=p1365] | [p2376<=1 & 1<=p2376]] | [[p5186<=1 & 1<=p5186] | [p5560<=1 & 1<=p5560]]] | [[[p5846<=1 & 1<=p5846] | [p1934<=1 & 1<=p1934]] | [[p4566<=1 & 1<=p4566] | [[p4957<=1 & 1<=p4957] | [p517<=1 & 1<=p517]]]]] | [[[[p2722<=1 & 1<=p2722] | [p3778<=1 & 1<=p3778]] | [[p5522<=1 & 1<=p5522] | [p4744<=1 & 1<=p4744]]] | [[[p5733<=1 & 1<=p5733] | [p1756<=1 & 1<=p1756]] | [[p5840<=1 & 1<=p5840] | [[p1359<=1 & 1<=p1359] | [p4169<=1 & 1<=p4169]]]]]]]] | [[[[[[[p5231<=1 & 1<=p5231] | [p2812<=1 & 1<=p2812]] | [[p6346<=1 & 1<=p6346] | [p2325<=1 & 1<=p2325]]] | [[[p3113<=1 & 1<=p3113] | [p5964<=1 & 1<=p5964]] | [[p3336<=1 & 1<=p3336] | [p5622<=1 & 1<=p5622]]]] | [[[[p1314<=1 & 1<=p1314] | [p6165<=1 & 1<=p6165]] | [[p6355<=1 & 1<=p6355] | [p4611<=1 & 1<=p4611]]] | [[[p5135<=1 & 1<=p5135] | [p3600<=1 & 1<=p3600]] | [[p4124<=1 & 1<=p4124] | [[p6177<=1 & 1<=p6177] | [p4605<=1 & 1<=p4605]]]]]] | [[[[[p409<=1 & 1<=p409] | [p2761<=1 & 1<=p2761]] | [[p5129<=1 & 1<=p5129] | [p6573<=1 & 1<=p6573]]] | [[[p6561<=1 & 1<=p6561] | [p2319<=1 & 1<=p2319]] | [[p5180<=1 & 1<=p5180] | [p5566<=1 & 1<=p5566]]]] | [[[[p1308<=1 & 1<=p1308] | [p2370<=1 & 1<=p2370]] | [[p3727<=1 & 1<=p3727] | [p4554<=1 & 1<=p4554]]] | [[[p4738<=1 & 1<=p4738] | [p1928<=1 & 1<=p1928]] | [[p3504<=1 & 1<=p3504] | [[p6334<=1 & 1<=p6334] | [p3772<=1 & 1<=p3772]]]]]]] | [[[[[[p3203<=1 & 1<=p3203] | [p803<=1 & 1<=p803]] | [[p4214<=1 & 1<=p4214] | [p3101<=1 & 1<=p3101]]] | [[[p6285<=1 & 1<=p6285] | [p4112<=1 & 1<=p4112]] | [[p6513<=1 & 1<=p6513] | [p4900<=1 & 1<=p4900]]]] | [[[[p1750<=1 & 1<=p1750] | [p5616<=1 & 1<=p5616]] | [[p5739<=1 & 1<=p5739] | [p2806<=1 & 1<=p2806]]] | [[[p3721<=1 & 1<=p3721] | [p6340<=1 & 1<=p6340]] | [[p3330<=1 & 1<=p3330] | [[p4906<=1 & 1<=p4906] | [p4118<=1 & 1<=p4118]]]]]] | [[[[[p5174<=1 & 1<=p5174] | [p5958<=1 & 1<=p5958]] | [[p4951<=1 & 1<=p4951] | [p511<=1 & 1<=p511]]] | [[[p2710<=1 & 1<=p2710] | [p1353<=1 & 1<=p1353]] | [[p4509<=1 & 1<=p4509] | [[p5834<=1 & 1<=p5834] | [p3152<=1 & 1<=p3152]]]]] | [[[[p690<=1 & 1<=p690] | [p4163<=1 & 1<=p4163]] | [[p5347<=1 & 1<=p5347] | [p2364<=1 & 1<=p2364]]] | [[[p1563<=1 & 1<=p1563] | [p3982<=1 & 1<=p3982]] | [[p3817<=1 & 1<=p3817] | [[p1016<=1 & 1<=p1016] | [p1973<=1 & 1<=p1973]]]]]]]]]] | [[[[[[[[[p2704<=1 & 1<=p2704] | [p6309<=1 & 1<=p6309]] | [[p4392<=1 & 1<=p4392] | [p3642<=1 & 1<=p3642]]] | [[[p1922<=1 & 1<=p1922] | [p3407<=1 & 1<=p3407]] | [[p4208<=1 & 1<=p4208] | [p5104<=1 & 1<=p5104]]]] | [[[[p5796<=1 & 1<=p5796] | [p672<=1 & 1<=p672]] | [[p984<=1 & 1<=p984] | [p1798<=1 & 1<=p1798]]] | [[[p6579<=1 & 1<=p6579] | [p5610<=1 & 1<=p5610]] | [[p6003<=1 & 1<=p6003] | [[p6102<=1 & 1<=p6102] | [p4764<=1 & 1<=p4764]]]]]] | [[[[[p3766<=1 & 1<=p3766] | [p6459<=1 & 1<=p6459]] | [[p2965<=1 & 1<=p2965] | [p4322<=1 & 1<=p4322]]] | [[[p2138<=1 & 1<=p2138] | [p2415<=1 & 1<=p2415]] | [[p4424<=1 & 1<=p4424] | [p5123<=1 & 1<=p5123]]]] | [[[[p1302<=1 & 1<=p1302] | [p2625<=1 & 1<=p2625]] | [[p3324<=1 & 1<=p3324] | [p5206<=1 & 1<=p5206]]] | [[[p2183<=1 & 1<=p2183] | [p2240<=1 & 1<=p2240]] | [[p2990<=1 & 1<=p2990] | [[p5516<=1 & 1<=p5516] | [p4503<=1 & 1<=p4503]]]]]]] | [[[[[[p446<=1 & 1<=p446] | [p2593<=1 & 1<=p2593]] | [[p427<=1 & 1<=p427] | [p4027<=1 & 1<=p4027]]] | [[[p4834<=1 & 1<=p4834] | [p1518<=1 & 1<=p1518]] | [[p4942<=1 & 1<=p4942] | [p6127<=1 & 1<=p6127]]]] | [[[[p5982<=1 & 1<=p5982] | [p971<=1 & 1<=p971]] | [[p4106<=1 & 1<=p4106] | [p5168<=1 & 1<=p5168]]] | [[[p6538<=1 & 1<=p6538] | [p5305<=1 & 1<=p5305]] | [[p1146<=1 & 1<=p1146] | [[p3432<=1 & 1<=p3432] | [p2920<=1 & 1<=p2920]]]]]] | [[[[[p3540<=1 & 1<=p3540] | [p6435<=1 & 1<=p6435]] | [[p4347<=1 & 1<=p4347] | [p6519<=1 & 1<=p6519]]] | [[[p2005<=1 & 1<=p2005] | [p1121<=1 & 1<=p1121]] | [[p6273<=1 & 1<=p6273] | [p4719<=1 & 1<=p4719]]]] | [[[[p505<=1 & 1<=p505] | [p6241<=1 & 1<=p6241]] | [[p6598<=1 & 1<=p6598] | [p3035<=1 & 1<=p3035]]] | [[[p2548<=1 & 1<=p2548] | [p1741<=1 & 1<=p1741]] | [[p6328<=1 & 1<=p6328] | [[p4726<=1 & 1<=p4726] | [p815<=1 & 1<=p815]]]]]]]] | [[[[[[[p3585<=1 & 1<=p3585] | [p1191<=1 & 1<=p1191]] | [[p3362<=1 & 1<=p3362] | [p6072<=1 & 1<=p6072]]] | [[[p5384<=1 & 1<=p5384] | [p5702<=1 & 1<=p5702]] | [[p5721<=1 & 1<=p5721] | [p5783<=1 & 1<=p5783]]]] | [[[[p4789<=1 & 1<=p4789] | [p4151<=1 & 1<=p4151]] | [[p2535<=1 & 1<=p2535] | [p959<=1 & 1<=p959]]] | [[[p6531<=1 & 1<=p6531] | [p4039<=1 & 1<=p4039]] | [[p1960<=1 & 1<=p1960] | [[p5989<=1 & 1<=p5989] | [p3804<=1 & 1<=p3804]]]]]] | [[[[[p2195<=1 & 1<=p2195] | [p5970<=1 & 1<=p5970]] | [[p4379<=1 & 1<=p4379] | [p2945<=1 & 1<=p2945]]] | [[[p2307<=1 & 1<=p2307] | [p3317<=1 & 1<=p3317]] | [[p3597<=1 & 1<=p3597] | [p2402<=1 & 1<=p2402]]]] | [[[[p5771<=1 & 1<=p5771] | [p3709<=1 & 1<=p3709]] | [[p2030<=1 & 1<=p2030] | [p3387<=1 & 1<=p3387]]] | [[[p1588<=1 & 1<=p1588] | [p5597<=1 & 1<=p5597]] | [[p3937<=1 & 1<=p3937] | [[p4647<=1 & 1<=p4647] | [p5396<=1 & 1<=p5396]]]]]]] | [[[[[[p6114<=1 & 1<=p6114] | [p3047<=1 & 1<=p3047]] | [[p6397<=1 & 1<=p6397] | [p1543<=1 & 1<=p1543]]] | [[[p5503<=1 & 1<=p5503] | [p1915<=1 & 1<=p1915]] | [[p2580<=1 & 1<=p2580] | [p3419<=1 & 1<=p3419]]]] | [[[[p1133<=1 & 1<=p1133] | [p5578<=1 & 1<=p5578]] | [[p5441<=1 & 1<=p5441] | [p1985<=1 & 1<=p1985]]] | [[[p1178<=1 & 1<=p1178] | [p1029<=1 & 1<=p1029]] | [[p3245<=1 & 1<=p3245] | [[p4821<=1 & 1<=p4821] | [p2977<=1 & 1<=p2977]]]]]] | [[[[[p3022<=1 & 1<=p3022] | [p5044<=1 & 1<=p5044]] | [[p6228<=1 & 1<=p6228] | [p6059<=1 & 1<=p6059]]] | [[[p4449<=1 & 1<=p4449] | [p6015<=1 & 1<=p6015]] | [[p653<=1 & 1<=p653] | [[p5920<=1 & 1<=p5920] | [p4999<=1 & 1<=p4999]]]]] | [[[[p4334<=1 & 1<=p4334] | [p6189<=1 & 1<=p6189]] | [[p5111<=1 & 1<=p5111] | [p6586<=1 & 1<=p6586]]] | [[[p1109<=1 & 1<=p1109] | [p4846<=1 & 1<=p4846]] | [[p3528<=1 & 1<=p3528] | [[p3714<=1 & 1<=p3714] | [p2953<=1 & 1<=p2953]]]]]]]]] | [[[[[[[[p2746<=1 & 1<=p2746] | [p5032<=1 & 1<=p5032]] | [[p2357<=1 & 1<=p2357] | [p5932<=1 & 1<=p5932]]] | [[[p1344<=1 & 1<=p1344] | [p5116<=1 & 1<=p5116]] | [[p5994<=1 & 1<=p5994] | [p6316<=1 & 1<=p6316]]]] | [[[[p6139<=1 & 1<=p6139] | [p2848<=1 & 1<=p2848]] | [[p434<=1 & 1<=p434] | [p4015<=1 & 1<=p4015]]] | [[[p4201<=1 & 1<=p4201] | [p1004<=1 & 1<=p1004]] | [[p6261<=1 & 1<=p6261] | [[p3188<=1 & 1<=p3188] | [p665<=1 & 1<=p665]]]]]] | [[[[[p6084<=1 & 1<=p6084] | [p5372<=1 & 1<=p5372]] | [[p1389<=1 & 1<=p1389] | [p1551<=1 & 1<=p1551]]] | [[[p4752<=1 & 1<=p4752] | [p827<=1 & 1<=p827]] | [[p3630<=1 & 1<=p3630] | [p3759<=1 & 1<=p3759]]]] | [[[[p6321<=1 & 1<=p6321] | [p2908<=1 & 1<=p2908]] | [[p1786<=1 & 1<=p1786] | [p1154<=1 & 1<=p1154]]] | [[[p6471<=1 & 1<=p6471] | [p6526<=1 & 1<=p6526]] | [[p4930<=1 & 1<=p4930] | [[p3444<=1 & 1<=p3444] | [p4355<=1 & 1<=p4355]]]]]]] | [[[[[[p5417<=1 & 1<=p5417] | [p5603<=1 & 1<=p5603]] | [[p5590<=1 & 1<=p5590] | [p6039<=1 & 1<=p6039]]] | [[[p6204<=1 & 1<=p6204] | [p2042<=1 & 1<=p2042]] | [[p2228<=1 & 1<=p2228] | [p2511<=1 & 1<=p2511]]]] | [[[[p6591<=1 & 1<=p6591] | [p5161<=1 & 1<=p5161]] | [[p4310<=1 & 1<=p4310] | [p6216<=1 & 1<=p6216]]] | [[[p3010<=1 & 1<=p3010] | [p3925<=1 & 1<=p3925]] | [[p2349<=1 & 1<=p2349] | [[p6196<=1 & 1<=p6196] | [p4975<=1 & 1<=p4975]]]]]] | [[[[[p6266<=1 & 1<=p6266] | [p6423<=1 & 1<=p6423]] | [[p1166<=1 & 1<=p1166] | [p6483<=1 & 1<=p6483]]] | [[[p3131<=1 & 1<=p3131] | [p6373<=1 & 1<=p6373]] | [[p3143<=1 & 1<=p3143] | [[p1506<=1 & 1<=p1506] | [p3618<=1 & 1<=p3618]]]]] | [[[[p5317<=1 & 1<=p5317] | [p834<=1 & 1<=p834]] | [[p4193<=1 & 1<=p4193] | [p822<=1 & 1<=p822]]] | [[[p5429<=1 & 1<=p5429] | [p4987<=1 & 1<=p4987]] | [[p6385<=1 & 1<=p6385] | [[p547<=1 & 1<=p547] | [p2216<=1 & 1<=p2216]]]]]]]] | [[[[[[[p439<=1 & 1<=p439] | [p6254<=1 & 1<=p6254]] | [[p1774<=1 & 1<=p1774] | [p3350<=1 & 1<=p3350]]] | [[[p4707<=1 & 1<=p4707] | [p2523<=1 & 1<=p2523]] | [[p3573<=1 & 1<=p3573] | [p2300<=1 & 1<=p2300]]]] | [[[[p1041<=1 & 1<=p1041] | [p5714<=1 & 1<=p5714]] | [[p1729<=1 & 1<=p1729] | [p3305<=1 & 1<=p3305]]] | [[[p6304<=1 & 1<=p6304] | [p3233<=1 & 1<=p3233]] | [[p4809<=1 & 1<=p4809] | [[p4545<=1 & 1<=p4545] | [p3702<=1 & 1<=p3702]]]]]] | [[[[[p5804<=1 & 1<=p5804] | [p5709<=1 & 1<=p5709]] | [[p2568<=1 & 1<=p2568] | [p996<=1 & 1<=p996]]] | [[[p2394<=1 & 1<=p2394] | [p4367<=1 & 1<=p4367]] | [[p660<=1 & 1<=p660] | [p5977<=1 & 1<=p5977]]]] | [[[[p2171<=1 & 1<=p2171] | [p4590<=1 & 1<=p4590]] | [[p3970<=1 & 1<=p3970] | [p5759<=1 & 1<=p5759]]] | [[[p2791<=1 & 1<=p2791] | [p1903<=1 & 1<=p1903]] | [[p2836<=1 & 1<=p2836] | [[p4412<=1 & 1<=p4412] | [p6543<=1 & 1<=p6543]]]]]]] | [[[[[[p5585<=1 & 1<=p5585] | [p4635<=1 & 1<=p4635]] | [[p2126<=1 & 1<=p2126] | [p4148<=1 & 1<=p4148]]] | [[[p6096<=1 & 1<=p6096] | [p2613<=1 & 1<=p2613]] | [[p5809<=1 & 1<=p5809] | [p2518<=1 & 1<=p2518]]]] | [[[[p1358<=1 & 1<=p1358] | [p5766<=1 & 1<=p5766]] | [[p4022<=1 & 1<=p4022] | [p2909<=1 & 1<=p2909]]] | [[[p4168<=1 & 1<=p4168] | [p4546<=1 & 1<=p4546]] | [[p5925<=1 & 1<=p5925] | [[p6339<=1 & 1<=p6339] | [p3202<=1 & 1<=p3202]]]]]] | [[[[[p4753<=1 & 1<=p4753] | [p6132<=1 & 1<=p6132]] | [[p548<=1 & 1<=p548] | [p1161<=1 & 1<=p1161]]] | [[[p5379<=1 & 1<=p5379] | [p2569<=1 & 1<=p2569]] | [[p3151<=1 & 1<=p3151] | [[p2995<=1 & 1<=p2995] | [p1984<=1 & 1<=p1984]]]]] | [[[[p510<=1 & 1<=p510] | [p5039<=1 & 1<=p5039]] | [[p1501<=1 & 1<=p1501] | [p4508<=1 & 1<=p4508]]] | [[[p2811<=1 & 1<=p2811] | [p3335<=1 & 1<=p3335]] | [[p2229<=1 & 1<=p2229] | [[p3926<=1 & 1<=p3926] | [p5322<=1 & 1<=p5322]]]]]]]]]]] | [[[[[[[[[[p954<=1 & 1<=p954] | [p2324<=1 & 1<=p2324]] | [[p4413<=1 & 1<=p4413] | [p4448<=1 & 1<=p4448]]] | [[[p3195<=1 & 1<=p3195] | [p2035<=1 & 1<=p2035]] | [[p5373<=1 & 1<=p5373] | [p6380<=1 & 1<=p6380]]]] | [[[[p4845<=1 & 1<=p4845] | [p3529<=1 & 1<=p3529]] | [[p6211<=1 & 1<=p6211] | [p5179<=1 & 1<=p5179]]] | [[[p833<=1 & 1<=p833] | [p4982<=1 & 1<=p4982]] | [[p5971<=1 & 1<=p5971] | [[p1704<=1 & 1<=p1704] | [p6172<=1 & 1<=p6172]]]]]] | [[[[[p2318<=1 & 1<=p2318] | [p6046<=1 & 1<=p6046]] | [[p5128<=1 & 1<=p5128] | [p3246<=1 & 1<=p3246]]] | [[[p3392<=1 & 1<=p3392] | [p1307<=1 & 1<=p1307]] | [[p2715<=1 & 1<=p2715] | [p4016<=1 & 1<=p4016]]]] | [[[[p6138<=1 & 1<=p6138] | [p1927<=1 & 1<=p1927]] | [[p4905<=1 & 1<=p4905] | [p2849<=1 & 1<=p2849]]] | [[[p416<=1 & 1<=p416] | [p3005<=1 & 1<=p3005]] | [[p1005<=1 & 1<=p1005] | [[p4362<=1 & 1<=p4362] | [p5150<=1 & 1<=p5150]]]]]]] | [[[[[[p6508<=1 & 1<=p6508] | [p3771<=1 & 1<=p3771]] | [[p1548<=1 & 1<=p1548] | [p1552<=1 & 1<=p1552]]] | [[[p4559<=1 & 1<=p4559] | [p804<=1 & 1<=p804]] | [[p5726<=1 & 1<=p5726] | [p4149<=1 & 1<=p4149]]]] | [[[[p3306<=1 & 1<=p3306] | [p2575<=1 & 1<=p2575]] | [[p4111<=1 & 1<=p4111] | [p4810<=1 & 1<=p4810]]] | [[[p4502<=1 & 1<=p4502] | [p6089<=1 & 1<=p6089]] | [[p5760<=1 & 1<=p5760] | [[p1122<=1 & 1<=p1122] | [p4419<=1 & 1<=p4419]]]]]] | [[[[[p5615<=1 & 1<=p5615] | [p2805<=1 & 1<=p2805]] | [[p4943<=1 & 1<=p4943] | [p2172<=1 & 1<=p2172]]] | [[[p2792<=1 & 1<=p2792] | [p6020<=1 & 1<=p6020]] | [[p5573<=1 & 1<=p5573] | [p4162<=1 & 1<=p4162]]]] | [[[[p1781<=1 & 1<=p1781] | [p4759<=1 & 1<=p4759]] | [[p2041<=1 & 1<=p2041] | [p4636<=1 & 1<=p4636]]] | [[[p1742<=1 & 1<=p1742] | [p2915<=1 & 1<=p2915]] | [[p5348<=1 & 1<=p5348] | [[p3625<=1 & 1<=p3625] | [p689<=1 & 1<=p689]]]]]]]] | [[[[[[[p3402<=1 & 1<=p3402] | [p3138<=1 & 1<=p3138]] | [[p6040<=1 & 1<=p6040] | [p4642<=1 & 1<=p4642]]] | [[[p5430<=1 & 1<=p5430] | [p6178<=1 & 1<=p6178]] | [[p5965<=1 & 1<=p5965] | [p1955<=1 & 1<=p1955]]]] | [[[[p2798<=1 & 1<=p2798] | [p3586<=1 & 1<=p3586]] | [[p6447<=1 & 1<=p6447] | [p4731<=1 & 1<=p4731]]] | [[[p410<=1 & 1<=p410] | [p1921<=1 & 1<=p1921]] | [[p1558<=1 & 1<=p1558] | [[p683<=1 & 1<=p683] | [p6278<=1 & 1<=p6278]]]]]] | [[[[[p6574<=1 & 1<=p6574] | [p5033<=1 & 1<=p5033]] | [[p504<=1 & 1<=p504] | [p3932<=1 & 1<=p3932]]] | [[[p4245<=1 & 1<=p4245] | [p6476<=1 & 1<=p6476]] | [[p2754<=1 & 1<=p2754] | [p5156<=1 & 1<=p5156]]]] | [[[[p5931<=1 & 1<=p5931] | [p1345<=1 & 1<=p1345]] | [[p3765<=1 & 1<=p3765] | [p6103<=1 & 1<=p6103]]] | [[[p3535<=1 & 1<=p3535] | [p2178<=1 & 1<=p2178]] | [[p1301<=1 & 1<=p1301] | [[p2966<=1 & 1<=p2966] | [p4323<=1 & 1<=p4323]]]]]]] | [[[[[[p1040<=1 & 1<=p1040] | [p3312<=1 & 1<=p3312]] | [[p3449<=1 & 1<=p3449] | [p5122<=1 & 1<=p5122]]] | [[[p3189<=1 & 1<=p3189] | [p5609<=1 & 1<=p5609]] | [[p5353<=1 & 1<=p5353] | [p2017<=1 & 1<=p2017]]]] | [[[[p3118<=1 & 1<=p3118] | [p5902<=1 & 1<=p5902]] | [[p6398<=1 & 1<=p6398] | [p2972<=1 & 1<=p2972]]] | [[[p2408<=1 & 1<=p2408] | [p4962<=1 & 1<=p4962]] | [[p4045<=1 & 1<=p4045] | [[p4816<=1 & 1<=p4816] | [p5013<=1 & 1<=p5013]]]]]] | [[[[[p5218<=1 & 1<=p5218] | [p1519<=1 & 1<=p1519]] | [[p2541<=1 & 1<=p2541] | [p2632<=1 & 1<=p2632]]] | [[[p2778<=1 & 1<=p2778] | [p5304<=1 & 1<=p5304]] | [[p5207<=1 & 1<=p5207] | [[p972<=1 & 1<=p972] | [p6360<=1 & 1<=p6360]]]]] | [[[[p5509<=1 & 1<=p5509] | [p6502<=1 & 1<=p6502]] | [[p1179<=1 & 1<=p1179] | [p1945<=1 & 1<=p1945]]] | [[[p1761<=1 & 1<=p1761] | [p4720<=1 & 1<=p4720]] | [[p6496<=1 & 1<=p6496] | [[p4329<=1 & 1<=p4329] | [p5342<=1 & 1<=p5342]]]]]]]]] | [[[[[[[[p5835<=1 & 1<=p5835] | [p6240<=1 & 1<=p6240]] | [[p3023<=1 & 1<=p3023] | [p6436<=1 & 1<=p6436]]] | [[[p2006<=1 & 1<=p2006] | [p3034<=1 & 1<=p3034]] | [[p6109<=1 & 1<=p6109] | [p6229<=1 & 1<=p6229]]]] | [[[[p6060<=1 & 1<=p6060] | [p3989<=1 & 1<=p3989]] | [[p5789<=1 & 1<=p5789] | [p4385<=1 & 1<=p4385]]] | [[[p2352<=1 & 1<=p2352] | [p3363<=1 & 1<=p3363]] | [[p3374<=1 & 1<=p3374] | [[p3398<=1 & 1<=p3398] | [p1748<=1 & 1<=p1748]]]]]] | [[[[[p2536<=1 & 1<=p2536] | [p3983<=1 & 1<=p3983]] | [[p1581<=1 & 1<=p1581] | [p4526<=1 & 1<=p4526]]] | [[[p5242<=1 & 1<=p5242] | [p4002<=1 & 1<=p4002]] | [[p5907<=1 & 1<=p5907] | [p5829<=1 & 1<=p5829]]]] | [[[[p3592<=1 & 1<=p3592] | [p3028<=1 & 1<=p3028]] | [[p3738<=1 & 1<=p3738] | [p5533<=1 & 1<=p5533]]] | [[[p2012<=1 & 1<=p2012] | [p6234<=1 & 1<=p6234]] | [[p983<=1 & 1<=p983] | [[p4391<=1 & 1<=p4391] | [p402<=1 & 1<=p402]]]]]]] | [[[[[[p2432<=1 & 1<=p2432] | [p1184<=1 & 1<=p1184]] | [[p4380<=1 & 1<=p4380] | [p6452<=1 & 1<=p6452]]] | [[[p1034<=1 & 1<=p1034] | [p1530<=1 & 1<=p1530]] | [[p6002<=1 & 1<=p6002] | [p1325<=1 & 1<=p1325]]]] | [[[[p6065<=1 & 1<=p6065] | [p2938<=1 & 1<=p2938]] | [[p5213<=1 & 1<=p5213] | [p2626<=1 & 1<=p2626]]] | [[[p3994<=1 & 1<=p3994] | [p4782<=1 & 1<=p4782]] | [[p3169<=1 & 1<=p3169] | [[p3789<=1 & 1<=p3789] | [p2158<=1 & 1<=p2158]]]]]] | [[[[[p4135<=1 & 1<=p4135] | [p5504<=1 & 1<=p5504]] | [[p5436<=1 & 1<=p5436] | [p6154<=1 & 1<=p6154]]] | [[[p2414<=1 & 1<=p2414] | [p2403<=1 & 1<=p2403]] | [[p2139<=1 & 1<=p2139] | [[p2637<=1 & 1<=p2637] | [p3425<=1 & 1<=p3425]]]]] | [[[[p5633<=1 & 1<=p5633] | [p1128<=1 & 1<=p1128]] | [[p4949<=1 & 1<=p4949] | [p5146<=1 & 1<=p5146]]] | [[[p4622<=1 & 1<=p4622] | [p4749<=1 & 1<=p4749]] | [[p4565<=1 & 1<=p4565] | [[p3029<=1 & 1<=p3029] | [p1916<=1 & 1<=p1916]]]]]]]] | [[[[[[[p6235<=1 & 1<=p6235] | [p6550<=1 & 1<=p6550]] | [[p1525<=1 & 1<=p1525] | [p2721<=1 & 1<=p2721]]] | [[[p4956<=1 & 1<=p4956] | [p6345<=1 & 1<=p6345]] | [[p5515<=1 & 1<=p5515] | [p6442<=1 & 1<=p6442]]]] | [[[[p3906<=1 & 1<=p3906] | [p5744<=1 & 1<=p5744]] | [[p6453<=1 & 1<=p6453] | [p3369<=1 & 1<=p3369]]] | [[[p3515<=1 & 1<=p3515] | [p1755<=1 & 1<=p1755]] | [[p2235<=1 & 1<=p2235] | [[p6066<=1 & 1<=p6066] | [p1185<=1 & 1<=p1185]]]]]] | [[[[[p2381<=1 & 1<=p2381] | [p3420<=1 & 1<=p3420]] | [[p4442<=1 & 1<=p4442] | [p4616<=1 & 1<=p4616]]] | [[[p2772<=1 & 1<=p2772] | [p528<=1 & 1<=p528]] | [[p2547<=1 & 1<=p2547] | [p5795<=1 & 1<=p5795]]]] | [[[[p4777<=1 & 1<=p4777] | [p6296<=1 & 1<=p6296]] | [[p4225<=1 & 1<=p4225] | [p3112<=1 & 1<=p3112]]] | [[[p3822<=1 & 1<=p3822] | [p5236<=1 & 1<=p5236]] | [[p5359<=1 & 1<=p5359] | [[p4437<=1 & 1<=p4437] | [p6354<=1 & 1<=p6354]]]]]]] | [[[[[[p5784<=1 & 1<=p5784] | [p2409<=1 & 1<=p2409]] | [[p4129<=1 & 1<=p4129] | [p3649<=1 & 1<=p3649]]] | [[[p977<=1 & 1<=p977] | [p5185<=1 & 1<=p5185]] | [[p4040<=1 & 1<=p4040] | [p6071<=1 & 1<=p6071]]]] | [[[[p1190<=1 & 1<=p1190] | [p1978<=1 & 1<=p1978]] | [[p2101<=1 & 1<=p2101] | [p4788<=1 & 1<=p4788]]] | [[[p2196<=1 & 1<=p2196] | [p3643<=1 & 1<=p3643]] | [[p2944<=1 & 1<=p2944] | [[p3605<=1 & 1<=p3605] | [p2933<=1 & 1<=p2933]]]]]] | [[[[[p1011<=1 & 1<=p1011] | [p5555<=1 & 1<=p5555]] | [[p3341<=1 & 1<=p3341] | [p2145<=1 & 1<=p2145]]] | [[[p4386<=1 & 1<=p4386] | [p4839<=1 & 1<=p4839]] | [[p3431<=1 & 1<=p3431] | [[p3828<=1 & 1<=p3828] | [p6458<=1 & 1<=p6458]]]]] | [[[[p1364<=1 & 1<=p1364] | [p5397<=1 & 1<=p5397]] | [[p1799<=1 & 1<=p1799] | [p4219<=1 & 1<=p4219]]] | [[[p5510<=1 & 1<=p5510] | [p2542<=1 & 1<=p2542]] | [[p2152<=1 & 1<=p2152] | [[p3208<=1 & 1<=p3208] | [p3732<=1 & 1<=p3732]]]]]]]]]] | [[[[[[[[[p1587<=1 & 1<=p1587] | [p2375<=1 & 1<=p2375]] | [[p1576<=1 & 1<=p1576] | [p2598<=1 & 1<=p2598]]] | [[[p6556<=1 & 1<=p6556] | [p3509<=1 & 1<=p3509]] | [[p828<=1 & 1<=p828] | [p809<=1 & 1<=p809]]]] | [[[[p1728<=1 & 1<=p1728] | [p5142<=1 & 1<=p5142]] | [[p847<=1 & 1<=p847] | [p1582<=1 & 1<=p1582]]] | [[[p3591<=1 & 1<=p3591] | [p1954<=1 & 1<=p1954]] | [[p3232<=1 & 1<=p3232] | [[p1747<=1 & 1<=p1747] | [p5416<=1 & 1<=p5416]]]]]] | [[[[[p4157<=1 & 1<=p4157] | [p3445<=1 & 1<=p3445]] | [[p1035<=1 & 1<=p1035] | [p6183<=1 & 1<=p6183]]] | [[[p5839<=1 & 1<=p5839] | [p2939<=1 & 1<=p2939]] | [[p5529<=1 & 1<=p5529] | [p3785<=1 & 1<=p3785]]]] | [[[[p5155<=1 & 1<=p5155] | [p5976<=1 & 1<=p5976]] | [[p4783<=1 & 1<=p4783] | [p4125<=1 & 1<=p4125]]] | [[[p2599<=1 & 1<=p2599] | [p2800<=1 & 1<=p2800]] | [[p2313<=1 & 1<=p2313] | [[p4948<=1 & 1<=p4948] | [p1941<=1 & 1<=p1941]]]]]]] | [[[[[[p3311<=1 & 1<=p3311] | [p3426<=1 & 1<=p3426]] | [[p5435<=1 & 1<=p5435] | [p2428<=1 & 1<=p2428]]] | [[[p4418<=1 & 1<=p4418] | [p534<=1 & 1<=p534]] | [[p4522<=1 & 1<=p4522] | [p2745<=1 & 1<=p2745]]]] | [[[[p2971<=1 & 1<=p2971] | [p1321<=1 & 1<=p1321]] | [[p4589<=1 & 1<=p4589] | [p4815<=1 & 1<=p4815]]] | [[[p4046<=1 & 1<=p4046] | [p2555<=1 & 1<=p2555]] | [[p4443<=1 & 1<=p4443] | [[p4328<=1 & 1<=p4328] | [p5009<=1 & 1<=p5009]]]]]] | [[[[[p3931<=1 & 1<=p3931] | [p5629<=1 & 1<=p5629]] | [[p524<=1 & 1<=p524] | [p3823<=1 & 1<=p3823]]] | [[[p6108<=1 & 1<=p6108] | [p3912<=1 & 1<=p3912]] | [[p5715<=1 & 1<=p5715] | [p1388<=1 & 1<=p1388]]]] | [[[[p3165<=1 & 1<=p3165] | [p5790<=1 & 1<=p5790]] | [[p2574<=1 & 1<=p2574] | [p659<=1 & 1<=p659]]] | [[[p997<=1 & 1<=p997] | [p2351<=1 & 1<=p2351]] | [[p678<=1 & 1<=p678] | [[p1751<=1 & 1<=p1751] | [p3648<=1 & 1<=p3648]]]]]]]] | [[[[[[[p3194<=1 & 1<=p3194] | [p3175<=1 & 1<=p3175]] | [[p2125<=1 & 1<=p2125] | [p3760<=1 & 1<=p3760]]] | [[[p5019<=1 & 1<=p5019] | [p1979<=1 & 1<=p1979]] | [[p5038<=1 & 1<=p5038] | [p5740<=1 & 1<=p5740]]]] | [[[[p6512<=1 & 1<=p6512] | [p5604<=1 & 1<=p5604]] | [[p1331<=1 & 1<=p1331] | [p4745<=1 & 1<=p4745]]] | [[[p2144<=1 & 1<=p2144] | [p5232<=1 & 1<=p5232]] | [[p5117<=1 & 1<=p5117] | [[p6292<=1 & 1<=p6292] | [p3108<=1 & 1<=p3108]]]]]] | [[[[[p1010<=1 & 1<=p1010] | [p4309<=1 & 1<=p4309]] | [[p6350<=1 & 1<=p6350] | [p4532<=1 & 1<=p4532]]] | [[[p5212<=1 & 1<=p5212] | [p4612<=1 & 1<=p4612]] | [[p4840<=1 & 1<=p4840] | [p3969<=1 & 1<=p3969]]]] | [[[[p2768<=1 & 1<=p2768] | [p2612<=1 & 1<=p2612]] | [[p421<=1 & 1<=p421] | [p3902<=1 & 1<=p3902]]] | [[[p2835<=1 & 1<=p2835] | [p4952<=1 & 1<=p4952]] | [[p5584<=1 & 1<=p5584] | [[p5945<=1 & 1<=p5945] | [p978<=1 & 1<=p978]]]]]]] | [[[[[[p2348<=1 & 1<=p2348] | [p3795<=1 & 1<=p3795]] | [[p1524<=1 & 1<=p1524] | [p2371<=1 & 1<=p2371]]] | [[[p6133<=1 & 1<=p6133] | [p1127<=1 & 1<=p1127]] | [[p6585<=1 & 1<=p6585] | [p2952<=1 & 1<=p2952]]]] | [[[[p1108<=1 & 1<=p1108] | [p6441<=1 & 1<=p6441]] | [[p5901<=1 & 1<=p5901] | [p5539<=1 & 1<=p5539]]] | [[[p3368<=1 & 1<=p3368] | [p4192<=1 & 1<=p4192]] | [[p6267<=1 & 1<=p6267] | [[p5318<=1 & 1<=p5318] | [p5639<=1 & 1<=p5639]]]]]] | [[[[[p6560<=1 & 1<=p6560] | [p1505<=1 & 1<=p1505]] | [[p2631<=1 & 1<=p2631] | [p2438<=1 & 1<=p2438]]] | [[[p5995<=1 & 1<=p5995] | [p3728<=1 & 1<=p3728]] | [[p2996<=1 & 1<=p2996] | [[p2234<=1 & 1<=p2234] | [p2215<=1 & 1<=p2215]]]]] | [[[[p3505<=1 & 1<=p3505] | [p4929<=1 & 1<=p4929]] | [[p6253<=1 & 1<=p6253] | [p440<=1 & 1<=p440]]] | [[[p2011<=1 & 1<=p2011] | [p4215<=1 & 1<=p4215]] | [[p3988<=1 & 1<=p3988] | [[p6026<=1 & 1<=p6026] | [p4706<=1 & 1<=p4706]]]]]]]]] | [[[[[[[[p5559<=1 & 1<=p5559] | [p4100<=1 & 1<=p4100]] | [[p5951<=1 & 1<=p5951] | [p6422<=1 & 1<=p6422]]] | [[[p3572<=1 & 1<=p3572] | [p2182<=1 & 1<=p2182]] | [[p1147<=1 & 1<=p1147] | [p4641<=1 & 1<=p4641]]]] | [[[[p4026<=1 & 1<=p4026] | [p2036<=1 & 1<=p2036]] | [[p445<=1 & 1<=p445] | [p3703<=1 & 1<=p3703]]] | [[[p2797<=1 & 1<=p2797] | [p6128<=1 & 1<=p6128]] | [[p4835<=1 & 1<=p4835] | [[p5805<=1 & 1<=p5805] | [p6045<=1 & 1<=p6045]]]]]] | [[[[[p4981<=1 & 1<=p4981] | [p3959<=1 & 1<=p3959]] | [[p4105<=1 & 1<=p4105] | [p2395<=1 & 1<=p2395]]] | [[[p5579<=1 & 1<=p5579] | [p6537<=1 & 1<=p6537]] | [[p3539<=1 & 1<=p3539] | [p6417<=1 & 1<=p6417]]]] | [[[[p3619<=1 & 1<=p3619] | [p2735<=1 & 1<=p2735]] | [[p5043<=1 & 1<=p5043] | [p1549<=1 & 1<=p1549]]] | [[[p3004<=1 & 1<=p3004] | [p6272<=1 & 1<=p6272]] | [[p4701<=1 & 1<=p4701] | [[p6477<=1 & 1<=p6477] | [p4348<=1 & 1<=p4348]]]]]]] | [[[[[[p4725<=1 & 1<=p4725] | [p6095<=1 & 1<=p6095]] | [[p3199<=1 & 1<=p3199] | [p2991<=1 & 1<=p2991]]] | [[[p5921<=1 & 1<=p5921] | [p5383<=1 & 1<=p5383]] | [[p4361<=1 & 1<=p4361] | [p654<=1 & 1<=p654]]]] | [[[[p5765<=1 & 1<=p5765] | [p3964<=1 & 1<=p3964]] | [[p4976<=1 & 1<=p4976] | [p3009<=1 & 1<=p3009]]] | [[[p5810<=1 & 1<=p5810] | [p6215<=1 & 1<=p6215]] | [[p3406<=1 & 1<=p3406] | [[p6374<=1 & 1<=p6374] | [p1165<=1 & 1<=p1165]]]]]] | [[[[[p3132<=1 & 1<=p3132] | [p1902<=1 & 1<=p1902]] | [[p2120<=1 & 1<=p2120] | [p3142<=1 & 1<=p3142]]] | [[[p5926<=1 & 1<=p5926] | [p6384<=1 & 1<=p6384]] | [[p4919<=1 & 1<=p4919] | [[p6090<=1 & 1<=p6090] | [p4986<=1 & 1<=p4986]]]]] | [[[[p6021<=1 & 1<=p6021] | [p3708<=1 & 1<=p3708]] | [[p4366<=1 & 1<=p4366] | [p4763<=1 & 1<=p4763]]] | [[[p6580<=1 & 1<=p6580] | [p1775<=1 & 1<=p1775]] | [[p2522<=1 & 1<=p2522] | [[p1500<=1 & 1<=p1500] | [p6482<=1 & 1<=p6482]]]]]]]] | [[[[[[[p2031<=1 & 1<=p2031] | [p3388<=1 & 1<=p3388]] | [[p953<=1 & 1<=p953] | [p5323<=1 & 1<=p5323]]] | [[[p4239<=1 & 1<=p4239] | [p3629<=1 & 1<=p3629]] | [[p6158<=1 & 1<=p6158] | [p3048<=1 & 1<=p3048]]]] | [[[[p4584<=1 & 1<=p4584] | [p2205<=1 & 1<=p2205]] | [[p1544<=1 & 1<=p1544] | [p2740<=1 & 1<=p2740]]] | [[[p4244<=1 & 1<=p4244] | [p5406<=1 & 1<=p5406]] | [[p6472<=1 & 1<=p6472] | [[p1998<=1 & 1<=p1998] | [p5378<=1 & 1<=p5378]]]]]] | [[[[[p5328<=1 & 1<=p5328] | [p4356<=1 & 1<=p4356]] | [[p5815<=1 & 1<=p5815] | [p1383<=1 & 1<=p1383]]] | [[[p2579<=1 & 1<=p2579] | [p1557<=1 & 1<=p1557]] | [[p2607<=1 & 1<=p2607] | [p3562<=1 & 1<=p3562]]]] | [[[[p3227<=1 & 1<=p3227] | [p1718<=1 & 1<=p1718]] | [[p3842<=1 & 1<=p3842] | [p6205<=1 & 1<=p6205]]] | [[[p6412<=1 & 1<=p6412] | [p6310<=1 & 1<=p6310]] | [[p2919<=1 & 1<=p2919] | [[p1155<=1 & 1<=p1155] | [p6016<=1 & 1<=p6016]]]]]]] | [[[[[[p3534<=1 & 1<=p3534] | [p2512<=1 & 1<=p2512]] | [[p1785<=1 & 1<=p1785] | [p5199<=1 & 1<=p5199]]] | [[[p2177<=1 & 1<=p2177] | [p1030<=1 & 1<=p1030]] | [[p1378<=1 & 1<=p1378] | [p2517<=1 & 1<=p2517]]]] | [[[[p1562<=1 & 1<=p1562] | [p4249<=1 & 1<=p4249]] | [[p1959<=1 & 1<=p1959] | [p2825<=1 & 1<=p2825]]] | [[[p958<=1 & 1<=p958] | [p2914<=1 & 1<=p2914]] | [[p4579<=1 & 1<=p4579] | [[p4021<=1 & 1<=p4021] | [p3222<=1 & 1<=p3222]]]]]] | [[[[[p4182<=1 & 1<=p4182] | [p3316<=1 & 1<=p3316]] | [[p5720<=1 & 1<=p5720] | [p3803<=1 & 1<=p3803]]] | [[[p2338<=1 & 1<=p2338] | [p1160<=1 & 1<=p1160]] | [[p6315<=1 & 1<=p6315] | [[p3847<=1 & 1<=p3847] | [p3936<=1 & 1<=p3936]]]]] | [[[[p1780<=1 & 1<=p1780] | [p6210<=1 & 1<=p6210]] | [[p5770<=1 & 1<=p5770] | [p3624<=1 & 1<=p3624]]] | [[[p4646<=1 & 1<=p4646] | [p2602<=1 & 1<=p2602]] | [[p4758<=1 & 1<=p4758] | [[p4423<=1 & 1<=p4423] | [p3401<=1 & 1<=p3401]]]]]]]]]]]] | [[[[[[[[[[[p6379<=1 & 1<=p6379] | [p6532<=1 & 1<=p6532]] | [[p6085<=1 & 1<=p6085] | [p2115<=1 & 1<=p2115]]] | [[[p3137<=1 & 1<=p3137] | [p4041<=1 & 1<=p4041]] | [[p6233<=1 & 1<=p6233] | [p4772<=1 & 1<=p4772]]]] | [[[[p6113<=1 & 1<=p6113] | [p3027<=1 & 1<=p3027]] | [[p976<=1 & 1<=p976] | [p5704<=1 & 1<=p5704]]] | [[[p1132<=1 & 1<=p1132] | [p1914<=1 & 1<=p1914]] | [[p3319<=1 & 1<=p3319] | [[p4381<=1 & 1<=p4381] | [p2146<=1 & 1<=p2146]]]]]] | [[[[[p1962<=1 & 1<=p1962] | [p3367<=1 & 1<=p3367]] | [[p4432<=1 & 1<=p4432] | [p6451<=1 & 1<=p6451]]] | [[[p5602<=1 & 1<=p5602] | [p6320<=1 & 1<=p6320]] | [[p6194<=1 & 1<=p6194] | [p1024<=1 & 1<=p1024]]]] | [[[[p5785<=1 & 1<=p5785] | [p6064<=1 & 1<=p6064]] | [[p3599<=1 & 1<=p3599] | [p4820<=1 & 1<=p4820]]] | [[[p820<=1 & 1<=p820] | [p3707<=1 & 1<=p3707]] | [[p2302<=1 & 1<=p2302] | [[p2149<=1 & 1<=p2149] | [p2194<=1 & 1<=p2194]]]]]]] | [[[[[[p5398<=1 & 1<=p5398] | [p2010<=1 & 1<=p2010]] | [[p5112<=1 & 1<=p5112] | [p5505<=1 & 1<=p5505]]] | [[[p2534<=1 & 1<=p2534] | [p6533<=1 & 1<=p6533]] | [[p5300<=1 & 1<=p5300] | [p3415<=1 & 1<=p3415]]]] | [[[[p5446<=1 & 1<=p5446] | [p3939<=1 & 1<=p3939]] | [[p4101<=1 & 1<=p4101] | [p2404<=1 & 1<=p2404]]] | [[[p6590<=1 & 1<=p6590] | [p3647<=1 & 1<=p3647]] | [[p3809<=1 & 1<=p3809] | [[p5214<=1 & 1<=p5214] | [p658<=1 & 1<=p658]]]]]] | [[[[[p5701<=1 & 1<=p5701] | [p6443<=1 & 1<=p6443]] | [[p5392<=1 & 1<=p5392] | [p5580<=1 & 1<=p5580]]] | [[[p6265<=1 & 1<=p6265] | [p4336<=1 & 1<=p4336]] | [[p3987<=1 & 1<=p3987] | [p2407<=1 & 1<=p2407]]]] | [[[[p1526<=1 & 1<=p1526] | [p2931<=1 & 1<=p2931]] | [[p3812<=1 & 1<=p3812] | [p823<=1 & 1<=p823]]] | [[[p4826<=1 & 1<=p4826] | [p438<=1 & 1<=p438]] | [[p3024<=1 & 1<=p3024] | [[p4429<=1 & 1<=p4429] | [p3421<=1 & 1<=p3421]]]]]]]] | [[[[[[[p5440<=1 & 1<=p5440] | [p2979<=1 & 1<=p2979]] | [[p5508<=1 & 1<=p5508] | [p4778<=1 & 1<=p4778]]] | [[[p5049<=1 & 1<=p5049] | [p5217<=1 & 1<=p5217]] | [[p5779<=1 & 1<=p5779] | [p3704<=1 & 1<=p3704]]]] | [[[[p6230<=1 & 1<=p6230] | [p655<=1 & 1<=p655]] | [[p5900<=1 & 1<=p5900] | [p6399<=1 & 1<=p6399]]] | [[[p5109<=1 & 1<=p5109] | [p6446<=1 & 1<=p6446]] | [[p1574<=1 & 1<=p1574] | [[p5583<=1 & 1<=p5583] | [p4384<=1 & 1<=p4384]]]]]] | [[[[[p6061<=1 & 1<=p6061] | [p4829<=1 & 1<=p4829]] | [[p3424<=1 & 1<=p3424] | [p4438<=1 & 1<=p4438]]] | [[[p1189<=1 & 1<=p1189] | [p3644<=1 & 1<=p3644]] | [[p5981<=1 & 1<=p5981] | [p6119<=1 & 1<=p6119]]]] | [[[[p5589<=1 & 1<=p5589] | [p1529<=1 & 1<=p1529]] | [[p1138<=1 & 1<=p1138] | [p6314<=1 & 1<=p6314]]] | [[[p667<=1 & 1<=p667] | [p6122<=1 & 1<=p6122]] | [[p4781<=1 & 1<=p4781] | [[p2543<=1 & 1<=p2543] | [p6542<=1 & 1<=p6542]]]]]]] | [[[[[[p6001<=1 & 1<=p6001] | [p1971<=1 & 1<=p1971]] | [[p3948<=1 & 1<=p3948] | [p2019<=1 & 1<=p2019]]] | [[[p3376<=1 & 1<=p3376] | [p967<=1 & 1<=p967]] | [[p6242<=1 & 1<=p6242] | [p2242<=1 & 1<=p2242]]]] | [[[[p6073<=1 & 1<=p6073] | [p2988<=1 & 1<=p2988]] | [[p5449<=1 & 1<=p5449] | [p1021<=1 & 1<=p1021]]] | [[[p4393<=1 & 1<=p4393] | [p4044<=1 & 1<=p4044]] | [[p5984<=1 & 1<=p5984] | [[p3818<=1 & 1<=p3818] | [p1583<=1 & 1<=p1583]]]]]] | [[[[[p5223<=1 & 1<=p5223] | [p6197<=1 & 1<=p6197]] | [[p1015<=1 & 1<=p1015] | [p5788<=1 & 1<=p5788]]] | [[[p973<=1 & 1<=p973] | [p4441<=1 & 1<=p4441]] | [[p3036<=1 & 1<=p3036] | [[p2591<=1 & 1<=p2591] | [p1186<=1 & 1<=p1186]]]]] | [[[[p3996<=1 & 1<=p3996] | [p2546<=1 & 1<=p2546]] | [[p6311<=1 & 1<=p6311] | [p6536<=1 & 1<=p6536]]] | [[[p6593<=1 & 1<=p6593] | [p5592<=1 & 1<=p5592]] | [[p5909<=1 & 1<=p5909] | [[p664<=1 & 1<=p664] | [p2639<=1 & 1<=p2639]]]]]]]]] | [[[[[[[[p5100<=1 & 1<=p5100] | [p429<=1 & 1<=p429]] | [[p5226<=1 & 1<=p5226] | [p1141<=1 & 1<=p1141]]] | [[[p5713<=1 & 1<=p5713] | [p2940<=1 & 1<=p2940]] | [[p2416<=1 & 1<=p2416] | [p1535<=1 & 1<=p1535]]]] | [[[[p6425<=1 & 1<=p6425] | [p3587<=1 & 1<=p3587]] | [[p1508<=1 & 1<=p1508] | [[p2621<=1 & 1<=p2621] | [p3773<=1 & 1<=p3773]]]] | [[[p3821<=1 & 1<=p3821] | [p4345<=1 & 1<=p4345]] | [[p426<=1 & 1<=p426] | [p4318<=1 & 1<=p4318]]]]] | [[[[[p832<=1 & 1<=p832] | [p2028<=1 & 1<=p2028]] | [[p6256<=1 & 1<=p6256] | [p3247<=1 & 1<=p3247]]] | [[[p1012<=1 & 1<=p1012] | [p2320<=1 & 1<=p2320]] | [[p3145<=1 & 1<=p3145] | [p5175<=1 & 1<=p5175]]]] | [[[[p5571<=1 & 1<=p5571] | [p4838<=1 & 1<=p4838]] | [[p506<=1 & 1<=p506] | [p2525<=1 & 1<=p2525]]] | [[[p2943<=1 & 1<=p2943] | [p3638<=1 & 1<=p3638]] | [[p1586<=1 & 1<=p1586] | [[p3978<=1 & 1<=p3978] | [p6007<=1 & 1<=p6007]]]]]]] | [[[[[[p3385<=1 & 1<=p3385] | [p1168<=1 & 1<=p1168]] | [[p4023<=1 & 1<=p4023] | [p6176<=1 & 1<=p6176]]] | [[[p4938<=1 & 1<=p4938] | [p6131<=1 & 1<=p6131]] | [[p3307<=1 & 1<=p3307] | [p3045<=1 & 1<=p3045]]]] | [[[[p5722<=1 & 1<=p5722] | [p5918<=1 & 1<=p5918]] | [[p2001<=1 & 1<=p2001] | [p3358<=1 & 1<=p3358]]] | [[[p994<=1 & 1<=p994] | [p4547<=1 & 1<=p4547]] | [[p5802<=1 & 1<=p5802] | [[p4209<=1 & 1<=p4209] | [p1923<=1 & 1<=p1923]]]]]] | [[[[[p4733<=1 & 1<=p4733] | [p1592<=1 & 1<=p1592]] | [[p6572<=1 & 1<=p6572] | [p4158<=1 & 1<=p4158]]] | [[[p2961<=1 & 1<=p2961] | [p5380<=1 & 1<=p5380]] | [[p4555<=1 & 1<=p4555] | [[p4760<=1 & 1<=p4760] | [p1950<=1 & 1<=p1950]]]]] | [[[[p1195<=1 & 1<=p1195] | [p1983<=1 & 1<=p1983]] | [[p5611<=1 & 1<=p5611] | [p2570<=1 & 1<=p2570]]] | [[[p3581<=1 & 1<=p3581] | [p2756<=1 & 1<=p2756]] | [[p2128<=1 & 1<=p2128] | [[p1303<=1 & 1<=p1303] | [p6545<=1 & 1<=p6545]]]]]]]] | [[[[[[[p420<=1 & 1<=p420] | [p4715<=1 & 1<=p4715]] | [[p1905<=1 & 1<=p1905] | [p6302<=1 & 1<=p6302]]] | [[[p4113<=1 & 1<=p4113] | [p3403<=1 & 1<=p3403]] | [[p3927<=1 & 1<=p3927] | [p5975<=1 & 1<=p5975]]]] | [[[[p2648<=1 & 1<=p2648] | [p1749<=1 & 1<=p1749]] | [[p3716<=1 & 1<=p3716] | [p6047<=1 & 1<=p6047]]] | [[[p4375<=1 & 1<=p4375] | [p2801<=1 & 1<=p2801]] | [[p1565<=1 & 1<=p1565] | [[p2425<=1 & 1<=p2425] | [p4643<=1 & 1<=p4643]]]]]] | [[[[[p2949<=1 & 1<=p2949] | [p3800<=1 & 1<=p3800]] | [[p1033<=1 & 1<=p1033] | [p5169<=1 & 1<=p5169]]] | [[[p447<=1 & 1<=p447] | [p2359<=1 & 1<=p2359]] | [[p4035<=1 & 1<=p4035] | [p3984<=1 & 1<=p3984]]]] | [[[[p2748<=1 & 1<=p2748] | [p5157<=1 & 1<=p5157]] | [[p2922<=1 & 1<=p2922] | [p6055<=1 & 1<=p6055]]] | [[[p6584<=1 & 1<=p6584] | [p2224<=1 & 1<=p2224]] | [[p6082<=1 & 1<=p6082] | [[p6224<=1 & 1<=p6224] | [p685<=1 & 1<=p685]]]]]]] | [[[[[[p5437<=1 & 1<=p5437] | [p2627<=1 & 1<=p2627]] | [[p5309<=1 & 1<=p5309] | [p5930<=1 & 1<=p5930]]] | [[[p4324<=1 & 1<=p4324] | [p6524<=1 & 1<=p6524]] | [[p2582<=1 & 1<=p2582] | [p3190<=1 & 1<=p3190]]]] | [[[[p5767<=1 & 1<=p5767] | [p2967<=1 & 1<=p2967]] | [[p1547<=1 & 1<=p1547] | [p6274<=1 & 1<=p6274]]] | [[[p5963<=1 & 1<=p5963] | [p1788<=1 & 1<=p1788]] | [[p3364<=1 & 1<=p3364] | [[p4152<=1 & 1<=p4152] | [p6323<=1 & 1<=p6323]]]]]] | [[[[[p1129<=1 & 1<=p1129] | [p3442<=1 & 1<=p3442]] | [[p6393<=1 & 1<=p6393] | [p3755<=1 & 1<=p3755]]] | [[[p3761<=1 & 1<=p3761] | [p1989<=1 & 1<=p1989]] | [[p5303<=1 & 1<=p5303] | [[p4598<=1 & 1<=p4598] | [p5118<=1 & 1<=p5118]]]]] | [[[[p4420<=1 & 1<=p4420] | [p4944<=1 & 1<=p4944]] | [[p2185<=1 & 1<=p2185] | [p4995<=1 & 1<=p4995]]] | [[[p4721<=1 & 1<=p4721] | [p2007<=1 & 1<=p2007]] | [[p3018<=1 & 1<=p3018] | [[p3542<=1 & 1<=p3542] | [p4817<=1 & 1<=p4817]]]]]]]]]] | [[[[[[[[[p6019<=1 & 1<=p6019] | [p955<=1 & 1<=p955]] | [[p6110<=1 & 1<=p6110] | [p6469<=1 & 1<=p6469]]] | [[[p3241<=1 & 1<=p3241] | [p5040<=1 & 1<=p5040]] | [[p2230<=1 & 1<=p2230] | [p2841<=1 & 1<=p2841]]]] | [[[[p6091<=1 & 1<=p6091] | [p2332<=1 & 1<=p2332]] | [[p518<=1 & 1<=p518] | [p3181<=1 & 1<=p3181]]] | [[[p2119<=1 & 1<=p2119] | [p5734<=1 & 1<=p5734]] | [[p3133<=1 & 1<=p3133] | [[p4538<=1 & 1<=p4538] | [p2040<=1 & 1<=p2040]]]]]] | [[[[[p537<=1 & 1<=p537] | [p1779<=1 & 1<=p1779]] | [[p5553<=1 & 1<=p5553] | [p3521<=1 & 1<=p3521]]] | [[[p1776<=1 & 1<=p1776] | [p3394<=1 & 1<=p3394]] | [[p1369<=1 & 1<=p1369] | [p2774<=1 & 1<=p2774]]]] | [[[[p1757<=1 & 1<=p1757] | [p6481<=1 & 1<=p6481]] | [[p5632<=1 & 1<=p5632] | [p4402<=1 & 1<=p4402]]] | [[[p2116<=1 & 1<=p2116] | [p1731<=1 & 1<=p1731]] | [[p5400<=1 & 1<=p5400] | [[p6164<=1 & 1<=p6164] | [p1709<=1 & 1<=p1709]]]]]]] | [[[[[[p3114<=1 & 1<=p3114] | [p3346<=1 & 1<=p3346]] | [[p3136<=1 & 1<=p3136] | [p2329<=1 & 1<=p2329]]] | [[[p4131<=1 & 1<=p4131] | [p1391<=1 & 1<=p1391]] | [[p6094<=1 & 1<=p6094] | [p2221<=1 & 1<=p2221]]]] | [[[[p1712<=1 & 1<=p1712] | [p5814<=1 & 1<=p5814]] | [[p5012<=1 & 1<=p5012] | [p3734<=1 & 1<=p3734]]] | [[[p2726<=1 & 1<=p2726] | [p2504<=1 & 1<=p2504]] | [[p2154<=1 & 1<=p2154] | [[p2901<=1 & 1<=p2901] | [p5362<=1 & 1<=p5362]]]]]] | [[[[[p6416<=1 & 1<=p6416] | [p2793<=1 & 1<=p2793]] | [[p4615<=1 & 1<=p4615] | [p4198<=1 & 1<=p4198]]] | [[[p6413<=1 & 1<=p6413] | [p1102<=1 & 1<=p1102]] | [[p5235<=1 & 1<=p5235] | [p6478<=1 & 1<=p6478]]]] | [[[[p5545<=1 & 1<=p5545] | [p6295<=1 & 1<=p6295]] | [[p5349<=1 & 1<=p5349] | [p841<=1 & 1<=p841]]] | [[[p2377<=1 & 1<=p2377] | [p2399<=1 & 1<=p2399]] | [[p3530<=1 & 1<=p3530] | [[p1935<=1 & 1<=p1935] | [p3511<=1 & 1<=p3511]]]]]]]] | [[[[[[[p5000<=1 & 1<=p5000] | [p697<=1 & 1<=p697]] | [[p2784<=1 & 1<=p2784] | [p4005<=1 & 1<=p4005]]] | [[[p6341<=1 & 1<=p6341] | [p5410<=1 & 1<=p5410]] | [[p4935<=1 & 1<=p4935] | [p5811<=1 & 1<=p5811]]]] | [[[[p2106<=1 & 1<=p2106] | [p2444<=1 & 1<=p2444]] | [[p2049<=1 & 1<=p2049] | [p2736<=1 & 1<=p2736]]] | [[[p4141<=1 & 1<=p4141] | [p2516<=1 & 1<=p2516]] | [[p1111<=1 & 1<=p1111] | [[p1360<=1 & 1<=p1360] | [p3578<=1 & 1<=p3578]]]]]] | [[[[[p2173<=1 & 1<=p2173] | [p1553<=1 & 1<=p1553]] | [[p1722<=1 & 1<=p1722] | [p2958<=1 & 1<=p2958]]] | [[[p4218<=1 & 1<=p4218] | [p1700<=1 & 1<=p1700]] | [[p1159<=1 & 1<=p1159] | [p2396<=1 & 1<=p2396]]]] | [[[[p6490<=1 & 1<=p6490] | [p3337<=1 & 1<=p3337]] | [[p5623<=1 & 1<=p5623] | [p5833<=1 & 1<=p5833]]] | [[[p4558<=1 & 1<=p4558] | [p5352<=1 & 1<=p5352]] | [[p4606<=1 & 1<=p4606] | [[p6029<=1 & 1<=p6029] | [p1315<=1 & 1<=p1315]]]]]]] | [[[[[[p2739<=1 & 1<=p2739] | [p1334<=1 & 1<=p1334]] | [[p1932<=1 & 1<=p1932] | [p2513<=1 & 1<=p2513]]] | [[[p2164<=1 & 1<=p2164] | [p1999<=1 & 1<=p1999]] | [[p5022<=1 & 1<=p5022] | [p3201<=1 & 1<=p3201]]]] | [[[[p694<=1 & 1<=p694] | [p1382<=1 & 1<=p1382]] | [[p4315<=1 & 1<=p4315] | [p515<=1 & 1<=p515]]] | [[[p2910<=1 & 1<=p2910] | [p5743<=1 & 1<=p5743]] | [[p6403<=1 & 1<=p6403] | [[p2342<=1 & 1<=p2342] | [p5939<=1 & 1<=p5939]]]]]] | [[[[[p6167<=1 & 1<=p6167] | [p5419<=1 & 1<=p5419]] | [[p2717<=1 & 1<=p2717] | [p802<=1 & 1<=p802]]] | [[[p3918<=1 & 1<=p3918] | [p6506<=1 & 1<=p6506]] | [[p1312<=1 & 1<=p1312] | [[p6353<=1 & 1<=p6353] | [p5003<=1 & 1<=p5003]]]]] | [[[[p1379<=1 & 1<=p1379] | [p4955<=1 & 1<=p4955]] | [[p5642<=1 & 1<=p5642] | [p5620<=1 & 1<=p5620]]] | [[[p6286<=1 & 1<=p6286] | [p1156<=1 & 1<=p1156]] | [[p2561<=1 & 1<=p2561] | [[p6406<=1 & 1<=p6406] | [p2446<=1 & 1<=p2446]]]]]]]]] | [[[[[[[[p4603<=1 & 1<=p4603] | [p3568<=1 & 1<=p3568]] | [[p2913<=1 & 1<=p2913] | [p3608<=1 & 1<=p3608]]] | [[[p1538<=1 & 1<=p1538] | [p4992<=1 & 1<=p4992]] | [[p6283<=1 & 1<=p6283] | [p1322<=1 & 1<=p1322]]]] | [[[[p2786<=1 & 1<=p2786] | [p5178<=1 & 1<=p5178]] | [[p4143<=1 & 1<=p4143] | [1<=p5245 & p5245<=1]]] | [[[p3908<=1 & 1<=p3908] | [p1198<=1 & 1<=p1198]] | [[p525<=1 & 1<=p525] | [[p2211<=1 & 1<=p2211] | [p2506<=1 & 1<=p2506]]]]]] | [[[[[p3848<=1 & 1<=p3848] | [p3930<=1 & 1<=p3930]] | [[p2047<=1 & 1<=p2047] | [p2339<=1 & 1<=p2339]]] | [[[p6363<=1 & 1<=p6363] | [p2233<=1 & 1<=p2233]] | [[p5972<=1 & 1<=p5972] | [p1980<=1 & 1<=p1980]]]] | [[[[p2551<=1 & 1<=p2551] | [p2166<=1 & 1<=p2166]] | [[p4188<=1 & 1<=p4188] | [p2573<=1 & 1<=p2573]]] | [[[p4965<=1 & 1<=p4965] | [p4712<=1 & 1<=p4712]] | [[p2804<=1 & 1<=p2804] | [[p829<=1 & 1<=p829] | [p6157<=1 & 1<=p6157]]]]]]] | [[[[[[p5350<=1 & 1<=p5350] | [p5741<=1 & 1<=p5741]] | [[p4585<=1 & 1<=p4585] | [p4625<=1 & 1<=p4625]]] | [[[p2109<=1 & 1<=p2109] | [p5937<=1 & 1<=p5937]] | [[p1953<=1 & 1<=p1953] | [p5407<=1 & 1<=p5407]]]] | [[[[p1556<=1 & 1<=p1556] | [p2618<=1 & 1<=p2618]] | [[p4908<=1 & 1<=p4908] | [p6010<=1 & 1<=p6010]]] | [[[p6141<=1 & 1<=p6141] | [p3355<=1 & 1<=p3355]] | [[p1719<=1 & 1<=p1719] | [[p2176<=1 & 1<=p2176] | [p3975<=1 & 1<=p3975]]]]]] | [[[[[p4161<=1 & 1<=p4161] | [p4206<=1 & 1<=p4206]] | [[p3310<=1 & 1<=p3310] | [p6554<=1 & 1<=p6554]]] | [[[p5312<=1 & 1<=p5312] | [p964<=1 & 1<=p964]] | [[p5821<=1 & 1<=p5821] | [[p3533<=1 & 1<=p3533] | [p1942<=1 & 1<=p1942]]]]] | [[[[p3228<=1 & 1<=p3228] | [p4228<=1 & 1<=p4228]] | [[p2970<=1 & 1<=p2970] | [p2389<=1 & 1<=p2389]]] | [[[p3965<=1 & 1<=p3965] | [p3238<=1 & 1<=p3238]] | [[p3551<=1 & 1<=p3551] | [[p2630<=1 & 1<=p2630] | [p4305<=1 & 1<=p4305]]]]]]]] | [[[[[[[p3764<=1 & 1<=p3764] | [p3752<=1 & 1<=p3752]] | [[p2997<=1 & 1<=p2997] | [p5927<=1 & 1<=p5927]]] | [[[p3171<=1 & 1<=p3171] | [p5389<=1 & 1<=p5389]] | [[p3211<=1 & 1<=p3211] | [p417<=1 & 1<=p417]]]] | [[[[p3746<=1 & 1<=p3746] | [p4032<=1 & 1<=p4032]] | [[p2608<=1 & 1<=p2608] | [p3523<=1 & 1<=p3523]]] | [[[p5949<=1 & 1<=p5949] | [p5630<=1 & 1<=p5630]] | [[p6581<=1 & 1<=p6581] | [[p1595<=1 & 1<=p1595] | [p5776<=1 & 1<=p5776]]]]]] | [[[[[p2831<=1 & 1<=p2831] | [p5188<=1 & 1<=p5188]] | [[p2796<=1 & 1<=p2796] | [p4372<=1 & 1<=p4372]]] | [[[p5121<=1 & 1<=p5121] | [p2729<=1 & 1<=p2729]] | [[p3831<=1 & 1<=p3831] | [p4595<=1 & 1<=p4595]]]] | [[[[p2350<=1 & 1<=p2350] | [p3193<=1 & 1<=p3193]] | [[p4171<=1 & 1<=p4171] | [p4769<=1 & 1<=p4769]]] | [[[p6488<=1 & 1<=p6488] | [p2037<=1 & 1<=p2037]] | [[p4568<=1 & 1<=p4568] | [[p5166<=1 & 1<=p5166] | [p4528<=1 & 1<=p4528]]]]]]] | [[[[[[p6052<=1 & 1<=p6052] | [p1769<=1 & 1<=p1769]] | [[p4501<=1 & 1<=p4501] | [p3015<=1 & 1<=p3015]]] | [[[p2434<=1 & 1<=p2434] | [p5339<=1 & 1<=p5339]] | [[p5535<=1 & 1<=p5535] | [p5010<=1 & 1<=p5010]]]] | [[[[p5731<=1 & 1<=p5731] | [p1372<=1 & 1<=p1372]] | [[p3590<=1 & 1<=p3590] | [p5233<=1 & 1<=p5233]]] | [[[p4327<=1 & 1<=p4327] | [p3126<=1 & 1<=p3126]] | [[p4702<=1 & 1<=p4702] | [[p2814<=1 & 1<=p2814] | [p2903<=1 & 1<=p2903]]]]]] | [[[[[p6293<=1 & 1<=p6293] | [p4947<=1 & 1<=p4947]] | [[p3349<=1 & 1<=p3349] | [p4104<=1 & 1<=p4104]]] | [[[p4724<=1 & 1<=p4724] | [p3412<=1 & 1<=p3412]] | [[p4613<=1 & 1<=p4613] | [[p5148<=1 & 1<=p5148] | [p6390<=1 & 1<=p6390]]]]] | [[[[p6221<=1 & 1<=p6221] | [p3791<=1 & 1<=p3791]] | [[p1992<=1 & 1<=p1992] | [p4925<=1 & 1<=p4925]]] | [[[p839<=1 & 1<=p839] | [p3635<=1 & 1<=p3635]] | [[p6175<=1 & 1<=p6175] | [[p1933<=1 & 1<=p1933] | [p5723<=1 & 1<=p5723]]]]]]]]]]] | [[[[[[[[[[p5427<=1 & 1<=p5427] | [p1787<=1 & 1<=p1787]] | [[p3192<=1 & 1<=p3192] | [p3046<=1 & 1<=p3046]]] | [[[p4597<=1 & 1<=p4597] | [p3338<=1 & 1<=p3338]] | [[p995<=1 & 1<=p995] | [p1593<=1 & 1<=p1593]]]] | [[[[p6514<=1 & 1<=p6514] | [p2998<=1 & 1<=p2998]] | [[p2960<=1 & 1<=p2960] | [p3580<=1 & 1<=p3580]]] | [[[p1555<=1 & 1<=p1555] | [p545<=1 & 1<=p545]] | [[p2175<=1 & 1<=p2175] | [[p801<=1 & 1<=p801] | [p4556<=1 & 1<=p4556]]]]]] | [[[[[p3240<=1 & 1<=p3240] | [p4216<=1 & 1<=p4216]] | [[p3300<=1 & 1<=p3300] | [p1043<=1 & 1<=p1043]]] | [[[p6470<=1 & 1<=p6470] | [p419<=1 & 1<=p419]] | [[p5621<=1 & 1<=p5621] | [p2127<=1 & 1<=p2127]]]] | [[[[p3532<=1 & 1<=p3532] | [p4937<=1 & 1<=p4937]] | [[p677<=1 & 1<=p677] | [p2369<=1 & 1<=p2369]]] | [[[p6342<=1 & 1<=p6342] | [p1110<=1 & 1<=p1110]] | [[p5561<=1 & 1<=p5561] | [[p2912<=1 & 1<=p2912] | [p4317<=1 & 1<=p4317]]]]]]] | [[[[[[p5001<=1 & 1<=p5001] | [p1002<=1 & 1<=p1002]] | [[p6284<=1 & 1<=p6284] | [p6424<=1 & 1<=p6424]]] | [[[p3920<=1 & 1<=p3920] | [p1507<=1 & 1<=p1507]] | [[p2515<=1 & 1<=p2515] | [p4604<=1 & 1<=p4604]]]] | [[[[p1701<=1 & 1<=p1701] | [p2232<=1 & 1<=p2232]] | [[p3637<=1 & 1<=p3637] | [p6083<=1 & 1<=p6083]]] | [[[p1158<=1 & 1<=p1158] | [p6255<=1 & 1<=p6255]] | [[p6351<=1 & 1<=p6351] | [[p4410<=1 & 1<=p4410] | [p3106<=1 & 1<=p3106]]]]]] | [[[[[p5176<=1 & 1<=p5176] | [p2321<=1 & 1<=p2321]] | [[p3726<=1 & 1<=p3726] | [p1399<=1 & 1<=p1399]]] | [[[p2563<=1 & 1<=p2563] | [p4953<=1 & 1<=p4953]] | [[p3589<=1 & 1<=p3589] | [p1730<=1 & 1<=p1730]]]] | [[[[p3135<=1 & 1<=p3135] | [p4848<=1 & 1<=p4848]] | [[p2000<=1 & 1<=p2000] | [p4540<=1 & 1<=p4540]]] | [[[p830<=1 & 1<=p830] | [p6392<=1 & 1<=p6392]] | [[p2843<=1 & 1<=p2843] | [[p1990<=1 & 1<=p1990] | [p1952<=1 & 1<=p1952]]]]]]]] | [[[[[[[p3357<=1 & 1<=p3357] | [p1924<=1 & 1<=p1924]] | [[p5732<=1 & 1<=p5732] | [p2184<=1 & 1<=p2184]]] | [[[p4159<=1 & 1<=p4159] | [p4994<=1 & 1<=p4994]] | [[p3443<=1 & 1<=p3443] | [p2038<=1 & 1<=p2038]]]] | [[[[p3329<=1 & 1<=p3329] | [p1778<=1 & 1<=p1778]] | [[p3183<=1 & 1<=p3183] | [p5803<=1 & 1<=p5803]]] | [[[p6184<=1 & 1<=p6184] | [p3017<=1 & 1<=p3017]] | [[p2136<=1 & 1<=p2136] | [[p5612<=1 & 1<=p5612] | [p3541<=1 & 1<=p3541]]]]]] | [[[[[p4946<=1 & 1<=p4946] | [p1352<=1 & 1<=p1352]] | [[p2709<=1 & 1<=p2709] | [p6100<=1 & 1<=p6100]]] | [[[p3309<=1 & 1<=p3309] | [p4807<=1 & 1<=p4807]] | [[p1904<=1 & 1<=p1904] | [p1304<=1 & 1<=p1304]]]] | [[[[p5030<=1 & 1<=p5030] | [p6479<=1 & 1<=p6479]] | [[p6092<=1 & 1<=p6092] | [p5204<=1 & 1<=p5204]]] | [[[p1564<=1 & 1<=p1564] | [p2969<=1 & 1<=p2969]] | [[p2223<=1 & 1<=p2223] | [[p2802<=1 & 1<=p2802] | [p4714<=1 & 1<=p4714]]]]]]] | [[[[[[p4207<=1 & 1<=p4207] | [p5928<=1 & 1<=p5928]] | [[p2620<=1 & 1<=p2620] | [p2747<=1 & 1<=p2747]]] | [[[p1342<=1 & 1<=p1342] | [p1516<=1 & 1<=p1516]] | [[p4549<=1 & 1<=p4549] | [p448<=1 & 1<=p448]]]] | [[[[p810<=1 & 1<=p810] | [p507<=1 & 1<=p507]] | [[p1119<=1 & 1<=p1119] | [p1739<=1 & 1<=p1739]]] | [[[p5547<=1 & 1<=p5547] | [p6333<=1 & 1<=p6333]] | [[p3144<=1 & 1<=p3144] | [[p2524<=1 & 1<=p2524] | [p6037<=1 & 1<=p6037]]]]]] | [[[[[p686<=1 & 1<=p686] | [p5841<=1 & 1<=p5841]] | [[p1390<=1 & 1<=p1390] | [p3929<=1 & 1<=p3929]]] | [[[p2795<=1 & 1<=p2795] | [p3977<=1 & 1<=p3977]] | [[p5310<=1 & 1<=p5310] | [[p2572<=1 & 1<=p2572] | [p1167<=1 & 1<=p1167]]]]] | [[[[p6275<=1 & 1<=p6275] | [p2312<=1 & 1<=p2312]] | [[p6433<=1 & 1<=p6433] | [p2241<=1 & 1<=p2241]]] | [[[p2203<=1 & 1<=p2203] | [p5391<=1 & 1<=p5391]] | [[p6264<=1 & 1<=p6264] | [[p2932<=1 & 1<=p2932] | [p4827<=1 & 1<=p4827]]]]]]]]] | [[[[[[[[p3754<=1 & 1<=p3754] | [p657<=1 & 1<=p657]] | [[p3840<=1 & 1<=p3840] | [p2581<=1 & 1<=p2581]]] | [[[p4973<=1 & 1<=p4973] | [p2727<=1 & 1<=p2727]] | [[p5119<=1 & 1<=p5119] | [p6371<=1 & 1<=p6371]]]] | [[[[p1381<=1 & 1<=p1381] | [p2738<=1 & 1<=p2738]] | [[p3762<=1 & 1<=p3762] | [p3616<=1 & 1<=p3616]]] | [[[p2592<=1 & 1<=p2592] | [p437<=1 & 1<=p437]] | [[p695<=1 & 1<=p695] | [[p1101<=1 & 1<=p1101] | [p3956<=1 & 1<=p3956]]]]]] | [[[[[p4034<=1 & 1<=p4034] | [p2921<=1 & 1<=p2921]] | [[p2398<=1 & 1<=p2398] | [p3900<=1 & 1<=p3900]]] | [[[p6120<=1 & 1<=p6120] | [p3744<=1 & 1<=p3744]] | [[p5197<=1 & 1<=p5197] | [p5778<=1 & 1<=p5778]]]] | [[[[p1575<=1 & 1<=p1575] | [p4374<=1 & 1<=p4374]] | [[p2387<=1 & 1<=p2387] | [p3560<=1 & 1<=p3560]]] | [[[p4771<=1 & 1<=p4771] | [p6054<=1 & 1<=p6054]] | [[p2823<=1 & 1<=p2823] | [[p5331<=1 & 1<=p5331] | [p3220<=1 & 1<=p3220]]]]]]] | [[[[[[p1972<=1 & 1<=p1972] | [p1961<=1 & 1<=p1961]] | [[p6583<=1 & 1<=p6583] | [p1023<=1 & 1<=p1023]]] | [[[p3318<=1 & 1<=p3318] | [p6562<=1 & 1<=p6562]] | [[p1370<=1 & 1<=p1370] | [p1767<=1 & 1<=p1767]]]] | [[[[p4577<=1 & 1<=p4577] | [p4633<=1 & 1<=p4633]] | [[p527<=1 & 1<=p527] | [p1139<=1 & 1<=p1139]]] | [[[p4102<=1 & 1<=p4102] | [p4180<=1 & 1<=p4180]] | [[p5757<=1 & 1<=p5757] | [[p6223<=1 & 1<=p6223] | [p3347<=1 & 1<=p3347]]]]]] | [[[[[p3938<=1 & 1<=p3938] | [p5953<=1 & 1<=p5953]] | [[p3949<=1 & 1<=p3949] | [p6534<=1 & 1<=p6534]]] | [[[p3124<=1 & 1<=p3124] | [p2600<=1 & 1<=p2600]] | [[p3414<=1 & 1<=p3414] | [[p5447<=1 & 1<=p5447] | [p6313<=1 & 1<=p6313]]]]] | [[[[p516<=1 & 1<=p516] | [p2989<=1 & 1<=p2989]] | [[p5224<=1 & 1<=p5224] | [p5370<=1 & 1<=p5370]]] | [[[p4335<=1 & 1<=p4335] | [p5448<=1 & 1<=p5448]] | [[p6149<=1 & 1<=p6149] | [[p3219<=1 & 1<=p3219] | [p1022<=1 & 1<=p1022]]]]]]]] | [[[[[[[p2341<=1 & 1<=p2341] | [p4576<=1 & 1<=p4576]] | [[p6404<=1 & 1<=p6404] | [p3995<=1 & 1<=p3995]]] | [[[p3503<=1 & 1<=p3503] | [p5140<=1 & 1<=p5140]] | [[p2330<=1 & 1<=p2330] | [p4346<=1 & 1<=p4346]]]] | [[[[p4013<=1 & 1<=p4013] | [p1196<=1 & 1<=p1196]] | [[p2978<=1 & 1<=p2978] | [p6166<=1 & 1<=p6166]]] | [[[p1324<=1 & 1<=p1324] | [p3783<=1 & 1<=p3783]] | [[p5527<=1 & 1<=p5527] | [[p2118<=1 & 1<=p2118] | [p4236<=1 & 1<=p4236]]]]]] | [[[[[p6535<=1 & 1<=p6535] | [p5919<=1 & 1<=p5919]] | [[p2649<=1 & 1<=p2649] | [p1313<=1 & 1<=p1313]]] | [[[p3811<=1 & 1<=p3811] | [p1536<=1 & 1<=p1536]] | [[p5908<=1 & 1<=p5908] | [p2426<=1 & 1<=p2426]]]] | [[[[p2638<=1 & 1<=p2638] | [p4123<=1 & 1<=p4123]] | [[p3705<=1 & 1<=p3705] | [p5974<=1 & 1<=p5974]]] | [[[p1710<=1 & 1<=p1710] | [p5582<=1 & 1<=p5582]] | [[p5409<=1 & 1<=p5409] | [[p6155<=1 & 1<=p6155] | [p2107<=1 & 1<=p2107]]]]]]] | [[[[[[p4917<=1 & 1<=p4917] | [p6008<=1 & 1<=p6008]] | [[p4828<=1 & 1<=p4828] | [p5812<=1 & 1<=p5812]]] | [[[p2018<=1 & 1<=p2018] | [p4431<=1 & 1<=p4431]] | [[p6202<=1 & 1<=p6202] | [p4353<=1 & 1<=p4353]]]] | [[[[p2029<=1 & 1<=p2029] | [p2766<=1 & 1<=p2766]] | [[p3839<=1 & 1<=p3839] | [p6415<=1 & 1<=p6415]]] | [[[p4750<=1 & 1<=p4750] | [p3598<=1 & 1<=p3598]] | [[p6121<=1 & 1<=p6121] | [[p4743<=1 & 1<=p4743] | [p1944<=1 & 1<=p1944]]]]]] | [[[[[p5823<=1 & 1<=p5823] | [p3163<=1 & 1<=p3163]] | [[p5196<=1 & 1<=p5196] | [p4520<=1 & 1<=p4520]]] | [[[p3375<=1 & 1<=p3375] | [p1721<=1 & 1<=p1721]] | [[p3386<=1 & 1<=p3386] | [[p966<=1 & 1<=p966] | [p4732<=1 & 1<=p4732]]]]] | [[[[p6053<=1 & 1<=p6053] | [p2803<=1 & 1<=p2803]] | [[p4567<=1 & 1<=p4567] | [p4586<=1 & 1<=p4586]]] | [[[p4713<=1 & 1<=p4713] | [p5330<=1 & 1<=p5330]] | [[p6582<=1 & 1<=p6582] | [[p3162<=1 & 1<=p3162] | [p4421<=1 & 1<=p4421]]]]]]]]]] | [[[[[[[[[p4440<=1 & 1<=p4440] | [p4500<=1 & 1<=p4500]] | [[p4354<=1 & 1<=p4354] | [p6203<=1 & 1<=p6203]]] | [[[p6525<=1 & 1<=p6525] | [p4246<=1 & 1<=p4246]] | [[p4907<=1 & 1<=p4907] | [p6140<=1 & 1<=p6140]]]] | [[[[p4799<=1 & 1<=p4799] | [p2755<=1 & 1<=p2755]] | [[p4761<=1 & 1<=p4761] | [p4160<=1 & 1<=p4160]]] | [[[p6038<=1 & 1<=p6038] | [p6312<=1 & 1<=p6312]] | [[p5591<=1 & 1<=p5591] | [[p5758<=1 & 1<=p5758] | [p4179<=1 & 1<=p4179]]]]]] | [[[[[p6222<=1 & 1<=p6222] | [p6544<=1 & 1<=p6544]] | [[p1032<=1 & 1<=p1032] | [p965<=1 & 1<=p965]]] | [[[p6391<=1 & 1<=p6391] | [p4227<=1 & 1<=p4227]] | [[p4926<=1 & 1<=p4926] | [p3820<=1 & 1<=p3820]]]] | [[[[p5225<=1 & 1<=p5225] | [p4634<=1 & 1<=p4634]] | [[p3229<=1 & 1<=p3229] | [p1140<=1 & 1<=p1140]]] | [[[p4519<=1 & 1<=p4519] | [p2822<=1 & 1<=p2822]] | [[p5311<=1 & 1<=p5311] | [[p408<=1 & 1<=p408] | [p2202<=1 & 1<=p2202]]]]]]] | [[[[[[p3715<=1 & 1<=p3715] | [p3801<=1 & 1<=p3801]] | [[p3626<=1 & 1<=p3626] | [p3607<=1 & 1<=p3607]]] | [[[p1013<=1 & 1<=p1013] | [p5139<=1 & 1<=p5139]] | [[p3753<=1 & 1<=p3753] | [p4993<=1 & 1<=p4993]]]] | [[[[p5158<=1 & 1<=p5158] | [p2358<=1 & 1<=p2358]] | [[p3210<=1 & 1<=p3210] | [p3763<=1 & 1<=p3763]]] | [[[p3909<=1 & 1<=p3909] | [p5572<=1 & 1<=p5572]] | [[p5526<=1 & 1<=p5526] | [[p4306<=1 & 1<=p4306] | [p3957<=1 & 1<=p3957]]]]]] | [[[[[p3016<=1 & 1<=p3016] | [p3830<=1 & 1<=p3830]] | [[p5120<=1 & 1<=p5120] | [p5031<=1 & 1<=p5031]]] | [[[p2552<=1 & 1<=p2552] | [p1537<=1 & 1<=p1537]] | [[p5187<=1 & 1<=p5187] | [p3782<=1 & 1<=p3782]]]] | [[[[p4964<=1 & 1<=p4964] | [p666<=1 & 1<=p666]] | [[p3559<=1 & 1<=p3559] | [p4373<=1 & 1<=p4373]]] | [[[p4189<=1 & 1<=p4189] | [p5581<=1 & 1<=p5581]] | [[p5562<=1 & 1<=p5562] | [[p4770<=1 & 1<=p4770] | [p1130<=1 & 1<=p1130]]]]]]]] | [[[[[[[p4751<=1 & 1<=p4751] | [p6303<=1 & 1<=p6303]] | [[p4916<=1 & 1<=p4916] | [p1149<=1 & 1<=p1149]]] | [[[p4510<=1 & 1<=p4510] | [p6322<=1 & 1<=p6322]] | [[p6381<=1 & 1<=p6381] | [p3849<=1 & 1<=p3849]]]] | [[[[p5340<=1 & 1<=p5340] | [p6212<=1 & 1<=p6212]] | [[p6130<=1 & 1<=p6130] | [p6009<=1 & 1<=p6009]]] | [[[p4983<=1 & 1<=p4983] | [p4430<=1 & 1<=p4430]] | [[p2765<=1 & 1<=p2765] | [[p4170<=1 & 1<=p4170] | [p4837<=1 & 1<=p4837]]]]]] | [[[[[p2813<=1 & 1<=p2813] | [p4103<=1 & 1<=p4103]] | [[p4703<=1 & 1<=p4703] | [p3413<=1 & 1<=p3413]]] | [[[p4742<=1 & 1<=p4742] | [p3105<=1 & 1<=p3105]] | [[p5954<=1 & 1<=p5954] | [p3153<=1 & 1<=p3153]]]] | [[[[p4363<=1 & 1<=p4363] | [p5041<=1 & 1<=p5041]] | [[p4411<=1 & 1<=p4411] | [p3006<=1 & 1<=p3006]]] | [[[p956<=1 & 1<=p956] | [p3636<=1 & 1<=p3636]] | [[p4818<=1 & 1<=p4818] | [[p6111<=1 & 1<=p6111] | [p5371<=1 & 1<=p5371]]]]]]] | [[[[[[p5390<=1 & 1<=p5390] | [p6048<=1 & 1<=p6048]] | [[p3550<=1 & 1<=p3550] | [p656<=1 & 1<=p656]]] | [[[p3569<=1 & 1<=p3569] | [p4974<=1 & 1<=p4974]] | [[p6372<=1 & 1<=p6372] | [p1594<=1 & 1<=p1594]]]] | [[[[p5130<=1 & 1<=p5130] | [p821<=1 & 1<=p821]] | [[p3617<=1 & 1<=p3617] | [p2212<=1 & 1<=p2212]]] | [[[p3502<=1 & 1<=p3502] | [p1197<=1 & 1<=p1197]] | [[p2301<=1 & 1<=p2301] | [[p2832<=1 & 1<=p2832] | [p4014<=1 & 1<=p4014]]]]]] | [[[[[p5215<=1 & 1<=p5215] | [p4122<=1 & 1<=p4122]] | [[p2609<=1 & 1<=p2609] | [p5777<=1 & 1<=p5777]]] | [[[p4237<=1 & 1<=p4237] | [p5438<=1 & 1<=p5438]] | [[p6563<=1 & 1<=p6563] | [[p4033<=1 & 1<=p4033] | [p1546<=1 & 1<=p1546]]]]] | [[[[p5321<=1 & 1<=p5321] | [p5973<=1 & 1<=p5973]] | [[p3706<=1 & 1<=p3706] | [p3810<=1 & 1<=p3810]]] | [[[p3966<=1 & 1<=p3966] | [p418<=1 & 1<=p418]] | [[p6444<=1 & 1<=p6444] | [[p2222<=1 & 1<=p2222] | [p5517<=1 & 1<=p5517]]]]]]]]] | [[[[[[[[1<=p676 & p676<=1] | [p1187<=1 & 1<=p1187]] | [[p1333<=1 & 1<=p1333] | [p4132<=1 & 1<=p4132]]] | [[[p2368<=1 & 1<=p2368] | [p5983<=1 & 1<=p5983]] | [[p1527<=1 & 1<=p1527] | [p3919<=1 & 1<=p3919]]]] | [[[[p5021<=1 & 1<=p5021] | [p3986<=1 & 1<=p3986]] | [[p2435<=1 & 1<=p2435] | [p5167<=1 & 1<=p5167]]] | [[[p5536<=1 & 1<=p5536] | [p4614<=1 & 1<=p4614]] | [[p2902<=1 & 1<=p2902] | [[p6332<=1 & 1<=p6332] | [p1120<=1 & 1<=p1120]]]]]] | [[[[[p5234<=1 & 1<=p5234] | [p4326<=1 & 1<=p4326]] | [[p1740<=1 & 1<=p1740] | [p5361<=1 & 1<=p5361]]] | [[[p3433<=1 & 1<=p3433] | [p3725<=1 & 1<=p3725]] | [[p6294<=1 & 1<=p6294] | [p6352<=1 & 1<=p6352]]]] | [[[[p5149<=1 & 1<=p5149] | [p2562<=1 & 1<=p2562]] | [[p4954<=1 & 1<=p4954] | [p840<=1 & 1<=p840]]] | [[[p3792<=1 & 1<=p3792] | [p4199<=1 & 1<=p4199]] | [[p2155<=1 & 1<=p2155] | [[p5703<=1 & 1<=p5703] | [p2842<=1 & 1<=p2842]]]]]]] | [[[[[[p6195<=1 & 1<=p6195] | [p4790<=1 & 1<=p4790]] | [[p3366<=1 & 1<=p3366] | [p4150<=1 & 1<=p4150]]] | [[[p975<=1 & 1<=p975] | [p5641<=1 & 1<=p5641]] | [[p2147<=1 & 1<=p2147] | [p3328<=1 & 1<=p3328]]]] | [[[[p3172<=1 & 1<=p3172] | [p2629<=1 & 1<=p2629]] | [[p5428<=1 & 1<=p5428] | [p4723<=1 & 1<=p4723]]] | [[[p6515<=1 & 1<=p6515] | [p5797<=1 & 1<=p5797]] | [[p2544<=1 & 1<=p2544] | [[p3522<=1 & 1<=p3522] | [p1797<=1 & 1<=p1797]]]]]] | [[[[[p2775<=1 & 1<=p2775] | [p6460<=1 & 1<=p6460]] | [[p546<=1 & 1<=p546] | [p1351<=1 & 1<=p1351]]] | [[[p5948<=1 & 1<=p5948] | [p3395<=1 & 1<=p3395]] | [[p4529<=1 & 1<=p4529] | [[p1042<=1 & 1<=p1042] | [p5832<=1 & 1<=p5832]]]]] | [[[[p4596<=1 & 1<=p4596] | [p5301<=1 & 1<=p5301]] | [[p6101<=1 & 1<=p6101] | [p3239<=1 & 1<=p3239]]] | [[[p4217<=1 & 1<=p4217] | [p2009<=1 & 1<=p2009]] | [[p2708<=1 & 1<=p2708] | [[p4808<=1 & 1<=p4808] | [p6028<=1 & 1<=p6028]]]]]]]] | [[[[[[[p5205<=1 & 1<=p5205] | [p4624<=1 & 1<=p4624]] | [[p4043<=1 & 1<=p4043] | [p2165<=1 & 1<=p2165]]] | [[[p2311<=1 & 1<=p2311] | [p1584<=1 & 1<=p1584]] | [[p428<=1 & 1<=p428] | [p1003<=1 & 1<=p1003]]]] | [[[[p5351<=1 & 1<=p5351] | [p3249<=1 & 1<=p3249]] | [[p6362<=1 & 1<=p6362] | [p5938<=1 & 1<=p5938]]] | [[[p5787<=1 & 1<=p5787] | [p4316<=1 & 1<=p4316]] | [[p811<=1 & 1<=p811] | [[p5993<=1 & 1<=p5993] | [p3200<=1 & 1<=p3200]]]]]] | [[[[[p5418<=1 & 1<=p5418] | [p1517<=1 & 1<=p1517]] | [[p3735<=1 & 1<=p3735] | [p1343<=1 & 1<=p1343]]] | [[[p2619<=1 & 1<=p2619] | [p5546<=1 & 1<=p5546]] | [[p6434<=1 & 1<=p6434] | [p2378<=1 & 1<=p2378]]]] | [[[[p6505<=1 & 1<=p6505] | [p3976<=1 & 1<=p3976]] | [[p5177<=1 & 1<=p5177] | [p1177<=1 & 1<=p1177]]] | [[[p2718<=1 & 1<=p2718] | [p5110<=1 & 1<=p5110]] | [[p6592<=1 & 1<=p6592] | [[p2406<=1 & 1<=p2406] | [p5842<=1 & 1<=p5842]]]]]]] | [[[[[[p6553<=1 & 1<=p6553] | [p4383<=1 & 1<=p4383]] | [[p2941<=1 & 1<=p2941] | [p5507<=1 & 1<=p5507]]] | [[[p3512<=1 & 1<=p3512] | [p4004<=1 & 1<=p4004]] | [[p536<=1 & 1<=p536] | [p4936<=1 & 1<=p4936]]]] | [[[[p4847<=1 & 1<=p4847] | [p4539<=1 & 1<=p4539]] | [[p3423<=1 & 1<=p3423] | [p2048<=1 & 1<=p2048]]] | [[[p3182<=1 & 1<=p3182] | [p6499<=1 & 1<=p6499]] | [[p1361<=1 & 1<=p1361] | [[p2445<=1 & 1<=p2445] | [p985<=1 & 1<=p985]]]]]] | [[[[[p6450<=1 & 1<=p6450] | [p3026<=1 & 1<=p3026]] | [[p5244<=1 & 1<=p5244] | [p3356<=1 & 1<=p3356]]] | [[[p4780<=1 & 1<=p4780] | [p6063<=1 & 1<=p6063]] | [[p5552<=1 & 1<=p5552] | [[p3579<=1 & 1<=p3579] | [p4557<=1 & 1<=p4557]]]]] | [[[[p1758<=1 & 1<=p1758] | [p6185<=1 & 1<=p6185]] | [[p2959<=1 & 1<=p2959] | [p2137<=1 & 1<=p2137]]] | [[[p3115<=1 & 1<=p3115] | [p6232<=1 & 1<=p6232]] | [[p3646<=1 & 1<=p3646] | [[p1981<=1 & 1<=p1981] | [p4401<=1 & 1<=p4401]]]]]]]]]]]]]]]]]
normalized: ~ [[~ [EG [EG [~ [[[[[[[[[[[[[[p1325<=1 & 1<=p1325] | [p6002<=1 & 1<=p6002]] | [[p1530<=1 & 1<=p1530] | [p1034<=1 & 1<=p1034]]] | [[[p6452<=1 & 1<=p6452] | [p4380<=1 & 1<=p4380]] | [[p1184<=1 & 1<=p1184] | [p2432<=1 & 1<=p2432]]]] | [[[[[p2158<=1 & 1<=p2158] | [p3789<=1 & 1<=p3789]] | [p3169<=1 & 1<=p3169]] | [[p4782<=1 & 1<=p4782] | [p3994<=1 & 1<=p3994]]] | [[[p2626<=1 & 1<=p2626] | [p5213<=1 & 1<=p5213]] | [[p2938<=1 & 1<=p2938] | [p6065<=1 & 1<=p6065]]]]] | [[[[[[p1916<=1 & 1<=p1916] | [p3029<=1 & 1<=p3029]] | [p4565<=1 & 1<=p4565]] | [[p4749<=1 & 1<=p4749] | [p4622<=1 & 1<=p4622]]] | [[[p5146<=1 & 1<=p5146] | [p4949<=1 & 1<=p4949]] | [[p1128<=1 & 1<=p1128] | [p5633<=1 & 1<=p5633]]]] | [[[[[p3425<=1 & 1<=p3425] | [p2637<=1 & 1<=p2637]] | [p2139<=1 & 1<=p2139]] | [[p2403<=1 & 1<=p2403] | [p2414<=1 & 1<=p2414]]] | [[[p6154<=1 & 1<=p6154] | [p5436<=1 & 1<=p5436]] | [[p5504<=1 & 1<=p5504] | [p4135<=1 & 1<=p4135]]]]]] | [[[[[[[p402<=1 & 1<=p402] | [p4391<=1 & 1<=p4391]] | [p983<=1 & 1<=p983]] | [[p6234<=1 & 1<=p6234] | [p2012<=1 & 1<=p2012]]] | [[[p5533<=1 & 1<=p5533] | [p3738<=1 & 1<=p3738]] | [[p3028<=1 & 1<=p3028] | [p3592<=1 & 1<=p3592]]]] | [[[[p5829<=1 & 1<=p5829] | [p5907<=1 & 1<=p5907]] | [[p4002<=1 & 1<=p4002] | [p5242<=1 & 1<=p5242]]] | [[[p4526<=1 & 1<=p4526] | [p1581<=1 & 1<=p1581]] | [[p3983<=1 & 1<=p3983] | [p2536<=1 & 1<=p2536]]]]] | [[[[[[p1748<=1 & 1<=p1748] | [p3398<=1 & 1<=p3398]] | [p3374<=1 & 1<=p3374]] | [[p3363<=1 & 1<=p3363] | [p2352<=1 & 1<=p2352]]] | [[[p4385<=1 & 1<=p4385] | [p5789<=1 & 1<=p5789]] | [[p3989<=1 & 1<=p3989] | [p6060<=1 & 1<=p6060]]]] | [[[[p6229<=1 & 1<=p6229] | [p6109<=1 & 1<=p6109]] | [[p3034<=1 & 1<=p3034] | [p2006<=1 & 1<=p2006]]] | [[[p6436<=1 & 1<=p6436] | [p3023<=1 & 1<=p3023]] | [[p6240<=1 & 1<=p6240] | [p5835<=1 & 1<=p5835]]]]]]] | [[[[[[[[p3732<=1 & 1<=p3732] | [p3208<=1 & 1<=p3208]] | [p2152<=1 & 1<=p2152]] | [[p2542<=1 & 1<=p2542] | [p5510<=1 & 1<=p5510]]] | [[[p4219<=1 & 1<=p4219] | [p1799<=1 & 1<=p1799]] | [[p5397<=1 & 1<=p5397] | [p1364<=1 & 1<=p1364]]]] | [[[[[p6458<=1 & 1<=p6458] | [p3828<=1 & 1<=p3828]] | [p3431<=1 & 1<=p3431]] | [[p4839<=1 & 1<=p4839] | [p4386<=1 & 1<=p4386]]] | [[[p2145<=1 & 1<=p2145] | [p3341<=1 & 1<=p3341]] | [[p5555<=1 & 1<=p5555] | [p1011<=1 & 1<=p1011]]]]] | [[[[[[p2933<=1 & 1<=p2933] | [p3605<=1 & 1<=p3605]] | [p2944<=1 & 1<=p2944]] | [[p3643<=1 & 1<=p3643] | [p2196<=1 & 1<=p2196]]] | [[[p4788<=1 & 1<=p4788] | [p2101<=1 & 1<=p2101]] | [[p1978<=1 & 1<=p1978] | [p1190<=1 & 1<=p1190]]]] | [[[[p6071<=1 & 1<=p6071] | [p4040<=1 & 1<=p4040]] | [[p5185<=1 & 1<=p5185] | [p977<=1 & 1<=p977]]] | [[[p3649<=1 & 1<=p3649] | [p4129<=1 & 1<=p4129]] | [[p2409<=1 & 1<=p2409] | [p5784<=1 & 1<=p5784]]]]]] | [[[[[[[p6354<=1 & 1<=p6354] | [p4437<=1 & 1<=p4437]] | [p5359<=1 & 1<=p5359]] | [[p5236<=1 & 1<=p5236] | [p3822<=1 & 1<=p3822]]] | [[[p3112<=1 & 1<=p3112] | [p4225<=1 & 1<=p4225]] | [[p6296<=1 & 1<=p6296] | [p4777<=1 & 1<=p4777]]]] | [[[[p5795<=1 & 1<=p5795] | [p2547<=1 & 1<=p2547]] | [[p528<=1 & 1<=p528] | [p2772<=1 & 1<=p2772]]] | [[[p4616<=1 & 1<=p4616] | [p4442<=1 & 1<=p4442]] | [[p3420<=1 & 1<=p3420] | [p2381<=1 & 1<=p2381]]]]] | [[[[[[p1185<=1 & 1<=p1185] | [p6066<=1 & 1<=p6066]] | [p2235<=1 & 1<=p2235]] | [[p1755<=1 & 1<=p1755] | [p3515<=1 & 1<=p3515]]] | [[[p3369<=1 & 1<=p3369] | [p6453<=1 & 1<=p6453]] | [[p5744<=1 & 1<=p5744] | [p3906<=1 & 1<=p3906]]]] | [[[[p6442<=1 & 1<=p6442] | [p5515<=1 & 1<=p5515]] | [[p6345<=1 & 1<=p6345] | [p4956<=1 & 1<=p4956]]] | [[[p2721<=1 & 1<=p2721] | [p1525<=1 & 1<=p1525]] | [[p6550<=1 & 1<=p6550] | [p6235<=1 & 1<=p6235]]]]]]]] | [[[[[[[[[p5342<=1 & 1<=p5342] | [p4329<=1 & 1<=p4329]] | [p6496<=1 & 1<=p6496]] | [[p4720<=1 & 1<=p4720] | [p1761<=1 & 1<=p1761]]] | [[[p1945<=1 & 1<=p1945] | [p1179<=1 & 1<=p1179]] | [[p6502<=1 & 1<=p6502] | [p5509<=1 & 1<=p5509]]]] | [[[[[p6360<=1 & 1<=p6360] | [p972<=1 & 1<=p972]] | [p5207<=1 & 1<=p5207]] | [[p5304<=1 & 1<=p5304] | [p2778<=1 & 1<=p2778]]] | [[[p2632<=1 & 1<=p2632] | [p2541<=1 & 1<=p2541]] | [[p1519<=1 & 1<=p1519] | [p5218<=1 & 1<=p5218]]]]] | [[[[[[p5013<=1 & 1<=p5013] | [p4816<=1 & 1<=p4816]] | [p4045<=1 & 1<=p4045]] | [[p4962<=1 & 1<=p4962] | [p2408<=1 & 1<=p2408]]] | [[[p2972<=1 & 1<=p2972] | [p6398<=1 & 1<=p6398]] | [[p5902<=1 & 1<=p5902] | [p3118<=1 & 1<=p3118]]]] | [[[[p2017<=1 & 1<=p2017] | [p5353<=1 & 1<=p5353]] | [[p5609<=1 & 1<=p5609] | [p3189<=1 & 1<=p3189]]] | [[[p5122<=1 & 1<=p5122] | [p3449<=1 & 1<=p3449]] | [[p3312<=1 & 1<=p3312] | [p1040<=1 & 1<=p1040]]]]]] | [[[[[[[p4323<=1 & 1<=p4323] | [p2966<=1 & 1<=p2966]] | [p1301<=1 & 1<=p1301]] | [[p2178<=1 & 1<=p2178] | [p3535<=1 & 1<=p3535]]] | [[[p6103<=1 & 1<=p6103] | [p3765<=1 & 1<=p3765]] | [[p1345<=1 & 1<=p1345] | [p5931<=1 & 1<=p5931]]]] | [[[[p5156<=1 & 1<=p5156] | [p2754<=1 & 1<=p2754]] | [[p6476<=1 & 1<=p6476] | [p4245<=1 & 1<=p4245]]] | [[[p3932<=1 & 1<=p3932] | [p504<=1 & 1<=p504]] | [[p5033<=1 & 1<=p5033] | [p6574<=1 & 1<=p6574]]]]] | [[[[[[p6278<=1 & 1<=p6278] | [p683<=1 & 1<=p683]] | [p1558<=1 & 1<=p1558]] | [[p1921<=1 & 1<=p1921] | [p410<=1 & 1<=p410]]] | [[[p4731<=1 & 1<=p4731] | [p6447<=1 & 1<=p6447]] | [[p3586<=1 & 1<=p3586] | [p2798<=1 & 1<=p2798]]]] | [[[[p1955<=1 & 1<=p1955] | [p5965<=1 & 1<=p5965]] | [[p6178<=1 & 1<=p6178] | [p5430<=1 & 1<=p5430]]] | [[[p4642<=1 & 1<=p4642] | [p6040<=1 & 1<=p6040]] | [[p3138<=1 & 1<=p3138] | [p3402<=1 & 1<=p3402]]]]]]] | [[[[[[[[p689<=1 & 1<=p689] | [p3625<=1 & 1<=p3625]] | [p5348<=1 & 1<=p5348]] | [[p2915<=1 & 1<=p2915] | [p1742<=1 & 1<=p1742]]] | [[[p4636<=1 & 1<=p4636] | [p2041<=1 & 1<=p2041]] | [[p4759<=1 & 1<=p4759] | [p1781<=1 & 1<=p1781]]]] | [[[[p4162<=1 & 1<=p4162] | [p5573<=1 & 1<=p5573]] | [[p6020<=1 & 1<=p6020] | [p2792<=1 & 1<=p2792]]] | [[[p2172<=1 & 1<=p2172] | [p4943<=1 & 1<=p4943]] | [[p2805<=1 & 1<=p2805] | [p5615<=1 & 1<=p5615]]]]] | [[[[[[p4419<=1 & 1<=p4419] | [p1122<=1 & 1<=p1122]] | [p5760<=1 & 1<=p5760]] | [[p6089<=1 & 1<=p6089] | [p4502<=1 & 1<=p4502]]] | [[[p4810<=1 & 1<=p4810] | [p4111<=1 & 1<=p4111]] | [[p2575<=1 & 1<=p2575] | [p3306<=1 & 1<=p3306]]]] | [[[[p4149<=1 & 1<=p4149] | [p5726<=1 & 1<=p5726]] | [[p804<=1 & 1<=p804] | [p4559<=1 & 1<=p4559]]] | [[[p1552<=1 & 1<=p1552] | [p1548<=1 & 1<=p1548]] | [[p3771<=1 & 1<=p3771] | [p6508<=1 & 1<=p6508]]]]]] | [[[[[[[p5150<=1 & 1<=p5150] | [p4362<=1 & 1<=p4362]] | [p1005<=1 & 1<=p1005]] | [[p3005<=1 & 1<=p3005] | [p416<=1 & 1<=p416]]] | [[[p2849<=1 & 1<=p2849] | [p4905<=1 & 1<=p4905]] | [[p1927<=1 & 1<=p1927] | [p6138<=1 & 1<=p6138]]]] | [[[[p4016<=1 & 1<=p4016] | [p2715<=1 & 1<=p2715]] | [[p1307<=1 & 1<=p1307] | [p3392<=1 & 1<=p3392]]] | [[[p3246<=1 & 1<=p3246] | [p5128<=1 & 1<=p5128]] | [[p6046<=1 & 1<=p6046] | [p2318<=1 & 1<=p2318]]]]] | [[[[[[p6172<=1 & 1<=p6172] | [p1704<=1 & 1<=p1704]] | [p5971<=1 & 1<=p5971]] | [[p4982<=1 & 1<=p4982] | [p833<=1 & 1<=p833]]] | [[[p5179<=1 & 1<=p5179] | [p6211<=1 & 1<=p6211]] | [[p3529<=1 & 1<=p3529] | [p4845<=1 & 1<=p4845]]]] | [[[[p6380<=1 & 1<=p6380] | [p5373<=1 & 1<=p5373]] | [[p2035<=1 & 1<=p2035] | [p3195<=1 & 1<=p3195]]] | [[[p4448<=1 & 1<=p4448] | [p4413<=1 & 1<=p4413]] | [[p2324<=1 & 1<=p2324] | [p954<=1 & 1<=p954]]]]]]]]] | [[[[[[[[[[p3401<=1 & 1<=p3401] | [p4423<=1 & 1<=p4423]] | [p4758<=1 & 1<=p4758]] | [[p2602<=1 & 1<=p2602] | [p4646<=1 & 1<=p4646]]] | [[[p3624<=1 & 1<=p3624] | [p5770<=1 & 1<=p5770]] | [[p6210<=1 & 1<=p6210] | [p1780<=1 & 1<=p1780]]]] | [[[[[p3936<=1 & 1<=p3936] | [p3847<=1 & 1<=p3847]] | [p6315<=1 & 1<=p6315]] | [[p1160<=1 & 1<=p1160] | [p2338<=1 & 1<=p2338]]] | [[[p3803<=1 & 1<=p3803] | [p5720<=1 & 1<=p5720]] | [[p3316<=1 & 1<=p3316] | [p4182<=1 & 1<=p4182]]]]] | [[[[[[p3222<=1 & 1<=p3222] | [p4021<=1 & 1<=p4021]] | [p4579<=1 & 1<=p4579]] | [[p2914<=1 & 1<=p2914] | [p958<=1 & 1<=p958]]] | [[[p2825<=1 & 1<=p2825] | [p1959<=1 & 1<=p1959]] | [[p4249<=1 & 1<=p4249] | [p1562<=1 & 1<=p1562]]]] | [[[[p2517<=1 & 1<=p2517] | [p1378<=1 & 1<=p1378]] | [[p1030<=1 & 1<=p1030] | [p2177<=1 & 1<=p2177]]] | [[[p5199<=1 & 1<=p5199] | [p1785<=1 & 1<=p1785]] | [[p2512<=1 & 1<=p2512] | [p3534<=1 & 1<=p3534]]]]]] | [[[[[[[p6016<=1 & 1<=p6016] | [p1155<=1 & 1<=p1155]] | [p2919<=1 & 1<=p2919]] | [[p6310<=1 & 1<=p6310] | [p6412<=1 & 1<=p6412]]] | [[[p6205<=1 & 1<=p6205] | [p3842<=1 & 1<=p3842]] | [[p1718<=1 & 1<=p1718] | [p3227<=1 & 1<=p3227]]]] | [[[[p3562<=1 & 1<=p3562] | [p2607<=1 & 1<=p2607]] | [[p1557<=1 & 1<=p1557] | [p2579<=1 & 1<=p2579]]] | [[[p1383<=1 & 1<=p1383] | [p5815<=1 & 1<=p5815]] | [[p4356<=1 & 1<=p4356] | [p5328<=1 & 1<=p5328]]]]] | [[[[[[p5378<=1 & 1<=p5378] | [p1998<=1 & 1<=p1998]] | [p6472<=1 & 1<=p6472]] | [[p5406<=1 & 1<=p5406] | [p4244<=1 & 1<=p4244]]] | [[[p2740<=1 & 1<=p2740] | [p1544<=1 & 1<=p1544]] | [[p2205<=1 & 1<=p2205] | [p4584<=1 & 1<=p4584]]]] | [[[[p3048<=1 & 1<=p3048] | [p6158<=1 & 1<=p6158]] | [[p3629<=1 & 1<=p3629] | [p4239<=1 & 1<=p4239]]] | [[[p5323<=1 & 1<=p5323] | [p953<=1 & 1<=p953]] | [[p3388<=1 & 1<=p3388] | [p2031<=1 & 1<=p2031]]]]]]] | [[[[[[[[p6482<=1 & 1<=p6482] | [p1500<=1 & 1<=p1500]] | [p2522<=1 & 1<=p2522]] | [[p1775<=1 & 1<=p1775] | [p6580<=1 & 1<=p6580]]] | [[[p4763<=1 & 1<=p4763] | [p4366<=1 & 1<=p4366]] | [[p3708<=1 & 1<=p3708] | [p6021<=1 & 1<=p6021]]]] | [[[[[p4986<=1 & 1<=p4986] | [p6090<=1 & 1<=p6090]] | [p4919<=1 & 1<=p4919]] | [[p6384<=1 & 1<=p6384] | [p5926<=1 & 1<=p5926]]] | [[[p3142<=1 & 1<=p3142] | [p2120<=1 & 1<=p2120]] | [[p1902<=1 & 1<=p1902] | [p3132<=1 & 1<=p3132]]]]] | [[[[[[p1165<=1 & 1<=p1165] | [p6374<=1 & 1<=p6374]] | [p3406<=1 & 1<=p3406]] | [[p6215<=1 & 1<=p6215] | [p5810<=1 & 1<=p5810]]] | [[[p3009<=1 & 1<=p3009] | [p4976<=1 & 1<=p4976]] | [[p3964<=1 & 1<=p3964] | [p5765<=1 & 1<=p5765]]]] | [[[[p654<=1 & 1<=p654] | [p4361<=1 & 1<=p4361]] | [[p5383<=1 & 1<=p5383] | [p5921<=1 & 1<=p5921]]] | [[[p2991<=1 & 1<=p2991] | [p3199<=1 & 1<=p3199]] | [[p6095<=1 & 1<=p6095] | [p4725<=1 & 1<=p4725]]]]]] | [[[[[[[p4348<=1 & 1<=p4348] | [p6477<=1 & 1<=p6477]] | [p4701<=1 & 1<=p4701]] | [[p6272<=1 & 1<=p6272] | [p3004<=1 & 1<=p3004]]] | [[[p1549<=1 & 1<=p1549] | [p5043<=1 & 1<=p5043]] | [[p2735<=1 & 1<=p2735] | [p3619<=1 & 1<=p3619]]]] | [[[[p6417<=1 & 1<=p6417] | [p3539<=1 & 1<=p3539]] | [[p6537<=1 & 1<=p6537] | [p5579<=1 & 1<=p5579]]] | [[[p2395<=1 & 1<=p2395] | [p4105<=1 & 1<=p4105]] | [[p3959<=1 & 1<=p3959] | [p4981<=1 & 1<=p4981]]]]] | [[[[[[p6045<=1 & 1<=p6045] | [p5805<=1 & 1<=p5805]] | [p4835<=1 & 1<=p4835]] | [[p6128<=1 & 1<=p6128] | [p2797<=1 & 1<=p2797]]] | [[[p3703<=1 & 1<=p3703] | [p445<=1 & 1<=p445]] | [[p2036<=1 & 1<=p2036] | [p4026<=1 & 1<=p4026]]]] | [[[[p4641<=1 & 1<=p4641] | [p1147<=1 & 1<=p1147]] | [[p2182<=1 & 1<=p2182] | [p3572<=1 & 1<=p3572]]] | [[[p6422<=1 & 1<=p6422] | [p5951<=1 & 1<=p5951]] | [[p4100<=1 & 1<=p4100] | [p5559<=1 & 1<=p5559]]]]]]]] | [[[[[[[[[p4706<=1 & 1<=p4706] | [p6026<=1 & 1<=p6026]] | [p3988<=1 & 1<=p3988]] | [[p4215<=1 & 1<=p4215] | [p2011<=1 & 1<=p2011]]] | [[[p440<=1 & 1<=p440] | [p6253<=1 & 1<=p6253]] | [[p4929<=1 & 1<=p4929] | [p3505<=1 & 1<=p3505]]]] | [[[[[p2215<=1 & 1<=p2215] | [p2234<=1 & 1<=p2234]] | [p2996<=1 & 1<=p2996]] | [[p3728<=1 & 1<=p3728] | [p5995<=1 & 1<=p5995]]] | [[[p2438<=1 & 1<=p2438] | [p2631<=1 & 1<=p2631]] | [[p1505<=1 & 1<=p1505] | [p6560<=1 & 1<=p6560]]]]] | [[[[[[p5639<=1 & 1<=p5639] | [p5318<=1 & 1<=p5318]] | [p6267<=1 & 1<=p6267]] | [[p4192<=1 & 1<=p4192] | [p3368<=1 & 1<=p3368]]] | [[[p5539<=1 & 1<=p5539] | [p5901<=1 & 1<=p5901]] | [[p6441<=1 & 1<=p6441] | [p1108<=1 & 1<=p1108]]]] | [[[[p2952<=1 & 1<=p2952] | [p6585<=1 & 1<=p6585]] | [[p1127<=1 & 1<=p1127] | [p6133<=1 & 1<=p6133]]] | [[[p2371<=1 & 1<=p2371] | [p1524<=1 & 1<=p1524]] | [[p3795<=1 & 1<=p3795] | [p2348<=1 & 1<=p2348]]]]]] | [[[[[[[p978<=1 & 1<=p978] | [p5945<=1 & 1<=p5945]] | [p5584<=1 & 1<=p5584]] | [[p4952<=1 & 1<=p4952] | [p2835<=1 & 1<=p2835]]] | [[[p3902<=1 & 1<=p3902] | [p421<=1 & 1<=p421]] | [[p2612<=1 & 1<=p2612] | [p2768<=1 & 1<=p2768]]]] | [[[[p3969<=1 & 1<=p3969] | [p4840<=1 & 1<=p4840]] | [[p4612<=1 & 1<=p4612] | [p5212<=1 & 1<=p5212]]] | [[[p4532<=1 & 1<=p4532] | [p6350<=1 & 1<=p6350]] | [[p4309<=1 & 1<=p4309] | [p1010<=1 & 1<=p1010]]]]] | [[[[[[p3108<=1 & 1<=p3108] | [p6292<=1 & 1<=p6292]] | [p5117<=1 & 1<=p5117]] | [[p5232<=1 & 1<=p5232] | [p2144<=1 & 1<=p2144]]] | [[[p4745<=1 & 1<=p4745] | [p1331<=1 & 1<=p1331]] | [[p5604<=1 & 1<=p5604] | [p6512<=1 & 1<=p6512]]]] | [[[[p5740<=1 & 1<=p5740] | [p5038<=1 & 1<=p5038]] | [[p1979<=1 & 1<=p1979] | [p5019<=1 & 1<=p5019]]] | [[[p3760<=1 & 1<=p3760] | [p2125<=1 & 1<=p2125]] | [[p3175<=1 & 1<=p3175] | [p3194<=1 & 1<=p3194]]]]]]] | [[[[[[[[p3648<=1 & 1<=p3648] | [p1751<=1 & 1<=p1751]] | [p678<=1 & 1<=p678]] | [[p2351<=1 & 1<=p2351] | [p997<=1 & 1<=p997]]] | [[[p659<=1 & 1<=p659] | [p2574<=1 & 1<=p2574]] | [[p5790<=1 & 1<=p5790] | [p3165<=1 & 1<=p3165]]]] | [[[[p1388<=1 & 1<=p1388] | [p5715<=1 & 1<=p5715]] | [[p3912<=1 & 1<=p3912] | [p6108<=1 & 1<=p6108]]] | [[[p3823<=1 & 1<=p3823] | [p524<=1 & 1<=p524]] | [[p5629<=1 & 1<=p5629] | [p3931<=1 & 1<=p3931]]]]] | [[[[[[p5009<=1 & 1<=p5009] | [p4328<=1 & 1<=p4328]] | [p4443<=1 & 1<=p4443]] | [[p2555<=1 & 1<=p2555] | [p4046<=1 & 1<=p4046]]] | [[[p4815<=1 & 1<=p4815] | [p4589<=1 & 1<=p4589]] | [[p1321<=1 & 1<=p1321] | [p2971<=1 & 1<=p2971]]]] | [[[[p2745<=1 & 1<=p2745] | [p4522<=1 & 1<=p4522]] | [[p534<=1 & 1<=p534] | [p4418<=1 & 1<=p4418]]] | [[[p2428<=1 & 1<=p2428] | [p5435<=1 & 1<=p5435]] | [[p3426<=1 & 1<=p3426] | [p3311<=1 & 1<=p3311]]]]]] | [[[[[[[p1941<=1 & 1<=p1941] | [p4948<=1 & 1<=p4948]] | [p2313<=1 & 1<=p2313]] | [[p2800<=1 & 1<=p2800] | [p2599<=1 & 1<=p2599]]] | [[[p4125<=1 & 1<=p4125] | [p4783<=1 & 1<=p4783]] | [[p5976<=1 & 1<=p5976] | [p5155<=1 & 1<=p5155]]]] | [[[[p3785<=1 & 1<=p3785] | [p5529<=1 & 1<=p5529]] | [[p2939<=1 & 1<=p2939] | [p5839<=1 & 1<=p5839]]] | [[[p6183<=1 & 1<=p6183] | [p1035<=1 & 1<=p1035]] | [[p3445<=1 & 1<=p3445] | [p4157<=1 & 1<=p4157]]]]] | [[[[[[p5416<=1 & 1<=p5416] | [p1747<=1 & 1<=p1747]] | [p3232<=1 & 1<=p3232]] | [[p1954<=1 & 1<=p1954] | [p3591<=1 & 1<=p3591]]] | [[[p1582<=1 & 1<=p1582] | [p847<=1 & 1<=p847]] | [[p5142<=1 & 1<=p5142] | [p1728<=1 & 1<=p1728]]]] | [[[[p809<=1 & 1<=p809] | [p828<=1 & 1<=p828]] | [[p3509<=1 & 1<=p3509] | [p6556<=1 & 1<=p6556]]] | [[[p2598<=1 & 1<=p2598] | [p1576<=1 & 1<=p1576]] | [[p2375<=1 & 1<=p2375] | [p1587<=1 & 1<=p1587]]]]]]]]]] | [[[[[[[[[[[p5322<=1 & 1<=p5322] | [p3926<=1 & 1<=p3926]] | [p2229<=1 & 1<=p2229]] | [[p3335<=1 & 1<=p3335] | [p2811<=1 & 1<=p2811]]] | [[[p4508<=1 & 1<=p4508] | [p1501<=1 & 1<=p1501]] | [[p5039<=1 & 1<=p5039] | [p510<=1 & 1<=p510]]]] | [[[[[p1984<=1 & 1<=p1984] | [p2995<=1 & 1<=p2995]] | [p3151<=1 & 1<=p3151]] | [[p2569<=1 & 1<=p2569] | [p5379<=1 & 1<=p5379]]] | [[[p1161<=1 & 1<=p1161] | [p548<=1 & 1<=p548]] | [[p6132<=1 & 1<=p6132] | [p4753<=1 & 1<=p4753]]]]] | [[[[[[p3202<=1 & 1<=p3202] | [p6339<=1 & 1<=p6339]] | [p5925<=1 & 1<=p5925]] | [[p4546<=1 & 1<=p4546] | [p4168<=1 & 1<=p4168]]] | [[[p2909<=1 & 1<=p2909] | [p4022<=1 & 1<=p4022]] | [[p5766<=1 & 1<=p5766] | [p1358<=1 & 1<=p1358]]]] | [[[[p2518<=1 & 1<=p2518] | [p5809<=1 & 1<=p5809]] | [[p2613<=1 & 1<=p2613] | [p6096<=1 & 1<=p6096]]] | [[[p4148<=1 & 1<=p4148] | [p2126<=1 & 1<=p2126]] | [[p4635<=1 & 1<=p4635] | [p5585<=1 & 1<=p5585]]]]]] | [[[[[[[p6543<=1 & 1<=p6543] | [p4412<=1 & 1<=p4412]] | [p2836<=1 & 1<=p2836]] | [[p1903<=1 & 1<=p1903] | [p2791<=1 & 1<=p2791]]] | [[[p5759<=1 & 1<=p5759] | [p3970<=1 & 1<=p3970]] | [[p4590<=1 & 1<=p4590] | [p2171<=1 & 1<=p2171]]]] | [[[[p5977<=1 & 1<=p5977] | [p660<=1 & 1<=p660]] | [[p4367<=1 & 1<=p4367] | [p2394<=1 & 1<=p2394]]] | [[[p996<=1 & 1<=p996] | [p2568<=1 & 1<=p2568]] | [[p5709<=1 & 1<=p5709] | [p5804<=1 & 1<=p5804]]]]] | [[[[[[p3702<=1 & 1<=p3702] | [p4545<=1 & 1<=p4545]] | [p4809<=1 & 1<=p4809]] | [[p3233<=1 & 1<=p3233] | [p6304<=1 & 1<=p6304]]] | [[[p3305<=1 & 1<=p3305] | [p1729<=1 & 1<=p1729]] | [[p5714<=1 & 1<=p5714] | [p1041<=1 & 1<=p1041]]]] | [[[[p2300<=1 & 1<=p2300] | [p3573<=1 & 1<=p3573]] | [[p2523<=1 & 1<=p2523] | [p4707<=1 & 1<=p4707]]] | [[[p3350<=1 & 1<=p3350] | [p1774<=1 & 1<=p1774]] | [[p6254<=1 & 1<=p6254] | [p439<=1 & 1<=p439]]]]]]] | [[[[[[[[p2216<=1 & 1<=p2216] | [p547<=1 & 1<=p547]] | [p6385<=1 & 1<=p6385]] | [[p4987<=1 & 1<=p4987] | [p5429<=1 & 1<=p5429]]] | [[[p822<=1 & 1<=p822] | [p4193<=1 & 1<=p4193]] | [[p834<=1 & 1<=p834] | [p5317<=1 & 1<=p5317]]]] | [[[[[p3618<=1 & 1<=p3618] | [p1506<=1 & 1<=p1506]] | [p3143<=1 & 1<=p3143]] | [[p6373<=1 & 1<=p6373] | [p3131<=1 & 1<=p3131]]] | [[[p6483<=1 & 1<=p6483] | [p1166<=1 & 1<=p1166]] | [[p6423<=1 & 1<=p6423] | [p6266<=1 & 1<=p6266]]]]] | [[[[[[p4975<=1 & 1<=p4975] | [p6196<=1 & 1<=p6196]] | [p2349<=1 & 1<=p2349]] | [[p3925<=1 & 1<=p3925] | [p3010<=1 & 1<=p3010]]] | [[[p6216<=1 & 1<=p6216] | [p4310<=1 & 1<=p4310]] | [[p5161<=1 & 1<=p5161] | [p6591<=1 & 1<=p6591]]]] | [[[[p2511<=1 & 1<=p2511] | [p2228<=1 & 1<=p2228]] | [[p2042<=1 & 1<=p2042] | [p6204<=1 & 1<=p6204]]] | [[[p6039<=1 & 1<=p6039] | [p5590<=1 & 1<=p5590]] | [[p5603<=1 & 1<=p5603] | [p5417<=1 & 1<=p5417]]]]]] | [[[[[[[p4355<=1 & 1<=p4355] | [p3444<=1 & 1<=p3444]] | [p4930<=1 & 1<=p4930]] | [[p6526<=1 & 1<=p6526] | [p6471<=1 & 1<=p6471]]] | [[[p1154<=1 & 1<=p1154] | [p1786<=1 & 1<=p1786]] | [[p2908<=1 & 1<=p2908] | [p6321<=1 & 1<=p6321]]]] | [[[[p3759<=1 & 1<=p3759] | [p3630<=1 & 1<=p3630]] | [[p827<=1 & 1<=p827] | [p4752<=1 & 1<=p4752]]] | [[[p1551<=1 & 1<=p1551] | [p1389<=1 & 1<=p1389]] | [[p5372<=1 & 1<=p5372] | [p6084<=1 & 1<=p6084]]]]] | [[[[[[p665<=1 & 1<=p665] | [p3188<=1 & 1<=p3188]] | [p6261<=1 & 1<=p6261]] | [[p1004<=1 & 1<=p1004] | [p4201<=1 & 1<=p4201]]] | [[[p4015<=1 & 1<=p4015] | [p434<=1 & 1<=p434]] | [[p2848<=1 & 1<=p2848] | [p6139<=1 & 1<=p6139]]]] | [[[[p6316<=1 & 1<=p6316] | [p5994<=1 & 1<=p5994]] | [[p5116<=1 & 1<=p5116] | [p1344<=1 & 1<=p1344]]] | [[[p5932<=1 & 1<=p5932] | [p2357<=1 & 1<=p2357]] | [[p5032<=1 & 1<=p5032] | [p2746<=1 & 1<=p2746]]]]]]]] | [[[[[[[[[p2953<=1 & 1<=p2953] | [p3714<=1 & 1<=p3714]] | [p3528<=1 & 1<=p3528]] | [[p4846<=1 & 1<=p4846] | [p1109<=1 & 1<=p1109]]] | [[[p6586<=1 & 1<=p6586] | [p5111<=1 & 1<=p5111]] | [[p6189<=1 & 1<=p6189] | [p4334<=1 & 1<=p4334]]]] | [[[[[p4999<=1 & 1<=p4999] | [p5920<=1 & 1<=p5920]] | [p653<=1 & 1<=p653]] | [[p6015<=1 & 1<=p6015] | [p4449<=1 & 1<=p4449]]] | [[[p6059<=1 & 1<=p6059] | [p6228<=1 & 1<=p6228]] | [[p5044<=1 & 1<=p5044] | [p3022<=1 & 1<=p3022]]]]] | [[[[[[p2977<=1 & 1<=p2977] | [p4821<=1 & 1<=p4821]] | [p3245<=1 & 1<=p3245]] | [[p1029<=1 & 1<=p1029] | [p1178<=1 & 1<=p1178]]] | [[[p1985<=1 & 1<=p1985] | [p5441<=1 & 1<=p5441]] | [[p5578<=1 & 1<=p5578] | [p1133<=1 & 1<=p1133]]]] | [[[[p3419<=1 & 1<=p3419] | [p2580<=1 & 1<=p2580]] | [[p1915<=1 & 1<=p1915] | [p5503<=1 & 1<=p5503]]] | [[[p1543<=1 & 1<=p1543] | [p6397<=1 & 1<=p6397]] | [[p3047<=1 & 1<=p3047] | [p6114<=1 & 1<=p6114]]]]]] | [[[[[[[p5396<=1 & 1<=p5396] | [p4647<=1 & 1<=p4647]] | [p3937<=1 & 1<=p3937]] | [[p5597<=1 & 1<=p5597] | [p1588<=1 & 1<=p1588]]] | [[[p3387<=1 & 1<=p3387] | [p2030<=1 & 1<=p2030]] | [[p3709<=1 & 1<=p3709] | [p5771<=1 & 1<=p5771]]]] | [[[[p2402<=1 & 1<=p2402] | [p3597<=1 & 1<=p3597]] | [[p3317<=1 & 1<=p3317] | [p2307<=1 & 1<=p2307]]] | [[[p2945<=1 & 1<=p2945] | [p4379<=1 & 1<=p4379]] | [[p5970<=1 & 1<=p5970] | [p2195<=1 & 1<=p2195]]]]] | [[[[[[p3804<=1 & 1<=p3804] | [p5989<=1 & 1<=p5989]] | [p1960<=1 & 1<=p1960]] | [[p4039<=1 & 1<=p4039] | [p6531<=1 & 1<=p6531]]] | [[[p959<=1 & 1<=p959] | [p2535<=1 & 1<=p2535]] | [[p4151<=1 & 1<=p4151] | [p4789<=1 & 1<=p4789]]]] | [[[[p5783<=1 & 1<=p5783] | [p5721<=1 & 1<=p5721]] | [[p5702<=1 & 1<=p5702] | [p5384<=1 & 1<=p5384]]] | [[[p6072<=1 & 1<=p6072] | [p3362<=1 & 1<=p3362]] | [[p1191<=1 & 1<=p1191] | [p3585<=1 & 1<=p3585]]]]]]] | [[[[[[[[p815<=1 & 1<=p815] | [p4726<=1 & 1<=p4726]] | [p6328<=1 & 1<=p6328]] | [[p1741<=1 & 1<=p1741] | [p2548<=1 & 1<=p2548]]] | [[[p3035<=1 & 1<=p3035] | [p6598<=1 & 1<=p6598]] | [[p6241<=1 & 1<=p6241] | [p505<=1 & 1<=p505]]]] | [[[[p4719<=1 & 1<=p4719] | [p6273<=1 & 1<=p6273]] | [[p1121<=1 & 1<=p1121] | [p2005<=1 & 1<=p2005]]] | [[[p6519<=1 & 1<=p6519] | [p4347<=1 & 1<=p4347]] | [[p6435<=1 & 1<=p6435] | [p3540<=1 & 1<=p3540]]]]] | [[[[[[p2920<=1 & 1<=p2920] | [p3432<=1 & 1<=p3432]] | [p1146<=1 & 1<=p1146]] | [[p5305<=1 & 1<=p5305] | [p6538<=1 & 1<=p6538]]] | [[[p5168<=1 & 1<=p5168] | [p4106<=1 & 1<=p4106]] | [[p971<=1 & 1<=p971] | [p5982<=1 & 1<=p5982]]]] | [[[[p6127<=1 & 1<=p6127] | [p4942<=1 & 1<=p4942]] | [[p1518<=1 & 1<=p1518] | [p4834<=1 & 1<=p4834]]] | [[[p4027<=1 & 1<=p4027] | [p427<=1 & 1<=p427]] | [[p2593<=1 & 1<=p2593] | [p446<=1 & 1<=p446]]]]]] | [[[[[[[p4503<=1 & 1<=p4503] | [p5516<=1 & 1<=p5516]] | [p2990<=1 & 1<=p2990]] | [[p2240<=1 & 1<=p2240] | [p2183<=1 & 1<=p2183]]] | [[[p5206<=1 & 1<=p5206] | [p3324<=1 & 1<=p3324]] | [[p2625<=1 & 1<=p2625] | [p1302<=1 & 1<=p1302]]]] | [[[[p5123<=1 & 1<=p5123] | [p4424<=1 & 1<=p4424]] | [[p2415<=1 & 1<=p2415] | [p2138<=1 & 1<=p2138]]] | [[[p4322<=1 & 1<=p4322] | [p2965<=1 & 1<=p2965]] | [[p6459<=1 & 1<=p6459] | [p3766<=1 & 1<=p3766]]]]] | [[[[[[p4764<=1 & 1<=p4764] | [p6102<=1 & 1<=p6102]] | [p6003<=1 & 1<=p6003]] | [[p5610<=1 & 1<=p5610] | [p6579<=1 & 1<=p6579]]] | [[[p1798<=1 & 1<=p1798] | [p984<=1 & 1<=p984]] | [[p672<=1 & 1<=p672] | [p5796<=1 & 1<=p5796]]]] | [[[[p5104<=1 & 1<=p5104] | [p4208<=1 & 1<=p4208]] | [[p3407<=1 & 1<=p3407] | [p1922<=1 & 1<=p1922]]] | [[[p3642<=1 & 1<=p3642] | [p4392<=1 & 1<=p4392]] | [[p6309<=1 & 1<=p6309] | [p2704<=1 & 1<=p2704]]]]]]]]] | [[[[[[[[[[p1973<=1 & 1<=p1973] | [p1016<=1 & 1<=p1016]] | [p3817<=1 & 1<=p3817]] | [[p3982<=1 & 1<=p3982] | [p1563<=1 & 1<=p1563]]] | [[[p2364<=1 & 1<=p2364] | [p5347<=1 & 1<=p5347]] | [[p4163<=1 & 1<=p4163] | [p690<=1 & 1<=p690]]]] | [[[[[p3152<=1 & 1<=p3152] | [p5834<=1 & 1<=p5834]] | [p4509<=1 & 1<=p4509]] | [[p1353<=1 & 1<=p1353] | [p2710<=1 & 1<=p2710]]] | [[[p511<=1 & 1<=p511] | [p4951<=1 & 1<=p4951]] | [[p5958<=1 & 1<=p5958] | [p5174<=1 & 1<=p5174]]]]] | [[[[[[p4118<=1 & 1<=p4118] | [p4906<=1 & 1<=p4906]] | [p3330<=1 & 1<=p3330]] | [[p6340<=1 & 1<=p6340] | [p3721<=1 & 1<=p3721]]] | [[[p2806<=1 & 1<=p2806] | [p5739<=1 & 1<=p5739]] | [[p5616<=1 & 1<=p5616] | [p1750<=1 & 1<=p1750]]]] | [[[[p4900<=1 & 1<=p4900] | [p6513<=1 & 1<=p6513]] | [[p4112<=1 & 1<=p4112] | [p6285<=1 & 1<=p6285]]] | [[[p3101<=1 & 1<=p3101] | [p4214<=1 & 1<=p4214]] | [[p803<=1 & 1<=p803] | [p3203<=1 & 1<=p3203]]]]]] | [[[[[[[p3772<=1 & 1<=p3772] | [p6334<=1 & 1<=p6334]] | [p3504<=1 & 1<=p3504]] | [[p1928<=1 & 1<=p1928] | [p4738<=1 & 1<=p4738]]] | [[[p4554<=1 & 1<=p4554] | [p3727<=1 & 1<=p3727]] | [[p2370<=1 & 1<=p2370] | [p1308<=1 & 1<=p1308]]]] | [[[[p5566<=1 & 1<=p5566] | [p5180<=1 & 1<=p5180]] | [[p2319<=1 & 1<=p2319] | [p6561<=1 & 1<=p6561]]] | [[[p6573<=1 & 1<=p6573] | [p5129<=1 & 1<=p5129]] | [[p2761<=1 & 1<=p2761] | [p409<=1 & 1<=p409]]]]] | [[[[[[p4605<=1 & 1<=p4605] | [p6177<=1 & 1<=p6177]] | [p4124<=1 & 1<=p4124]] | [[p3600<=1 & 1<=p3600] | [p5135<=1 & 1<=p5135]]] | [[[p4611<=1 & 1<=p4611] | [p6355<=1 & 1<=p6355]] | [[p6165<=1 & 1<=p6165] | [p1314<=1 & 1<=p1314]]]] | [[[[p5622<=1 & 1<=p5622] | [p3336<=1 & 1<=p3336]] | [[p5964<=1 & 1<=p5964] | [p3113<=1 & 1<=p3113]]] | [[[p2325<=1 & 1<=p2325] | [p6346<=1 & 1<=p6346]] | [[p2812<=1 & 1<=p2812] | [p5231<=1 & 1<=p5231]]]]]]] | [[[[[[[[p4169<=1 & 1<=p4169] | [p1359<=1 & 1<=p1359]] | [p5840<=1 & 1<=p5840]] | [[p1756<=1 & 1<=p1756] | [p5733<=1 & 1<=p5733]]] | [[[p4744<=1 & 1<=p4744] | [p5522<=1 & 1<=p5522]] | [[p3778<=1 & 1<=p3778] | [p2722<=1 & 1<=p2722]]]] | [[[[[p517<=1 & 1<=p517] | [p4957<=1 & 1<=p4957]] | [p4566<=1 & 1<=p4566]] | [[p1934<=1 & 1<=p1934] | [p5846<=1 & 1<=p5846]]] | [[[p5560<=1 & 1<=p5560] | [p5186<=1 & 1<=p5186]] | [[p2376<=1 & 1<=p2376] | [p1365<=1 & 1<=p1365]]]]] | [[[[[[p4560<=1 & 1<=p4560] | [p5727<=1 & 1<=p5727]] | [p4175<=1 & 1<=p4175]] | [[p6507<=1 & 1<=p6507] | [p2716<=1 & 1<=p2716]]] | [[[p415<=1 & 1<=p415] | [p3829<=1 & 1<=p3829]] | [[p3209<=1 & 1<=p3209] | [p6291<=1 & 1<=p6291]]]] | [[[[p5628<=1 & 1<=p5628] | [p3107<=1 & 1<=p3107]] | [[p4220<=1 & 1<=p4220] | [p4515<=1 & 1<=p4515]]] | [[[p6171<=1 & 1<=p6171] | [p684<=1 & 1<=p684]] | [[p4795<=1 & 1<=p4795] | [p1705<=1 & 1<=p1705]]]]]] | [[[[[[[p2818<=1 & 1<=p2818] | [p5002<=1 & 1<=p5002]] | [p2767<=1 & 1<=p2767]] | [[p3733<=1 & 1<=p3733] | [p3158<=1 & 1<=p3158]]] | [[[p3342<=1 & 1<=p3342] | [p6567<=1 & 1<=p6567]] | [[p5360<=1 & 1<=p5360] | [p2427<=1 & 1<=p2427]]]] | [[[[p2550<=1 & 1<=p2550] | [p4226<=1 & 1<=p4226]] | [[p5237<=1 & 1<=p5237] | [p6297<=1 & 1<=p6297]]] | [[[p6411<=1 & 1<=p6411] | [p2728<=1 & 1<=p2728]] | [[p1940<=1 & 1<=p1940] | [p529<=1 & 1<=p529]]]]] | [[[[[[p3784<=1 & 1<=p3784] | [p1762<=1 & 1<=p1762]] | [p1717<=1 & 1<=p1717]] | [[p4572<=1 & 1<=p4572] | [p3393<=1 & 1<=p3393]]] | [[[p5528<=1 & 1<=p5528] | [p3561<=1 & 1<=p3561]] | [[p2773<=1 & 1<=p2773] | [p6495<=1 & 1<=p6495]]]] | [[[[p2382<=1 & 1<=p2382] | [p5329<=1 & 1<=p5329]] | [[p6159<=1 & 1<=p6159] | [p5141<=1 & 1<=p5141]]] | [[[p5405<=1 & 1<=p5405] | [p4617<=1 & 1<=p4617]] | [[p6361<=1 & 1<=p6361] | [p3119<=1 & 1<=p3119]]]]]]]] | [[[[[[[[[p2331<=1 & 1<=p2331] | [p5816<=1 & 1<=p5816]] | [p3170<=1 & 1<=p3170]] | [[p4304<=1 & 1<=p4304] | [p3516<=1 & 1<=p3516]]] | [[[p5014<=1 & 1<=p5014] | [p3907<=1 & 1<=p3907]] | [[p846<=1 & 1<=p846] | [p4623<=1 & 1<=p4623]]]] | [[[[[p3835<=1 & 1<=p3835] | [p2204<=1 & 1<=p2204]] | [p5335<=1 & 1<=p5335]] | [[p2337<=1 & 1<=p2337] | [p3164<=1 & 1<=p3164]]] | [[[p1991<=1 & 1<=p1991] | [p5822<=1 & 1<=p5822]] | [[p4924<=1 & 1<=p4924] | [p3348<=1 & 1<=p3348]]]]] | [[[[[[p5147<=1 & 1<=p5147] | [p4963<=1 & 1<=p4963]] | [p523<=1 & 1<=p523]] | [[p3790<=1 & 1<=p3790] | [p3958<=1 & 1<=p3958]]] | [[[p3913<=1 & 1<=p3913] | [p1103<=1 & 1<=p1103]] | [[p2153<=1 & 1<=p2153] | [p2114<=1 & 1<=p2114]]]] | [[[[p5008<=1 & 1<=p5008] | [p5554<=1 & 1<=p5554]] | [[p4130<=1 & 1<=p4130] | [p5192<=1 & 1<=p5192]]] | [[[p2556<=1 & 1<=p2556] | [p4181<=1 & 1<=p4181]] | [[p1320<=1 & 1<=p1320] | [p2505<=1 & 1<=p2505]]]]]] | [[[[[[[p3555<=1 & 1<=p3555] | [p3606<=1 & 1<=p3606]] | [p2433<=1 & 1<=p2433]] | [[p5366<=1 & 1<=p5366] | [p1371<=1 & 1<=p1371]]] | [[[p4521<=1 & 1<=p4521] | [p3739<=1 & 1<=p3739]] | [[p5534<=1 & 1<=p5534] | [p5634<=1 & 1<=p5634]]]] | [[[[p4400<=1 & 1<=p4400] | [p3215<=1 & 1<=p3215]] | [[p2824<=1 & 1<=p2824] | [p5243<=1 & 1<=p5243]]] | [[[p1711<=1 & 1<=p1711] | [p535<=1 & 1<=p535]] | [[p5198<=1 & 1<=p5198] | [p1377<=1 & 1<=p1377]]]]] | [[[[[[p4187<=1 & 1<=p4187] | [p3399<=1 & 1<=p3399]] | [p5944<=1 & 1<=p5944]] | [[p2102<=1 & 1<=p2102] | [p4912<=1 & 1<=p4912]]] | [[[p6145<=1 & 1<=p6145] | [p3901<=1 & 1<=p3901]] | [[p4009<=1 & 1<=p4009] | [p3841<=1 & 1<=p3841]]]] | [[[[p2734<=1 & 1<=p2734] | [p1723<=1 & 1<=p1723]] | [[p2830<=1 & 1<=p2830] | [p2210<=1 & 1<=p2210]]] | [[[p5753<=1 & 1<=p5753] | [p6501<=1 & 1<=p6501]] | [[p1946<=1 & 1<=p1946] | [p4533<=1 & 1<=p4533]]]]]]] | [[[[[[[[p3745<=1 & 1<=p3745] | [p5354<=1 & 1<=p5354]] | [p1332<=1 & 1<=p1332]] | [[p5341<=1 & 1<=p5341] | [p4232<=1 & 1<=p4232]]] | [[[p4142<=1 & 1<=p4142] | [p4629<=1 & 1<=p4629]] | [[p3567<=1 & 1<=p3567] | [p5745<=1 & 1<=p5745]]]] | [[[[p2779<=1 & 1<=p2779] | [p5020<=1 & 1<=p5020]] | [[p2785<=1 & 1<=p2785] | [p1997<=1 & 1<=p1997]]] | [[[p6405<=1 & 1<=p6405] | [p3510<=1 & 1<=p3510]] | [[p696<=1 & 1<=p696] | [p5411<=1 & 1<=p5411]]]]] | [[[[[[p3176<=1 & 1<=p3176] | [p2388<=1 & 1<=p2388]] | [p6153<=1 & 1<=p6153]] | [[p3612<=1 & 1<=p3612] | [p2601<=1 & 1<=p2601]]] | [[[p2439<=1 & 1<=p2439] | [p4136<=1 & 1<=p4136]] | [[p3125<=1 & 1<=p3125] | [p5249<=1 & 1<=p5249]]]] | [[[[p6027<=1 & 1<=p6027] | [p5952<=1 & 1<=p5952]] | [[p6555<=1 & 1<=p6555] | [p3952<=1 & 1<=p3952]]] | [[[p4238<=1 & 1<=p4238] | [p4969<=1 & 1<=p4969]] | [[p6367<=1 & 1<=p6367] | [p1326<=1 & 1<=p1326]]]]]] | [[[[[[[p4578<=1 & 1<=p4578] | [p5640<=1 & 1<=p5640]] | [p2108<=1 & 1<=p2108]] | [[p3221<=1 & 1<=p3221] | [p2159<=1 & 1<=p2159]]] | [[[p2343<=1 & 1<=p2343] | [p403<=1 & 1<=p403]] | [[p4003<=1 & 1<=p4003] | [p3796<=1 & 1<=p3796]]]] | [[[[p6489<=1 & 1<=p6489] | [p5540<=1 & 1<=p5540]] | [[p4527<=1 & 1<=p4527] | [p5828<=1 & 1<=p5828]]] | [[[p4918<=1 & 1<=p4918] | [p1768<=1 & 1<=p1768]] | [[p2624<=1 & 1<=p2624] | [p1338<=1 & 1<=p1338]]]]] | [[[[[[p4137<=1 & 1<=p4137] | [p5423<=1 & 1<=p5423]] | [p1115<=1 & 1<=p1115]] | [[p2847<=1 & 1<=p2847] | [p1182<=1 & 1<=p1182]]] | [[[p806<=1 & 1<=p806] | [p5200<=1 & 1<=p5200]] | [[p5596<=1 & 1<=p5596] | [p6337<=1 & 1<=p6337]]]] | [[[[p2401<=1 & 1<=p2401] | [p2936<=1 & 1<=p2936]] | [[p433<=1 & 1<=p433] | [p5792<=1 & 1<=p5792]]] | [[[p3825<=1 & 1<=p3825] | [p3602<=1 & 1<=p3602]] | [[p5306<=1 & 1<=p5306] | [p3914<=1 & 1<=p3914]]]]]]]]]]] | [[[[[[[[[[[[p4236<=1 & 1<=p4236] | [p2118<=1 & 1<=p2118]] | [p5527<=1 & 1<=p5527]] | [[p3783<=1 & 1<=p3783] | [p1324<=1 & 1<=p1324]]] | [[[p6166<=1 & 1<=p6166] | [p2978<=1 & 1<=p2978]] | [[p1196<=1 & 1<=p1196] | [p4013<=1 & 1<=p4013]]]] | [[[[p4346<=1 & 1<=p4346] | [p2330<=1 & 1<=p2330]] | [[p5140<=1 & 1<=p5140] | [p3503<=1 & 1<=p3503]]] | [[[p3995<=1 & 1<=p3995] | [p6404<=1 & 1<=p6404]] | [[p4576<=1 & 1<=p4576] | [p2341<=1 & 1<=p2341]]]]] | [[[[[[p2107<=1 & 1<=p2107] | [p6155<=1 & 1<=p6155]] | [p5409<=1 & 1<=p5409]] | [[p5582<=1 & 1<=p5582] | [p1710<=1 & 1<=p1710]]] | [[[p5974<=1 & 1<=p5974] | [p3705<=1 & 1<=p3705]] | [[p4123<=1 & 1<=p4123] | [p2638<=1 & 1<=p2638]]]] | [[[[p2426<=1 & 1<=p2426] | [p5908<=1 & 1<=p5908]] | [[p1536<=1 & 1<=p1536] | [p3811<=1 & 1<=p3811]]] | [[[p1313<=1 & 1<=p1313] | [p2649<=1 & 1<=p2649]] | [[p5919<=1 & 1<=p5919] | [p6535<=1 & 1<=p6535]]]]]] | [[[[[[[p4421<=1 & 1<=p4421] | [p3162<=1 & 1<=p3162]] | [p6582<=1 & 1<=p6582]] | [[p5330<=1 & 1<=p5330] | [p4713<=1 & 1<=p4713]]] | [[[p4586<=1 & 1<=p4586] | [p4567<=1 & 1<=p4567]] | [[p2803<=1 & 1<=p2803] | [p6053<=1 & 1<=p6053]]]] | [[[[[p4732<=1 & 1<=p4732] | [p966<=1 & 1<=p966]] | [p3386<=1 & 1<=p3386]] | [[p1721<=1 & 1<=p1721] | [p3375<=1 & 1<=p3375]]] | [[[p4520<=1 & 1<=p4520] | [p5196<=1 & 1<=p5196]] | [[p3163<=1 & 1<=p3163] | [p5823<=1 & 1<=p5823]]]]] | [[[[[[p1944<=1 & 1<=p1944] | [p4743<=1 & 1<=p4743]] | [p6121<=1 & 1<=p6121]] | [[p3598<=1 & 1<=p3598] | [p4750<=1 & 1<=p4750]]] | [[[p6415<=1 & 1<=p6415] | [p3839<=1 & 1<=p3839]] | [[p2766<=1 & 1<=p2766] | [p2029<=1 & 1<=p2029]]]] | [[[[p4353<=1 & 1<=p4353] | [p6202<=1 & 1<=p6202]] | [[p4431<=1 & 1<=p4431] | [p2018<=1 & 1<=p2018]]] | [[[p5812<=1 & 1<=p5812] | [p4828<=1 & 1<=p4828]] | [[p6008<=1 & 1<=p6008] | [p4917<=1 & 1<=p4917]]]]]]] | [[[[[[[[p1022<=1 & 1<=p1022] | [p3219<=1 & 1<=p3219]] | [p6149<=1 & 1<=p6149]] | [[p5448<=1 & 1<=p5448] | [p4335<=1 & 1<=p4335]]] | [[[p5370<=1 & 1<=p5370] | [p5224<=1 & 1<=p5224]] | [[p2989<=1 & 1<=p2989] | [p516<=1 & 1<=p516]]]] | [[[[[p6313<=1 & 1<=p6313] | [p5447<=1 & 1<=p5447]] | [p3414<=1 & 1<=p3414]] | [[p2600<=1 & 1<=p2600] | [p3124<=1 & 1<=p3124]]] | [[[p6534<=1 & 1<=p6534] | [p3949<=1 & 1<=p3949]] | [[p5953<=1 & 1<=p5953] | [p3938<=1 & 1<=p3938]]]]] | [[[[[[p3347<=1 & 1<=p3347] | [p6223<=1 & 1<=p6223]] | [p5757<=1 & 1<=p5757]] | [[p4180<=1 & 1<=p4180] | [p4102<=1 & 1<=p4102]]] | [[[p1139<=1 & 1<=p1139] | [p527<=1 & 1<=p527]] | [[p4633<=1 & 1<=p4633] | [p4577<=1 & 1<=p4577]]]] | [[[[p1767<=1 & 1<=p1767] | [p1370<=1 & 1<=p1370]] | [[p6562<=1 & 1<=p6562] | [p3318<=1 & 1<=p3318]]] | [[[p1023<=1 & 1<=p1023] | [p6583<=1 & 1<=p6583]] | [[p1961<=1 & 1<=p1961] | [p1972<=1 & 1<=p1972]]]]]] | [[[[[[[p3220<=1 & 1<=p3220] | [p5331<=1 & 1<=p5331]] | [p2823<=1 & 1<=p2823]] | [[p6054<=1 & 1<=p6054] | [p4771<=1 & 1<=p4771]]] | [[[p3560<=1 & 1<=p3560] | [p2387<=1 & 1<=p2387]] | [[p4374<=1 & 1<=p4374] | [p1575<=1 & 1<=p1575]]]] | [[[[p5778<=1 & 1<=p5778] | [p5197<=1 & 1<=p5197]] | [[p3744<=1 & 1<=p3744] | [p6120<=1 & 1<=p6120]]] | [[[p3900<=1 & 1<=p3900] | [p2398<=1 & 1<=p2398]] | [[p2921<=1 & 1<=p2921] | [p4034<=1 & 1<=p4034]]]]] | [[[[[[p3956<=1 & 1<=p3956] | [p1101<=1 & 1<=p1101]] | [p695<=1 & 1<=p695]] | [[p437<=1 & 1<=p437] | [p2592<=1 & 1<=p2592]]] | [[[p3616<=1 & 1<=p3616] | [p3762<=1 & 1<=p3762]] | [[p2738<=1 & 1<=p2738] | [p1381<=1 & 1<=p1381]]]] | [[[[p6371<=1 & 1<=p6371] | [p5119<=1 & 1<=p5119]] | [[p2727<=1 & 1<=p2727] | [p4973<=1 & 1<=p4973]]] | [[[p2581<=1 & 1<=p2581] | [p3840<=1 & 1<=p3840]] | [[p657<=1 & 1<=p657] | [p3754<=1 & 1<=p3754]]]]]]]] | [[[[[[[[[p4827<=1 & 1<=p4827] | [p2932<=1 & 1<=p2932]] | [p6264<=1 & 1<=p6264]] | [[p5391<=1 & 1<=p5391] | [p2203<=1 & 1<=p2203]]] | [[[p2241<=1 & 1<=p2241] | [p6433<=1 & 1<=p6433]] | [[p2312<=1 & 1<=p2312] | [p6275<=1 & 1<=p6275]]]] | [[[[[p1167<=1 & 1<=p1167] | [p2572<=1 & 1<=p2572]] | [p5310<=1 & 1<=p5310]] | [[p3977<=1 & 1<=p3977] | [p2795<=1 & 1<=p2795]]] | [[[p3929<=1 & 1<=p3929] | [p1390<=1 & 1<=p1390]] | [[p5841<=1 & 1<=p5841] | [p686<=1 & 1<=p686]]]]] | [[[[[[p6037<=1 & 1<=p6037] | [p2524<=1 & 1<=p2524]] | [p3144<=1 & 1<=p3144]] | [[p6333<=1 & 1<=p6333] | [p5547<=1 & 1<=p5547]]] | [[[p1739<=1 & 1<=p1739] | [p1119<=1 & 1<=p1119]] | [[p507<=1 & 1<=p507] | [p810<=1 & 1<=p810]]]] | [[[[p448<=1 & 1<=p448] | [p4549<=1 & 1<=p4549]] | [[p1516<=1 & 1<=p1516] | [p1342<=1 & 1<=p1342]]] | [[[p2747<=1 & 1<=p2747] | [p2620<=1 & 1<=p2620]] | [[p5928<=1 & 1<=p5928] | [p4207<=1 & 1<=p4207]]]]]] | [[[[[[[p4714<=1 & 1<=p4714] | [p2802<=1 & 1<=p2802]] | [p2223<=1 & 1<=p2223]] | [[p2969<=1 & 1<=p2969] | [p1564<=1 & 1<=p1564]]] | [[[p5204<=1 & 1<=p5204] | [p6092<=1 & 1<=p6092]] | [[p6479<=1 & 1<=p6479] | [p5030<=1 & 1<=p5030]]]] | [[[[p1304<=1 & 1<=p1304] | [p1904<=1 & 1<=p1904]] | [[p4807<=1 & 1<=p4807] | [p3309<=1 & 1<=p3309]]] | [[[p6100<=1 & 1<=p6100] | [p2709<=1 & 1<=p2709]] | [[p1352<=1 & 1<=p1352] | [p4946<=1 & 1<=p4946]]]]] | [[[[[[p3541<=1 & 1<=p3541] | [p5612<=1 & 1<=p5612]] | [p2136<=1 & 1<=p2136]] | [[p3017<=1 & 1<=p3017] | [p6184<=1 & 1<=p6184]]] | [[[p5803<=1 & 1<=p5803] | [p3183<=1 & 1<=p3183]] | [[p1778<=1 & 1<=p1778] | [p3329<=1 & 1<=p3329]]]] | [[[[p2038<=1 & 1<=p2038] | [p3443<=1 & 1<=p3443]] | [[p4994<=1 & 1<=p4994] | [p4159<=1 & 1<=p4159]]] | [[[p2184<=1 & 1<=p2184] | [p5732<=1 & 1<=p5732]] | [[p1924<=1 & 1<=p1924] | [p3357<=1 & 1<=p3357]]]]]]] | [[[[[[[[p1952<=1 & 1<=p1952] | [p1990<=1 & 1<=p1990]] | [p2843<=1 & 1<=p2843]] | [[p6392<=1 & 1<=p6392] | [p830<=1 & 1<=p830]]] | [[[p4540<=1 & 1<=p4540] | [p2000<=1 & 1<=p2000]] | [[p4848<=1 & 1<=p4848] | [p3135<=1 & 1<=p3135]]]] | [[[[p1730<=1 & 1<=p1730] | [p3589<=1 & 1<=p3589]] | [[p4953<=1 & 1<=p4953] | [p2563<=1 & 1<=p2563]]] | [[[p1399<=1 & 1<=p1399] | [p3726<=1 & 1<=p3726]] | [[p2321<=1 & 1<=p2321] | [p5176<=1 & 1<=p5176]]]]] | [[[[[[p3106<=1 & 1<=p3106] | [p4410<=1 & 1<=p4410]] | [p6351<=1 & 1<=p6351]] | [[p6255<=1 & 1<=p6255] | [p1158<=1 & 1<=p1158]]] | [[[p6083<=1 & 1<=p6083] | [p3637<=1 & 1<=p3637]] | [[p2232<=1 & 1<=p2232] | [p1701<=1 & 1<=p1701]]]] | [[[[p4604<=1 & 1<=p4604] | [p2515<=1 & 1<=p2515]] | [[p1507<=1 & 1<=p1507] | [p3920<=1 & 1<=p3920]]] | [[[p6424<=1 & 1<=p6424] | [p6284<=1 & 1<=p6284]] | [[p1002<=1 & 1<=p1002] | [p5001<=1 & 1<=p5001]]]]]] | [[[[[[[p4317<=1 & 1<=p4317] | [p2912<=1 & 1<=p2912]] | [p5561<=1 & 1<=p5561]] | [[p1110<=1 & 1<=p1110] | [p6342<=1 & 1<=p6342]]] | [[[p2369<=1 & 1<=p2369] | [p677<=1 & 1<=p677]] | [[p4937<=1 & 1<=p4937] | [p3532<=1 & 1<=p3532]]]] | [[[[p2127<=1 & 1<=p2127] | [p5621<=1 & 1<=p5621]] | [[p419<=1 & 1<=p419] | [p6470<=1 & 1<=p6470]]] | [[[p1043<=1 & 1<=p1043] | [p3300<=1 & 1<=p3300]] | [[p4216<=1 & 1<=p4216] | [p3240<=1 & 1<=p3240]]]]] | [[[[[[p4556<=1 & 1<=p4556] | [p801<=1 & 1<=p801]] | [p2175<=1 & 1<=p2175]] | [[p545<=1 & 1<=p545] | [p1555<=1 & 1<=p1555]]] | [[[p3580<=1 & 1<=p3580] | [p2960<=1 & 1<=p2960]] | [[p2998<=1 & 1<=p2998] | [p6514<=1 & 1<=p6514]]]] | [[[[p1593<=1 & 1<=p1593] | [p995<=1 & 1<=p995]] | [[p3338<=1 & 1<=p3338] | [p4597<=1 & 1<=p4597]]] | [[[p3046<=1 & 1<=p3046] | [p3192<=1 & 1<=p3192]] | [[p1787<=1 & 1<=p1787] | [p5427<=1 & 1<=p5427]]]]]]]]] | [[[[[[[[[[p4401<=1 & 1<=p4401] | [p1981<=1 & 1<=p1981]] | [p3646<=1 & 1<=p3646]] | [[p6232<=1 & 1<=p6232] | [p3115<=1 & 1<=p3115]]] | [[[p2137<=1 & 1<=p2137] | [p2959<=1 & 1<=p2959]] | [[p6185<=1 & 1<=p6185] | [p1758<=1 & 1<=p1758]]]] | [[[[[p4557<=1 & 1<=p4557] | [p3579<=1 & 1<=p3579]] | [p5552<=1 & 1<=p5552]] | [[p6063<=1 & 1<=p6063] | [p4780<=1 & 1<=p4780]]] | [[[p3356<=1 & 1<=p3356] | [p5244<=1 & 1<=p5244]] | [[p3026<=1 & 1<=p3026] | [p6450<=1 & 1<=p6450]]]]] | [[[[[[p985<=1 & 1<=p985] | [p2445<=1 & 1<=p2445]] | [p1361<=1 & 1<=p1361]] | [[p6499<=1 & 1<=p6499] | [p3182<=1 & 1<=p3182]]] | [[[p2048<=1 & 1<=p2048] | [p3423<=1 & 1<=p3423]] | [[p4539<=1 & 1<=p4539] | [p4847<=1 & 1<=p4847]]]] | [[[[p4936<=1 & 1<=p4936] | [p536<=1 & 1<=p536]] | [[p4004<=1 & 1<=p4004] | [p3512<=1 & 1<=p3512]]] | [[[p5507<=1 & 1<=p5507] | [p2941<=1 & 1<=p2941]] | [[p4383<=1 & 1<=p4383] | [p6553<=1 & 1<=p6553]]]]]] | [[[[[[[p5842<=1 & 1<=p5842] | [p2406<=1 & 1<=p2406]] | [p6592<=1 & 1<=p6592]] | [[p5110<=1 & 1<=p5110] | [p2718<=1 & 1<=p2718]]] | [[[p1177<=1 & 1<=p1177] | [p5177<=1 & 1<=p5177]] | [[p3976<=1 & 1<=p3976] | [p6505<=1 & 1<=p6505]]]] | [[[[p2378<=1 & 1<=p2378] | [p6434<=1 & 1<=p6434]] | [[p5546<=1 & 1<=p5546] | [p2619<=1 & 1<=p2619]]] | [[[p1343<=1 & 1<=p1343] | [p3735<=1 & 1<=p3735]] | [[p1517<=1 & 1<=p1517] | [p5418<=1 & 1<=p5418]]]]] | [[[[[[p3200<=1 & 1<=p3200] | [p5993<=1 & 1<=p5993]] | [p811<=1 & 1<=p811]] | [[p4316<=1 & 1<=p4316] | [p5787<=1 & 1<=p5787]]] | [[[p5938<=1 & 1<=p5938] | [p6362<=1 & 1<=p6362]] | [[p3249<=1 & 1<=p3249] | [p5351<=1 & 1<=p5351]]]] | [[[[p1003<=1 & 1<=p1003] | [p428<=1 & 1<=p428]] | [[p1584<=1 & 1<=p1584] | [p2311<=1 & 1<=p2311]]] | [[[p2165<=1 & 1<=p2165] | [p4043<=1 & 1<=p4043]] | [[p4624<=1 & 1<=p4624] | [p5205<=1 & 1<=p5205]]]]]]] | [[[[[[[[p6028<=1 & 1<=p6028] | [p4808<=1 & 1<=p4808]] | [p2708<=1 & 1<=p2708]] | [[p2009<=1 & 1<=p2009] | [p4217<=1 & 1<=p4217]]] | [[[p3239<=1 & 1<=p3239] | [p6101<=1 & 1<=p6101]] | [[p5301<=1 & 1<=p5301] | [p4596<=1 & 1<=p4596]]]] | [[[[[p5832<=1 & 1<=p5832] | [p1042<=1 & 1<=p1042]] | [p4529<=1 & 1<=p4529]] | [[p3395<=1 & 1<=p3395] | [p5948<=1 & 1<=p5948]]] | [[[p1351<=1 & 1<=p1351] | [p546<=1 & 1<=p546]] | [[p6460<=1 & 1<=p6460] | [p2775<=1 & 1<=p2775]]]]] | [[[[[[p1797<=1 & 1<=p1797] | [p3522<=1 & 1<=p3522]] | [p2544<=1 & 1<=p2544]] | [[p5797<=1 & 1<=p5797] | [p6515<=1 & 1<=p6515]]] | [[[p4723<=1 & 1<=p4723] | [p5428<=1 & 1<=p5428]] | [[p2629<=1 & 1<=p2629] | [p3172<=1 & 1<=p3172]]]] | [[[[p3328<=1 & 1<=p3328] | [p2147<=1 & 1<=p2147]] | [[p5641<=1 & 1<=p5641] | [p975<=1 & 1<=p975]]] | [[[p4150<=1 & 1<=p4150] | [p3366<=1 & 1<=p3366]] | [[p4790<=1 & 1<=p4790] | [p6195<=1 & 1<=p6195]]]]]] | [[[[[[[p2842<=1 & 1<=p2842] | [p5703<=1 & 1<=p5703]] | [p2155<=1 & 1<=p2155]] | [[p4199<=1 & 1<=p4199] | [p3792<=1 & 1<=p3792]]] | [[[p840<=1 & 1<=p840] | [p4954<=1 & 1<=p4954]] | [[p2562<=1 & 1<=p2562] | [p5149<=1 & 1<=p5149]]]] | [[[[p6352<=1 & 1<=p6352] | [p6294<=1 & 1<=p6294]] | [[p3725<=1 & 1<=p3725] | [p3433<=1 & 1<=p3433]]] | [[[p5361<=1 & 1<=p5361] | [p1740<=1 & 1<=p1740]] | [[p4326<=1 & 1<=p4326] | [p5234<=1 & 1<=p5234]]]]] | [[[[[[p1120<=1 & 1<=p1120] | [p6332<=1 & 1<=p6332]] | [p2902<=1 & 1<=p2902]] | [[p4614<=1 & 1<=p4614] | [p5536<=1 & 1<=p5536]]] | [[[p5167<=1 & 1<=p5167] | [p2435<=1 & 1<=p2435]] | [[p3986<=1 & 1<=p3986] | [p5021<=1 & 1<=p5021]]]] | [[[[p3919<=1 & 1<=p3919] | [p1527<=1 & 1<=p1527]] | [[p5983<=1 & 1<=p5983] | [p2368<=1 & 1<=p2368]]] | [[[p4132<=1 & 1<=p4132] | [p1333<=1 & 1<=p1333]] | [[p1187<=1 & 1<=p1187] | [1<=p676 & p676<=1]]]]]]]] | [[[[[[[[[p5517<=1 & 1<=p5517] | [p2222<=1 & 1<=p2222]] | [p6444<=1 & 1<=p6444]] | [[p418<=1 & 1<=p418] | [p3966<=1 & 1<=p3966]]] | [[[p3810<=1 & 1<=p3810] | [p3706<=1 & 1<=p3706]] | [[p5973<=1 & 1<=p5973] | [p5321<=1 & 1<=p5321]]]] | [[[[[p1546<=1 & 1<=p1546] | [p4033<=1 & 1<=p4033]] | [p6563<=1 & 1<=p6563]] | [[p5438<=1 & 1<=p5438] | [p4237<=1 & 1<=p4237]]] | [[[p5777<=1 & 1<=p5777] | [p2609<=1 & 1<=p2609]] | [[p4122<=1 & 1<=p4122] | [p5215<=1 & 1<=p5215]]]]] | [[[[[[p4014<=1 & 1<=p4014] | [p2832<=1 & 1<=p2832]] | [p2301<=1 & 1<=p2301]] | [[p1197<=1 & 1<=p1197] | [p3502<=1 & 1<=p3502]]] | [[[p2212<=1 & 1<=p2212] | [p3617<=1 & 1<=p3617]] | [[p821<=1 & 1<=p821] | [p5130<=1 & 1<=p5130]]]] | [[[[p1594<=1 & 1<=p1594] | [p6372<=1 & 1<=p6372]] | [[p4974<=1 & 1<=p4974] | [p3569<=1 & 1<=p3569]]] | [[[p656<=1 & 1<=p656] | [p3550<=1 & 1<=p3550]] | [[p6048<=1 & 1<=p6048] | [p5390<=1 & 1<=p5390]]]]]] | [[[[[[[p5371<=1 & 1<=p5371] | [p6111<=1 & 1<=p6111]] | [p4818<=1 & 1<=p4818]] | [[p3636<=1 & 1<=p3636] | [p956<=1 & 1<=p956]]] | [[[p3006<=1 & 1<=p3006] | [p4411<=1 & 1<=p4411]] | [[p5041<=1 & 1<=p5041] | [p4363<=1 & 1<=p4363]]]] | [[[[p3153<=1 & 1<=p3153] | [p5954<=1 & 1<=p5954]] | [[p3105<=1 & 1<=p3105] | [p4742<=1 & 1<=p4742]]] | [[[p3413<=1 & 1<=p3413] | [p4703<=1 & 1<=p4703]] | [[p4103<=1 & 1<=p4103] | [p2813<=1 & 1<=p2813]]]]] | [[[[[[p4837<=1 & 1<=p4837] | [p4170<=1 & 1<=p4170]] | [p2765<=1 & 1<=p2765]] | [[p4430<=1 & 1<=p4430] | [p4983<=1 & 1<=p4983]]] | [[[p6009<=1 & 1<=p6009] | [p6130<=1 & 1<=p6130]] | [[p6212<=1 & 1<=p6212] | [p5340<=1 & 1<=p5340]]]] | [[[[p3849<=1 & 1<=p3849] | [p6381<=1 & 1<=p6381]] | [[p6322<=1 & 1<=p6322] | [p4510<=1 & 1<=p4510]]] | [[[p1149<=1 & 1<=p1149] | [p4916<=1 & 1<=p4916]] | [[p6303<=1 & 1<=p6303] | [p4751<=1 & 1<=p4751]]]]]]] | [[[[[[[[p1130<=1 & 1<=p1130] | [p4770<=1 & 1<=p4770]] | [p5562<=1 & 1<=p5562]] | [[p5581<=1 & 1<=p5581] | [p4189<=1 & 1<=p4189]]] | [[[p4373<=1 & 1<=p4373] | [p3559<=1 & 1<=p3559]] | [[p666<=1 & 1<=p666] | [p4964<=1 & 1<=p4964]]]] | [[[[p3782<=1 & 1<=p3782] | [p5187<=1 & 1<=p5187]] | [[p1537<=1 & 1<=p1537] | [p2552<=1 & 1<=p2552]]] | [[[p5031<=1 & 1<=p5031] | [p5120<=1 & 1<=p5120]] | [[p3830<=1 & 1<=p3830] | [p3016<=1 & 1<=p3016]]]]] | [[[[[[p3957<=1 & 1<=p3957] | [p4306<=1 & 1<=p4306]] | [p5526<=1 & 1<=p5526]] | [[p5572<=1 & 1<=p5572] | [p3909<=1 & 1<=p3909]]] | [[[p3763<=1 & 1<=p3763] | [p3210<=1 & 1<=p3210]] | [[p2358<=1 & 1<=p2358] | [p5158<=1 & 1<=p5158]]]] | [[[[p4993<=1 & 1<=p4993] | [p3753<=1 & 1<=p3753]] | [[p5139<=1 & 1<=p5139] | [p1013<=1 & 1<=p1013]]] | [[[p3607<=1 & 1<=p3607] | [p3626<=1 & 1<=p3626]] | [[p3801<=1 & 1<=p3801] | [p3715<=1 & 1<=p3715]]]]]] | [[[[[[[p2202<=1 & 1<=p2202] | [p408<=1 & 1<=p408]] | [p5311<=1 & 1<=p5311]] | [[p2822<=1 & 1<=p2822] | [p4519<=1 & 1<=p4519]]] | [[[p1140<=1 & 1<=p1140] | [p3229<=1 & 1<=p3229]] | [[p4634<=1 & 1<=p4634] | [p5225<=1 & 1<=p5225]]]] | [[[[p3820<=1 & 1<=p3820] | [p4926<=1 & 1<=p4926]] | [[p4227<=1 & 1<=p4227] | [p6391<=1 & 1<=p6391]]] | [[[p965<=1 & 1<=p965] | [p1032<=1 & 1<=p1032]] | [[p6544<=1 & 1<=p6544] | [p6222<=1 & 1<=p6222]]]]] | [[[[[[p4179<=1 & 1<=p4179] | [p5758<=1 & 1<=p5758]] | [p5591<=1 & 1<=p5591]] | [[p6312<=1 & 1<=p6312] | [p6038<=1 & 1<=p6038]]] | [[[p4160<=1 & 1<=p4160] | [p4761<=1 & 1<=p4761]] | [[p2755<=1 & 1<=p2755] | [p4799<=1 & 1<=p4799]]]] | [[[[p6140<=1 & 1<=p6140] | [p4907<=1 & 1<=p4907]] | [[p4246<=1 & 1<=p4246] | [p6525<=1 & 1<=p6525]]] | [[[p6203<=1 & 1<=p6203] | [p4354<=1 & 1<=p4354]] | [[p4500<=1 & 1<=p4500] | [p4440<=1 & 1<=p4440]]]]]]]]]] | [[[[[[[[[[[p5723<=1 & 1<=p5723] | [p1933<=1 & 1<=p1933]] | [p6175<=1 & 1<=p6175]] | [[p3635<=1 & 1<=p3635] | [p839<=1 & 1<=p839]]] | [[[p4925<=1 & 1<=p4925] | [p1992<=1 & 1<=p1992]] | [[p3791<=1 & 1<=p3791] | [p6221<=1 & 1<=p6221]]]] | [[[[[p6390<=1 & 1<=p6390] | [p5148<=1 & 1<=p5148]] | [p4613<=1 & 1<=p4613]] | [[p3412<=1 & 1<=p3412] | [p4724<=1 & 1<=p4724]]] | [[[p4104<=1 & 1<=p4104] | [p3349<=1 & 1<=p3349]] | [[p4947<=1 & 1<=p4947] | [p6293<=1 & 1<=p6293]]]]] | [[[[[[p2903<=1 & 1<=p2903] | [p2814<=1 & 1<=p2814]] | [p4702<=1 & 1<=p4702]] | [[p3126<=1 & 1<=p3126] | [p4327<=1 & 1<=p4327]]] | [[[p5233<=1 & 1<=p5233] | [p3590<=1 & 1<=p3590]] | [[p1372<=1 & 1<=p1372] | [p5731<=1 & 1<=p5731]]]] | [[[[p5010<=1 & 1<=p5010] | [p5535<=1 & 1<=p5535]] | [[p5339<=1 & 1<=p5339] | [p2434<=1 & 1<=p2434]]] | [[[p3015<=1 & 1<=p3015] | [p4501<=1 & 1<=p4501]] | [[p1769<=1 & 1<=p1769] | [p6052<=1 & 1<=p6052]]]]]] | [[[[[[[p4528<=1 & 1<=p4528] | [p5166<=1 & 1<=p5166]] | [p4568<=1 & 1<=p4568]] | [[p2037<=1 & 1<=p2037] | [p6488<=1 & 1<=p6488]]] | [[[p4769<=1 & 1<=p4769] | [p4171<=1 & 1<=p4171]] | [[p3193<=1 & 1<=p3193] | [p2350<=1 & 1<=p2350]]]] | [[[[p4595<=1 & 1<=p4595] | [p3831<=1 & 1<=p3831]] | [[p2729<=1 & 1<=p2729] | [p5121<=1 & 1<=p5121]]] | [[[p4372<=1 & 1<=p4372] | [p2796<=1 & 1<=p2796]] | [[p5188<=1 & 1<=p5188] | [p2831<=1 & 1<=p2831]]]]] | [[[[[[p5776<=1 & 1<=p5776] | [p1595<=1 & 1<=p1595]] | [p6581<=1 & 1<=p6581]] | [[p5630<=1 & 1<=p5630] | [p5949<=1 & 1<=p5949]]] | [[[p3523<=1 & 1<=p3523] | [p2608<=1 & 1<=p2608]] | [[p4032<=1 & 1<=p4032] | [p3746<=1 & 1<=p3746]]]] | [[[[p417<=1 & 1<=p417] | [p3211<=1 & 1<=p3211]] | [[p5389<=1 & 1<=p5389] | [p3171<=1 & 1<=p3171]]] | [[[p5927<=1 & 1<=p5927] | [p2997<=1 & 1<=p2997]] | [[p3752<=1 & 1<=p3752] | [p3764<=1 & 1<=p3764]]]]]]] | [[[[[[[[p4305<=1 & 1<=p4305] | [p2630<=1 & 1<=p2630]] | [p3551<=1 & 1<=p3551]] | [[p3238<=1 & 1<=p3238] | [p3965<=1 & 1<=p3965]]] | [[[p2389<=1 & 1<=p2389] | [p2970<=1 & 1<=p2970]] | [[p4228<=1 & 1<=p4228] | [p3228<=1 & 1<=p3228]]]] | [[[[[p1942<=1 & 1<=p1942] | [p3533<=1 & 1<=p3533]] | [p5821<=1 & 1<=p5821]] | [[p964<=1 & 1<=p964] | [p5312<=1 & 1<=p5312]]] | [[[p6554<=1 & 1<=p6554] | [p3310<=1 & 1<=p3310]] | [[p4206<=1 & 1<=p4206] | [p4161<=1 & 1<=p4161]]]]] | [[[[[[p3975<=1 & 1<=p3975] | [p2176<=1 & 1<=p2176]] | [p1719<=1 & 1<=p1719]] | [[p3355<=1 & 1<=p3355] | [p6141<=1 & 1<=p6141]]] | [[[p6010<=1 & 1<=p6010] | [p4908<=1 & 1<=p4908]] | [[p2618<=1 & 1<=p2618] | [p1556<=1 & 1<=p1556]]]] | [[[[p5407<=1 & 1<=p5407] | [p1953<=1 & 1<=p1953]] | [[p5937<=1 & 1<=p5937] | [p2109<=1 & 1<=p2109]]] | [[[p4625<=1 & 1<=p4625] | [p4585<=1 & 1<=p4585]] | [[p5741<=1 & 1<=p5741] | [p5350<=1 & 1<=p5350]]]]]] | [[[[[[[p6157<=1 & 1<=p6157] | [p829<=1 & 1<=p829]] | [p2804<=1 & 1<=p2804]] | [[p4712<=1 & 1<=p4712] | [p4965<=1 & 1<=p4965]]] | [[[p2573<=1 & 1<=p2573] | [p4188<=1 & 1<=p4188]] | [[p2166<=1 & 1<=p2166] | [p2551<=1 & 1<=p2551]]]] | [[[[p1980<=1 & 1<=p1980] | [p5972<=1 & 1<=p5972]] | [[p2233<=1 & 1<=p2233] | [p6363<=1 & 1<=p6363]]] | [[[p2339<=1 & 1<=p2339] | [p2047<=1 & 1<=p2047]] | [[p3930<=1 & 1<=p3930] | [p3848<=1 & 1<=p3848]]]]] | [[[[[[p2506<=1 & 1<=p2506] | [p2211<=1 & 1<=p2211]] | [p525<=1 & 1<=p525]] | [[p1198<=1 & 1<=p1198] | [p3908<=1 & 1<=p3908]]] | [[[1<=p5245 & p5245<=1] | [p4143<=1 & 1<=p4143]] | [[p5178<=1 & 1<=p5178] | [p2786<=1 & 1<=p2786]]]] | [[[[p1322<=1 & 1<=p1322] | [p6283<=1 & 1<=p6283]] | [[p4992<=1 & 1<=p4992] | [p1538<=1 & 1<=p1538]]] | [[[p3608<=1 & 1<=p3608] | [p2913<=1 & 1<=p2913]] | [[p3568<=1 & 1<=p3568] | [p4603<=1 & 1<=p4603]]]]]]]] | [[[[[[[[[p2446<=1 & 1<=p2446] | [p6406<=1 & 1<=p6406]] | [p2561<=1 & 1<=p2561]] | [[p1156<=1 & 1<=p1156] | [p6286<=1 & 1<=p6286]]] | [[[p5620<=1 & 1<=p5620] | [p5642<=1 & 1<=p5642]] | [[p4955<=1 & 1<=p4955] | [p1379<=1 & 1<=p1379]]]] | [[[[[p5003<=1 & 1<=p5003] | [p6353<=1 & 1<=p6353]] | [p1312<=1 & 1<=p1312]] | [[p6506<=1 & 1<=p6506] | [p3918<=1 & 1<=p3918]]] | [[[p802<=1 & 1<=p802] | [p2717<=1 & 1<=p2717]] | [[p5419<=1 & 1<=p5419] | [p6167<=1 & 1<=p6167]]]]] | [[[[[[p5939<=1 & 1<=p5939] | [p2342<=1 & 1<=p2342]] | [p6403<=1 & 1<=p6403]] | [[p5743<=1 & 1<=p5743] | [p2910<=1 & 1<=p2910]]] | [[[p515<=1 & 1<=p515] | [p4315<=1 & 1<=p4315]] | [[p1382<=1 & 1<=p1382] | [p694<=1 & 1<=p694]]]] | [[[[p3201<=1 & 1<=p3201] | [p5022<=1 & 1<=p5022]] | [[p1999<=1 & 1<=p1999] | [p2164<=1 & 1<=p2164]]] | [[[p2513<=1 & 1<=p2513] | [p1932<=1 & 1<=p1932]] | [[p1334<=1 & 1<=p1334] | [p2739<=1 & 1<=p2739]]]]]] | [[[[[[[p1315<=1 & 1<=p1315] | [p6029<=1 & 1<=p6029]] | [p4606<=1 & 1<=p4606]] | [[p5352<=1 & 1<=p5352] | [p4558<=1 & 1<=p4558]]] | [[[p5833<=1 & 1<=p5833] | [p5623<=1 & 1<=p5623]] | [[p3337<=1 & 1<=p3337] | [p6490<=1 & 1<=p6490]]]] | [[[[p2396<=1 & 1<=p2396] | [p1159<=1 & 1<=p1159]] | [[p1700<=1 & 1<=p1700] | [p4218<=1 & 1<=p4218]]] | [[[p2958<=1 & 1<=p2958] | [p1722<=1 & 1<=p1722]] | [[p1553<=1 & 1<=p1553] | [p2173<=1 & 1<=p2173]]]]] | [[[[[[p3578<=1 & 1<=p3578] | [p1360<=1 & 1<=p1360]] | [p1111<=1 & 1<=p1111]] | [[p2516<=1 & 1<=p2516] | [p4141<=1 & 1<=p4141]]] | [[[p2736<=1 & 1<=p2736] | [p2049<=1 & 1<=p2049]] | [[p2444<=1 & 1<=p2444] | [p2106<=1 & 1<=p2106]]]] | [[[[p5811<=1 & 1<=p5811] | [p4935<=1 & 1<=p4935]] | [[p5410<=1 & 1<=p5410] | [p6341<=1 & 1<=p6341]]] | [[[p4005<=1 & 1<=p4005] | [p2784<=1 & 1<=p2784]] | [[p697<=1 & 1<=p697] | [p5000<=1 & 1<=p5000]]]]]]] | [[[[[[[[p3511<=1 & 1<=p3511] | [p1935<=1 & 1<=p1935]] | [p3530<=1 & 1<=p3530]] | [[p2399<=1 & 1<=p2399] | [p2377<=1 & 1<=p2377]]] | [[[p841<=1 & 1<=p841] | [p5349<=1 & 1<=p5349]] | [[p6295<=1 & 1<=p6295] | [p5545<=1 & 1<=p5545]]]] | [[[[p6478<=1 & 1<=p6478] | [p5235<=1 & 1<=p5235]] | [[p1102<=1 & 1<=p1102] | [p6413<=1 & 1<=p6413]]] | [[[p4198<=1 & 1<=p4198] | [p4615<=1 & 1<=p4615]] | [[p2793<=1 & 1<=p2793] | [p6416<=1 & 1<=p6416]]]]] | [[[[[[p5362<=1 & 1<=p5362] | [p2901<=1 & 1<=p2901]] | [p2154<=1 & 1<=p2154]] | [[p2504<=1 & 1<=p2504] | [p2726<=1 & 1<=p2726]]] | [[[p3734<=1 & 1<=p3734] | [p5012<=1 & 1<=p5012]] | [[p5814<=1 & 1<=p5814] | [p1712<=1 & 1<=p1712]]]] | [[[[p2221<=1 & 1<=p2221] | [p6094<=1 & 1<=p6094]] | [[p1391<=1 & 1<=p1391] | [p4131<=1 & 1<=p4131]]] | [[[p2329<=1 & 1<=p2329] | [p3136<=1 & 1<=p3136]] | [[p3346<=1 & 1<=p3346] | [p3114<=1 & 1<=p3114]]]]]] | [[[[[[[p1709<=1 & 1<=p1709] | [p6164<=1 & 1<=p6164]] | [p5400<=1 & 1<=p5400]] | [[p1731<=1 & 1<=p1731] | [p2116<=1 & 1<=p2116]]] | [[[p4402<=1 & 1<=p4402] | [p5632<=1 & 1<=p5632]] | [[p6481<=1 & 1<=p6481] | [p1757<=1 & 1<=p1757]]]] | [[[[p2774<=1 & 1<=p2774] | [p1369<=1 & 1<=p1369]] | [[p3394<=1 & 1<=p3394] | [p1776<=1 & 1<=p1776]]] | [[[p3521<=1 & 1<=p3521] | [p5553<=1 & 1<=p5553]] | [[p1779<=1 & 1<=p1779] | [p537<=1 & 1<=p537]]]]] | [[[[[[p2040<=1 & 1<=p2040] | [p4538<=1 & 1<=p4538]] | [p3133<=1 & 1<=p3133]] | [[p5734<=1 & 1<=p5734] | [p2119<=1 & 1<=p2119]]] | [[[p3181<=1 & 1<=p3181] | [p518<=1 & 1<=p518]] | [[p2332<=1 & 1<=p2332] | [p6091<=1 & 1<=p6091]]]] | [[[[p2841<=1 & 1<=p2841] | [p2230<=1 & 1<=p2230]] | [[p5040<=1 & 1<=p5040] | [p3241<=1 & 1<=p3241]]] | [[[p6469<=1 & 1<=p6469] | [p6110<=1 & 1<=p6110]] | [[p955<=1 & 1<=p955] | [p6019<=1 & 1<=p6019]]]]]]]]] | [[[[[[[[[[p4817<=1 & 1<=p4817] | [p3542<=1 & 1<=p3542]] | [p3018<=1 & 1<=p3018]] | [[p2007<=1 & 1<=p2007] | [p4721<=1 & 1<=p4721]]] | [[[p4995<=1 & 1<=p4995] | [p2185<=1 & 1<=p2185]] | [[p4944<=1 & 1<=p4944] | [p4420<=1 & 1<=p4420]]]] | [[[[[p5118<=1 & 1<=p5118] | [p4598<=1 & 1<=p4598]] | [p5303<=1 & 1<=p5303]] | [[p1989<=1 & 1<=p1989] | [p3761<=1 & 1<=p3761]]] | [[[p3755<=1 & 1<=p3755] | [p6393<=1 & 1<=p6393]] | [[p3442<=1 & 1<=p3442] | [p1129<=1 & 1<=p1129]]]]] | [[[[[[p6323<=1 & 1<=p6323] | [p4152<=1 & 1<=p4152]] | [p3364<=1 & 1<=p3364]] | [[p1788<=1 & 1<=p1788] | [p5963<=1 & 1<=p5963]]] | [[[p6274<=1 & 1<=p6274] | [p1547<=1 & 1<=p1547]] | [[p2967<=1 & 1<=p2967] | [p5767<=1 & 1<=p5767]]]] | [[[[p3190<=1 & 1<=p3190] | [p2582<=1 & 1<=p2582]] | [[p6524<=1 & 1<=p6524] | [p4324<=1 & 1<=p4324]]] | [[[p5930<=1 & 1<=p5930] | [p5309<=1 & 1<=p5309]] | [[p2627<=1 & 1<=p2627] | [p5437<=1 & 1<=p5437]]]]]] | [[[[[[[p685<=1 & 1<=p685] | [p6224<=1 & 1<=p6224]] | [p6082<=1 & 1<=p6082]] | [[p2224<=1 & 1<=p2224] | [p6584<=1 & 1<=p6584]]] | [[[p6055<=1 & 1<=p6055] | [p2922<=1 & 1<=p2922]] | [[p5157<=1 & 1<=p5157] | [p2748<=1 & 1<=p2748]]]] | [[[[p3984<=1 & 1<=p3984] | [p4035<=1 & 1<=p4035]] | [[p2359<=1 & 1<=p2359] | [p447<=1 & 1<=p447]]] | [[[p5169<=1 & 1<=p5169] | [p1033<=1 & 1<=p1033]] | [[p3800<=1 & 1<=p3800] | [p2949<=1 & 1<=p2949]]]]] | [[[[[[p4643<=1 & 1<=p4643] | [p2425<=1 & 1<=p2425]] | [p1565<=1 & 1<=p1565]] | [[p2801<=1 & 1<=p2801] | [p4375<=1 & 1<=p4375]]] | [[[p6047<=1 & 1<=p6047] | [p3716<=1 & 1<=p3716]] | [[p1749<=1 & 1<=p1749] | [p2648<=1 & 1<=p2648]]]] | [[[[p5975<=1 & 1<=p5975] | [p3927<=1 & 1<=p3927]] | [[p3403<=1 & 1<=p3403] | [p4113<=1 & 1<=p4113]]] | [[[p6302<=1 & 1<=p6302] | [p1905<=1 & 1<=p1905]] | [[p4715<=1 & 1<=p4715] | [p420<=1 & 1<=p420]]]]]]] | [[[[[[[[p6545<=1 & 1<=p6545] | [p1303<=1 & 1<=p1303]] | [p2128<=1 & 1<=p2128]] | [[p2756<=1 & 1<=p2756] | [p3581<=1 & 1<=p3581]]] | [[[p2570<=1 & 1<=p2570] | [p5611<=1 & 1<=p5611]] | [[p1983<=1 & 1<=p1983] | [p1195<=1 & 1<=p1195]]]] | [[[[[p1950<=1 & 1<=p1950] | [p4760<=1 & 1<=p4760]] | [p4555<=1 & 1<=p4555]] | [[p5380<=1 & 1<=p5380] | [p2961<=1 & 1<=p2961]]] | [[[p4158<=1 & 1<=p4158] | [p6572<=1 & 1<=p6572]] | [[p1592<=1 & 1<=p1592] | [p4733<=1 & 1<=p4733]]]]] | [[[[[[p1923<=1 & 1<=p1923] | [p4209<=1 & 1<=p4209]] | [p5802<=1 & 1<=p5802]] | [[p4547<=1 & 1<=p4547] | [p994<=1 & 1<=p994]]] | [[[p3358<=1 & 1<=p3358] | [p2001<=1 & 1<=p2001]] | [[p5918<=1 & 1<=p5918] | [p5722<=1 & 1<=p5722]]]] | [[[[p3045<=1 & 1<=p3045] | [p3307<=1 & 1<=p3307]] | [[p6131<=1 & 1<=p6131] | [p4938<=1 & 1<=p4938]]] | [[[p6176<=1 & 1<=p6176] | [p4023<=1 & 1<=p4023]] | [[p1168<=1 & 1<=p1168] | [p3385<=1 & 1<=p3385]]]]]] | [[[[[[[p6007<=1 & 1<=p6007] | [p3978<=1 & 1<=p3978]] | [p1586<=1 & 1<=p1586]] | [[p3638<=1 & 1<=p3638] | [p2943<=1 & 1<=p2943]]] | [[[p2525<=1 & 1<=p2525] | [p506<=1 & 1<=p506]] | [[p4838<=1 & 1<=p4838] | [p5571<=1 & 1<=p5571]]]] | [[[[p5175<=1 & 1<=p5175] | [p3145<=1 & 1<=p3145]] | [[p2320<=1 & 1<=p2320] | [p1012<=1 & 1<=p1012]]] | [[[p3247<=1 & 1<=p3247] | [p6256<=1 & 1<=p6256]] | [[p2028<=1 & 1<=p2028] | [p832<=1 & 1<=p832]]]]] | [[[[[p4318<=1 & 1<=p4318] | [p426<=1 & 1<=p426]] | [[p4345<=1 & 1<=p4345] | [p3821<=1 & 1<=p3821]]] | [[[[p3773<=1 & 1<=p3773] | [p2621<=1 & 1<=p2621]] | [p1508<=1 & 1<=p1508]] | [[p3587<=1 & 1<=p3587] | [p6425<=1 & 1<=p6425]]]] | [[[[p1535<=1 & 1<=p1535] | [p2416<=1 & 1<=p2416]] | [[p2940<=1 & 1<=p2940] | [p5713<=1 & 1<=p5713]]] | [[[p1141<=1 & 1<=p1141] | [p5226<=1 & 1<=p5226]] | [[p429<=1 & 1<=p429] | [p5100<=1 & 1<=p5100]]]]]]]] | [[[[[[[[[p2639<=1 & 1<=p2639] | [p664<=1 & 1<=p664]] | [p5909<=1 & 1<=p5909]] | [[p5592<=1 & 1<=p5592] | [p6593<=1 & 1<=p6593]]] | [[[p6536<=1 & 1<=p6536] | [p6311<=1 & 1<=p6311]] | [[p2546<=1 & 1<=p2546] | [p3996<=1 & 1<=p3996]]]] | [[[[[p1186<=1 & 1<=p1186] | [p2591<=1 & 1<=p2591]] | [p3036<=1 & 1<=p3036]] | [[p4441<=1 & 1<=p4441] | [p973<=1 & 1<=p973]]] | [[[p5788<=1 & 1<=p5788] | [p1015<=1 & 1<=p1015]] | [[p6197<=1 & 1<=p6197] | [p5223<=1 & 1<=p5223]]]]] | [[[[[[p1583<=1 & 1<=p1583] | [p3818<=1 & 1<=p3818]] | [p5984<=1 & 1<=p5984]] | [[p4044<=1 & 1<=p4044] | [p4393<=1 & 1<=p4393]]] | [[[p1021<=1 & 1<=p1021] | [p5449<=1 & 1<=p5449]] | [[p2988<=1 & 1<=p2988] | [p6073<=1 & 1<=p6073]]]] | [[[[p2242<=1 & 1<=p2242] | [p6242<=1 & 1<=p6242]] | [[p967<=1 & 1<=p967] | [p3376<=1 & 1<=p3376]]] | [[[p2019<=1 & 1<=p2019] | [p3948<=1 & 1<=p3948]] | [[p1971<=1 & 1<=p1971] | [p6001<=1 & 1<=p6001]]]]]] | [[[[[[[p6542<=1 & 1<=p6542] | [p2543<=1 & 1<=p2543]] | [p4781<=1 & 1<=p4781]] | [[p6122<=1 & 1<=p6122] | [p667<=1 & 1<=p667]]] | [[[p6314<=1 & 1<=p6314] | [p1138<=1 & 1<=p1138]] | [[p1529<=1 & 1<=p1529] | [p5589<=1 & 1<=p5589]]]] | [[[[p6119<=1 & 1<=p6119] | [p5981<=1 & 1<=p5981]] | [[p3644<=1 & 1<=p3644] | [p1189<=1 & 1<=p1189]]] | [[[p4438<=1 & 1<=p4438] | [p3424<=1 & 1<=p3424]] | [[p4829<=1 & 1<=p4829] | [p6061<=1 & 1<=p6061]]]]] | [[[[[[p4384<=1 & 1<=p4384] | [p5583<=1 & 1<=p5583]] | [p1574<=1 & 1<=p1574]] | [[p6446<=1 & 1<=p6446] | [p5109<=1 & 1<=p5109]]] | [[[p6399<=1 & 1<=p6399] | [p5900<=1 & 1<=p5900]] | [[p655<=1 & 1<=p655] | [p6230<=1 & 1<=p6230]]]] | [[[[p3704<=1 & 1<=p3704] | [p5779<=1 & 1<=p5779]] | [[p5217<=1 & 1<=p5217] | [p5049<=1 & 1<=p5049]]] | [[[p4778<=1 & 1<=p4778] | [p5508<=1 & 1<=p5508]] | [[p2979<=1 & 1<=p2979] | [p5440<=1 & 1<=p5440]]]]]]] | [[[[[[[[p3421<=1 & 1<=p3421] | [p4429<=1 & 1<=p4429]] | [p3024<=1 & 1<=p3024]] | [[p438<=1 & 1<=p438] | [p4826<=1 & 1<=p4826]]] | [[[p823<=1 & 1<=p823] | [p3812<=1 & 1<=p3812]] | [[p2931<=1 & 1<=p2931] | [p1526<=1 & 1<=p1526]]]] | [[[[p2407<=1 & 1<=p2407] | [p3987<=1 & 1<=p3987]] | [[p4336<=1 & 1<=p4336] | [p6265<=1 & 1<=p6265]]] | [[[p5580<=1 & 1<=p5580] | [p5392<=1 & 1<=p5392]] | [[p6443<=1 & 1<=p6443] | [p5701<=1 & 1<=p5701]]]]] | [[[[[[p658<=1 & 1<=p658] | [p5214<=1 & 1<=p5214]] | [p3809<=1 & 1<=p3809]] | [[p3647<=1 & 1<=p3647] | [p6590<=1 & 1<=p6590]]] | [[[p2404<=1 & 1<=p2404] | [p4101<=1 & 1<=p4101]] | [[p3939<=1 & 1<=p3939] | [p5446<=1 & 1<=p5446]]]] | [[[[p3415<=1 & 1<=p3415] | [p5300<=1 & 1<=p5300]] | [[p6533<=1 & 1<=p6533] | [p2534<=1 & 1<=p2534]]] | [[[p5505<=1 & 1<=p5505] | [p5112<=1 & 1<=p5112]] | [[p2010<=1 & 1<=p2010] | [p5398<=1 & 1<=p5398]]]]]] | [[[[[[[p2194<=1 & 1<=p2194] | [p2149<=1 & 1<=p2149]] | [p2302<=1 & 1<=p2302]] | [[p3707<=1 & 1<=p3707] | [p820<=1 & 1<=p820]]] | [[[p4820<=1 & 1<=p4820] | [p3599<=1 & 1<=p3599]] | [[p6064<=1 & 1<=p6064] | [p5785<=1 & 1<=p5785]]]] | [[[[p1024<=1 & 1<=p1024] | [p6194<=1 & 1<=p6194]] | [[p6320<=1 & 1<=p6320] | [p5602<=1 & 1<=p5602]]] | [[[p6451<=1 & 1<=p6451] | [p4432<=1 & 1<=p4432]] | [[p3367<=1 & 1<=p3367] | [p1962<=1 & 1<=p1962]]]]] | [[[[[[p2146<=1 & 1<=p2146] | [p4381<=1 & 1<=p4381]] | [p3319<=1 & 1<=p3319]] | [[p1914<=1 & 1<=p1914] | [p1132<=1 & 1<=p1132]]] | [[[p5704<=1 & 1<=p5704] | [p976<=1 & 1<=p976]] | [[p3027<=1 & 1<=p3027] | [p6113<=1 & 1<=p6113]]]] | [[[[p4772<=1 & 1<=p4772] | [p6233<=1 & 1<=p6233]] | [[p4041<=1 & 1<=p4041] | [p3137<=1 & 1<=p3137]]] | [[[p2115<=1 & 1<=p2115] | [p6085<=1 & 1<=p6085]] | [[p6532<=1 & 1<=p6532] | [p6379<=1 & 1<=p6379]]]]]]]]]]]] | [[[[[[[[[[[[[p5646<=1 & 1<=p5646] | [p5115<=1 & 1<=p5115]] | [p4445<=1 & 1<=p4445]] | [[p4959<=1 & 1<=p4959] | [p4048<=1 & 1<=p4048]]] | [[[p2713<=1 & 1<=p2713] | [p4222<=1 & 1<=p4222]] | [[p2160<=1 & 1<=p2160] | [p671<=1 & 1<=p671]]]] | [[[[[p6033<=1 & 1<=p6033] | [p1579<=1 & 1<=p1579]] | [p5356<=1 & 1<=p5356]] | [[p2316<=1 & 1<=p2316] | [p2227<=1 & 1<=p2227]]] | [[[p3981<=1 & 1<=p3981] | [p6357<=1 & 1<=p6357]] | [[p5988<=1 & 1<=p5988] | [p2557<=1 & 1<=p2557]]]]] | [[[[[[p5943<=1 & 1<=p5943] | [p4378<=1 & 1<=p4378]] | [p1919<=1 & 1<=p1919]] | [[p3361<=1 & 1<=p3361] | [p4718<=1 & 1<=p4718]]] | [[[p3428<=1 & 1<=p3428] | [p1763<=1 & 1<=p1763]] | [[p5747<=1 & 1<=p5747] | [p6227<=1 & 1<=p6227]]]] | [[[[p3021<=1 & 1<=p3021] | [p1986<=1 & 1<=p1986]] | [[p4803<=1 & 1<=p4803] | [p6494<=1 & 1<=p6494]]] | [[[p5026<=1 & 1<=p5026] | [p5837<=1 & 1<=p5837]] | [[p3333<=1 & 1<=p3333] | [p2539<=1 & 1<=p2539]]]]]] | [[[[[[[p4931<=1 & 1<=p4931] | [p2004<=1 & 1<=p2004]] | [p845<=1 & 1<=p845]] | [[p3120<=1 & 1<=p3120] | [p4785<=1 & 1<=p4785]]] | [[[p4155<=1 & 1<=p4155] | [p2199<=1 & 1<=p2199]] | [[p4998<=1 & 1<=p4998] | [p2780<=1 & 1<=p2780]]]] | [[[[p1356<=1 & 1<=p1356] | [p6396<=1 & 1<=p6396]] | [[p4321<=1 & 1<=p4321] | [p5016<=1 & 1<=p5016]]] | [[[p2440<=1 & 1<=p2440] | [p3730<=1 & 1<=p3730]] | [[p3031<=1 & 1<=p3031] | [p6299<=1 & 1<=p6299]]]]] | [[[[[[p1745<=1 & 1<=p1745] | [p5239<=1 & 1<=p5239]] | [p2217<=1 & 1<=p2217]] | [[p3574<=1 & 1<=p3574] | [p5541<=1 & 1<=p5541]]] | [[[p5557<=1 & 1<=p5557] | [p4388<=1 & 1<=p4388]] | [[p5172<=1 & 1<=p5172] | [p1589<=1 & 1<=p1589]]]] | [[[[p5345<=1 & 1<=p5345] | [p2567<=1 & 1<=p2567]] | [[p3641<=1 & 1<=p3641] | [p1395<=1 & 1<=p1395]]] | [[[p5105<=1 & 1<=p5105] | [p5512<=1 & 1<=p5512]] | [[p2946<=1 & 1<=p2946] | [p423<=1 & 1<=p423]]]]]]] | [[[[[[[[p4194<=1 & 1<=p4194] | [p5210<=1 & 1<=p5210]] | [p6439<=1 & 1<=p6439]] | [[p2306<=1 & 1<=p2306] | [p4619<=1 & 1<=p4619]]] | [[[p4127<=1 & 1<=p4127] | [p1125<=1 & 1<=p1125]] | [[p2373<=1 & 1<=p2373] | [p681<=1 & 1<=p681]]]] | [[[[[p3797<=1 & 1<=p3797] | [p2500<=1 & 1<=p2500]] | [p1522<=1 & 1<=p1522]] | [[p2411<=1 & 1<=p2411] | [p3924<=1 & 1<=p3924]]] | [[[p3177<=1 & 1<=p3177] | [p816<=1 & 1<=p816]] | [[p2770<=1 & 1<=p2770] | [p6455<=1 & 1<=p6455]]]]] | [[[[[[p6190<=1 & 1<=p6190] | [p6327<=1 & 1<=p6327]] | [p3584<=1 & 1<=p3584]] | [[p541<=1 & 1<=p541] | [p3517<=1 & 1<=p3517]]] | [[[p1735<=1 & 1<=p1735] | [p3110<=1 & 1<=p3110]] | [[p6597<=1 & 1<=p6597] | [p3244<=1 & 1<=p3244]]]] | [[[[p4534<=1 & 1<=p4534] | [p1047<=1 & 1<=p1047]] | [[p6237<=1 & 1<=p6237] | [p5708<=1 & 1<=p5708]]] | [[[p4552<=1 & 1<=p4552] | [p1948<=1 & 1<=p1948]] | [[p4406<=1 & 1<=p4406] | [p1753<=1 & 1<=p1753]]]]]] | [[[[[[[p6068<=1 & 1<=p6068] | [p2964<=1 & 1<=p2964]] | [p4941<=1 & 1<=p4941]] | [[p2837<=1 & 1<=p2837] | [p4212<=1 & 1<=p4212]]] | [[[p4747<=1 & 1<=p4747] | [p6510<=1 & 1<=p6510]] | [[p3304<=1 & 1<=p3304] | [p980<=1 & 1<=p980]]]] | [[[[p5636<=1 & 1<=p5636] | [p2142<=1 & 1<=p2142]] | [[p2033<=1 & 1<=p2033] | [p3438<=1 & 1<=p3438]]] | [[[p1929<=1 & 1<=p1929] | [p2189<=1 & 1<=p2189]] | [[p3594<=1 & 1<=p3594] | [p1773<=1 & 1<=p1773]]]]] | [[[[[[p1550<=1 & 1<=p1550] | [p2907<=1 & 1<=p2907]] | [p4609<=1 & 1<=p4609]] | [[p1706<=1 & 1<=p1706] | [p6400<=1 & 1<=p6400]]] | [[[p3390<=1 & 1<=p3390] | [p3371<=1 & 1<=p3371]] | [[p1966<=1 & 1<=p1966] | [p5827<=1 & 1<=p5827]]]] | [[[[p6170<=1 & 1<=p6170] | [p3527<=1 & 1<=p3527]] | [[p1309<=1 & 1<=p1309] | [p2014<=1 & 1<=p2014]]] | [[[p835<=1 & 1<=p835] | [p1725<=1 & 1<=p1725]] | [[p6247<=1 & 1<=p6247] | [p3130<=1 & 1<=p3130]]]]]]]] | [[[[[[[[[p1792<=1 & 1<=p1792] | [p404<=1 & 1<=p404]] | [p3197<=1 & 1<=p3197]] | [[p3546<=1 & 1<=p3546] | [p6484<=1 & 1<=p6484]]] | [[[p6465<=1 & 1<=p6465] | [p1376<=1 & 1<=p1376]] | [[p3943<=1 & 1<=p3943] | [p5808<=1 & 1<=p5808]]]] | [[[[[p2122<=1 & 1<=p2122] | [p2103<=1 & 1<=p2103]] | [p443<=1 & 1<=p443]] | [[p5162<=1 & 1<=p5162] | [p4398<=1 & 1<=p4398]]] | [[[p2993<=1 & 1<=p2993] | [p2354<=1 & 1<=p2354]] | [[p6419<=1 & 1<=p6419] | [p2326<=1 & 1<=p2326]]]]] | [[[[[[p4331<=1 & 1<=p4331] | [p2926<=1 & 1<=p2926]] | [p6097<=1 & 1<=p6097]] | [[p6250<=1 & 1<=p6250] | [p6500<=1 & 1<=p6500]]] | [[[p6289<=1 & 1<=p6289] | [p3041<=1 & 1<=p3041]] | [[p6151<=1 & 1<=p6151] | [p1328<=1 & 1<=p1328]]]] | [[[[p2586<=1 & 1<=p2586] | [p3991<=1 & 1<=p3991]] | [[p2733<=1 & 1<=p2733] | [p2974<=1 & 1<=p2974]]] | [[[p1569<=1 & 1<=p1569] | [p2421<=1 & 1<=p2421]] | [[p1162<=1 & 1<=p1162] | [p6270<=1 & 1<=p6270]]]]]] | [[[[[[[p512<=1 & 1<=p512] | [p6078<=1 & 1<=p6078]] | [p2393<=1 & 1<=p2393]] | [[p2345<=1 & 1<=p2345] | [p2634<=1 & 1<=p2634]]] | [[[p1502<=1 & 1<=p1502] | [p4544<=1 & 1<=p4544]] | [[p5904<=1 & 1<=p5904] | [p5923<=1 & 1<=p5923]]]] | [[[[p5933<=1 & 1<=p5933] | [p2596<=1 & 1<=p2596]] | [[p5737<=1 & 1<=p5737] | [p990<=1 & 1<=p990]]] | [[[p3139<=1 & 1<=p3139] | [p1782<=1 & 1<=p1782]] | [[p531<=1 & 1<=p531] | [p3314<=1 & 1<=p3314]]]]] | [[[[[[p1909<=1 & 1<=p1909] | [p5403<=1 & 1<=p5403]] | [p2024<=1 & 1<=p2024]] | [[p5817<=1 & 1<=p5817] | [p2644<=1 & 1<=p2644]]] | [[[p3934<=1 & 1<=p3934] | [p4202<=1 & 1<=p4202]] | [[p5607<=1 & 1<=p5607] | [p3187<=1 & 1<=p3187]]]] | [[[[p2132<=1 & 1<=p2132] | [p2113<=1 & 1<=p2113]] | [[p1366<=1 & 1<=p1366] | [p5626<=1 & 1<=p5626]]] | [[[p3381<=1 & 1<=p3381] | [p3537<=1 & 1<=p3537]] | [[p502<=1 & 1<=p502] | [p1560<=1 & 1<=p1560]]]]]]] | [[[[[[[[p6180<=1 & 1<=p6180] | [p6161<=1 & 1<=p6161]] | [p5718<=1 & 1<=p5718]] | [[p1938<=1 & 1<=p1938] | [p5413<=1 & 1<=p5413]]] | [[[p1976<=1 & 1<=p1976] | [p3343<=1 & 1<=p3343]] | [[p1957<=1 & 1<=p1957] | [p3149<=1 & 1<=p3149]]]] | [[[[p5998<=1 & 1<=p5998] | [p1105<=1 & 1<=p1105]] | [[p2917<=1 & 1<=p2917] | [p1512<=1 & 1<=p1512]]] | [[[p4147<=1 & 1<=p4147] | [p5006<=1 & 1<=p5006]] | [[p2510<=1 & 1<=p2510] | [p6347<=1 & 1<=p6347]]]]] | [[[[[[p3448<=1 & 1<=p3448] | [p691<=1 & 1<=p691]] | [p3740<=1 & 1<=p3740]] | [[p2335<=1 & 1<=p2335] | [p6410<=1 & 1<=p6410]]] | [[[p521<=1 & 1<=p521] | [p2170<=1 & 1<=p2170]] | [[p2043<=1 & 1<=p2043] | [p5914<=1 & 1<=p5914]]]] | [[[[p2790<=1 & 1<=p2790] | [p1385<=1 & 1<=p1385]] | [[p2529<=1 & 1<=p2529] | [p2383<=1 & 1<=p2383]]] | [[[p2237<=1 & 1<=p2237] | [p6279<=1 & 1<=p6279]] | [[p6429<=1 & 1<=p6429] | [p6448<=1 & 1<=p6448]]]]]] | [[[[[[[p4341<=1 & 1<=p4341] | [p6260<=1 & 1<=p6260]] | [p1172<=1 & 1<=p1172]] | [[p1153<=1 & 1<=p1153] | [p1318<=1 & 1<=p1318]]] | [[[p2577<=1 & 1<=p2577] | [p2723<=1 & 1<=p2723]] | [[p2742<=1 & 1<=p2742] | [p4397<=1 & 1<=p4397]]]] | [[[[p2208<=1 & 1<=p2208] | [p522<=1 & 1<=p522]] | [[p4174<=1 & 1<=p4174] | [p4185<=1 & 1<=p4185]]] | [[[p5532<=1 & 1<=p5532] | [p3040<=1 & 1<=p3040]] | [[p6290<=1 & 1<=p6290] | [p2587<=1 & 1<=p2587]]]]] | [[[[[[p2420<=1 & 1<=p2420] | [p2732<=1 & 1<=p2732]] | [p5007<=1 & 1<=p5007]] | [[p2509<=1 & 1<=p2509] | [p1531<=1 & 1<=p1531]]] | [[[p5325<=1 & 1<=p5325] | [p5913<=1 & 1<=p5913]] | [[p5627<=1 & 1<=p5627] | [p2643<=1 & 1<=p2643]]]] | [[[[p1319<=1 & 1<=p1319] | [p3962<=1 & 1<=p3962]] | [[p3554<=1 & 1<=p3554] | [p6077<=1 & 1<=p6077]]] | [[[p2817<=1 & 1<=p2817] | [p3951<=1 & 1<=p3951]] | [[p3565<=1 & 1<=p3565] | [p5219<=1 & 1<=p5219]]]]]]]]] | [[[[[[[[[[p2984<=1 & 1<=p2984] | [p825<=1 & 1<=p825]] | [p1152<=1 & 1<=p1152]] | [[p5145<=1 & 1<=p5145] | [p1995<=1 & 1<=p1995]]] | [[[p6199<=1 & 1<=p6199] | [p4833<=1 & 1<=p4833]] | [[p6126<=1 & 1<=p6126] | [p5818<=1 & 1<=p5818]]]] | [[[[[p4822<=1 & 1<=p4822] | [p3168<=1 & 1<=p3168]] | [p2023<=1 & 1<=p2023]] | [[p6246<=1 & 1<=p6246] | [p1967<=1 & 1<=p1967]]] | [[[p5045<=1 & 1<=p5045] | [p2828<=1 & 1<=p2828]] | [[p3526<=1 & 1<=p3526] | [p1134<=1 & 1<=p1134]]]]] | [[[[[[p4525<=1 & 1<=p4525] | [p3944<=1 & 1<=p3944]] | [p3002<=1 & 1<=p3002]] | [[p2247<=1 & 1<=p2247] | [p6307<=1 & 1<=p6307]]] | [[[p3380<=1 & 1<=p3380] | [p1145<=1 & 1<=p1145]] | [[p6464<=1 & 1<=p6464] | [p6318<=1 & 1<=p6318]]]] | [[[[p1715<=1 & 1<=p1715] | [p5717<=1 & 1<=p5717]] | [[p1939<=1 & 1<=p1939] | [p6115<=1 & 1<=p6115]]] | [[[p4979<=1 & 1<=p4979] | [p3834<=1 & 1<=p3834]] | [[p5336<=1 & 1<=p5336] | [p1375<=1 & 1<=p1375]]]]]] | [[[[[[[p6366<=1 & 1<=p6366] | [p2336<=1 & 1<=p2336]] | [p4425<=1 & 1<=p4425]] | [[p6409<=1 & 1<=p6409] | [p2927<=1 & 1<=p2927]]] | [[[p442<=1 & 1<=p442] | [p3622<=1 & 1<=p3622]] | [[p4146<=1 & 1<=p4146] | [p6098<=1 & 1<=p6098]]]] | [[[[p2169<=1 & 1<=p2169] | [p4968<=1 & 1<=p4968]] | [[p651<=1 & 1<=p651] | [p2983<=1 & 1<=p2983]]] | [[[p5587<=1 & 1<=p5587] | [p5997<=1 & 1<=p5997]] | [[p3845<=1 & 1<=p3845] | [p3700<=1 & 1<=p3700]]]]] | [[[[[[p2789<=1 & 1<=p2789] | [p3711<=1 & 1<=p3711]] | [p5191<=1 & 1<=p5191]] | [[p1570<=1 & 1<=p1570] | [p2392<=1 & 1<=p2392]]] | [[[p1716<=1 & 1<=p1716] | [p2246<=1 & 1<=p2246]] | [[p5576<=1 & 1<=p5576] | [p1173<=1 & 1<=p1173]]]] | [[[[p4340<=1 & 1<=p4340] | [p3749<=1 & 1<=p3749]] | [[p6269<=1 & 1<=p6269] | [p3214<=1 & 1<=p3214]]] | [[[p662<=1 & 1<=p662] | [p4302<=1 & 1<=p4302]] | [[p3816<=1 & 1<=p3816] | [p3611<=1 & 1<=p3611]]]]]]] | [[[[[[[[p3905<=1 & 1<=p3905] | [p1772<=1 & 1<=p1772]] | [p4582<=1 & 1<=p4582]] | [[p2190<=1 & 1<=p2190] | [p5738<=1 & 1<=p5738]]] | [[[p4571<=1 & 1<=p4571] | [p1017<=1 & 1<=p1017]] | [[p4242<=1 & 1<=p4242] | [p2112<=1 & 1<=p2112]]]] | [[[[[p2530<=1 & 1<=p2530] | [p2605<=1 & 1<=p2605]] | [p3805<=1 & 1<=p3805]] | [[p4911<=1 & 1<=p4911] | [p1910<=1 & 1<=p1910]]] | [[[p5606<=1 & 1<=p5606] | [p6144<=1 & 1<=p6144]] | [[p3129<=1 & 1<=p3129] | [p5404<=1 & 1<=p5404]]]]] | [[[[[[p6540<=1 & 1<=p6540] | [p3225<=1 & 1<=p3225]] | [p1028<=1 & 1<=p1028]] | [[p6160<=1 & 1<=p6160] | [p5442<=1 & 1<=p5442]]] | [[[p4776<=1 & 1<=p4776] | [p1996<=1 & 1<=p1996]] | [[p4922<=1 & 1<=p4922] | [p3547<=1 & 1<=p3547]]]] | [[[[p6529<=1 & 1<=p6529] | [p4231<=1 & 1<=p4231]] | [[p6485<=1 & 1<=p6485] | [p4436<=1 & 1<=p4436]]] | [[[p4728<=1 & 1<=p4728] | [p3323<=1 & 1<=p3323]] | [[p3583<=1 & 1<=p3583] | [p4988<=1 & 1<=p4988]]]]]] | [[[[[[[p4717<=1 & 1<=p4717] | [p4765<=1 & 1<=p4765]] | [p1736<=1 & 1<=p1736]] | [[p1513<=1 & 1<=p1513] | [p951<=1 & 1<=p951]]] | [[[p2044<=1 & 1<=p2044] | [p6386<=1 & 1<=p6386]] | [[p2133<=1 & 1<=p2133] | [p5838<=1 & 1<=p5838]]]] | [[[[p3408<=1 & 1<=p3408] | [p2003<=1 & 1<=p2003]] | [[p6106<=1 & 1<=p6106] | [p4813<=1 & 1<=p4813]]] | [[[p4553<=1 & 1<=p4553] | [p6023<=1 & 1<=p6023]] | [[p2963<=1 & 1<=p2963] | [p2751<=1 & 1<=p2751]]]]] | [[[[[[p4108<=1 & 1<=p4108] | [p4156<=1 & 1<=p4156]] | [p5567<=1 & 1<=p5567]] | [[p4940<=1 & 1<=p4940] | [p3011<=1 & 1<=p3011]]] | [[[p3360<=1 & 1<=p3360] | [p4416<=1 & 1<=p4416]] | [[p6217<=1 & 1<=p6217] | [p2449<=1 & 1<=p2449]]]] | [[[[p5763<=1 & 1<=p5763] | [p2703<=1 & 1<=p2703]] | [[p3100<=1 & 1<=p3100] | [p4505<=1 & 1<=p4505]]] | [[[p1599<=1 & 1<=p1599] | [p5934<=1 & 1<=p5934]] | [[p2363<=1 & 1<=p2363] | [p1339<=1 & 1<=p1339]]]]]]]] | [[[[[[[[[p5201<=1 & 1<=p5201] | [p3980<=1 & 1<=p3980]] | [p4028<=1 & 1<=p4028]] | [[p2846<=1 & 1<=p2846] | [p2315<=1 & 1<=p2315]]] | [[[p5385<=1 & 1<=p5385] | [p6430<=1 & 1<=p6430]] | [[p4591<=1 & 1<=p4591] | [p3186<=1 & 1<=p3186]]]] | [[[[[p2623<=1 & 1<=p2623] | [p5153<=1 & 1<=p5153]] | [p3768<=1 & 1<=p3768]] | [[p5959<=1 & 1<=p5959] | [p5173<=1 & 1<=p5173]]] | [[[p989<=1 & 1<=p989] | [p6520<=1 & 1<=p6520]] | [[p4368<=1 & 1<=p4368] | [p6577<=1 & 1<=p6577]]]]] | [[[[[[p3234<=1 & 1<=p3234] | [p413<=1 & 1<=p413]] | [p4639<=1 & 1<=p4639]] | [[p5772<=1 & 1<=p5772] | [p6181<=1 & 1<=p6181]]] | [[[p501<=1 & 1<=p501] | [p5433<=1 & 1<=p5433]] | [[p3720<=1 & 1<=p3720] | [p807<=1 & 1<=p807]]]] | [[[[p1037<=1 & 1<=p1037] | [p4320<=1 & 1<=p4320]] | [[p6377<=1 & 1<=p6377] | [p5125<=1 & 1<=p5125]]] | [[[p4756<=1 & 1<=p4756] | [p3351<=1 & 1<=p3351]] | [[p6208<=1 & 1<=p6208] | [p4165<=1 & 1<=p4165]]]]]] | [[[[[[[p2760<=1 & 1<=p2760] | [p2808<=1 & 1<=p2808]] | [p1793<=1 & 1<=p1793]] | [[p4737<=1 & 1<=p4737] | [p3243<=1 & 1<=p3243]]] | [[[p3332<=1 & 1<=p3332] | [p6043<=1 & 1<=p6043]] | [[p4648<=1 & 1<=p4648] | [p4804<=1 & 1<=p4804]]]] | [[[[p542<=1 & 1<=p542] | [p1046<=1 & 1<=p1046]] | [[p4514<=1 & 1<=p4514] | [p3109<=1 & 1<=p3109]]] | [[[p4407<=1 & 1<=p4407] | [p1987<=1 & 1<=p1987]] | [[p4708<=1 & 1<=p4708] | [p1752<=1 & 1<=p1752]]]]] | [[[[[[p6014<=1 & 1<=p6014] | [p2954<=1 & 1<=p2954]] | [p3303<=1 & 1<=p3303]] | [[p4562<=1 & 1<=p4562] | [p4213<=1 & 1<=p4213]]] | [[[p1355<=1 & 1<=p1355] | [p6511<=1 & 1<=p6511]] | [[p4359<=1 & 1<=p4359] | [p4543<=1 & 1<=p4543]]]] | [[[[p3157<=1 & 1<=p3157] | [p6549<=1 & 1<=p6549]] | [[p6568<=1 & 1<=p6568] | [p960<=1 & 1<=p960]]] | [[[p5316<=1 & 1<=p5316] | [p6135<=1 & 1<=p6135]] | [[p4610<=1 & 1<=p4610] | [p1116<=1 & 1<=p1116]]]]]]] | [[[[[[[[p5424<=1 & 1<=p5424] | [p4842<=1 & 1<=p4842]] | [p3729<=1 & 1<=p3729]] | [[p3205<=1 & 1<=p3205] | [p2614<=1 & 1<=p2614]]] | [[[p4902<=1 & 1<=p4902] | [p4311<=1 & 1<=p4311]] | [[p2906<=1 & 1<=p2906] | [p1348<=1 & 1<=p1348]]]] | [[[[p6336<=1 & 1<=p6336] | [p3437<=1 & 1<=p3437]] | [[p4019<=1 & 1<=p4019] | [p4794<=1 & 1<=p4794]]] | [[[p4950<=1 & 1<=p4950] | [p836<=1 & 1<=p836]] | [[p2566<=1 & 1<=p2566] | [p1008<=1 & 1<=p1008]]]]] | [[[[[[p1590<=1 & 1<=p1590] | [p5134<=1 & 1<=p5134]] | [p1396<=1 & 1<=p1396]] | [[p2712<=1 & 1<=p2712] | [p5376<=1 & 1<=p5376]]] | [[[p3971<=1 & 1<=p3971] | [p5230<=1 & 1<=p5230]] | [[p2226<=1 & 1<=p2226] | [p4117<=1 & 1<=p4117]]]] | [[[[p5847<=1 & 1<=p5847] | [p422<=1 & 1<=p422]] | [[p5521<=1 & 1<=p5521] | [p2372<=1 & 1<=p2372]]] | [[[p680<=1 & 1<=p680] | [p3631<=1 & 1<=p3631]] | [[p1542<=1 & 1<=p1542] | [p5182<=1 & 1<=p5182]]]]]] | [[[[[[[p2947<=1 & 1<=p2947] | [p5968<=1 & 1<=p5968]] | [p3923<=1 & 1<=p3923]] | [[p3777<=1 & 1<=p3777] | [p5036<=1 & 1<=p5036]]] | [[[p1104<=1 & 1<=p1104] | [p6348<=1 & 1<=p6348]] | [[p817<=1 & 1<=p817] | [p3148<=1 & 1<=p3148]]]] | [[[[p3903<=1 & 1<=p3903] | [p3613<=1 & 1<=p3613]] | [[p2769<=1 & 1<=p2769] | [p6326<=1 & 1<=p6326]]] | [[[p6152<=1 & 1<=p6152] | [p5999<=1 & 1<=p5999]] | [[p5434<=1 & 1<=p5434] | [p4126<=1 & 1<=p4126]]]]] | [[[[[[p1349<=1 & 1<=p1349] | [p5211<=1 & 1<=p5211]] | [p6271<=1 & 1<=p6271]] | [[p6418<=1 & 1<=p6418] | [p1327<=1 & 1<=p1327]]] | [[[p6368<=1 & 1<=p6368] | [p6521<=1 & 1<=p6521]] | [[p1036<=1 & 1<=p1036] | [p4746<=1 & 1<=p4746]]]] | [[[[p2528<=1 & 1<=p2528] | [p4970<=1 & 1<=p4970]] | [[p1947<=1 & 1<=p1947] | [p5367<=1 & 1<=p5367]]] | [[[p4010<=1 & 1<=p4010] | [p1568<=1 & 1<=p1568]] | [[p6044<=1 & 1<=p6044] | [p2925<=1 & 1<=p2925]]]]]]]]]] | [[[[[[[[[[[p1171<=1 & 1<=p1171] | [p5037<=1 & 1<=p5037]] | [p5635<=1 & 1<=p5635]] | [[p5848<=1 & 1<=p5848] | [p1746<=1 & 1<=p1746]]] | [[[p2327<=1 & 1<=p2327] | [p444<=1 & 1<=p444]] | [[p4300<=1 & 1<=p4300] | [p3216<=1 & 1<=p3216]]]] | [[[[[p2724<=1 & 1<=p2724] | [p3322<=1 & 1<=p3322]] | [p3439<=1 & 1<=p3439]] | [[p3545<=1 & 1<=p3545] | [p1707<=1 & 1<=p1707]]] | [[[p6146<=1 & 1<=p6146] | [p5558<=1 & 1<=p5558]] | [[p4573<=1 & 1<=p4573] | [p952<=1 & 1<=p952]]]]] | [[[[[[p2188<=1 & 1<=p2188] | [p1367<=1 & 1<=p1367]] | [p5608<=1 & 1<=p5608]] | [[p1908<=1 & 1<=p1908] | [p2121<=1 & 1<=p2121]]] | [[[p4233<=1 & 1<=p4233] | [p2702<=1 & 1<=p2702]] | [[p5826<=1 & 1<=p5826] | [p4814<=1 & 1<=p4814]]]] | [[[[p4920<=1 & 1<=p4920] | [p6107<=1 & 1<=p6107]] | [[p682<=1 & 1<=p682] | [p2501<=1 & 1<=p2501]]] | [[[p5764<=1 & 1<=p5764] | [p1920<=1 & 1<=p1920]] | [[p3344<=1 & 1<=p3344] | [p1126<=1 & 1<=p1126]]]]]] | [[[[[[[p5015<=1 & 1<=p5015] | [p405<=1 & 1<=p405]] | [p2429<=1 & 1<=p2429]] | [[p1394<=1 & 1<=p1394] | [p6134<=1 & 1<=p6134]]] | [[[p6493<=1 & 1<=p6493] | [p2206<=1 & 1<=p2206]] | [[p5530<=1 & 1<=p5530] | [p1511<=1 & 1<=p1511]]]] | [[[[p4020<=1 & 1<=p4020] | [p3042<=1 & 1<=p3042]] | [[p692<=1 & 1<=p692] | [p3741<=1 & 1<=p3741]]] | [[[p3563<=1 & 1<=p3563] | [p1009<=1 & 1<=p1009]] | [[p5154<=1 & 1<=p5154] | [p2362<=1 & 1<=p2362]]]]] | [[[[[[p4841<=1 & 1<=p4841] | [p5027<=1 & 1<=p5027]] | [p3953<=1 & 1<=p3953]] | [[p670<=1 & 1<=p670] | [p3786<=1 & 1<=p3786]]] | [[[p1384<=1 & 1<=p1384] | [p5377<=1 & 1<=p5377]] | [[p6079<=1 & 1<=p6079] | [p2422<=1 & 1<=p2422]]]] | [[[[p3121<=1 & 1<=p3121] | [p6428<=1 & 1<=p6428]] | [[p6259<=1 & 1<=p6259] | [p2384<=1 & 1<=p2384]]] | [[[p4116<=1 & 1<=p4116] | [p6401<=1 & 1<=p6401]] | [[p2344<=1 & 1<=p2344] | [p1114<=1 & 1<=p1114]]]]]]] | [[[[[[[[p4399<=1 & 1<=p4399] | [p1300<=1 & 1<=p1300]] | [p3719<=1 & 1<=p3719]] | [[p2741<=1 & 1<=p2741] | [p5950<=1 & 1<=p5950]]] | [[[p5143<=1 & 1<=p5143] | [p4350<=1 & 1<=p4350]] | [[p991<=1 & 1<=p991] | [p805<=1 & 1<=p805]]]] | [[[[[p3400<=1 & 1<=p3400] | [p3506<=1 & 1<=p3506]] | [p5595<=1 & 1<=p5595]] | [[p4757<=1 & 1<=p4757] | [p530<=1 & 1<=p530]]] | [[[p5647<=1 & 1<=p5647] | [p2759<=1 & 1<=p2759]] | [[p4630<=1 & 1<=p4630] | [p3824<=1 & 1<=p3824]]]]] | [[[[[[p5754<=1 & 1<=p5754] | [p2131<=1 & 1<=p2131]] | [p4444<=1 & 1<=p4444]] | [[p3166<=1 & 1<=p3166] | [p2025<=1 & 1<=p2025]]] | [[[p6559<=1 & 1<=p6559] | [p6034<=1 & 1<=p6034]] | [[p5719<=1 & 1<=p5719] | [p4183<=1 & 1<=p4183]]]] | [[[[p1791<=1 & 1<=p1791] | [p2317<=1 & 1<=p2317]] | [[p2826<=1 & 1<=p2826] | [p5568<=1 & 1<=p5568]]] | [[[p6248<=1 & 1<=p6248] | [p4736<=1 & 1<=p4736]] | [[p1724<=1 & 1<=p1724] | [p1764<=1 & 1<=p1764]]]]]] | [[[[[[[p503<=1 & 1<=p503] | [p6179<=1 & 1<=p6179]] | [p3382<=1 & 1<=p3382]] | [[p4523<=1 & 1<=p4523] | [p6466<=1 & 1<=p6466]]] | [[[p2104<=1 & 1<=p2104] | [p5412<=1 & 1<=p5412]] | [[p6548<=1 & 1<=p6548] | [p5334<=1 & 1<=p5334]]]] | [[[[p4417<=1 & 1<=p4417] | [p3334<=1 & 1<=p3334]] | [[p3178<=1 & 1<=p3178] | [p3204<=1 & 1<=p3204]]] | [[[p2955<=1 & 1<=p2955] | [p5248<=1 & 1<=p5248]] | [[p3111<=1 & 1<=p3111] | [p4910<=1 & 1<=p4910]]]]] | [[[[[[p4516<=1 & 1<=p4516] | [p4312<=1 & 1<=p4312]] | [p5025<=1 & 1<=p5025]] | [[p4405<=1 & 1<=p4405] | [p5746<=1 & 1<=p5746]]] | [[[p6206<=1 & 1<=p6206] | [p5133<=1 & 1<=p5133]] | [[p4535<=1 & 1<=p4535] | [p3843<=1 & 1<=p3843]]]] | [[[[p3000<=1 & 1<=p3000] | [p2606<=1 & 1<=p2606]] | [[p4739<=1 & 1<=p4739] | [p4802<=1 & 1<=p4802]]] | [[[p3620<=1 & 1<=p3620] | [p3226<=1 & 1<=p3226]] | [[p4513<=1 & 1<=p4513] | [p3159<=1 & 1<=p3159]]]]]]]] | [[[[[[[[[p1754<=1 & 1<=p1754] | [p2829<=1 & 1<=p2829]] | [p3003<=1 & 1<=p3003]] | [[p5181<=1 & 1<=p5181] | [p4932<=1 & 1<=p4932]]] | [[[p540<=1 & 1<=p540] | [p3575<=1 & 1<=p3575]] | [[p4980<=1 & 1<=p4980] | [p2762<=1 & 1<=p2762]]]] | [[[[[p4754<=1 & 1<=p4754] | [p5520<=1 & 1<=p5520]] | [p4357<=1 & 1<=p4357]] | [[p2781<=1 & 1<=p2781] | [p3776<=1 & 1<=p3776]]] | [[[p1357<=1 & 1<=p1357] | [p4583<=1 & 1<=p4583]] | [[p6566<=1 & 1<=p6566] | [p5542<=1 & 1<=p5542]]]]] | [[[[[[p3508<=1 & 1<=p3508] | [p6509<=1 & 1<=p6509]] | [p4186<=1 & 1<=p4186]] | [[p6209<=1 & 1<=p6209] | [p3731<=1 & 1<=p3731]]] | [[[p4017<=1 & 1<=p4017] | [p2603<=1 & 1<=p2603]] | [[p2441<=1 & 1<=p2441] | [p6338<=1 & 1<=p6338]]]] | [[[[p4008<=1 & 1<=p4008] | [p4913<=1 & 1<=p4913]] | [[p2374<=1 & 1<=p2374] | [p6557<=1 & 1<=p6557]]] | [[[p2209<=1 & 1<=p2209] | [p5752<=1 & 1<=p5752]] | [[p4138<=1 & 1<=p4138] | [p5136<=1 & 1<=p5136]]]]]] | [[[[[[p2714<=1 & 1<=p2714] | [p3223<=1 & 1<=p3223]] | [[p2816<=1 & 1<=p2816] | [p3566<=1 & 1<=p3566]]] | [[[[p5422<=1 & 1<=p5422] | [p4240<=1 & 1<=p4240]] | [p3846<=1 & 1<=p3846]] | [[p5324<=1 & 1<=p5324] | [p5645<=1 & 1<=p5645]]]] | [[[[p4221<=1 & 1<=p4221] | [p1048<=1 & 1<=p1048]] | [[p4119<=1 & 1<=p4119] | [p3798<=1 & 1<=p3798]]] | [[[p5355<=1 & 1<=p5355] | [p2161<=1 & 1<=p2161]] | [[p4700<=1 & 1<=p4700] | [p3950<=1 & 1<=p3950]]]]] | [[[[[[p4628<=1 & 1<=p4628] | [p5523<=1 & 1<=p5523]] | [p6569<=1 & 1<=p6569]] | [[p5942<=1 & 1<=p5942] | [p3156<=1 & 1<=p3156]]] | [[[p4561<=1 & 1<=p4561] | [p4580<=1 & 1<=p4580]] | [[p5374<=1 & 1<=p5374] | [p6032<=1 & 1<=p6032]]]] | [[[[p3779<=1 & 1<=p3779] | [p4360<=1 & 1<=p4360]] | [[p2615<=1 & 1<=p2615] | [p4570<=1 & 1<=p4570]]] | [[[p4176<=1 & 1<=p4176] | [p2771<=1 & 1<=p2771]] | [[p4923<=1 & 1<=p4923] | [p1734<=1 & 1<=p1734]]]]]]] | [[[[[[[[p5960<=1 & 1<=p5960] | [p5836<=1 & 1<=p5836]] | [p3518<=1 & 1<=p3518]] | [[p5327<=1 & 1<=p5327] | [p4592<=1 & 1<=p4592]]] | [[[p5761<=1 & 1<=p5761] | [p5365<=1 & 1<=p5365]] | [[p4640<=1 & 1<=p4640] | [p4796<=1 & 1<=p4796]]]] | [[[[p844<=1 & 1<=p844] | [p2838<=1 & 1<=p2838]] | [[p3960<=1 & 1<=p3960] | [p4243<=1 & 1<=p4243]]] | [[[p3556<=1 & 1<=p3556] | [p2819<=1 & 1<=p2819]] | [[p4748<=1 & 1<=p4748] | [p4173<=1 & 1<=p4173]]]]] | [[[[[[p3235<=1 & 1<=p3235] | [p6298<=1 & 1<=p6298]] | [p3915<=1 & 1<=p3915]] | [[p3623<=1 & 1<=p3623] | [p6378<=1 & 1<=p6378]]] | [[[p5346<=1 & 1<=p5346] | [p1337<=1 & 1<=p1337]] | [[p3833<=1 & 1<=p3833] | [p5238<=1 & 1<=p5238]]]] | [[[[p2218<=1 & 1<=p2218] | [p2151<=1 & 1<=p2151]] | [[p5556<=1 & 1<=p5556] | [p5190<=1 & 1<=p5190]]] | [[[p3601<=1 & 1<=p3601] | [p5193<=1 & 1<=p5193]] | [[p5957<=1 & 1<=p5957] | [p6022<=1 & 1<=p6022]]]]]] | [[[[[[[p3788<=1 & 1<=p3788] | [p4618<=1 & 1<=p4618]] | [p3213<=1 & 1<=p3213]] | [[p4195<=1 & 1<=p4195] | [p4303<=1 & 1<=p4303]]] | [[[p4637<=1 & 1<=p4637] | [p6375<=1 & 1<=p6375]] | [[p3963<=1 & 1<=p3963] | [p6356<=1 & 1<=p6356]]]] | [[[[p2431<=1 & 1<=p2431] | [p4128<=1 & 1<=p4128]] | [[p4958<=1 & 1<=p4958] | [p3553<=1 & 1<=p3553]]] | [[[p3836<=1 & 1<=p3836] | [p2558<=1 & 1<=p2558]] | [[p4977<=1 & 1<=p4977] | [p6578<=1 & 1<=p6578]]]]] | [[[[[[p5845<=1 & 1<=p5845] | [p2353<=1 & 1<=p2353]] | [p5163<=1 & 1<=p5163]] | [[p1598<=1 & 1<=p1598] | [p4029<=1 & 1<=p4029]]] | [[[p1743<=1 & 1<=p1743] | [p2531<=1 & 1<=p2531]] | [[p3806<=1 & 1<=p3806] | [p4330<=1 & 1<=p4330]]]] | [[[[p5605<=1 & 1<=p5605] | [p5728<=1 & 1<=p5728]] | [[p3710<=1 & 1<=p3710] | [p6041<=1 & 1<=p6041]]] | [[[p988<=1 & 1<=p988] | [p5208<=1 & 1<=p5208]] | [[p5969<=1 & 1<=p5969] | [p6182<=1 & 1<=p6182]]]]]]]]] | [[[[[[[[[[p5773<=1 & 1<=p5773] | [p1123<=1 & 1<=p1123]] | [p2973<=1 & 1<=p2973]] | [[p414<=1 & 1<=p414] | [p2308<=1 & 1<=p2308]]] | [[[p6437<=1 & 1<=p6437] | [p6329<=1 & 1<=p6329]] | [[p1911<=1 & 1<=p1911] | [p6088<=1 & 1<=p6088]]]] | [[[[[p3632<=1 & 1<=p3632] | [p1520<=1 & 1<=p1520]] | [p5386<=1 & 1<=p5386]] | [[p5924<=1 & 1<=p5924] | [p1397<=1 & 1<=p1397]]] | [[[p500<=1 & 1<=p500] | [p679<=1 & 1<=p679]] | [[p2576<=1 & 1<=p2576] | [p1000<=1 & 1<=p1000]]]]] | [[[[[[p1006<=1 & 1<=p1006] | [p4203<=1 & 1<=p4203]] | [p6188<=1 & 1<=p6188]] | [[p4727<=1 & 1<=p4727] | [p3593<=1 & 1<=p3593]]] | [[[p4844<=1 & 1<=p4844] | [p6137<=1 & 1<=p6137]] | [[p4766<=1 & 1<=p4766] | [p814<=1 & 1<=p814]]]] | [[[[p2750<=1 & 1<=p2750] | [p1514<=1 & 1<=p1514]] | [[p1346<=1 & 1<=p1346] | [p652<=1 & 1<=p652]]] | [[[p4426<=1 & 1<=p4426] | [p6104<=1 & 1<=p6104]] | [[p3391<=1 & 1<=p3391] | [p3313<=1 & 1<=p3313]]]]]] | [[[[[[[p1737<=1 & 1<=p1737] | [p6475<=1 & 1<=p6475]] | [p5996<=1 & 1<=p5996]] | [[p3933<=1 & 1<=p3933] | [p1174<=1 & 1<=p1174]]] | [[[p5034<=1 & 1<=p5034] | [p2799<=1 & 1<=p2799]] | [[p982<=1 & 1<=p982] | [p3409<=1 & 1<=p3409]]]] | [[[[p5577<=1 & 1<=p5577] | [p4107<=1 & 1<=p4107]] | [[p6013<=1 & 1<=p6013] | [p3325<=1 & 1<=p3325]]] | [[[p2034<=1 & 1<=p2034] | [p2140<=1 & 1<=p2140]] | [[p1956<=1 & 1<=p1956] | [p3102<=1 & 1<=p3102]]]]] | [[[[[[p5202<=1 & 1<=p5202] | [p4901<=1 & 1<=p4901]] | [p4447<=1 & 1<=p4447]] | [[p1117<=1 & 1<=p1117] | [p2314<=1 & 1<=p2314]]] | [[[p4414<=1 & 1<=p4414] | [p3436<=1 & 1<=p3436]] | [[p6431<=1 & 1<=p6431] | [p4793<=1 & 1<=p4793]]]] | [[[[p5425<=1 & 1<=p5425] | [p2916<=1 & 1<=p2916]] | [[p4600<=1 & 1<=p4600] | [p2994<=1 & 1<=p2994]]] | [[[p5794<=1 & 1<=p5794] | [p6245<=1 & 1<=p6245]] | [[p6335<=1 & 1<=p6335] | [p4369<=1 & 1<=p4369]]]]]]] | [[[[[[[[p3767<=1 & 1<=p3767] | [p2236<=1 & 1<=p2236]] | [p5046<=1 & 1<=p5046]] | [[p3827<=1 & 1<=p3827] | [p3972<=1 & 1<=p3972]]] | [[[p6280<=1 & 1<=p6280] | [p5565<=1 & 1<=p5565]] | [[p6449<=1 & 1<=p6449] | [p6463<=1 & 1<=p6463]]]] | [[[[[p673<=1 & 1<=p673] | [p549<=1 & 1<=p549]] | [p808<=1 & 1<=p808]] | [[p2519<=1 & 1<=p2519] | [p5124<=1 & 1<=p5124]]] | [[[p2705<=1 & 1<=p2705] | [p1541<=1 & 1<=p1541]] | [[p4811<=1 & 1<=p4811] | [p4164<=1 & 1<=p4164]]]]] | [[[[[[p2179<=1 & 1<=p2179] | [p4989<=1 & 1<=p4989]] | [p3352<=1 & 1<=p3352]] | [[p1354<=1 & 1<=p1354] | [p6218<=1 & 1<=p6218]]] | [[[p1794<=1 & 1<=p1794] | [p5151<=1 & 1<=p5151]] | [[p2365<=1 & 1<=p2365] | [p5716<=1 & 1<=p5716]]]] | [[[[p5229<=1 & 1<=p5229] | [p4805<=1 & 1<=p4805]] | [[p6387<=1 & 1<=p6387] | [p3331<=1 & 1<=p3331]]] | [[[p2711<=1 & 1<=p2711] | [p3430<=1 & 1<=p3430]] | [[p6518<=1 & 1<=p6518] | [p4649<=1 & 1<=p4649]]]]]] | [[[[[[[p2134<=1 & 1<=p2134] | [p3039<=1 & 1<=p3039]] | [p2419<=1 & 1<=p2419]] | [[p961<=1 & 1<=p961] | [p3722<=1 & 1<=p3722]]] | [[[p4709<=1 & 1<=p4709] | [p3536<=1 & 1<=p3536]] | [[p1559<=1 & 1<=p1559] | [p4504<=1 & 1<=p4504]]]] | [[[[p5598<=1 & 1<=p5598] | [p2807<=1 & 1<=p2807]] | [[p1039<=1 & 1<=p1039] | [p6076<=1 & 1<=p6076]]] | [[[p4787<=1 & 1<=p4787] | [p3012<=1 & 1<=p3012]] | [[p5431<=1 & 1<=p5431] | [p1977<=1 & 1<=p1977]]]]] | [[[[[[p5315<=1 & 1<=p5315] | [p3196<=1 & 1<=p3196]] | [p5617<=1 & 1<=p5617]] | [[p4396<=1 & 1<=p4396] | [p1018<=1 & 1<=p1018]]] | [[[p6004<=1 & 1<=p6004] | [p4832<=1 & 1<=p4832]] | [[p3033<=1 & 1<=p3033] | [p2022<=1 & 1<=p2022]]]] | [[[[p3427<=1 & 1<=p3427] | [p6454<=1 & 1<=p6454]] | [[p6125<=1 & 1<=p6125] | [p6539<=1 & 1<=p6539]]] | [[[p970<=1 & 1<=p970] | [p6596<=1 & 1<=p6596]] | [[p6067<=1 & 1<=p6067] | [p6236<=1 & 1<=p6236]]]]]]]] | [[[[[[[[[p2248<=1 & 1<=p2248] | [p4784<=1 & 1<=p4784]] | [p5514<=1 & 1<=p5514]] | [[p3379<=1 & 1<=p3379] | [p1144<=1 & 1<=p1144]]] | [[[p6308<=1 & 1<=p6308] | [p2549<=1 & 1<=p2549]] | [[p2413<=1 & 1<=p2413] | [p5103<=1 & 1<=p5103]]]] | [[[[[p4435<=1 & 1<=p4435] | [p1974<=1 & 1<=p1974]] | [p3030<=1 & 1<=p3030]] | [[p5791<=1 & 1<=p5791] | [p2597<=1 & 1<=p2597]]] | [[[p432<=1 & 1<=p432] | [p1192<=1 & 1<=p1192]] | [[p1577<=1 & 1<=p1577] | [p4342<=1 & 1<=p4342]]]]] | [[[[[[p2937<=1 & 1<=p2937] | [p2645<=1 & 1<=p2645]] | [p5978<=1 & 1<=p5978]] | [[p2982<=1 & 1<=p2982] | [p6599<=1 & 1<=p6599]]] | [[[p5912<=1 & 1<=p5912] | [p5511<=1 & 1<=p5511]] | [[p5710<=1 & 1<=p5710] | [p4387<=1 & 1<=p4387]]]] | [[[[p6457<=1 & 1<=p6457] | [p1532<=1 & 1<=p1532]] | [[p5220<=1 & 1<=p5220] | [p2934<=1 & 1<=p2934]]] | [[[p3815<=1 & 1<=p3815] | [p5915<=1 & 1<=p5915]] | [[p2985<=1 & 1<=p2985] | [p1580<=1 & 1<=p1580]]]]]] | [[[[[[[p2642<=1 & 1<=p2642] | [p3701<=1 & 1<=p3701]] | [p4339<=1 & 1<=p4339]] | [[p4390<=1 & 1<=p4390] | [p4047<=1 & 1<=p4047]]] | [[[p6239<=1 & 1<=p6239] | [p2239<=1 & 1<=p2239]] | [[p2594<=1 & 1<=p2594] | [p6070<=1 & 1<=p6070]]]] | [[[[p826<=1 & 1<=p826] | [p3999<=1 & 1<=p3999]] | [[p2410<=1 & 1<=p2410] | [p5106<=1 & 1<=p5106]]] | [[[p3990<=1 & 1<=p3990] | [p2585<=1 & 1<=p2585]] | [[p5395<=1 & 1<=p5395] | [p1180<=1 & 1<=p1180]]]]] | [[[[[[p3596<=1 & 1<=p3596] | [p6262<=1 & 1<=p6262]] | [p1027<=1 & 1<=p1027]] | [[p4823<=1 & 1<=p4823] | [p3373<=1 & 1<=p3373]]] | [[[p435<=1 & 1<=p435] | [p1968<=1 & 1<=p1968]] | [[p2191<=1 & 1<=p2191] | [p5903<=1 & 1<=p5903]]]] | [[[[p1135<=1 & 1<=p1135] | [p6116<=1 & 1<=p6116]] | [[p3945<=1 & 1<=p3945] | [p3370<=1 & 1<=p3370]]] | [[[p4775<=1 & 1<=p4775] | [p6317<=1 & 1<=p6317]] | [[p5443<=1 & 1<=p5443] | [p4038<=1 & 1<=p4038]]]]]]] | [[[[[[[[p2540<=1 & 1<=p2540] | [p5990<=1 & 1<=p5990]] | [p5707<=1 & 1<=p5707]] | [[p5782<=1 & 1<=p5782] | [p6191<=1 & 1<=p6191]]] | [[[p6058<=1 & 1<=p6058] | [p2633<=1 & 1<=p2633]] | [[p3548<=1 & 1<=p3548] | [p2143<=1 & 1<=p2143]]]] | [[[[p1917<=1 & 1<=p1917] | [p979<=1 & 1<=p979]] | [[p6587<=1 & 1<=p6587] | [p2016<=1 & 1<=p2016]]] | [[[p6530<=1 & 1<=p6530] | [p1523<=1 & 1<=p1523]] | [[p2928<=1 & 1<=p2928] | [p2636<=1 & 1<=p2636]]]]] | [[[[[[p5987<=1 & 1<=p5987] | [p4333<=1 & 1<=p4333]] | [p441<=1 & 1<=p441]] | [[p5586<=1 & 1<=p5586] | [p5160<=1 & 1<=p5160]]] | [[[p3993<=1 & 1<=p3993] | [p2588<=1 & 1<=p2588]] | [[p2976<=1 & 1<=p2976] | [p1571<=1 & 1<=p1571]]]] | [[[[p1965<=1 & 1<=p1965] | [p661<=1 & 1<=p661]] | [[p5502<=1 & 1<=p5502] | [p6440<=1 & 1<=p6440]]] | [[[p2197<=1 & 1<=p2197] | [p2305<=1 & 1<=p2305]] | [[p3418<=1 & 1<=p3418] | [p6268<=1 & 1<=p6268]]]]]] | [[[[[[[p1183<=1 & 1<=p1183] | [p2245<=1 & 1<=p2245]] | [p2537<=1 & 1<=p2537]] | [[p2013<=1 & 1<=p2013] | [p5906<=1 & 1<=p5906]]] | [[[p3942<=1 & 1<=p3942] | [p3758<=1 & 1<=p3758]] | [[p6163<=1 & 1<=p6163] | [p5445<=1 & 1<=p5445]]]] | [[[[p3780<=1 & 1<=p3780] | [p2758<=1 & 1<=p2758]] | [[p4914<=1 & 1<=p4914] | [p3557<=1 & 1<=p3557]]] | [[[p5137<=1 & 1<=p5137] | [p1137<=1 & 1<=p1137]] | [[p4200<=1 & 1<=p4200] | [p5574<=1 & 1<=p5574]]]]] | [[[[[p6118<=1 & 1<=p6118] | [p2356<=1 & 1<=p2356]] | [[p4735<=1 & 1<=p4735] | [p3713<=1 & 1<=p3713]]] | [[[p3383<=1 & 1<=p3383] | [p698<=1 & 1<=p698]] | [[p4602<=1 & 1<=p4602] | [p2244<=1 & 1<=p2244]]]] | [[[[[p5624<=1 & 1<=p5624] | [p2646<=1 & 1<=p2646]] | [p2981<=1 & 1<=p2981]] | [[p5401<=1 & 1<=p5401] | [p2026<=1 & 1<=p2026]]] | [[[p2200<=1 & 1<=p2200] | [p5524<=1 & 1<=p5524]] | [[p5916<=1 & 1<=p5916] | [p1025<=1 & 1<=p1025]]]]]]]]]]] | [[[[[[[[[[[[p6570<=1 & 1<=p6570] | [p1539<=1 & 1<=p1539]] | [p6282<=1 & 1<=p6282]] | [[p5333<=1 & 1<=p5333] | [p4338<=1 & 1<=p4338]]] | [[[p6407<=1 & 1<=p6407] | [p1936<=1 & 1<=p1936]] | [[p519<=1 & 1<=p519] | [p4177<=1 & 1<=p4177]]]] | [[[[[p5227<=1 & 1<=p5227] | [p1142<=1 & 1<=p1142]] | [p5725<=1 & 1<=p5725]] | [[p5004<=1 & 1<=p5004] | [p5569<=1 & 1<=p5569]]] | [[[p5132<=1 & 1<=p5132] | [p4517<=1 & 1<=p4517]] | [[p3954<=1 & 1<=p3954] | [p4909<=1 & 1<=p4909]]]]] | [[[[[[p3775<=1 & 1<=p3775] | [p4797<=1 & 1<=p4797]] | [p6527<=1 & 1<=p6527]] | [[p3160<=1 & 1<=p3160] | [p1964<=1 & 1<=p1964]]] | [[[p2110<=1 & 1<=p2110] | [p4825<=1 & 1<=p4825]] | [[p963<=1 & 1<=p963] | [p5966<=1 & 1<=p5966]]]] | [[[[p4115<=1 & 1<=p4115] | [p2820<=1 & 1<=p2820]] | [[p693<=1 & 1<=p693] | [p3321<=1 & 1<=p3321]]] | [[[p5619<=1 & 1<=p5619] | [p5519<=1 & 1<=p5519]] | [[p4730<=1 & 1<=p4730] | [p1316<=1 & 1<=p1316]]]]]] | [[[[[[[p4507<=1 & 1<=p4507] | [p3217<=1 & 1<=p3217]] | [p2730<=1 & 1<=p2730]] | [[p509<=1 & 1<=p509] | [p1708<=1 & 1<=p1708]]] | [[[p1931<=1 & 1<=p1931] | [p3544<=1 & 1<=p3544]] | [[p6277<=1 & 1<=p6277] | [p3150<=1 & 1<=p3150]]]] | [[[[p4343<=1 & 1<=p4343] | [p4031<=1 & 1<=p4031]] | [[p5775<=1 & 1<=p5775] | [p5194<=1 & 1<=p5194]]] | [[[p4574<=1 & 1<=p4574] | [p3808<=1 & 1<=p3808]] | [[p6123<=1 & 1<=p6123] | [p5730<=1 & 1<=p5730]]]]] | [[[[[[p2753<=1 & 1<=p2753] | [p5956<=1 & 1<=p5956]] | [p2986<=1 & 1<=p2986]] | [[p2589<=1 & 1<=p2589] | [p5614<=1 & 1<=p5614]]] | [[[p2187<=1 & 1<=p2187] | [p3941<=1 & 1<=p3941]] | [[p2333<=1 & 1<=p2333] | [p4110<=1 & 1<=p4110]]]] | [[[[p4433<=1 & 1<=p4433] | [p3837<=1 & 1<=p3837]] | [[p5388<=1 & 1<=p5388] | [p3552<=1 & 1<=p3552]]] | [[[p4830<=1 & 1<=p4830] | [p4768<=1 & 1<=p4768]] | [[p1993<=1 & 1<=p1993] | [p3770<=1 & 1<=p3770]]]]]]] | [[[[[[[[p1969<=1 & 1<=p1969] | [p3155<=1 & 1<=p3155]] | [p5961<=1 & 1<=p5961]] | [[1<=p1311 & p1311<=1] | [p6168<=1 & 1<=p6168]]] | [[[p4428<=1 & 1<=p4428] | [p5048<=1 & 1<=p5048]] | [[p3411<=1 & 1<=p3411] | [p6575<=1 & 1<=p6575]]]] | [[[[[p2815<=1 & 1<=p2815] | [p2249<=1 & 1<=p2249]] | [p2584<=1 & 1<=p2584]] | [[p1306<=1 & 1<=p1306] | [p1926<=1 & 1<=p1926]]] | [[[p4512<=1 & 1<=p4512] | [p514<=1 & 1<=p514]] | [[p5127<=1 & 1<=p5127] | [p1713<=1 & 1<=p1713]]]]] | [[[[[[p1567<=1 & 1<=p1567] | [p3813<=1 & 1<=p3813]] | [p2924<=1 & 1<=p2924]] | [[p3946<=1 & 1<=p3946] | [p4172<=1 & 1<=p4172]]] | [[[p1020<=1 & 1<=p1020] | [p2328<=1 & 1<=p2328]] | [[p1373<=1 & 1<=p1373] | [p6305<=1 & 1<=p6305]]]] | [[[[p2810<=1 & 1<=p2810] | [p6147<=1 & 1<=p6147]] | [[p2167<=1 & 1<=p2167] | [p1795<=1 & 1<=p1795]]] | [[[p6300<=1 & 1<=p6300] | [p3301<=1 & 1<=p3301]] | [[p2323<=1 & 1<=p2323] | [p4631<=1 & 1<=p4631]]]]]] | [[[[[[[p5343<=1 & 1<=p5343] | [p3416<=1 & 1<=p3416]] | [p3639<=1 & 1<=p3639]] | [[p5755<=1 & 1<=p5755] | [p4408<=1 & 1<=p4408]]] | [[[p1572<=1 & 1<=p1572] | [p1591<=1 & 1<=p1591]] | [[p6225<=1 & 1<=p6225] | [p6503<=1 & 1<=p6503]]]] | [[[[p3747<=1 & 1<=p3747] | [p4036<=1 & 1<=p4036]] | [[p6344<=1 & 1<=p6344] | [p4773<=1 & 1<=p4773]]] | [[[p1175<=1 & 1<=p1175] | [p4144<=1 & 1<=p4144]] | [[p4234<=1 & 1<=p4234] | [p2787<=1 & 1<=p2787]]]]] | [[[[[[p6547<=1 & 1<=p6547] | [p5705<=1 & 1<=p5705]] | [p4167<=1 & 1<=p4167]] | [[p5799<=1 & 1<=p5799] | [p2390<=1 & 1<=p2390]]] | [[[p6056<=1 & 1<=p6056] | [p2948<=1 & 1<=p2948]] | [[p4564<=1 & 1<=p4564] | [p2929<=1 & 1<=p2929]]]] | [[[[p6325<=1 & 1<=p6325] | [p4792<=1 & 1<=p4792]] | [[p543<=1 & 1<=p543] | [p2904<=1 & 1<=p2904]]] | [[[p2532<=1 & 1<=p2532] | [p5780<=1 & 1<=p5780]] | [[p4904<=1 & 1<=p4904] | [p3435<=1 & 1<=p3435]]]]]]]] | [[[[[[[[[p6369<=1 & 1<=p6369] | [p1363<=1 & 1<=p1363]] | [p1045<=1 & 1<=p1045]] | [[p2564<=1 & 1<=p2564] | [p2304<=1 & 1<=p2304]]] | [[[p3242<=1 & 1<=p3242] | [p3127<=1 & 1<=p3127]] | [[p2192<=1 & 1<=p2192] | [p838<=1 & 1<=p838]]]] | [[[[[p818<=1 & 1<=p818] | [p3207<=1 & 1<=p3207]] | [p4971<=1 & 1<=p4971]] | [[p401<=1 & 1<=p401] | [p3921<=1 & 1<=p3921]]] | [[[p1703<=1 & 1<=p1703] | [p4599<=1 & 1<=p4599]] | [[p5849<=1 & 1<=p5849] | [p3340<=1 & 1<=p3340]]]]] | [[[[[[p1912<=1 & 1<=p1912] | [p1398<=1 & 1<=p1398]] | [p6173<=1 & 1<=p6173]] | [[p3614<=1 & 1<=p3614] | [p6192<=1 & 1<=p6192]]] | [[[p5393<=1 & 1<=p5393] | [p5830<=1 & 1<=p5830]] | [[p3756<=1 & 1<=p3756] | [p6487<=1 & 1<=p6487]]]] | [[[[p5500<=1 & 1<=p5500] | [p3549<=1 & 1<=p3549]] | [[p5184<=1 & 1<=p5184] | [p1770<=1 & 1<=p1770]]] | [[[p5165<=1 & 1<=p5165] | [p6006<=1 & 1<=p6006]] | [[p5911<=1 & 1<=p5911] | [p5550<=1 & 1<=p5550]]]]]] | [[[[[[[p5594<=1 & 1<=p5594] | [p3979<=1 & 1<=p3979]] | [p1340<=1 & 1<=p1340]] | [[p5308<=1 & 1<=p5308] | [p2507<=1 & 1<=p2507]]] | [[[p4224<=1 & 1<=p4224] | [p2622<=1 & 1<=p2622]] | [[p2418<=1 & 1<=p2418] | [p2135<=1 & 1<=p2135]]]] | [[[[p1515<=1 & 1<=p1515] | [p5648<=1 & 1<=p5648]] | [[p2046<=1 & 1<=p2046] | [p4351<=1 & 1<=p4351]]] | [[[p968<=1 & 1<=p968] | [p688<=1 & 1<=p688]] | [[p3038<=1 & 1<=p3038] | [p1760<=1 & 1<=p1760]]]]] | [[[[[[p5548<=1 & 1<=p5548] | [p2701<=1 & 1<=p2701]] | [p6595<=1 & 1<=p6595]] | [[p6497<=1 & 1<=p6497] | [p2641<=1 & 1<=p2641]]] | [[[p6200<=1 & 1<=p6200] | [p3998<=1 & 1<=p3998]] | [[p6035<=1 & 1<=p6035] | [p4376<=1 & 1<=p4376]]]] | [[[[p6075<=1 & 1<=p6075] | [p4961<=1 & 1<=p4961]] | [[p4395<=1 & 1<=p4395] | [p4541<=1 & 1<=p4541]]] | [[[p6359<=1 & 1<=p6359] | [p2447<=1 & 1<=p2447]] | [[p1150<=1 & 1<=p1150] | [p3117<=1 & 1<=p3117]]]]]]] | [[[[[[[[p2021<=1 & 1<=p2021] | [p4716<=1 & 1<=p4716]] | [p5028<=1 & 1<=p5028]] | [[p5820<=1 & 1<=p5820] | [p5203<=1 & 1<=p5203]]] | [[[p1534<=1 & 1<=p1534] | [p6432<=1 & 1<=p6432]] | [[p2844<=1 & 1<=p2844] | [p2720<=1 & 1<=p2720]]]] | [[[[p4205<=1 & 1<=p4205] | [p430<=1 & 1<=p430]] | [[p5936<=1 & 1<=p5936] | [p2361<=1 & 1<=p2361]]] | [[[p987<=1 & 1<=p987] | [p669<=1 & 1<=p669]] | [[p1194<=1 & 1<=p1194] | [p6244<=1 & 1<=p6244]]]]] | [[[[[[p3184<=1 & 1<=p3184] | [p6522<=1 & 1<=p6522]] | [p2380<=1 & 1<=p2380]] | [[p3019<=1 & 1<=p3019] | [p4011<=1 & 1<=p4011]]] | [[[p3604<=1 & 1<=p3604] | [p411<=1 & 1<=p411]] | [[p3524<=1 & 1<=p3524] | [p3359<=1 & 1<=p3359]]]] | [[[[p6462<=1 & 1<=p6462] | [p2100<=1 & 1<=p2100]] | [[p2002<=1 & 1<=p2002] | [p3378<=1 & 1<=p3378]]] | [[[p5241<=1 & 1<=p5241] | [p5368<=1 & 1<=p5368]] | [[p5222<=1 & 1<=p5222] | [p4996<=1 & 1<=p4996]]]]]] | [[[[[[[p3737<=1 & 1<=p3737] | [p6394<=1 & 1<=p6394]] | [p3718<=1 & 1<=p3718]] | [[p3520<=1 & 1<=p3520] | [p4007<=1 & 1<=p4007]]] | [[[p4531<=1 & 1<=p4531] | [p533<=1 & 1<=p533]] | [[p6589<=1 & 1<=p6589] | [p3397<=1 & 1<=p3397]]]] | [[[[p6491<=1 & 1<=p6491] | [p5946<=1 & 1<=p5946]] | [[p6143<=1 & 1<=p6143] | [p3743<=1 & 1<=p3743]]] | [[[p5364<=1 & 1<=p5364] | [p4308<=1 & 1<=p4308]] | [[p668<=1 & 1<=p668] | [p436<=1 & 1<=p436]]]]] | [[[[[[p425<=1 & 1<=p425] | [p5980<=1 & 1<=p5980]] | [p6193<=1 & 1<=p6193]] | [[p5588<=1 & 1<=p5588] | [p1330<=1 & 1<=p1330]]] | [[[p4627<=1 & 1<=p4627] | [p3911<=1 & 1<=p3911]] | [[p5415<=1 & 1<=p5415] | [p2777<=1 & 1<=p2777]]]] | [[[[p4230<=1 & 1<=p4230] | [p3174<=1 & 1<=p3174]] | [[p2386<=1 & 1<=p2386] | [p5018<=1 & 1<=p5018]]] | [[[p5107<=1 & 1<=p5107] | [p5599<=1 & 1<=p5599]] | [[p2783<=1 & 1<=p2783] | [p6263<=1 & 1<=p6263]]]]]]]]] | [[[[[[[[[[p4621<=1 & 1<=p4621] | [p6365<=1 & 1<=p6365]] | [p2560<=1 & 1<=p2560]] | [[p4134<=1 & 1<=p4134] | [p5247<=1 & 1<=p5247]]] | [[[p842<=1 & 1<=p842] | [p4404<=1 & 1<=p4404]] | [[p6025<=1 & 1<=p6025] | [p4928<=1 & 1<=p4928]]]] | [[[[[p3123<=1 & 1<=p3123] | [p5593<=1 & 1<=p5593]] | [p2157<=1 & 1<=p2157]] | [[p3917<=1 & 1<=p3917] | [p2900<=1 & 1<=p2900]]] | [[[p4967<=1 & 1<=p4967] | [p2437<=1 & 1<=p2437]] | [[p5638<=1 & 1<=p5638] | [p4001<=1 & 1<=p4001]]]]] | [[[[[[p1766<=1 & 1<=p1766] | [p539<=1 & 1<=p539]] | [p5706<=1 & 1<=p5706]] | [[p5600<=1 & 1<=p5600] | [p5102<=1 & 1<=p5102]]] | [[[p663<=1 & 1<=p663] | [p674<=1 & 1<=p674]] | [[p1107<=1 & 1<=p1107] | [p6546<=1 & 1<=p6546]]]] | [[[[p5985<=1 & 1<=p5985] | [p3610<=1 & 1<=p3610]] | [[p3794<=1 & 1<=p3794] | [p5538<=1 & 1<=p5538]]] | [[[p2951<=1 & 1<=p2951] | [p2834<=1 & 1<=p2834]] | [[p5644<=1 & 1<=p5644] | [p5358<=1 & 1<=p5358]]]]]] | [[[[[[[p431<=1 & 1<=p431] | [p5711<=1 & 1<=p5711]] | [p819<=1 & 1<=p819]] | [[p5113<=1 & 1<=p5113] | [p2303<=1 & 1<=p2303]]] | [[[p6523<=1 & 1<=p6523] | [p6187<=1 & 1<=p6187]] | [[p4537<=1 & 1<=p4537] | [p1727<=1 & 1<=p1727]]]] | [[[[p3514<=1 & 1<=p3514] | [p5024<=1 & 1<=p5024]] | [[p2443<=1 & 1<=p2443] | [p6031<=1 & 1<=p6031]]] | [[[p3180<=1 & 1<=p3180] | [p6551<=1 & 1<=p6551]] | [[p848<=1 & 1<=p848] | [p5337<=1 & 1<=p5337]]]]] | [[[[[[p5164<=1 & 1<=p5164] | [p1336<=1 & 1<=p1336]] | [p3571<=1 & 1<=p3571]] | [[p5986<=1 & 1<=p5986] | [p5544<=1 & 1<=p5544]]] | [[[p6594<=1 & 1<=p6594] | [p4140<=1 & 1<=p4140]] | [[p2214<=1 & 1<=p2214] | [p5749<=1 & 1<=p5749]]]] | [[[[p2554<=1 & 1<=p2554] | [p5991<=1 & 1<=p5991]] | [[p824<=1 & 1<=p824] | [p5751<=1 & 1<=p5751]]] | [[[p2700<=1 & 1<=p2700] | [p2503<=1 & 1<=p2503]] | [[p5108<=1 & 1<=p5108] | [p5824<=1 & 1<=p5824]]]]]]] | [[[[[[[[p813<=1 & 1<=p813] | [p5700<=1 & 1<=p5700]] | [p6198<=1 & 1<=p6198]] | [[p4191<=1 & 1<=p4191] | [p2309<=1 & 1<=p2309]]] | [[[p5940<=1 & 1<=p5940] | [p6324<=1 & 1<=p6324]] | [[p4153<=1 & 1<=p4153] | [p2163<=1 & 1<=p2163]]]] | [[[[[p2347<=1 & 1<=p2347] | [p4594<=1 & 1<=p4594]] | [p407<=1 & 1<=p407]] | [[p1784<=1 & 1<=p1784] | [p4204<=1 & 1<=p4204]]] | [[[p4371<=1 & 1<=p4371] | [p992<=1 & 1<=p992]] | [[p5962<=1 & 1<=p5962] | [p5735<=1 & 1<=p5735]]]]] | [[[[[[p2918<=1 & 1<=p2918] | [p2130<=1 & 1<=p2130]] | [p5570<=1 & 1<=p5570]] | [[p5382<=1 & 1<=p5382] | [p2360<=1 & 1<=p2360]]] | [[[p1907<=1 & 1<=p1907] | [p2840<=1 & 1<=p2840]] | [[p4025<=1 & 1<=p4025] | [p3751<=1 & 1<=p3751]]]] | [[[[p5170<=1 & 1<=p5170] | [p6473<=1 & 1<=p6473]] | [[p6517<=1 & 1<=p6517] | [p3446<=1 & 1<=p3446]]] | [[[p2181<=1 & 1<=p2181] | [p3237<=1 & 1<=p3237]] | [[p4114<=1 & 1<=p4114] | [p3326<=1 & 1<=p3326]]]]]] | [[[[[[[p1393<=1 & 1<=p1393] | [p3628<=1 & 1<=p3628]] | [p3717<=1 & 1<=p3717]] | [[p6389<=1 & 1<=p6389] | [p6086<=1 & 1<=p6086]]] | [[[p6051<=1 & 1<=p6051] | [p1510<=1 & 1<=p1510]] | [[p6220<=1 & 1<=p6220] | [p1733<=1 & 1<=p1733]]]] | [[[[p3231<=1 & 1<=p3231] | [p4422<=1 & 1<=p4422]] | [[p4991<=1 & 1<=p4991] | [p5800<=1 & 1<=p5800]]] | [[[p3354<=1 & 1<=p3354] | [p5729<=1 & 1<=p5729]] | [[p4197<=1 & 1<=p4197] | [p3147<=1 & 1<=p3147]]]]] | [[[[[[p2757<=1 & 1<=p2757] | [p1387<=1 & 1<=p1387]] | [p2527<=1 & 1<=p2527]] | [[p6427<=1 & 1<=p6427] | [p4588<=1 & 1<=p4588]]] | [[[p4762<=1 & 1<=p4762] | [p4210<=1 & 1<=p4210]] | [[p3014<=1 & 1<=p3014] | [p4734<=1 & 1<=p4734]]]] | [[[[p3538<=1 & 1<=p3538] | [p6281<=1 & 1<=p6281]] | [[p1901<=1 & 1<=p1901] | [p6330<=1 & 1<=p6330]]] | [[[p6258<=1 & 1<=p6258] | [p4550<=1 & 1<=p4550]] | [[p4601<=1 & 1<=p4601] | [p3405<=1 & 1<=p3405]]]]]]]] | [[[[[[[[[p5313<=1 & 1<=p5313] | [p1561<=1 & 1<=p1561]] | [p2220<=1 & 1<=p2220]] | [[p2744<=1 & 1<=p2744] | [p1170<=1 & 1<=p1170]]] | [[[p2706<=1 & 1<=p2706] | [p4711<=1 & 1<=p4711]] | [[p4248<=1 & 1<=p4248] | [p3154<=1 & 1<=p3154]]]] | [[[[[p3968<=1 & 1<=p3968] | [p5042<=1 & 1<=p5042]] | [p2366<=1 & 1<=p2366]] | [[p6565<=1 & 1<=p6565] | [p2957<=1 & 1<=p2957]]] | [[[p6017<=1 & 1<=p6017] | [p1596<=1 & 1<=p1596]] | [[p2611<=1 & 1<=p2611] | [p5131<=1 & 1<=p5131]]]]] | [[[[[[p1310<=1 & 1<=p1310] | [p3500<=1 & 1<=p3500]] | [p1049<=1 & 1<=p1049]] | [[p6169<=1 & 1<=p6169] | [p4120<=1 & 1<=p4120]]] | [[[p5421<=1 & 1<=p5421] | [p4801<=1 & 1<=p4801]] | [[p3049<=1 & 1<=p3049] | [p6249<=1 & 1<=p6249]]]] | [[[[p3577<=1 & 1<=p3577] | [p3774<=1 & 1<=p3774]] | [[p1790<=1 & 1<=p1790] | [p4511<=1 & 1<=p4511]]] | [[[p513<=1 & 1<=p513] | [p3723<=1 & 1<=p3723]] | [[p5806<=1 & 1<=p5806] | [p2124<=1 & 1<=p2124]]]]]] | [[[[[[[p4934<=1 & 1<=p4934] | [p3440<=1 & 1<=p3440]] | [p5922<=1 & 1<=p5922]] | [[p998<=1 & 1<=p998] | [p5618<=1 & 1<=p5618]]] | [[[p6467<=1 & 1<=p6467] | [p3043<=1 & 1<=p3043]] | [[p6421<=1 & 1<=p6421] | [p6301<=1 & 1<=p6301]]]] | [[[[p1930<=1 & 1<=p1930] | [p2032<=1 & 1<=p2032]] | [[p4645<=1 & 1<=p4645] | [p6252<=1 & 1<=p6252]]] | [[[p5844<=1 & 1<=p5844] | [p3008<=1 & 1<=p3008]] | [[p4705<=1 & 1<=p4705] | [p5769<=1 & 1<=p5769]]]]] | [[[[[[p1545<=1 & 1<=p1545] | [p2521<=1 & 1<=p2521]] | [p3634<=1 & 1<=p3634]] | [[p3103<=1 & 1<=p3103] | [p6287<=1 & 1<=p6287]]] | [[[p3389<=1 & 1<=p3389] | [p4985<=1 & 1<=p4985]] | [[p4365<=1 & 1<=p4365] | [p1199<=1 & 1<=p1199]]]] | [[[[p3974<=1 & 1<=p3974] | [p4740<=1 & 1<=p4740]] | [[p6214<=1 & 1<=p6214] | [p6571<=1 & 1<=p6571]]] | [[[p6383<=1 & 1<=p6383] | [p2423<=1 & 1<=p2423]] | [[p6080<=1 & 1<=p6080] | [p4314<=1 & 1<=p4314]]]]]]] | [[[[[[[[p3141<=1 & 1<=p3141] | [p1164<=1 & 1<=p1164]] | [p5319<=1 & 1<=p5319]] | [[p1113<=1 & 1<=p1113] | [p957<=1 & 1<=p957]]] | [[[p4607<=1 & 1<=p4607] | [p2763<=1 & 1<=p2763]] | [[p2617<=1 & 1<=p2617] | [p5564<=1 & 1<=p5564]]]] | [[[[p6011<=1 & 1<=p6011] | [p6049<=1 & 1<=p6049]] | [[p1504<=1 & 1<=p1504] | [p3769<=1 & 1<=p3769]]] | [[[p6243<=1 & 1<=p6243] | [p4791<=1 & 1<=p4791]] | [[p2992<=1 & 1<=p2992] | [p1193<=1 & 1<=p1193]]]]] | [[[[[[p4903<=1 & 1<=p4903] | [p1970<=1 & 1<=p1970]] | [p3104<=1 & 1<=p3104]] | [[p1305<=1 & 1<=p1305] | [p2193<=1 & 1<=p2193]]] | [[[p3434<=1 & 1<=p3434] | [p5955<=1 & 1<=p5955]] | [[p2148<=1 & 1<=p2148] | [p6000<=1 & 1<=p6000]]]] | [[[[p1925<=1 & 1<=p1925] | [p3992<=1 & 1<=p3992]] | [[p6129<=1 & 1<=p6129] | [p4836<=1 & 1<=p4836]]] | [[[p3814<=1 & 1<=p3814] | [p400<=1 & 1<=p400]] | [[p6461<=1 & 1<=p6461] | [p4389<=1 & 1<=p4389]]]]]] | [[[[[[[p4349<=1 & 1<=p4349] | [p1528<=1 & 1<=p1528]] | [p3947<=1 & 1<=p3947]] | [[p2367<=1 & 1<=p2367] | [p5563<=1 & 1<=p5563]]] | [[[p5126<=1 & 1<=p5126] | [p2238<=1 & 1<=p2238]] | [[p6174<=1 & 1<=p6174] | [p4211<=1 & 1<=p4211]]]] | [[[[p5905<=1 & 1<=p5905] | [p1148<=1 & 1<=p1148]] | [[p2595<=1 & 1<=p2595] | [p5518<=1 & 1<=p5518]]] | [[[p2635<=1 & 1<=p2635] | [p6445<=1 & 1<=p6445]] | [[p1796<=1 & 1<=p1796] | [p508<=1 & 1<=p508]]]]] | [[[[[[p3032<=1 & 1<=p3032] | [p6005<=1 & 1<=p6005]] | [p2417<=1 & 1<=p2417]] | [[p5736<=1 & 1<=p5736] | [p2809<=1 & 1<=p2809]]] | [[[p4166<=1 & 1<=p4166] | [p3417<=1 & 1<=p3417]] | [[p3372<=1 & 1<=p3372] | [p2322<=1 & 1<=p2322]]]] | [[[[p5216<=1 & 1<=p5216] | [p1573<=1 & 1<=p1573]] | [[p3640<=1 & 1<=p3640] | [p5344<=1 & 1<=p5344]]] | [[[p2015<=1 & 1<=p2015] | [p1975<=1 & 1<=p1975]] | [[p4774<=1 & 1<=p4774] | [p3037<=1 & 1<=p3037]]]]]]]]]] | [[[[[[[[[[[p3724<=1 & 1<=p3724] | [p6504<=1 & 1<=p6504]] | [p5798<=1 & 1<=p5798]] | [[p974<=1 & 1<=p974] | [p6516<=1 & 1<=p6516]]] | [[[p2590<=1 & 1<=p2590] | [p1014<=1 & 1<=p1014]] | [[p4394<=1 & 1<=p4394] | [p3198<=1 & 1<=p3198]]]] | [[[[[p4434<=1 & 1<=p4434] | [p3819<=1 & 1<=p3819]] | [p6074<=1 & 1<=p6074]] | [[p4506<=1 & 1<=p4506] | [p2930<=1 & 1<=p2930]]] | [[[p2719<=1 & 1<=p2719] | [p5005<=1 & 1<=p5005]] | [[p4819<=1 & 1<=p4819] | [p520<=1 & 1<=p520]]]]] | [[[[[[p4518<=1 & 1<=p4518] | [p6112<=1 & 1<=p6112]] | [p2533<=1 & 1<=p2533]] | [[p1031<=1 & 1<=p1031] | [p6288<=1 & 1<=p6288]]] | [[[p5843<=1 & 1<=p5843] | [p2020<=1 & 1<=p2020]] | [[p4332<=1 & 1<=p4332] | [p3377<=1 & 1<=p3377]]]] | [[[[p986<=1 & 1<=p986] | [p1176<=1 & 1<=p1176]] | [[p1533<=1 & 1<=p1533] | [p3206<=1 & 1<=p3206]]] | [[[p6226<=1 & 1<=p6226] | [p4741<=1 & 1<=p4741]] | [[p3020<=1 & 1<=p3020] | [p5399<=1 & 1<=p5399]]]]]] | [[[[[[[p800<=1 & 1<=p800] | [p5501<=1 & 1<=p5501]] | [p5221<=1 & 1<=p5221]] | [[p2578<=1 & 1<=p2578] | [p5786<=1 & 1<=p5786]]] | [[[p3339<=1 & 1<=p3339] | [p1913<=1 & 1<=p1913]] | [[p3161<=1 & 1<=p3161] | [p2935<=1 & 1<=p2935]]]] | [[[[p2975<=1 & 1<=p2975] | [p412<=1 & 1<=p412]] | [[p5183<=1 & 1<=p5183] | [p1317<=1 & 1<=p1317]]] | [[[p4439<=1 & 1<=p4439] | [p4997<=1 & 1<=p4997]] | [[p4608<=1 & 1<=p4608] | [p2198<=1 & 1<=p2198]]]]] | [[[[[[p1131<=1 & 1<=p1131] | [p2764<=1 & 1<=p2764]] | [p4042<=1 & 1<=p4042]] | [[p5967<=1 & 1<=p5967] | [p6395<=1 & 1<=p6395]]] | [[[p3781<=1 & 1<=p3781] | [p3595<=1 & 1<=p3595]] | [[p2980<=1 & 1<=p2980] | [p1958<=1 & 1<=p1958]]]] | [[[[p4779<=1 & 1<=p4779] | [p5910<=1 & 1<=p5910]] | [[p6564<=1 & 1<=p6564] | [p5394<=1 & 1<=p5394]]] | [[[p3935<=1 & 1<=p3935] | [p1136<=1 & 1<=p1136]] | [[p5625<=1 & 1<=p5625] | [p3501<=1 & 1<=p3501]]]]]]] | [[[[[[[[p1702<=1 & 1<=p1702] | [p2400<=1 & 1<=p2400]] | [p3315<=1 & 1<=p3315]] | [[p5439<=1 & 1<=p5439] | [p5307<=1 & 1<=p5307]]] | [[[p4121<=1 & 1<=p4121] | [p969<=1 & 1<=p969]] | [[p687<=1 & 1<=p687] | [p6343<=1 & 1<=p6343]]]] | [[[[[p6117<=1 & 1<=p6117] | [p5525<=1 & 1<=p5525]] | [p4223<=1 & 1<=p4223]] | [[p3802<=1 & 1<=p3802] | [p2640<=1 & 1<=p2640]]] | [[[p1362<=1 & 1<=p1362] | [p5138<=1 & 1<=p5138]] | [[p3997<=1 & 1<=p3997] | [p4037<=1 & 1<=p4037]]]]] | [[[[[[p1578<=1 & 1<=p1578] | [p5781<=1 & 1<=p5781]] | [p6057<=1 & 1<=p6057]] | [[p4563<=1 & 1<=p4563] | [p1937<=1 & 1<=p1937]]] | [[[p3422<=1 & 1<=p3422] | [p4337<=1 & 1<=p4337]] | [[p4377<=1 & 1<=p4377] | [p4843<=1 & 1<=p4843]]]] | [[[[p1918<=1 & 1<=p1918] | [p5506<=1 & 1<=p5506]] | [[p1007<=1 & 1<=p1007] | [p3940<=1 & 1<=p3940]]] | [[[p6136<=1 & 1<=p6136] | [p3044<=1 & 1<=p3044]] | [[p5724<=1 & 1<=p5724] | [p2405<=1 & 1<=p2405]]]]]] | [[[[[[[p4382<=1 & 1<=p4382] | [p6081<=1 & 1<=p6081]] | [p5159<=1 & 1<=p5159]] | [[p2628<=1 & 1<=p2628] | [p2583<=1 & 1<=p2583]]] | [[[p2999<=1 & 1<=p2999] | [p4427<=1 & 1<=p4427]] | [[p6319<=1 & 1<=p6319] | [p5992<=1 & 1<=p5992]]]] | [[[[p1963<=1 & 1<=p1963] | [p3985<=1 & 1<=p3985]] | [[p2538<=1 & 1<=p2538] | [p4824<=1 & 1<=p4824]]] | [[[p3248<=1 & 1<=p3248] | [p2424<=1 & 1<=p2424]] | [[p981<=1 & 1<=p981] | [p3320<=1 & 1<=p3320]]]]] | [[[[[[p5601<=1 & 1<=p5601] | [p675<=1 & 1<=p675]] | [p962<=1 & 1<=p962]] | [[p6528<=1 & 1<=p6528] | [p6012<=1 & 1<=p6012]]] | [[[p2141<=1 & 1<=p2141] | [p6231<=1 & 1<=p6231]] | [[p3757<=1 & 1<=p3757] | [p6468<=1 & 1<=p6468]]]] | [[[[p1982<=1 & 1<=p1982] | [p1181<=1 & 1<=p1181]] | [[p5444<=1 & 1<=p5444] | [p5302<=1 & 1<=p5302]]] | [[[p5114<=1 & 1<=p5114] | [p1026<=1 & 1<=p1026]] | [[p6062<=1 & 1<=p6062] | [p2008<=1 & 1<=p2008]]]]]]]] | [[[[[[[[[p4446<=1 & 1<=p4446] | [p3807<=1 & 1<=p3807]] | [p2231<=1 & 1<=p2231]] | [[p3826<=1 & 1<=p3826] | [p4722<=1 & 1<=p4722]]] | [[[p3025<=1 & 1<=p3025] | [p3712<=1 & 1<=p3712]] | [[p1540<=1 & 1<=p1540] | [p424<=1 & 1<=p424]]]] | [[[[[p6438<=1 & 1<=p6438] | [p5209<=1 & 1<=p5209]] | [p2355<=1 & 1<=p2355]] | [[p3365<=1 & 1<=p3365] | [p3384<=1 & 1<=p3384]]] | [[[p1521<=1 & 1<=p1521] | [p6588<=1 & 1<=p6588]] | [[p1789<=1 & 1<=p1789] | [p2968<=1 & 1<=p2968]]]]] | [[[[[[p6219<=1 & 1<=p6219] | [p6456<=1 & 1<=p6456]] | [p2243<=1 & 1<=p2243]] | [[p1585<=1 & 1<=p1585] | [p4990<=1 & 1<=p4990]]] | [[[p5228<=1 & 1<=p5228] | [p4767<=1 & 1<=p4767]] | [[p6050<=1 & 1<=p6050] | [p3429<=1 & 1<=p3429]]]] | [[[[p6541<=1 & 1<=p6541] | [p3146<=1 & 1<=p3146]] | [[p2942<=1 & 1<=p2942] | [p5979<=1 & 1<=p5979]]] | [[[p4325<=1 & 1<=p4325] | [p4049<=1 & 1<=p4049]] | [[p6388<=1 & 1<=p6388] | [p2526<=1 & 1<=p2526]]]]]] | [[[[[[[p6576<=1 & 1<=p6576] | [p4945<=1 & 1<=p4945]] | [p6105<=1 & 1<=p6105]] | [[p2027<=1 & 1<=p2027] | [p6331<=1 & 1<=p6331]]] | [[[p4786<=1 & 1<=p4786] | [p2923<=1 & 1<=p2923]] | [[p3013<=1 & 1<=p3013] | [p4551<=1 & 1<=p4551]]]] | [[[[p6238<=1 & 1<=p6238] | [p3410<=1 & 1<=p3410]] | [[p6069<=1 & 1<=p6069] | [p5432<=1 & 1<=p5432]]] | [[[p1566<=1 & 1<=p1566] | [p2310<=1 & 1<=p2310]] | [[p3645<=1 & 1<=p3645] | [p4154<=1 & 1<=p4154]]]]] | [[[[[[p812<=1 & 1<=p812] | [p3588<=1 & 1<=p3588]] | [p6306<=1 & 1<=p6306]] | [[p4729<=1 & 1<=p4729] | [p1188<=1 & 1<=p1188]]] | [[[p1038<=1 & 1<=p1038] | [p1019<=1 & 1<=p1019]] | [[p1169<=1 & 1<=p1169] | [p1906<=1 & 1<=p1906]]]] | [[[[p1744<=1 & 1<=p1744] | [p4831<=1 & 1<=p4831]] | [[p4344<=1 & 1<=p4344] | [p4030<=1 & 1<=p4030]]] | [[[p2707<=1 & 1<=p2707] | [p2647<=1 & 1<=p2647]] | [[p6276<=1 & 1<=p6276] | [p3543<=1 & 1<=p3543]]]]]]] | [[[[[[[[p5101<=1 & 1<=p5101] | [p4370<=1 & 1<=p4370]] | [p5575<=1 & 1<=p5575]] | [[p5171<=1 & 1<=p5171] | [p1350<=1 & 1<=p1350]]] | [[[p3750<=1 & 1<=p3750] | [p6124<=1 & 1<=p6124]] | [[p6186<=1 & 1<=p6186] | [p5793<=1 & 1<=p5793]]]] | [[[[p5774<=1 & 1<=p5774] | [p5712<=1 & 1<=p5712]] | [[p650<=1 & 1<=p650] | [p2545<=1 & 1<=p2545]]] | [[[p5047<=1 & 1<=p5047] | [p2752<=1 & 1<=p2752]] | [[p2186<=1 & 1<=p2186] | [p5917<=1 & 1<=p5917]]]]] | [[[[[[p3327<=1 & 1<=p3327] | [p449<=1 & 1<=p449]] | [p5513<=1 & 1<=p5513]] | [[p5613<=1 & 1<=p5613] | [p1124<=1 & 1<=p1124]]] | [[[p1143<=1 & 1<=p1143] | [p3308<=1 & 1<=p3308]] | [[p2412<=1 & 1<=p2412] | [p5387<=1 & 1<=p5387]]]] | [[[[p4109<=1 & 1<=p4109] | [p4812<=1 & 1<=p4812]] | [[p2987<=1 & 1<=p2987] | [p6480<=1 & 1<=p6480]]] | [[[p4018<=1 & 1<=p4018] | [p1732<=1 & 1<=p1732]] | [[p4542<=1 & 1<=p4542] | [p2743<=1 & 1<=p2743]]]]]] | [[[[[[[p3007<=1 & 1<=p3007] | [p2219<=1 & 1<=p2219]] | [p5029<=1 & 1<=p5029]] | [[p4806<=1 & 1<=p4806] | [p3230<=1 & 1<=p3230]]] | [[[p2520<=1 & 1<=p2520] | [p5543<=1 & 1<=p5543]] | [[p5152<=1 & 1<=p5152] | [p1509<=1 & 1<=p1509]]]] | [[[[p1554<=1 & 1<=p1554] | [p2442<=1 & 1<=p2442]] | [[p4364<=1 & 1<=p4364] | [p1386<=1 & 1<=p1386]]] | [[[p3353<=1 & 1<=p3353] | [p2565<=1 & 1<=p2565]] | [[p1044<=1 & 1<=p1044] | [p5935<=1 & 1<=p5935]]]]] | [[[[[[p4241<=1 & 1<=p4241] | [p4196<=1 & 1<=p4196]] | [p2174<=1 & 1<=p2174]] | [[p5801<=1 & 1<=p5801] | [p3973<=1 & 1<=p3973]]] | [[[p3185<=1 & 1<=p3185] | [p2397<=1 & 1<=p2397]] | [[p544<=1 & 1<=p544] | [p4710<=1 & 1<=p4710]]]] | [[[[p1900<=1 & 1<=p1900] | [p3799<=1 & 1<=p3799]] | [[p1951<=1 & 1<=p1951] | [p1163<=1 & 1<=p1163]]] | [[[p1777<=1 & 1<=p1777] | [p6257<=1 & 1<=p6257]] | [[p6213<=1 & 1<=p6213] | [p3922<=1 & 1<=p3922]]]]]]]]] | [[[[[[[[[[p4984<=1 & 1<=p4984] | [p4638<=1 & 1<=p4638]] | [p6382<=1 & 1<=p6382]] | [[p4587<=1 & 1<=p4587] | [p2616<=1 & 1<=p2616]]] | [[[p5314<=1 & 1<=p5314] | [p5426<=1 & 1<=p5426]] | [[p3140<=1 & 1<=p3140] | [p831<=1 & 1<=p831]]]] | [[[[[p5375<=1 & 1<=p5375] | [p4319<=1 & 1<=p4319]] | [p3134<=1 & 1<=p3134]] | [[p2346<=1 & 1<=p2346] | [p3404<=1 & 1<=p3404]]] | [[[p6376<=1 & 1<=p6376] | [p1112<=1 & 1<=p1112]] | [[p6426<=1 & 1<=p6426] | [p3531<=1 & 1<=p3531]]]]] | [[[[[[p2045<=1 & 1<=p2045] | [p4755<=1 & 1<=p4755]] | [p3928<=1 & 1<=p3928]] | [[p2129<=1 & 1<=p2129] | [p2571<=1 & 1<=p2571]]] | [[[p2168<=1 & 1<=p2168] | [p3621<=1 & 1<=p3621]] | [[p3582<=1 & 1<=p3582] | [p1118<=1 & 1<=p1118]]]] | [[[[p4632<=1 & 1<=p4632] | [p5381<=1 & 1<=p5381]] | [[p5756<=1 & 1<=p5756] | [p4024<=1 & 1<=p4024]]] | [[[p2962<=1 & 1<=p2962] | [p1738<=1 & 1<=p1738]] | [[p4548<=1 & 1<=p4548] | [p5023<=1 & 1<=p5023]]]]]] | [[[[[[[p1726<=1 & 1<=p1726] | [p2788<=1 & 1<=p2788]] | [p2839<=1 & 1<=p2839]] | [[p5549<=1 & 1<=p5549] | [p4536<=1 & 1<=p4536]]] | [[[p6024<=1 & 1<=p6024] | [p6036<=1 & 1<=p6036]] | [[p5649<=1 & 1<=p5649] | [p2448<=1 & 1<=p2448]]]] | [[[[p3302<=1 & 1<=p3302] | [p993<=1 & 1<=p993]] | [[p4145<=1 & 1<=p4145] | [p6093<=1 & 1<=p6093]]] | [[[p4415<=1 & 1<=p4415] | [p5807<=1 & 1<=p5807]] | [[p3179<=1 & 1<=p3179] | [p4939<=1 & 1<=p4939]]]]] | [[[[[[p2180<=1 & 1<=p2180] | [p3570<=1 & 1<=p3570]] | [p2911<=1 & 1<=p2911]] | [[p1335<=1 & 1<=p1335] | [p4704<=1 & 1<=p4704]]] | [[[p2905<=1 & 1<=p2905] | [p6251<=1 & 1<=p6251]] | [[p5768<=1 & 1<=p5768] | [p1106<=1 & 1<=p1106]]]] | [[[[p2117<=1 & 1<=p2117] | [p3633<=1 & 1<=p3633]] | [[p2845<=1 & 1<=p2845] | [p3191<=1 & 1<=p3191]]] | [[[p6420<=1 & 1<=p6420] | [p6087<=1 & 1<=p6087]] | [[p4403<=1 & 1<=p4403] | [p3447<=1 & 1<=p3447]]]]]]] | [[[[[[[[p1347<=1 & 1<=p1347] | [p4927<=1 & 1<=p4927]] | [p3916<=1 & 1<=p3916]] | [[p837<=1 & 1<=p837] | [p4849<=1 & 1<=p4849]]] | [[[p4012<=1 & 1<=p4012] | [p538<=1 & 1<=p538]] | [[p2950<=1 & 1<=p2950] | [p2225<=1 & 1<=p2225]]]] | [[[[[p2749<=1 & 1<=p2749] | [p2039<=1 & 1<=p2039]] | [p4313<=1 & 1<=p4313]] | [[p3525<=1 & 1<=p3525] | [p5320<=1 & 1<=p5320]]] | [[[p1503<=1 & 1<=p1503] | [p2559<=1 & 1<=p2559]] | [[p5369<=1 & 1<=p5369] | [p4644<=1 & 1<=p4644]]]]] | [[[[[[p4978<=1 & 1<=p4978] | [p4247<=1 & 1<=p4247]] | [p5035<=1 & 1<=p5035]] | [[p1157<=1 & 1<=p1157] | [p3967<=1 & 1<=p3967]]] | [[[p2794<=1 & 1<=p2794] | [p6018<=1 & 1<=p6018]] | [[p1597<=1 & 1<=p1597] | [p1783<=1 & 1<=p1783]]]] | [[[[p2956<=1 & 1<=p2956] | [p2610<=1 & 1<=p2610]] | [[p5420<=1 & 1<=p5420] | [p5326<=1 & 1<=p5326]]] | [[[p4307<=1 & 1<=p4307] | [p1341<=1 & 1<=p1341]] | [[p6042<=1 & 1<=p6042] | [p4800<=1 & 1<=p4800]]]]]] | [[[[[[[p950<=1 & 1<=p950] | [p6414<=1 & 1<=p6414]] | [p4409<=1 & 1<=p4409]] | [[p4593<=1 & 1<=p4593] | [p6207<=1 & 1<=p6207]]] | [[[p3001<=1 & 1<=p3001] | [p5762<=1 & 1<=p5762]] | [[p1988<=1 & 1<=p1988] | [p6474<=1 & 1<=p6474]]]] | [[[[p2514<=1 & 1<=p2514] | [p5813<=1 & 1<=p5813]] | [[p5929<=1 & 1<=p5929] | [p4933<=1 & 1<=p4933]]] | [[[p3576<=1 & 1<=p3576] | [p1392<=1 & 1<=p1392]] | [[p3441<=1 & 1<=p3441] | [p843<=1 & 1<=p843]]]]] | [[[[[[p3627<=1 & 1<=p3627] | [p999<=1 & 1<=p999]] | [p3236<=1 & 1<=p3236]] | [[p1001<=1 & 1<=p1001] | [p4358<=1 & 1<=p4358]]] | [[[p2123<=1 & 1<=p2123] | [p3832<=1 & 1<=p3832]] | [[p4966<=1 & 1<=p4966] | [p2156<=1 & 1<=p2156]]]] | [[[[p3345<=1 & 1<=p3345] | [p5631<=1 & 1<=p5631]] | [[p6364<=1 & 1<=p6364] | [p4620<=1 & 1<=p4620]]] | [[[p2334<=1 & 1<=p2334] | [p5189<=1 & 1<=p5189]] | [[p1323<=1 & 1<=p1323] | [p4178<=1 & 1<=p4178]]]]]]]] | [[[[[[[[[p1368<=1 & 1<=p1368] | [p2111<=1 & 1<=p2111]] | [p5819<=1 & 1<=p5819]] | [[p1100<=1 & 1<=p1100] | [p4798<=1 & 1<=p4798]]] | [[[p3955<=1 & 1<=p3955] | [p3167<=1 & 1<=p3167]] | [[p2379<=1 & 1<=p2379] | [p526<=1 & 1<=p526]]]] | [[[[[p3787<=1 & 1<=p3787] | [p1714<=1 & 1<=p1714]] | [p4921<=1 & 1<=p4921]] | [[p2502<=1 & 1<=p2502] | [p4000<=1 & 1<=p4000]]] | [[[p3212<=1 & 1<=p3212] | [p2553<=1 & 1<=p2553]] | [[p1765<=1 & 1<=p1765] | [p4133<=1 & 1<=p4133]]]]] | [[[[[[p3609<=1 & 1<=p3609] | [p2430<=1 & 1<=p2430]] | [p5240<=1 & 1<=p5240]] | [[p3218<=1 & 1<=p3218] | [p2821<=1 & 1<=p2821]]] | [[[p4524<=1 & 1<=p4524] | [p3736<=1 & 1<=p3736]] | [[p532<=1 & 1<=p532] | [p6349<=1 & 1<=p6349]]]] | [[[[p5531<=1 & 1<=p5531] | [p3742<=1 & 1<=p3742]] | [[p3396<=1 & 1<=p3396] | [p4569<=1 & 1<=p4569]]] | [[[p3603<=1 & 1<=p3603] | [p4352<=1 & 1<=p4352]] | [[p5363<=1 & 1<=p5363] | [p3558<=1 & 1<=p3558]]]]]] | [[[[[[[p5551<=1 & 1<=p5551] | [p5195<=1 & 1<=p5195]] | [p3519<=1 & 1<=p3519]] | [[p1943<=1 & 1<=p1943] | [p1759<=1 & 1<=p1759]]] | [[[p6142<=1 & 1<=p6142] | [p2508<=1 & 1<=p2508]] | [[p5402<=1 & 1<=p5402] | [p5011<=1 & 1<=p5011]]]] | [[[[p6498<=1 & 1<=p6498] | [p2725<=1 & 1<=p2725]] | [[p3961<=1 & 1<=p3961] | [p2776<=1 & 1<=p2776]]] | [[[p4960<=1 & 1<=p4960] | [p3838<=1 & 1<=p3838]] | [[p2201<=1 & 1<=p2201] | [p2150<=1 & 1<=p2150]]]]] | [[[[[[p6201<=1 & 1<=p6201] | [p3910<=1 & 1<=p3910]] | [p6162<=1 & 1<=p6162]] | [[p4301<=1 & 1<=p4301] | [p2385<=1 & 1<=p2385]]] | [[[p3116<=1 & 1<=p3116] | [p5414<=1 & 1<=p5414]] | [[p5332<=1 & 1<=p5332] | [p849<=1 & 1<=p849]]]] | [[[[p6408<=1 & 1<=p6408] | [p5144<=1 & 1<=p5144]] | [[p1151<=1 & 1<=p1151] | [p4229<=1 & 1<=p4229]]] | [[[p1994<=1 & 1<=p1994] | [p6358<=1 & 1<=p6358]] | [[p1771<=1 & 1<=p1771] | [p4581<=1 & 1<=p4581]]]]]]] | [[[[[[[[p3793<=1 & 1<=p3793] | [p3507<=1 & 1<=p3507]] | [p6150<=1 & 1<=p6150]] | [[p2604<=1 & 1<=p2604] | [p2436<=1 & 1<=p2436]]] | [[[p4139<=1 & 1<=p4139] | [p3128<=1 & 1<=p3128]] | [[p1329<=1 & 1<=p1329] | [p6370<=1 & 1<=p6370]]]] | [[[[p3224<=1 & 1<=p3224] | [p5748<=1 & 1<=p5748]] | [[p2340<=1 & 1<=p2340] | [p6558<=1 & 1<=p6558]]] | [[[p2213<=1 & 1<=p2213] | [p6486<=1 & 1<=p6486]] | [[p5750<=1 & 1<=p5750] | [p5825<=1 & 1<=p5825]]]]] | [[[[[[p4972<=1 & 1<=p4972] | [p4184<=1 & 1<=p4184]] | [p3615<=1 & 1<=p3615]] | [[p2827<=1 & 1<=p2827] | [p2737<=1 & 1<=p2737]]] | [[[p1949<=1 & 1<=p1949] | [p5246<=1 & 1<=p5246]] | [[p4190<=1 & 1<=p4190] | [p1374<=1 & 1<=p1374]]]] | [[[[p5637<=1 & 1<=p5637] | [p2105<=1 & 1<=p2105]] | [[p2162<=1 & 1<=p2162] | [p406<=1 & 1<=p406]]] | [[[p5941<=1 & 1<=p5941] | [p5537<=1 & 1<=p5537]] | [[p6492<=1 & 1<=p6492] | [p2731<=1 & 1<=p2731]]]]]] | [[[[[[[p4006<=1 & 1<=p4006] | [p3844<=1 & 1<=p3844]] | [p2207<=1 & 1<=p2207]] | [[p4530<=1 & 1<=p4530] | [p5643<=1 & 1<=p5643]]] | [[[p5831<=1 & 1<=p5831] | [p4915<=1 & 1<=p4915]] | [[p6148<=1 & 1<=p6148] | [p5947<=1 & 1<=p5947]]]] | [[[[p5357<=1 & 1<=p5357] | [p1380<=1 & 1<=p1380]] | [[p6099<=1 & 1<=p6099] | [p2833<=1 & 1<=p2833]]] | [[[p4575<=1 & 1<=p4575] | [p1720<=1 & 1<=p1720]] | [[p3748<=1 & 1<=p3748] | [p6402<=1 & 1<=p6402]]]]] | [[[[[[p5742<=1 & 1<=p5742] | [p4235<=1 & 1<=p4235]] | [p3564<=1 & 1<=p3564]] | [[p3173<=1 & 1<=p3173] | [p3122<=1 & 1<=p3122]]] | [[[p6156<=1 & 1<=p6156] | [p5408<=1 & 1<=p5408]] | [[p5338<=1 & 1<=p5338] | [p6552<=1 & 1<=p6552]]]] | [[[[p699<=1 & 1<=p699] | [p4626<=1 & 1<=p4626]] | [[p2391<=1 & 1<=p2391] | [p3513<=1 & 1<=p3513]]] | [[[p3904<=1 & 1<=p3904] | [p5017<=1 & 1<=p5017]] | [[p2782<=1 & 1<=p2782] | [p6030<=1 & 1<=p6030]]]]]]]]]]]]]]]]] & ~ [E [EG [~ [[[[[[[[[[[[[[p1325<=1 & 1<=p1325] | [p6002<=1 & 1<=p6002]] | [[p1530<=1 & 1<=p1530] | [p1034<=1 & 1<=p1034]]] | [[[p6452<=1 & 1<=p6452] | [p4380<=1 & 1<=p4380]] | [[p1184<=1 & 1<=p1184] | [p2432<=1 & 1<=p2432]]]] | [[[[[p2158<=1 & 1<=p2158] | [p3789<=1 & 1<=p3789]] | [p3169<=1 & 1<=p3169]] | [[p4782<=1 & 1<=p4782] | [p3994<=1 & 1<=p3994]]] | [[[p2626<=1 & 1<=p2626] | [p5213<=1 & 1<=p5213]] | [[p2938<=1 & 1<=p2938] | [p6065<=1 & 1<=p6065]]]]] | [[[[[[p1916<=1 & 1<=p1916] | [p3029<=1 & 1<=p3029]] | [p4565<=1 & 1<=p4565]] | [[p4749<=1 & 1<=p4749] | [p4622<=1 & 1<=p4622]]] | [[[p5146<=1 & 1<=p5146] | [p4949<=1 & 1<=p4949]] | [[p1128<=1 & 1<=p1128] | [p5633<=1 & 1<=p5633]]]] | [[[[[p3425<=1 & 1<=p3425] | [p2637<=1 & 1<=p2637]] | [p2139<=1 & 1<=p2139]] | [[p2403<=1 & 1<=p2403] | [p2414<=1 & 1<=p2414]]] | [[[p6154<=1 & 1<=p6154] | [p5436<=1 & 1<=p5436]] | [[p5504<=1 & 1<=p5504] | [p4135<=1 & 1<=p4135]]]]]] | [[[[[[[p402<=1 & 1<=p402] | [p4391<=1 & 1<=p4391]] | [p983<=1 & 1<=p983]] | [[p6234<=1 & 1<=p6234] | [p2012<=1 & 1<=p2012]]] | [[[p5533<=1 & 1<=p5533] | [p3738<=1 & 1<=p3738]] | [[p3028<=1 & 1<=p3028] | [p3592<=1 & 1<=p3592]]]] | [[[[p5829<=1 & 1<=p5829] | [p5907<=1 & 1<=p5907]] | [[p4002<=1 & 1<=p4002] | [p5242<=1 & 1<=p5242]]] | [[[p4526<=1 & 1<=p4526] | [p1581<=1 & 1<=p1581]] | [[p3983<=1 & 1<=p3983] | [p2536<=1 & 1<=p2536]]]]] | [[[[[[p1748<=1 & 1<=p1748] | [p3398<=1 & 1<=p3398]] | [p3374<=1 & 1<=p3374]] | [[p3363<=1 & 1<=p3363] | [p2352<=1 & 1<=p2352]]] | [[[p4385<=1 & 1<=p4385] | [p5789<=1 & 1<=p5789]] | [[p3989<=1 & 1<=p3989] | [p6060<=1 & 1<=p6060]]]] | [[[[p6229<=1 & 1<=p6229] | [p6109<=1 & 1<=p6109]] | [[p3034<=1 & 1<=p3034] | [p2006<=1 & 1<=p2006]]] | [[[p6436<=1 & 1<=p6436] | [p3023<=1 & 1<=p3023]] | [[p6240<=1 & 1<=p6240] | [p5835<=1 & 1<=p5835]]]]]]] | [[[[[[[[p3732<=1 & 1<=p3732] | [p3208<=1 & 1<=p3208]] | [p2152<=1 & 1<=p2152]] | [[p2542<=1 & 1<=p2542] | [p5510<=1 & 1<=p5510]]] | [[[p4219<=1 & 1<=p4219] | [p1799<=1 & 1<=p1799]] | [[p5397<=1 & 1<=p5397] | [p1364<=1 & 1<=p1364]]]] | [[[[[p6458<=1 & 1<=p6458] | [p3828<=1 & 1<=p3828]] | [p3431<=1 & 1<=p3431]] | [[p4839<=1 & 1<=p4839] | [p4386<=1 & 1<=p4386]]] | [[[p2145<=1 & 1<=p2145] | [p3341<=1 & 1<=p3341]] | [[p5555<=1 & 1<=p5555] | [p1011<=1 & 1<=p1011]]]]] | [[[[[[p2933<=1 & 1<=p2933] | [p3605<=1 & 1<=p3605]] | [p2944<=1 & 1<=p2944]] | [[p3643<=1 & 1<=p3643] | [p2196<=1 & 1<=p2196]]] | [[[p4788<=1 & 1<=p4788] | [p2101<=1 & 1<=p2101]] | [[p1978<=1 & 1<=p1978] | [p1190<=1 & 1<=p1190]]]] | [[[[p6071<=1 & 1<=p6071] | [p4040<=1 & 1<=p4040]] | [[p5185<=1 & 1<=p5185] | [p977<=1 & 1<=p977]]] | [[[p3649<=1 & 1<=p3649] | [p4129<=1 & 1<=p4129]] | [[p2409<=1 & 1<=p2409] | [p5784<=1 & 1<=p5784]]]]]] | [[[[[[[p6354<=1 & 1<=p6354] | [p4437<=1 & 1<=p4437]] | [p5359<=1 & 1<=p5359]] | [[p5236<=1 & 1<=p5236] | [p3822<=1 & 1<=p3822]]] | [[[p3112<=1 & 1<=p3112] | [p4225<=1 & 1<=p4225]] | [[p6296<=1 & 1<=p6296] | [p4777<=1 & 1<=p4777]]]] | [[[[p5795<=1 & 1<=p5795] | [p2547<=1 & 1<=p2547]] | [[p528<=1 & 1<=p528] | [p2772<=1 & 1<=p2772]]] | [[[p4616<=1 & 1<=p4616] | [p4442<=1 & 1<=p4442]] | [[p3420<=1 & 1<=p3420] | [p2381<=1 & 1<=p2381]]]]] | [[[[[[p1185<=1 & 1<=p1185] | [p6066<=1 & 1<=p6066]] | [p2235<=1 & 1<=p2235]] | [[p1755<=1 & 1<=p1755] | [p3515<=1 & 1<=p3515]]] | [[[p3369<=1 & 1<=p3369] | [p6453<=1 & 1<=p6453]] | [[p5744<=1 & 1<=p5744] | [p3906<=1 & 1<=p3906]]]] | [[[[p6442<=1 & 1<=p6442] | [p5515<=1 & 1<=p5515]] | [[p6345<=1 & 1<=p6345] | [p4956<=1 & 1<=p4956]]] | [[[p2721<=1 & 1<=p2721] | [p1525<=1 & 1<=p1525]] | [[p6550<=1 & 1<=p6550] | [p6235<=1 & 1<=p6235]]]]]]]] | [[[[[[[[[p5342<=1 & 1<=p5342] | [p4329<=1 & 1<=p4329]] | [p6496<=1 & 1<=p6496]] | [[p4720<=1 & 1<=p4720] | [p1761<=1 & 1<=p1761]]] | [[[p1945<=1 & 1<=p1945] | [p1179<=1 & 1<=p1179]] | [[p6502<=1 & 1<=p6502] | [p5509<=1 & 1<=p5509]]]] | [[[[[p6360<=1 & 1<=p6360] | [p972<=1 & 1<=p972]] | [p5207<=1 & 1<=p5207]] | [[p5304<=1 & 1<=p5304] | [p2778<=1 & 1<=p2778]]] | [[[p2632<=1 & 1<=p2632] | [p2541<=1 & 1<=p2541]] | [[p1519<=1 & 1<=p1519] | [p5218<=1 & 1<=p5218]]]]] | [[[[[[p5013<=1 & 1<=p5013] | [p4816<=1 & 1<=p4816]] | [p4045<=1 & 1<=p4045]] | [[p4962<=1 & 1<=p4962] | [p2408<=1 & 1<=p2408]]] | [[[p2972<=1 & 1<=p2972] | [p6398<=1 & 1<=p6398]] | [[p5902<=1 & 1<=p5902] | [p3118<=1 & 1<=p3118]]]] | [[[[p2017<=1 & 1<=p2017] | [p5353<=1 & 1<=p5353]] | [[p5609<=1 & 1<=p5609] | [p3189<=1 & 1<=p3189]]] | [[[p5122<=1 & 1<=p5122] | [p3449<=1 & 1<=p3449]] | [[p3312<=1 & 1<=p3312] | [p1040<=1 & 1<=p1040]]]]]] | [[[[[[[p4323<=1 & 1<=p4323] | [p2966<=1 & 1<=p2966]] | [p1301<=1 & 1<=p1301]] | [[p2178<=1 & 1<=p2178] | [p3535<=1 & 1<=p3535]]] | [[[p6103<=1 & 1<=p6103] | [p3765<=1 & 1<=p3765]] | [[p1345<=1 & 1<=p1345] | [p5931<=1 & 1<=p5931]]]] | [[[[p5156<=1 & 1<=p5156] | [p2754<=1 & 1<=p2754]] | [[p6476<=1 & 1<=p6476] | [p4245<=1 & 1<=p4245]]] | [[[p3932<=1 & 1<=p3932] | [p504<=1 & 1<=p504]] | [[p5033<=1 & 1<=p5033] | [p6574<=1 & 1<=p6574]]]]] | [[[[[[p6278<=1 & 1<=p6278] | [p683<=1 & 1<=p683]] | [p1558<=1 & 1<=p1558]] | [[p1921<=1 & 1<=p1921] | [p410<=1 & 1<=p410]]] | [[[p4731<=1 & 1<=p4731] | [p6447<=1 & 1<=p6447]] | [[p3586<=1 & 1<=p3586] | [p2798<=1 & 1<=p2798]]]] | [[[[p1955<=1 & 1<=p1955] | [p5965<=1 & 1<=p5965]] | [[p6178<=1 & 1<=p6178] | [p5430<=1 & 1<=p5430]]] | [[[p4642<=1 & 1<=p4642] | [p6040<=1 & 1<=p6040]] | [[p3138<=1 & 1<=p3138] | [p3402<=1 & 1<=p3402]]]]]]] | [[[[[[[[p689<=1 & 1<=p689] | [p3625<=1 & 1<=p3625]] | [p5348<=1 & 1<=p5348]] | [[p2915<=1 & 1<=p2915] | [p1742<=1 & 1<=p1742]]] | [[[p4636<=1 & 1<=p4636] | [p2041<=1 & 1<=p2041]] | [[p4759<=1 & 1<=p4759] | [p1781<=1 & 1<=p1781]]]] | [[[[p4162<=1 & 1<=p4162] | [p5573<=1 & 1<=p5573]] | [[p6020<=1 & 1<=p6020] | [p2792<=1 & 1<=p2792]]] | [[[p2172<=1 & 1<=p2172] | [p4943<=1 & 1<=p4943]] | [[p2805<=1 & 1<=p2805] | [p5615<=1 & 1<=p5615]]]]] | [[[[[[p4419<=1 & 1<=p4419] | [p1122<=1 & 1<=p1122]] | [p5760<=1 & 1<=p5760]] | [[p6089<=1 & 1<=p6089] | [p4502<=1 & 1<=p4502]]] | [[[p4810<=1 & 1<=p4810] | [p4111<=1 & 1<=p4111]] | [[p2575<=1 & 1<=p2575] | [p3306<=1 & 1<=p3306]]]] | [[[[p4149<=1 & 1<=p4149] | [p5726<=1 & 1<=p5726]] | [[p804<=1 & 1<=p804] | [p4559<=1 & 1<=p4559]]] | [[[p1552<=1 & 1<=p1552] | [p1548<=1 & 1<=p1548]] | [[p3771<=1 & 1<=p3771] | [p6508<=1 & 1<=p6508]]]]]] | [[[[[[[p5150<=1 & 1<=p5150] | [p4362<=1 & 1<=p4362]] | [p1005<=1 & 1<=p1005]] | [[p3005<=1 & 1<=p3005] | [p416<=1 & 1<=p416]]] | [[[p2849<=1 & 1<=p2849] | [p4905<=1 & 1<=p4905]] | [[p1927<=1 & 1<=p1927] | [p6138<=1 & 1<=p6138]]]] | [[[[p4016<=1 & 1<=p4016] | [p2715<=1 & 1<=p2715]] | [[p1307<=1 & 1<=p1307] | [p3392<=1 & 1<=p3392]]] | [[[p3246<=1 & 1<=p3246] | [p5128<=1 & 1<=p5128]] | [[p6046<=1 & 1<=p6046] | [p2318<=1 & 1<=p2318]]]]] | [[[[[[p6172<=1 & 1<=p6172] | [p1704<=1 & 1<=p1704]] | [p5971<=1 & 1<=p5971]] | [[p4982<=1 & 1<=p4982] | [p833<=1 & 1<=p833]]] | [[[p5179<=1 & 1<=p5179] | [p6211<=1 & 1<=p6211]] | [[p3529<=1 & 1<=p3529] | [p4845<=1 & 1<=p4845]]]] | [[[[p6380<=1 & 1<=p6380] | [p5373<=1 & 1<=p5373]] | [[p2035<=1 & 1<=p2035] | [p3195<=1 & 1<=p3195]]] | [[[p4448<=1 & 1<=p4448] | [p4413<=1 & 1<=p4413]] | [[p2324<=1 & 1<=p2324] | [p954<=1 & 1<=p954]]]]]]]]] | [[[[[[[[[[p3401<=1 & 1<=p3401] | [p4423<=1 & 1<=p4423]] | [p4758<=1 & 1<=p4758]] | [[p2602<=1 & 1<=p2602] | [p4646<=1 & 1<=p4646]]] | [[[p3624<=1 & 1<=p3624] | [p5770<=1 & 1<=p5770]] | [[p6210<=1 & 1<=p6210] | [p1780<=1 & 1<=p1780]]]] | [[[[[p3936<=1 & 1<=p3936] | [p3847<=1 & 1<=p3847]] | [p6315<=1 & 1<=p6315]] | [[p1160<=1 & 1<=p1160] | [p2338<=1 & 1<=p2338]]] | [[[p3803<=1 & 1<=p3803] | [p5720<=1 & 1<=p5720]] | [[p3316<=1 & 1<=p3316] | [p4182<=1 & 1<=p4182]]]]] | [[[[[[p3222<=1 & 1<=p3222] | [p4021<=1 & 1<=p4021]] | [p4579<=1 & 1<=p4579]] | [[p2914<=1 & 1<=p2914] | [p958<=1 & 1<=p958]]] | [[[p2825<=1 & 1<=p2825] | [p1959<=1 & 1<=p1959]] | [[p4249<=1 & 1<=p4249] | [p1562<=1 & 1<=p1562]]]] | [[[[p2517<=1 & 1<=p2517] | [p1378<=1 & 1<=p1378]] | [[p1030<=1 & 1<=p1030] | [p2177<=1 & 1<=p2177]]] | [[[p5199<=1 & 1<=p5199] | [p1785<=1 & 1<=p1785]] | [[p2512<=1 & 1<=p2512] | [p3534<=1 & 1<=p3534]]]]]] | [[[[[[[p6016<=1 & 1<=p6016] | [p1155<=1 & 1<=p1155]] | [p2919<=1 & 1<=p2919]] | [[p6310<=1 & 1<=p6310] | [p6412<=1 & 1<=p6412]]] | [[[p6205<=1 & 1<=p6205] | [p3842<=1 & 1<=p3842]] | [[p1718<=1 & 1<=p1718] | [p3227<=1 & 1<=p3227]]]] | [[[[p3562<=1 & 1<=p3562] | [p2607<=1 & 1<=p2607]] | [[p1557<=1 & 1<=p1557] | [p2579<=1 & 1<=p2579]]] | [[[p1383<=1 & 1<=p1383] | [p5815<=1 & 1<=p5815]] | [[p4356<=1 & 1<=p4356] | [p5328<=1 & 1<=p5328]]]]] | [[[[[[p5378<=1 & 1<=p5378] | [p1998<=1 & 1<=p1998]] | [p6472<=1 & 1<=p6472]] | [[p5406<=1 & 1<=p5406] | [p4244<=1 & 1<=p4244]]] | [[[p2740<=1 & 1<=p2740] | [p1544<=1 & 1<=p1544]] | [[p2205<=1 & 1<=p2205] | [p4584<=1 & 1<=p4584]]]] | [[[[p3048<=1 & 1<=p3048] | [p6158<=1 & 1<=p6158]] | [[p3629<=1 & 1<=p3629] | [p4239<=1 & 1<=p4239]]] | [[[p5323<=1 & 1<=p5323] | [p953<=1 & 1<=p953]] | [[p3388<=1 & 1<=p3388] | [p2031<=1 & 1<=p2031]]]]]]] | [[[[[[[[p6482<=1 & 1<=p6482] | [p1500<=1 & 1<=p1500]] | [p2522<=1 & 1<=p2522]] | [[p1775<=1 & 1<=p1775] | [p6580<=1 & 1<=p6580]]] | [[[p4763<=1 & 1<=p4763] | [p4366<=1 & 1<=p4366]] | [[p3708<=1 & 1<=p3708] | [p6021<=1 & 1<=p6021]]]] | [[[[[p4986<=1 & 1<=p4986] | [p6090<=1 & 1<=p6090]] | [p4919<=1 & 1<=p4919]] | [[p6384<=1 & 1<=p6384] | [p5926<=1 & 1<=p5926]]] | [[[p3142<=1 & 1<=p3142] | [p2120<=1 & 1<=p2120]] | [[p1902<=1 & 1<=p1902] | [p3132<=1 & 1<=p3132]]]]] | [[[[[[p1165<=1 & 1<=p1165] | [p6374<=1 & 1<=p6374]] | [p3406<=1 & 1<=p3406]] | [[p6215<=1 & 1<=p6215] | [p5810<=1 & 1<=p5810]]] | [[[p3009<=1 & 1<=p3009] | [p4976<=1 & 1<=p4976]] | [[p3964<=1 & 1<=p3964] | [p5765<=1 & 1<=p5765]]]] | [[[[p654<=1 & 1<=p654] | [p4361<=1 & 1<=p4361]] | [[p5383<=1 & 1<=p5383] | [p5921<=1 & 1<=p5921]]] | [[[p2991<=1 & 1<=p2991] | [p3199<=1 & 1<=p3199]] | [[p6095<=1 & 1<=p6095] | [p4725<=1 & 1<=p4725]]]]]] | [[[[[[[p4348<=1 & 1<=p4348] | [p6477<=1 & 1<=p6477]] | [p4701<=1 & 1<=p4701]] | [[p6272<=1 & 1<=p6272] | [p3004<=1 & 1<=p3004]]] | [[[p1549<=1 & 1<=p1549] | [p5043<=1 & 1<=p5043]] | [[p2735<=1 & 1<=p2735] | [p3619<=1 & 1<=p3619]]]] | [[[[p6417<=1 & 1<=p6417] | [p3539<=1 & 1<=p3539]] | [[p6537<=1 & 1<=p6537] | [p5579<=1 & 1<=p5579]]] | [[[p2395<=1 & 1<=p2395] | [p4105<=1 & 1<=p4105]] | [[p3959<=1 & 1<=p3959] | [p4981<=1 & 1<=p4981]]]]] | [[[[[[p6045<=1 & 1<=p6045] | [p5805<=1 & 1<=p5805]] | [p4835<=1 & 1<=p4835]] | [[p6128<=1 & 1<=p6128] | [p2797<=1 & 1<=p2797]]] | [[[p3703<=1 & 1<=p3703] | [p445<=1 & 1<=p445]] | [[p2036<=1 & 1<=p2036] | [p4026<=1 & 1<=p4026]]]] | [[[[p4641<=1 & 1<=p4641] | [p1147<=1 & 1<=p1147]] | [[p2182<=1 & 1<=p2182] | [p3572<=1 & 1<=p3572]]] | [[[p6422<=1 & 1<=p6422] | [p5951<=1 & 1<=p5951]] | [[p4100<=1 & 1<=p4100] | [p5559<=1 & 1<=p5559]]]]]]]] | [[[[[[[[[p4706<=1 & 1<=p4706] | [p6026<=1 & 1<=p6026]] | [p3988<=1 & 1<=p3988]] | [[p4215<=1 & 1<=p4215] | [p2011<=1 & 1<=p2011]]] | [[[p440<=1 & 1<=p440] | [p6253<=1 & 1<=p6253]] | [[p4929<=1 & 1<=p4929] | [p3505<=1 & 1<=p3505]]]] | [[[[[p2215<=1 & 1<=p2215] | [p2234<=1 & 1<=p2234]] | [p2996<=1 & 1<=p2996]] | [[p3728<=1 & 1<=p3728] | [p5995<=1 & 1<=p5995]]] | [[[p2438<=1 & 1<=p2438] | [p2631<=1 & 1<=p2631]] | [[p1505<=1 & 1<=p1505] | [p6560<=1 & 1<=p6560]]]]] | [[[[[[p5639<=1 & 1<=p5639] | [p5318<=1 & 1<=p5318]] | [p6267<=1 & 1<=p6267]] | [[p4192<=1 & 1<=p4192] | [p3368<=1 & 1<=p3368]]] | [[[p5539<=1 & 1<=p5539] | [p5901<=1 & 1<=p5901]] | [[p6441<=1 & 1<=p6441] | [p1108<=1 & 1<=p1108]]]] | [[[[p2952<=1 & 1<=p2952] | [p6585<=1 & 1<=p6585]] | [[p1127<=1 & 1<=p1127] | [p6133<=1 & 1<=p6133]]] | [[[p2371<=1 & 1<=p2371] | [p1524<=1 & 1<=p1524]] | [[p3795<=1 & 1<=p3795] | [p2348<=1 & 1<=p2348]]]]]] | [[[[[[[p978<=1 & 1<=p978] | [p5945<=1 & 1<=p5945]] | [p5584<=1 & 1<=p5584]] | [[p4952<=1 & 1<=p4952] | [p2835<=1 & 1<=p2835]]] | [[[p3902<=1 & 1<=p3902] | [p421<=1 & 1<=p421]] | [[p2612<=1 & 1<=p2612] | [p2768<=1 & 1<=p2768]]]] | [[[[p3969<=1 & 1<=p3969] | [p4840<=1 & 1<=p4840]] | [[p4612<=1 & 1<=p4612] | [p5212<=1 & 1<=p5212]]] | [[[p4532<=1 & 1<=p4532] | [p6350<=1 & 1<=p6350]] | [[p4309<=1 & 1<=p4309] | [p1010<=1 & 1<=p1010]]]]] | [[[[[[p3108<=1 & 1<=p3108] | [p6292<=1 & 1<=p6292]] | [p5117<=1 & 1<=p5117]] | [[p5232<=1 & 1<=p5232] | [p2144<=1 & 1<=p2144]]] | [[[p4745<=1 & 1<=p4745] | [p1331<=1 & 1<=p1331]] | [[p5604<=1 & 1<=p5604] | [p6512<=1 & 1<=p6512]]]] | [[[[p5740<=1 & 1<=p5740] | [p5038<=1 & 1<=p5038]] | [[p1979<=1 & 1<=p1979] | [p5019<=1 & 1<=p5019]]] | [[[p3760<=1 & 1<=p3760] | [p2125<=1 & 1<=p2125]] | [[p3175<=1 & 1<=p3175] | [p3194<=1 & 1<=p3194]]]]]]] | [[[[[[[[p3648<=1 & 1<=p3648] | [p1751<=1 & 1<=p1751]] | [p678<=1 & 1<=p678]] | [[p2351<=1 & 1<=p2351] | [p997<=1 & 1<=p997]]] | [[[p659<=1 & 1<=p659] | [p2574<=1 & 1<=p2574]] | [[p5790<=1 & 1<=p5790] | [p3165<=1 & 1<=p3165]]]] | [[[[p1388<=1 & 1<=p1388] | [p5715<=1 & 1<=p5715]] | [[p3912<=1 & 1<=p3912] | [p6108<=1 & 1<=p6108]]] | [[[p3823<=1 & 1<=p3823] | [p524<=1 & 1<=p524]] | [[p5629<=1 & 1<=p5629] | [p3931<=1 & 1<=p3931]]]]] | [[[[[[p5009<=1 & 1<=p5009] | [p4328<=1 & 1<=p4328]] | [p4443<=1 & 1<=p4443]] | [[p2555<=1 & 1<=p2555] | [p4046<=1 & 1<=p4046]]] | [[[p4815<=1 & 1<=p4815] | [p4589<=1 & 1<=p4589]] | [[p1321<=1 & 1<=p1321] | [p2971<=1 & 1<=p2971]]]] | [[[[p2745<=1 & 1<=p2745] | [p4522<=1 & 1<=p4522]] | [[p534<=1 & 1<=p534] | [p4418<=1 & 1<=p4418]]] | [[[p2428<=1 & 1<=p2428] | [p5435<=1 & 1<=p5435]] | [[p3426<=1 & 1<=p3426] | [p3311<=1 & 1<=p3311]]]]]] | [[[[[[[p1941<=1 & 1<=p1941] | [p4948<=1 & 1<=p4948]] | [p2313<=1 & 1<=p2313]] | [[p2800<=1 & 1<=p2800] | [p2599<=1 & 1<=p2599]]] | [[[p4125<=1 & 1<=p4125] | [p4783<=1 & 1<=p4783]] | [[p5976<=1 & 1<=p5976] | [p5155<=1 & 1<=p5155]]]] | [[[[p3785<=1 & 1<=p3785] | [p5529<=1 & 1<=p5529]] | [[p2939<=1 & 1<=p2939] | [p5839<=1 & 1<=p5839]]] | [[[p6183<=1 & 1<=p6183] | [p1035<=1 & 1<=p1035]] | [[p3445<=1 & 1<=p3445] | [p4157<=1 & 1<=p4157]]]]] | [[[[[[p5416<=1 & 1<=p5416] | [p1747<=1 & 1<=p1747]] | [p3232<=1 & 1<=p3232]] | [[p1954<=1 & 1<=p1954] | [p3591<=1 & 1<=p3591]]] | [[[p1582<=1 & 1<=p1582] | [p847<=1 & 1<=p847]] | [[p5142<=1 & 1<=p5142] | [p1728<=1 & 1<=p1728]]]] | [[[[p809<=1 & 1<=p809] | [p828<=1 & 1<=p828]] | [[p3509<=1 & 1<=p3509] | [p6556<=1 & 1<=p6556]]] | [[[p2598<=1 & 1<=p2598] | [p1576<=1 & 1<=p1576]] | [[p2375<=1 & 1<=p2375] | [p1587<=1 & 1<=p1587]]]]]]]]]] | [[[[[[[[[[[p5322<=1 & 1<=p5322] | [p3926<=1 & 1<=p3926]] | [p2229<=1 & 1<=p2229]] | [[p3335<=1 & 1<=p3335] | [p2811<=1 & 1<=p2811]]] | [[[p4508<=1 & 1<=p4508] | [p1501<=1 & 1<=p1501]] | [[p5039<=1 & 1<=p5039] | [p510<=1 & 1<=p510]]]] | [[[[[p1984<=1 & 1<=p1984] | [p2995<=1 & 1<=p2995]] | [p3151<=1 & 1<=p3151]] | [[p2569<=1 & 1<=p2569] | [p5379<=1 & 1<=p5379]]] | [[[p1161<=1 & 1<=p1161] | [p548<=1 & 1<=p548]] | [[p6132<=1 & 1<=p6132] | [p4753<=1 & 1<=p4753]]]]] | [[[[[[p3202<=1 & 1<=p3202] | [p6339<=1 & 1<=p6339]] | [p5925<=1 & 1<=p5925]] | [[p4546<=1 & 1<=p4546] | [p4168<=1 & 1<=p4168]]] | [[[p2909<=1 & 1<=p2909] | [p4022<=1 & 1<=p4022]] | [[p5766<=1 & 1<=p5766] | [p1358<=1 & 1<=p1358]]]] | [[[[p2518<=1 & 1<=p2518] | [p5809<=1 & 1<=p5809]] | [[p2613<=1 & 1<=p2613] | [p6096<=1 & 1<=p6096]]] | [[[p4148<=1 & 1<=p4148] | [p2126<=1 & 1<=p2126]] | [[p4635<=1 & 1<=p4635] | [p5585<=1 & 1<=p5585]]]]]] | [[[[[[[p6543<=1 & 1<=p6543] | [p4412<=1 & 1<=p4412]] | [p2836<=1 & 1<=p2836]] | [[p1903<=1 & 1<=p1903] | [p2791<=1 & 1<=p2791]]] | [[[p5759<=1 & 1<=p5759] | [p3970<=1 & 1<=p3970]] | [[p4590<=1 & 1<=p4590] | [p2171<=1 & 1<=p2171]]]] | [[[[p5977<=1 & 1<=p5977] | [p660<=1 & 1<=p660]] | [[p4367<=1 & 1<=p4367] | [p2394<=1 & 1<=p2394]]] | [[[p996<=1 & 1<=p996] | [p2568<=1 & 1<=p2568]] | [[p5709<=1 & 1<=p5709] | [p5804<=1 & 1<=p5804]]]]] | [[[[[[p3702<=1 & 1<=p3702] | [p4545<=1 & 1<=p4545]] | [p4809<=1 & 1<=p4809]] | [[p3233<=1 & 1<=p3233] | [p6304<=1 & 1<=p6304]]] | [[[p3305<=1 & 1<=p3305] | [p1729<=1 & 1<=p1729]] | [[p5714<=1 & 1<=p5714] | [p1041<=1 & 1<=p1041]]]] | [[[[p2300<=1 & 1<=p2300] | [p3573<=1 & 1<=p3573]] | [[p2523<=1 & 1<=p2523] | [p4707<=1 & 1<=p4707]]] | [[[p3350<=1 & 1<=p3350] | [p1774<=1 & 1<=p1774]] | [[p6254<=1 & 1<=p6254] | [p439<=1 & 1<=p439]]]]]]] | [[[[[[[[p2216<=1 & 1<=p2216] | [p547<=1 & 1<=p547]] | [p6385<=1 & 1<=p6385]] | [[p4987<=1 & 1<=p4987] | [p5429<=1 & 1<=p5429]]] | [[[p822<=1 & 1<=p822] | [p4193<=1 & 1<=p4193]] | [[p834<=1 & 1<=p834] | [p5317<=1 & 1<=p5317]]]] | [[[[[p3618<=1 & 1<=p3618] | [p1506<=1 & 1<=p1506]] | [p3143<=1 & 1<=p3143]] | [[p6373<=1 & 1<=p6373] | [p3131<=1 & 1<=p3131]]] | [[[p6483<=1 & 1<=p6483] | [p1166<=1 & 1<=p1166]] | [[p6423<=1 & 1<=p6423] | [p6266<=1 & 1<=p6266]]]]] | [[[[[[p4975<=1 & 1<=p4975] | [p6196<=1 & 1<=p6196]] | [p2349<=1 & 1<=p2349]] | [[p3925<=1 & 1<=p3925] | [p3010<=1 & 1<=p3010]]] | [[[p6216<=1 & 1<=p6216] | [p4310<=1 & 1<=p4310]] | [[p5161<=1 & 1<=p5161] | [p6591<=1 & 1<=p6591]]]] | [[[[p2511<=1 & 1<=p2511] | [p2228<=1 & 1<=p2228]] | [[p2042<=1 & 1<=p2042] | [p6204<=1 & 1<=p6204]]] | [[[p6039<=1 & 1<=p6039] | [p5590<=1 & 1<=p5590]] | [[p5603<=1 & 1<=p5603] | [p5417<=1 & 1<=p5417]]]]]] | [[[[[[[p4355<=1 & 1<=p4355] | [p3444<=1 & 1<=p3444]] | [p4930<=1 & 1<=p4930]] | [[p6526<=1 & 1<=p6526] | [p6471<=1 & 1<=p6471]]] | [[[p1154<=1 & 1<=p1154] | [p1786<=1 & 1<=p1786]] | [[p2908<=1 &
1<=p2908] | [p6321<=1 & 1<=p6321]]]] | [[[[p3759<=1 & 1<=p3759] | [p3630<=1 & 1<=p3630]] | [[p827<=1 & 1<=p827] | [p4752<=1 & 1<=p4752]]] | [[[p1551<=1 & 1<=p1551] | [p1389<=1 & 1<=p1389]] | [[p5372<=1 & 1<=p5372] | [p6084<=1 & 1<=p6084]]]]] | [[[[[[p665<=1 & 1<=p665] | [p3188<=1 & 1<=p3188]] | [p6261<=1 & 1<=p6261]] | [[p1004<=1 & 1<=p1004] | [p4201<=1 & 1<=p4201]]] | [[[p4015<=1 & 1<=p4015] | [p434<=1 & 1<=p434]] | [[p2848<=1 & 1<=p2848] | [p6139<=1 & 1<=p6139]]]] | [[[[p6316<=1 & 1<=p6316] | [p5994<=1 & 1<=p5994]] | [[p5116<=1 & 1<=p5116] | [p1344<=1 & 1<=p1344]]] | [[[p5932<=1 & 1<=p5932] | [p2357<=1 & 1<=p2357]] | [[p5032<=1 & 1<=p5032] | [p2746<=1 & 1<=p2746]]]]]]]] | [[[[[[[[[p2953<=1 & 1<=p2953] | [p3714<=1 & 1<=p3714]] | [p3528<=1 & 1<=p3528]] | [[p4846<=1 & 1<=p4846] | [p1109<=1 & 1<=p1109]]] | [[[p6586<=1 & 1<=p6586] | [p5111<=1 & 1<=p5111]] | [[p6189<=1 & 1<=p6189] | [p4334<=1 & 1<=p4334]]]] | [[[[[p4999<=1 & 1<=p4999] | [p5920<=1 & 1<=p5920]] | [p653<=1 & 1<=p653]] | [[p6015<=1 & 1<=p6015] | [p4449<=1 & 1<=p4449]]] | [[[p6059<=1 & 1<=p6059] | [p6228<=1 & 1<=p6228]] | [[p5044<=1 & 1<=p5044] | [p3022<=1 & 1<=p3022]]]]] | [[[[[[p2977<=1 & 1<=p2977] | [p4821<=1 & 1<=p4821]] | [p3245<=1 & 1<=p3245]] | [[p1029<=1 & 1<=p1029] | [p1178<=1 & 1<=p1178]]] | [[[p1985<=1 & 1<=p1985] | [p5441<=1 & 1<=p5441]] | [[p5578<=1 & 1<=p5578] | [p1133<=1 & 1<=p1133]]]] | [[[[p3419<=1 & 1<=p3419] | [p2580<=1 & 1<=p2580]] | [[p1915<=1 & 1<=p1915] | [p5503<=1 & 1<=p5503]]] | [[[p1543<=1 & 1<=p1543] | [p6397<=1 & 1<=p6397]] | [[p3047<=1 & 1<=p3047] | [p6114<=1 & 1<=p6114]]]]]] | [[[[[[[p5396<=1 & 1<=p5396] | [p4647<=1 & 1<=p4647]] | [p3937<=1 & 1<=p3937]] | [[p5597<=1 & 1<=p5597] | [p1588<=1 & 1<=p1588]]] | [[[p3387<=1 & 1<=p3387] | [p2030<=1 & 1<=p2030]] | [[p3709<=1 & 1<=p3709] | [p5771<=1 & 1<=p5771]]]] | [[[[p2402<=1 & 1<=p2402] | [p3597<=1 & 1<=p3597]] | [[p3317<=1 & 1<=p3317] | [p2307<=1 & 1<=p2307]]] | [[[p2945<=1 & 1<=p2945] | [p4379<=1 & 1<=p4379]] | [[p5970<=1 & 1<=p5970] | [p2195<=1 & 1<=p2195]]]]] | [[[[[[p3804<=1 & 1<=p3804] | [p5989<=1 & 1<=p5989]] | [p1960<=1 & 1<=p1960]] | [[p4039<=1 & 1<=p4039] | [p6531<=1 & 1<=p6531]]] | [[[p959<=1 & 1<=p959] | [p2535<=1 & 1<=p2535]] | [[p4151<=1 & 1<=p4151] | [p4789<=1 & 1<=p4789]]]] | [[[[p5783<=1 & 1<=p5783] | [p5721<=1 & 1<=p5721]] | [[p5702<=1 & 1<=p5702] | [p5384<=1 & 1<=p5384]]] | [[[p6072<=1 & 1<=p6072] | [p3362<=1 & 1<=p3362]] | [[p1191<=1 & 1<=p1191] | [p3585<=1 & 1<=p3585]]]]]]] | [[[[[[[[p815<=1 & 1<=p815] | [p4726<=1 & 1<=p4726]] | [p6328<=1 & 1<=p6328]] | [[p1741<=1 & 1<=p1741] | [p2548<=1 & 1<=p2548]]] | [[[p3035<=1 & 1<=p3035] | [p6598<=1 & 1<=p6598]] | [[p6241<=1 & 1<=p6241] | [p505<=1 & 1<=p505]]]] | [[[[p4719<=1 & 1<=p4719] | [p6273<=1 & 1<=p6273]] | [[p1121<=1 & 1<=p1121] | [p2005<=1 & 1<=p2005]]] | [[[p6519<=1 & 1<=p6519] | [p4347<=1 & 1<=p4347]] | [[p6435<=1 & 1<=p6435] | [p3540<=1 & 1<=p3540]]]]] | [[[[[[p2920<=1 & 1<=p2920] | [p3432<=1 & 1<=p3432]] | [p1146<=1 & 1<=p1146]] | [[p5305<=1 & 1<=p5305] | [p6538<=1 & 1<=p6538]]] | [[[p5168<=1 & 1<=p5168] | [p4106<=1 & 1<=p4106]] | [[p971<=1 & 1<=p971] | [p5982<=1 & 1<=p5982]]]] | [[[[p6127<=1 & 1<=p6127] | [p4942<=1 & 1<=p4942]] | [[p1518<=1 & 1<=p1518] | [p4834<=1 & 1<=p4834]]] | [[[p4027<=1 & 1<=p4027] | [p427<=1 & 1<=p427]] | [[p2593<=1 & 1<=p2593] | [p446<=1 & 1<=p446]]]]]] | [[[[[[[p4503<=1 & 1<=p4503] | [p5516<=1 & 1<=p5516]] | [p2990<=1 & 1<=p2990]] | [[p2240<=1 & 1<=p2240] | [p2183<=1 & 1<=p2183]]] | [[[p5206<=1 & 1<=p5206] | [p3324<=1 & 1<=p3324]] | [[p2625<=1 & 1<=p2625] | [p1302<=1 & 1<=p1302]]]] | [[[[p5123<=1 & 1<=p5123] | [p4424<=1 & 1<=p4424]] | [[p2415<=1 & 1<=p2415] | [p2138<=1 & 1<=p2138]]] | [[[p4322<=1 & 1<=p4322] | [p2965<=1 & 1<=p2965]] | [[p6459<=1 & 1<=p6459] | [p3766<=1 & 1<=p3766]]]]] | [[[[[[p4764<=1 & 1<=p4764] | [p6102<=1 & 1<=p6102]] | [p6003<=1 & 1<=p6003]] | [[p5610<=1 & 1<=p5610] | [p6579<=1 & 1<=p6579]]] | [[[p1798<=1 & 1<=p1798] | [p984<=1 & 1<=p984]] | [[p672<=1 & 1<=p672] | [p5796<=1 & 1<=p5796]]]] | [[[[p5104<=1 & 1<=p5104] | [p4208<=1 & 1<=p4208]] | [[p3407<=1 & 1<=p3407] | [p1922<=1 & 1<=p1922]]] | [[[p3642<=1 & 1<=p3642] | [p4392<=1 & 1<=p4392]] | [[p6309<=1 & 1<=p6309] | [p2704<=1 & 1<=p2704]]]]]]]]] | [[[[[[[[[[p1973<=1 & 1<=p1973] | [p1016<=1 & 1<=p1016]] | [p3817<=1 & 1<=p3817]] | [[p3982<=1 & 1<=p3982] | [p1563<=1 & 1<=p1563]]] | [[[p2364<=1 & 1<=p2364] | [p5347<=1 & 1<=p5347]] | [[p4163<=1 & 1<=p4163] | [p690<=1 & 1<=p690]]]] | [[[[[p3152<=1 & 1<=p3152] | [p5834<=1 & 1<=p5834]] | [p4509<=1 & 1<=p4509]] | [[p1353<=1 & 1<=p1353] | [p2710<=1 & 1<=p2710]]] | [[[p511<=1 & 1<=p511] | [p4951<=1 & 1<=p4951]] | [[p5958<=1 & 1<=p5958] | [p5174<=1 & 1<=p5174]]]]] | [[[[[[p4118<=1 & 1<=p4118] | [p4906<=1 & 1<=p4906]] | [p3330<=1 & 1<=p3330]] | [[p6340<=1 & 1<=p6340] | [p3721<=1 & 1<=p3721]]] | [[[p2806<=1 & 1<=p2806] | [p5739<=1 & 1<=p5739]] | [[p5616<=1 & 1<=p5616] | [p1750<=1 & 1<=p1750]]]] | [[[[p4900<=1 & 1<=p4900] | [p6513<=1 & 1<=p6513]] | [[p4112<=1 & 1<=p4112] | [p6285<=1 & 1<=p6285]]] | [[[p3101<=1 & 1<=p3101] | [p4214<=1 & 1<=p4214]] | [[p803<=1 & 1<=p803] | [p3203<=1 & 1<=p3203]]]]]] | [[[[[[[p3772<=1 & 1<=p3772] | [p6334<=1 & 1<=p6334]] | [p3504<=1 & 1<=p3504]] | [[p1928<=1 & 1<=p1928] | [p4738<=1 & 1<=p4738]]] | [[[p4554<=1 & 1<=p4554] | [p3727<=1 & 1<=p3727]] | [[p2370<=1 & 1<=p2370] | [p1308<=1 & 1<=p1308]]]] | [[[[p5566<=1 & 1<=p5566] | [p5180<=1 & 1<=p5180]] | [[p2319<=1 & 1<=p2319] | [p6561<=1 & 1<=p6561]]] | [[[p6573<=1 & 1<=p6573] | [p5129<=1 & 1<=p5129]] | [[p2761<=1 & 1<=p2761] | [p409<=1 & 1<=p409]]]]] | [[[[[[p4605<=1 & 1<=p4605] | [p6177<=1 & 1<=p6177]] | [p4124<=1 & 1<=p4124]] | [[p3600<=1 & 1<=p3600] | [p5135<=1 & 1<=p5135]]] | [[[p4611<=1 & 1<=p4611] | [p6355<=1 & 1<=p6355]] | [[p6165<=1 & 1<=p6165] | [p1314<=1 & 1<=p1314]]]] | [[[[p5622<=1 & 1<=p5622] | [p3336<=1 & 1<=p3336]] | [[p5964<=1 & 1<=p5964] | [p3113<=1 & 1<=p3113]]] | [[[p2325<=1 & 1<=p2325] | [p6346<=1 & 1<=p6346]] | [[p2812<=1 & 1<=p2812] | [p5231<=1 & 1<=p5231]]]]]]] | [[[[[[[[p4169<=1 & 1<=p4169] | [p1359<=1 & 1<=p1359]] | [p5840<=1 & 1<=p5840]] | [[p1756<=1 & 1<=p1756] | [p5733<=1 & 1<=p5733]]] | [[[p4744<=1 & 1<=p4744] | [p5522<=1 & 1<=p5522]] | [[p3778<=1 & 1<=p3778] | [p2722<=1 & 1<=p2722]]]] | [[[[[p517<=1 & 1<=p517] | [p4957<=1 & 1<=p4957]] | [p4566<=1 & 1<=p4566]] | [[p1934<=1 & 1<=p1934] | [p5846<=1 & 1<=p5846]]] | [[[p5560<=1 & 1<=p5560] | [p5186<=1 & 1<=p5186]] | [[p2376<=1 & 1<=p2376] | [p1365<=1 & 1<=p1365]]]]] | [[[[[[p4560<=1 & 1<=p4560] | [p5727<=1 & 1<=p5727]] | [p4175<=1 & 1<=p4175]] | [[p6507<=1 & 1<=p6507] | [p2716<=1 & 1<=p2716]]] | [[[p415<=1 & 1<=p415] | [p3829<=1 & 1<=p3829]] | [[p3209<=1 & 1<=p3209] | [p6291<=1 & 1<=p6291]]]] | [[[[p5628<=1 & 1<=p5628] | [p3107<=1 & 1<=p3107]] | [[p4220<=1 & 1<=p4220] | [p4515<=1 & 1<=p4515]]] | [[[p6171<=1 & 1<=p6171] | [p684<=1 & 1<=p684]] | [[p4795<=1 & 1<=p4795] | [p1705<=1 & 1<=p1705]]]]]] | [[[[[[[p2818<=1 & 1<=p2818] | [p5002<=1 & 1<=p5002]] | [p2767<=1 & 1<=p2767]] | [[p3733<=1 & 1<=p3733] | [p3158<=1 & 1<=p3158]]] | [[[p3342<=1 & 1<=p3342] | [p6567<=1 & 1<=p6567]] | [[p5360<=1 & 1<=p5360] | [p2427<=1 & 1<=p2427]]]] | [[[[p2550<=1 & 1<=p2550] | [p4226<=1 & 1<=p4226]] | [[p5237<=1 & 1<=p5237] | [p6297<=1 & 1<=p6297]]] | [[[p6411<=1 & 1<=p6411] | [p2728<=1 & 1<=p2728]] | [[p1940<=1 & 1<=p1940] | [p529<=1 & 1<=p529]]]]] | [[[[[[p3784<=1 & 1<=p3784] | [p1762<=1 & 1<=p1762]] | [p1717<=1 & 1<=p1717]] | [[p4572<=1 & 1<=p4572] | [p3393<=1 & 1<=p3393]]] | [[[p5528<=1 & 1<=p5528] | [p3561<=1 & 1<=p3561]] | [[p2773<=1 & 1<=p2773] | [p6495<=1 & 1<=p6495]]]] | [[[[p2382<=1 & 1<=p2382] | [p5329<=1 & 1<=p5329]] | [[p6159<=1 & 1<=p6159] | [p5141<=1 & 1<=p5141]]] | [[[p5405<=1 & 1<=p5405] | [p4617<=1 & 1<=p4617]] | [[p6361<=1 & 1<=p6361] | [p3119<=1 & 1<=p3119]]]]]]]] | [[[[[[[[[p2331<=1 & 1<=p2331] | [p5816<=1 & 1<=p5816]] | [p3170<=1 & 1<=p3170]] | [[p4304<=1 & 1<=p4304] | [p3516<=1 & 1<=p3516]]] | [[[p5014<=1 & 1<=p5014] | [p3907<=1 & 1<=p3907]] | [[p846<=1 & 1<=p846] | [p4623<=1 & 1<=p4623]]]] | [[[[[p3835<=1 & 1<=p3835] | [p2204<=1 & 1<=p2204]] | [p5335<=1 & 1<=p5335]] | [[p2337<=1 & 1<=p2337] | [p3164<=1 & 1<=p3164]]] | [[[p1991<=1 & 1<=p1991] | [p5822<=1 & 1<=p5822]] | [[p4924<=1 & 1<=p4924] | [p3348<=1 & 1<=p3348]]]]] | [[[[[[p5147<=1 & 1<=p5147] | [p4963<=1 & 1<=p4963]] | [p523<=1 & 1<=p523]] | [[p3790<=1 & 1<=p3790] | [p3958<=1 & 1<=p3958]]] | [[[p3913<=1 & 1<=p3913] | [p1103<=1 & 1<=p1103]] | [[p2153<=1 & 1<=p2153] | [p2114<=1 & 1<=p2114]]]] | [[[[p5008<=1 & 1<=p5008] | [p5554<=1 & 1<=p5554]] | [[p4130<=1 & 1<=p4130] | [p5192<=1 & 1<=p5192]]] | [[[p2556<=1 & 1<=p2556] | [p4181<=1 & 1<=p4181]] | [[p1320<=1 & 1<=p1320] | [p2505<=1 & 1<=p2505]]]]]] | [[[[[[[p3555<=1 & 1<=p3555] | [p3606<=1 & 1<=p3606]] | [p2433<=1 & 1<=p2433]] | [[p5366<=1 & 1<=p5366] | [p1371<=1 & 1<=p1371]]] | [[[p4521<=1 & 1<=p4521] | [p3739<=1 & 1<=p3739]] | [[p5534<=1 & 1<=p5534] | [p5634<=1 & 1<=p5634]]]] | [[[[p4400<=1 & 1<=p4400] | [p3215<=1 & 1<=p3215]] | [[p2824<=1 & 1<=p2824] | [p5243<=1 & 1<=p5243]]] | [[[p1711<=1 & 1<=p1711] | [p535<=1 & 1<=p535]] | [[p5198<=1 & 1<=p5198] | [p1377<=1 & 1<=p1377]]]]] | [[[[[[p4187<=1 & 1<=p4187] | [p3399<=1 & 1<=p3399]] | [p5944<=1 & 1<=p5944]] | [[p2102<=1 & 1<=p2102] | [p4912<=1 & 1<=p4912]]] | [[[p6145<=1 & 1<=p6145] | [p3901<=1 & 1<=p3901]] | [[p4009<=1 & 1<=p4009] | [p3841<=1 & 1<=p3841]]]] | [[[[p2734<=1 & 1<=p2734] | [p1723<=1 & 1<=p1723]] | [[p2830<=1 & 1<=p2830] | [p2210<=1 & 1<=p2210]]] | [[[p5753<=1 & 1<=p5753] | [p6501<=1 & 1<=p6501]] | [[p1946<=1 & 1<=p1946] | [p4533<=1 & 1<=p4533]]]]]]] | [[[[[[[[p3745<=1 & 1<=p3745] | [p5354<=1 & 1<=p5354]] | [p1332<=1 & 1<=p1332]] | [[p5341<=1 & 1<=p5341] | [p4232<=1 & 1<=p4232]]] | [[[p4142<=1 & 1<=p4142] | [p4629<=1 & 1<=p4629]] | [[p3567<=1 & 1<=p3567] | [p5745<=1 & 1<=p5745]]]] | [[[[p2779<=1 & 1<=p2779] | [p5020<=1 & 1<=p5020]] | [[p2785<=1 & 1<=p2785] | [p1997<=1 & 1<=p1997]]] | [[[p6405<=1 & 1<=p6405] | [p3510<=1 & 1<=p3510]] | [[p696<=1 & 1<=p696] | [p5411<=1 & 1<=p5411]]]]] | [[[[[[p3176<=1 & 1<=p3176] | [p2388<=1 & 1<=p2388]] | [p6153<=1 & 1<=p6153]] | [[p3612<=1 & 1<=p3612] | [p2601<=1 & 1<=p2601]]] | [[[p2439<=1 & 1<=p2439] | [p4136<=1 & 1<=p4136]] | [[p3125<=1 & 1<=p3125] | [p5249<=1 & 1<=p5249]]]] | [[[[p6027<=1 & 1<=p6027] | [p5952<=1 & 1<=p5952]] | [[p6555<=1 & 1<=p6555] | [p3952<=1 & 1<=p3952]]] | [[[p4238<=1 & 1<=p4238] | [p4969<=1 & 1<=p4969]] | [[p6367<=1 & 1<=p6367] | [p1326<=1 & 1<=p1326]]]]]] | [[[[[[[p4578<=1 & 1<=p4578] | [p5640<=1 & 1<=p5640]] | [p2108<=1 & 1<=p2108]] | [[p3221<=1 & 1<=p3221] | [p2159<=1 & 1<=p2159]]] | [[[p2343<=1 & 1<=p2343] | [p403<=1 & 1<=p403]] | [[p4003<=1 & 1<=p4003] | [p3796<=1 & 1<=p3796]]]] | [[[[p6489<=1 & 1<=p6489] | [p5540<=1 & 1<=p5540]] | [[p4527<=1 & 1<=p4527] | [p5828<=1 & 1<=p5828]]] | [[[p4918<=1 & 1<=p4918] | [p1768<=1 & 1<=p1768]] | [[p2624<=1 & 1<=p2624] | [p1338<=1 & 1<=p1338]]]]] | [[[[[[p4137<=1 & 1<=p4137] | [p5423<=1 & 1<=p5423]] | [p1115<=1 & 1<=p1115]] | [[p2847<=1 & 1<=p2847] | [p1182<=1 & 1<=p1182]]] | [[[p806<=1 & 1<=p806] | [p5200<=1 & 1<=p5200]] | [[p5596<=1 & 1<=p5596] | [p6337<=1 & 1<=p6337]]]] | [[[[p2401<=1 & 1<=p2401] | [p2936<=1 & 1<=p2936]] | [[p433<=1 & 1<=p433] | [p5792<=1 & 1<=p5792]]] | [[[p3825<=1 & 1<=p3825] | [p3602<=1 & 1<=p3602]] | [[p5306<=1 & 1<=p5306] | [p3914<=1 & 1<=p3914]]]]]]]]]]] | [[[[[[[[[[[[p4236<=1 & 1<=p4236] | [p2118<=1 & 1<=p2118]] | [p5527<=1 & 1<=p5527]] | [[p3783<=1 & 1<=p3783] | [p1324<=1 & 1<=p1324]]] | [[[p6166<=1 & 1<=p6166] | [p2978<=1 & 1<=p2978]] | [[p1196<=1 & 1<=p1196] | [p4013<=1 & 1<=p4013]]]] | [[[[p4346<=1 & 1<=p4346] | [p2330<=1 & 1<=p2330]] | [[p5140<=1 & 1<=p5140] | [p3503<=1 & 1<=p3503]]] | [[[p3995<=1 & 1<=p3995] | [p6404<=1 & 1<=p6404]] | [[p4576<=1 & 1<=p4576] | [p2341<=1 & 1<=p2341]]]]] | [[[[[[p2107<=1 & 1<=p2107] | [p6155<=1 & 1<=p6155]] | [p5409<=1 & 1<=p5409]] | [[p5582<=1 & 1<=p5582] | [p1710<=1 & 1<=p1710]]] | [[[p5974<=1 & 1<=p5974] | [p3705<=1 & 1<=p3705]] | [[p4123<=1 & 1<=p4123] | [p2638<=1 & 1<=p2638]]]] | [[[[p2426<=1 & 1<=p2426] | [p5908<=1 & 1<=p5908]] | [[p1536<=1 & 1<=p1536] | [p3811<=1 & 1<=p3811]]] | [[[p1313<=1 & 1<=p1313] | [p2649<=1 & 1<=p2649]] | [[p5919<=1 & 1<=p5919] | [p6535<=1 & 1<=p6535]]]]]] | [[[[[[[p4421<=1 & 1<=p4421] | [p3162<=1 & 1<=p3162]] | [p6582<=1 & 1<=p6582]] | [[p5330<=1 & 1<=p5330] | [p4713<=1 & 1<=p4713]]] | [[[p4586<=1 & 1<=p4586] | [p4567<=1 & 1<=p4567]] | [[p2803<=1 & 1<=p2803] | [p6053<=1 & 1<=p6053]]]] | [[[[[p4732<=1 & 1<=p4732] | [p966<=1 & 1<=p966]] | [p3386<=1 & 1<=p3386]] | [[p1721<=1 & 1<=p1721] | [p3375<=1 & 1<=p3375]]] | [[[p4520<=1 & 1<=p4520] | [p5196<=1 & 1<=p5196]] | [[p3163<=1 & 1<=p3163] | [p5823<=1 & 1<=p5823]]]]] | [[[[[[p1944<=1 & 1<=p1944] | [p4743<=1 & 1<=p4743]] | [p6121<=1 & 1<=p6121]] | [[p3598<=1 & 1<=p3598] | [p4750<=1 & 1<=p4750]]] | [[[p6415<=1 & 1<=p6415] | [p3839<=1 & 1<=p3839]] | [[p2766<=1 & 1<=p2766] | [p2029<=1 & 1<=p2029]]]] | [[[[p4353<=1 & 1<=p4353] | [p6202<=1 & 1<=p6202]] | [[p4431<=1 & 1<=p4431] | [p2018<=1 & 1<=p2018]]] | [[[p5812<=1 & 1<=p5812] | [p4828<=1 & 1<=p4828]] | [[p6008<=1 & 1<=p6008] | [p4917<=1 & 1<=p4917]]]]]]] | [[[[[[[[p1022<=1 & 1<=p1022] | [p3219<=1 & 1<=p3219]] | [p6149<=1 & 1<=p6149]] | [[p5448<=1 & 1<=p5448] | [p4335<=1 & 1<=p4335]]] | [[[p5370<=1 & 1<=p5370] | [p5224<=1 & 1<=p5224]] | [[p2989<=1 & 1<=p2989] | [p516<=1 & 1<=p516]]]] | [[[[[p6313<=1 & 1<=p6313] | [p5447<=1 & 1<=p5447]] | [p3414<=1 & 1<=p3414]] | [[p2600<=1 & 1<=p2600] | [p3124<=1 & 1<=p3124]]] | [[[p6534<=1 & 1<=p6534] | [p3949<=1 & 1<=p3949]] | [[p5953<=1 & 1<=p5953] | [p3938<=1 & 1<=p3938]]]]] | [[[[[[p3347<=1 & 1<=p3347] | [p6223<=1 & 1<=p6223]] | [p5757<=1 & 1<=p5757]] | [[p4180<=1 & 1<=p4180] | [p4102<=1 & 1<=p4102]]] | [[[p1139<=1 & 1<=p1139] | [p527<=1 & 1<=p527]] | [[p4633<=1 & 1<=p4633] | [p4577<=1 & 1<=p4577]]]] | [[[[p1767<=1 & 1<=p1767] | [p1370<=1 & 1<=p1370]] | [[p6562<=1 & 1<=p6562] | [p3318<=1 & 1<=p3318]]] | [[[p1023<=1 & 1<=p1023] | [p6583<=1 & 1<=p6583]] | [[p1961<=1 & 1<=p1961] | [p1972<=1 & 1<=p1972]]]]]] | [[[[[[[p3220<=1 & 1<=p3220] | [p5331<=1 & 1<=p5331]] | [p2823<=1 & 1<=p2823]] | [[p6054<=1 & 1<=p6054] | [p4771<=1 & 1<=p4771]]] | [[[p3560<=1 & 1<=p3560] | [p2387<=1 & 1<=p2387]] | [[p4374<=1 & 1<=p4374] | [p1575<=1 & 1<=p1575]]]] | [[[[p5778<=1 & 1<=p5778] | [p5197<=1 & 1<=p5197]] | [[p3744<=1 & 1<=p3744] | [p6120<=1 & 1<=p6120]]] | [[[p3900<=1 & 1<=p3900] | [p2398<=1 & 1<=p2398]] | [[p2921<=1 & 1<=p2921] | [p4034<=1 & 1<=p4034]]]]] | [[[[[[p3956<=1 & 1<=p3956] | [p1101<=1 & 1<=p1101]] | [p695<=1 & 1<=p695]] | [[p437<=1 & 1<=p437] | [p2592<=1 & 1<=p2592]]] | [[[p3616<=1 & 1<=p3616] | [p3762<=1 & 1<=p3762]] | [[p2738<=1 & 1<=p2738] | [p1381<=1 & 1<=p1381]]]] | [[[[p6371<=1 & 1<=p6371] | [p5119<=1 & 1<=p5119]] | [[p2727<=1 & 1<=p2727] | [p4973<=1 & 1<=p4973]]] | [[[p2581<=1 & 1<=p2581] | [p3840<=1 & 1<=p3840]] | [[p657<=1 & 1<=p657] | [p3754<=1 & 1<=p3754]]]]]]]] | [[[[[[[[[p4827<=1 & 1<=p4827] | [p2932<=1 & 1<=p2932]] | [p6264<=1 & 1<=p6264]] | [[p5391<=1 & 1<=p5391] | [p2203<=1 & 1<=p2203]]] | [[[p2241<=1 & 1<=p2241] | [p6433<=1 & 1<=p6433]] | [[p2312<=1 & 1<=p2312] | [p6275<=1 & 1<=p6275]]]] | [[[[[p1167<=1 & 1<=p1167] | [p2572<=1 & 1<=p2572]] | [p5310<=1 & 1<=p5310]] | [[p3977<=1 & 1<=p3977] | [p2795<=1 & 1<=p2795]]] | [[[p3929<=1 & 1<=p3929] | [p1390<=1 & 1<=p1390]] | [[p5841<=1 & 1<=p5841] | [p686<=1 & 1<=p686]]]]] | [[[[[[p6037<=1 & 1<=p6037] | [p2524<=1 & 1<=p2524]] | [p3144<=1 & 1<=p3144]] | [[p6333<=1 & 1<=p6333] | [p5547<=1 & 1<=p5547]]] | [[[p1739<=1 & 1<=p1739] | [p1119<=1 & 1<=p1119]] | [[p507<=1 & 1<=p507] | [p810<=1 & 1<=p810]]]] | [[[[p448<=1 & 1<=p448] | [p4549<=1 & 1<=p4549]] | [[p1516<=1 & 1<=p1516] | [p1342<=1 & 1<=p1342]]] | [[[p2747<=1 & 1<=p2747] | [p2620<=1 & 1<=p2620]] | [[p5928<=1 & 1<=p5928] | [p4207<=1 & 1<=p4207]]]]]] | [[[[[[[p4714<=1 & 1<=p4714] | [p2802<=1 & 1<=p2802]] | [p2223<=1 & 1<=p2223]] | [[p2969<=1 & 1<=p2969] | [p1564<=1 & 1<=p1564]]] | [[[p5204<=1 & 1<=p5204] | [p6092<=1 & 1<=p6092]] | [[p6479<=1 & 1<=p6479] | [p5030<=1 & 1<=p5030]]]] | [[[[p1304<=1 & 1<=p1304] | [p1904<=1 & 1<=p1904]] | [[p4807<=1 & 1<=p4807] | [p3309<=1 & 1<=p3309]]] | [[[p6100<=1 & 1<=p6100] | [p2709<=1 & 1<=p2709]] | [[p1352<=1 & 1<=p1352] | [p4946<=1 & 1<=p4946]]]]] | [[[[[[p3541<=1 & 1<=p3541] | [p5612<=1 & 1<=p5612]] | [p2136<=1 & 1<=p2136]] | [[p3017<=1 & 1<=p3017] | [p6184<=1 & 1<=p6184]]] | [[[p5803<=1 & 1<=p5803] | [p3183<=1 & 1<=p3183]] | [[p1778<=1 & 1<=p1778] | [p3329<=1 & 1<=p3329]]]] | [[[[p2038<=1 & 1<=p2038] | [p3443<=1 & 1<=p3443]] | [[p4994<=1 & 1<=p4994] | [p4159<=1 & 1<=p4159]]] | [[[p2184<=1 & 1<=p2184] | [p5732<=1 & 1<=p5732]] | [[p1924<=1 & 1<=p1924] | [p3357<=1 & 1<=p3357]]]]]]] | [[[[[[[[p1952<=1 & 1<=p1952] | [p1990<=1 & 1<=p1990]] | [p2843<=1 & 1<=p2843]] | [[p6392<=1 & 1<=p6392] | [p830<=1 & 1<=p830]]] | [[[p4540<=1 & 1<=p4540] | [p2000<=1 & 1<=p2000]] | [[p4848<=1 & 1<=p4848] | [p3135<=1 & 1<=p3135]]]] | [[[[p1730<=1 & 1<=p1730] | [p3589<=1 & 1<=p3589]] | [[p4953<=1 & 1<=p4953] | [p2563<=1 & 1<=p2563]]] | [[[p1399<=1 & 1<=p1399] | [p3726<=1 & 1<=p3726]] | [[p2321<=1 & 1<=p2321] | [p5176<=1 & 1<=p5176]]]]] | [[[[[[p3106<=1 & 1<=p3106] | [p4410<=1 & 1<=p4410]] | [p6351<=1 & 1<=p6351]] | [[p6255<=1 & 1<=p6255] | [p1158<=1 & 1<=p1158]]] | [[[p6083<=1 & 1<=p6083] | [p3637<=1 & 1<=p3637]] | [[p2232<=1 & 1<=p2232] | [p1701<=1 & 1<=p1701]]]] | [[[[p4604<=1 & 1<=p4604] | [p2515<=1 & 1<=p2515]] | [[p1507<=1 & 1<=p1507] | [p3920<=1 & 1<=p3920]]] | [[[p6424<=1 & 1<=p6424] | [p6284<=1 & 1<=p6284]] | [[p1002<=1 & 1<=p1002] | [p5001<=1 & 1<=p5001]]]]]] | [[[[[[[p4317<=1 & 1<=p4317] | [p2912<=1 & 1<=p2912]] | [p5561<=1 & 1<=p5561]] | [[p1110<=1 & 1<=p1110] | [p6342<=1 & 1<=p6342]]] | [[[p2369<=1 & 1<=p2369] | [p677<=1 & 1<=p677]] | [[p4937<=1 & 1<=p4937] | [p3532<=1 & 1<=p3532]]]] | [[[[p2127<=1 & 1<=p2127] | [p5621<=1 & 1<=p5621]] | [[p419<=1 & 1<=p419] | [p6470<=1 & 1<=p6470]]] | [[[p1043<=1 & 1<=p1043] | [p3300<=1 & 1<=p3300]] | [[p4216<=1 & 1<=p4216] | [p3240<=1 & 1<=p3240]]]]] | [[[[[[p4556<=1 & 1<=p4556] | [p801<=1 & 1<=p801]] | [p2175<=1 & 1<=p2175]] | [[p545<=1 & 1<=p545] | [p1555<=1 & 1<=p1555]]] | [[[p3580<=1 & 1<=p3580] | [p2960<=1 & 1<=p2960]] | [[p2998<=1 & 1<=p2998] | [p6514<=1 & 1<=p6514]]]] | [[[[p1593<=1 & 1<=p1593] | [p995<=1 & 1<=p995]] | [[p3338<=1 & 1<=p3338] | [p4597<=1 & 1<=p4597]]] | [[[p3046<=1 & 1<=p3046] | [p3192<=1 & 1<=p3192]] | [[p1787<=1 & 1<=p1787] | [p5427<=1 & 1<=p5427]]]]]]]]] | [[[[[[[[[[p4401<=1 & 1<=p4401] | [p1981<=1 & 1<=p1981]] | [p3646<=1 & 1<=p3646]] | [[p6232<=1 & 1<=p6232] | [p3115<=1 & 1<=p3115]]] | [[[p2137<=1 & 1<=p2137] | [p2959<=1 & 1<=p2959]] | [[p6185<=1 & 1<=p6185] | [p1758<=1 & 1<=p1758]]]] | [[[[[p4557<=1 & 1<=p4557] | [p3579<=1 & 1<=p3579]] | [p5552<=1 & 1<=p5552]] | [[p6063<=1 & 1<=p6063] | [p4780<=1 & 1<=p4780]]] | [[[p3356<=1 & 1<=p3356] | [p5244<=1 & 1<=p5244]] | [[p3026<=1 & 1<=p3026] | [p6450<=1 & 1<=p6450]]]]] | [[[[[[p985<=1 & 1<=p985] | [p2445<=1 & 1<=p2445]] | [p1361<=1 & 1<=p1361]] | [[p6499<=1 & 1<=p6499] | [p3182<=1 & 1<=p3182]]] | [[[p2048<=1 & 1<=p2048] | [p3423<=1 & 1<=p3423]] | [[p4539<=1 & 1<=p4539] | [p4847<=1 & 1<=p4847]]]] | [[[[p4936<=1 & 1<=p4936] | [p536<=1 & 1<=p536]] | [[p4004<=1 & 1<=p4004] | [p3512<=1 & 1<=p3512]]] | [[[p5507<=1 & 1<=p5507] | [p2941<=1 & 1<=p2941]] | [[p4383<=1 & 1<=p4383] | [p6553<=1 & 1<=p6553]]]]]] | [[[[[[[p5842<=1 & 1<=p5842] | [p2406<=1 & 1<=p2406]] | [p6592<=1 & 1<=p6592]] | [[p5110<=1 & 1<=p5110] | [p2718<=1 & 1<=p2718]]] | [[[p1177<=1 & 1<=p1177] | [p5177<=1 & 1<=p5177]] | [[p3976<=1 & 1<=p3976] | [p6505<=1 & 1<=p6505]]]] | [[[[p2378<=1 & 1<=p2378] | [p6434<=1 & 1<=p6434]] | [[p5546<=1 & 1<=p5546] | [p2619<=1 & 1<=p2619]]] | [[[p1343<=1 & 1<=p1343] | [p3735<=1 & 1<=p3735]] | [[p1517<=1 & 1<=p1517] | [p5418<=1 & 1<=p5418]]]]] | [[[[[[p3200<=1 & 1<=p3200] | [p5993<=1 & 1<=p5993]] | [p811<=1 & 1<=p811]] | [[p4316<=1 & 1<=p4316] | [p5787<=1 & 1<=p5787]]] | [[[p5938<=1 & 1<=p5938] | [p6362<=1 & 1<=p6362]] | [[p3249<=1 & 1<=p3249] | [p5351<=1 & 1<=p5351]]]] | [[[[p1003<=1 & 1<=p1003] | [p428<=1 & 1<=p428]] | [[p1584<=1 & 1<=p1584] | [p2311<=1 & 1<=p2311]]] | [[[p2165<=1 & 1<=p2165] | [p4043<=1 & 1<=p4043]] | [[p4624<=1 & 1<=p4624] | [p5205<=1 & 1<=p5205]]]]]]] | [[[[[[[[p6028<=1 & 1<=p6028] | [p4808<=1 & 1<=p4808]] | [p2708<=1 & 1<=p2708]] | [[p2009<=1 & 1<=p2009] | [p4217<=1 & 1<=p4217]]] | [[[p3239<=1 & 1<=p3239] | [p6101<=1 & 1<=p6101]] | [[p5301<=1 & 1<=p5301] | [p4596<=1 & 1<=p4596]]]] | [[[[[p5832<=1 & 1<=p5832] | [p1042<=1 & 1<=p1042]] | [p4529<=1 & 1<=p4529]] | [[p3395<=1 & 1<=p3395] | [p5948<=1 & 1<=p5948]]] | [[[p1351<=1 & 1<=p1351] | [p546<=1 & 1<=p546]] | [[p6460<=1 & 1<=p6460] | [p2775<=1 & 1<=p2775]]]]] | [[[[[[p1797<=1 & 1<=p1797] | [p3522<=1 & 1<=p3522]] | [p2544<=1 & 1<=p2544]] | [[p5797<=1 & 1<=p5797] | [p6515<=1 & 1<=p6515]]] | [[[p4723<=1 & 1<=p4723] | [p5428<=1 & 1<=p5428]] | [[p2629<=1 & 1<=p2629] | [p3172<=1 & 1<=p3172]]]] | [[[[p3328<=1 & 1<=p3328] | [p2147<=1 & 1<=p2147]] | [[p5641<=1 & 1<=p5641] | [p975<=1 & 1<=p975]]] | [[[p4150<=1 & 1<=p4150] | [p3366<=1 & 1<=p3366]] | [[p4790<=1 & 1<=p4790] | [p6195<=1 & 1<=p6195]]]]]] | [[[[[[[p2842<=1 & 1<=p2842] | [p5703<=1 & 1<=p5703]] | [p2155<=1 & 1<=p2155]] | [[p4199<=1 & 1<=p4199] | [p3792<=1 & 1<=p3792]]] | [[[p840<=1 & 1<=p840] | [p4954<=1 & 1<=p4954]] | [[p2562<=1 & 1<=p2562] | [p5149<=1 & 1<=p5149]]]] | [[[[p6352<=1 & 1<=p6352] | [p6294<=1 & 1<=p6294]] | [[p3725<=1 & 1<=p3725] | [p3433<=1 & 1<=p3433]]] | [[[p5361<=1 & 1<=p5361] | [p1740<=1 & 1<=p1740]] | [[p4326<=1 & 1<=p4326] | [p5234<=1 & 1<=p5234]]]]] | [[[[[[p1120<=1 & 1<=p1120] | [p6332<=1 & 1<=p6332]] | [p2902<=1 & 1<=p2902]] | [[p4614<=1 & 1<=p4614] | [p5536<=1 & 1<=p5536]]] | [[[p5167<=1 & 1<=p5167] | [p2435<=1 & 1<=p2435]] | [[p3986<=1 & 1<=p3986] | [p5021<=1 & 1<=p5021]]]] | [[[[p3919<=1 & 1<=p3919] | [p1527<=1 & 1<=p1527]] | [[p5983<=1 & 1<=p5983] | [p2368<=1 & 1<=p2368]]] | [[[p4132<=1 & 1<=p4132] | [p1333<=1 & 1<=p1333]] | [[p1187<=1 & 1<=p1187] | [1<=p676 & p676<=1]]]]]]]] | [[[[[[[[[p5517<=1 & 1<=p5517] | [p2222<=1 & 1<=p2222]] | [p6444<=1 & 1<=p6444]] | [[p418<=1 & 1<=p418] | [p3966<=1 & 1<=p3966]]] | [[[p3810<=1 & 1<=p3810] | [p3706<=1 & 1<=p3706]] | [[p5973<=1 & 1<=p5973] | [p5321<=1 & 1<=p5321]]]] | [[[[[p1546<=1 & 1<=p1546] | [p4033<=1 & 1<=p4033]] | [p6563<=1 & 1<=p6563]] | [[p5438<=1 & 1<=p5438] | [p4237<=1 & 1<=p4237]]] | [[[p5777<=1 & 1<=p5777] | [p2609<=1 & 1<=p2609]] | [[p4122<=1 & 1<=p4122] | [p5215<=1 & 1<=p5215]]]]] | [[[[[[p4014<=1 & 1<=p4014] | [p2832<=1 & 1<=p2832]] | [p2301<=1 & 1<=p2301]] | [[p1197<=1 & 1<=p1197] | [p3502<=1 & 1<=p3502]]] | [[[p2212<=1 & 1<=p2212] | [p3617<=1 & 1<=p3617]] | [[p821<=1 & 1<=p821] | [p5130<=1 & 1<=p5130]]]] | [[[[p1594<=1 & 1<=p1594] | [p6372<=1 & 1<=p6372]] | [[p4974<=1 & 1<=p4974] | [p3569<=1 & 1<=p3569]]] | [[[p656<=1 & 1<=p656] | [p3550<=1 & 1<=p3550]] | [[p6048<=1 & 1<=p6048] | [p5390<=1 & 1<=p5390]]]]]] | [[[[[[[p5371<=1 & 1<=p5371] | [p6111<=1 & 1<=p6111]] | [p4818<=1 & 1<=p4818]] | [[p3636<=1 & 1<=p3636] | [p956<=1 & 1<=p956]]] | [[[p3006<=1 & 1<=p3006] | [p4411<=1 & 1<=p4411]] | [[p5041<=1 & 1<=p5041] | [p4363<=1 & 1<=p4363]]]] | [[[[p3153<=1 & 1<=p3153] | [p5954<=1 & 1<=p5954]] | [[p3105<=1 & 1<=p3105] | [p4742<=1 & 1<=p4742]]] | [[[p3413<=1 & 1<=p3413] | [p4703<=1 & 1<=p4703]] | [[p4103<=1 & 1<=p4103] | [p2813<=1 & 1<=p2813]]]]] | [[[[[[p4837<=1 & 1<=p4837] | [p4170<=1 & 1<=p4170]] | [p2765<=1 & 1<=p2765]] | [[p4430<=1 & 1<=p4430] | [p4983<=1 & 1<=p4983]]] | [[[p6009<=1 & 1<=p6009] | [p6130<=1 & 1<=p6130]] | [[p6212<=1 & 1<=p6212] | [p5340<=1 & 1<=p5340]]]] | [[[[p3849<=1 & 1<=p3849] | [p6381<=1 & 1<=p6381]] | [[p6322<=1 & 1<=p6322] | [p4510<=1 & 1<=p4510]]] | [[[p1149<=1 & 1<=p1149] | [p4916<=1 & 1<=p4916]] | [[p6303<=1 & 1<=p6303] | [p4751<=1 & 1<=p4751]]]]]]] | [[[[[[[[p1130<=1 & 1<=p1130] | [p4770<=1 & 1<=p4770]] | [p5562<=1 & 1<=p5562]] | [[p5581<=1 & 1<=p5581] | [p4189<=1 & 1<=p4189]]] | [[[p4373<=1 & 1<=p4373] | [p3559<=1 & 1<=p3559]] | [[p666<=1 & 1<=p666] | [p4964<=1 & 1<=p4964]]]] | [[[[p3782<=1 & 1<=p3782] | [p5187<=1 & 1<=p5187]] | [[p1537<=1 & 1<=p1537] | [p2552<=1 & 1<=p2552]]] | [[[p5031<=1 & 1<=p5031] | [p5120<=1 & 1<=p5120]] | [[p3830<=1 & 1<=p3830] | [p3016<=1 & 1<=p3016]]]]] | [[[[[[p3957<=1 & 1<=p3957] | [p4306<=1 & 1<=p4306]] | [p5526<=1 & 1<=p5526]] | [[p5572<=1 & 1<=p5572] | [p3909<=1 & 1<=p3909]]] | [[[p3763<=1 & 1<=p3763] | [p3210<=1 & 1<=p3210]] | [[p2358<=1 & 1<=p2358] | [p5158<=1 & 1<=p5158]]]] | [[[[p4993<=1 & 1<=p4993] | [p3753<=1 & 1<=p3753]] | [[p5139<=1 & 1<=p5139] | [p1013<=1 & 1<=p1013]]] | [[[p3607<=1 & 1<=p3607] | [p3626<=1 & 1<=p3626]] | [[p3801<=1 & 1<=p3801] | [p3715<=1 & 1<=p3715]]]]]] | [[[[[[[p2202<=1 & 1<=p2202] | [p408<=1 & 1<=p408]] | [p5311<=1 & 1<=p5311]] | [[p2822<=1 & 1<=p2822] | [p4519<=1 & 1<=p4519]]] | [[[p1140<=1 & 1<=p1140] | [p3229<=1 & 1<=p3229]] | [[p4634<=1 & 1<=p4634] | [p5225<=1 & 1<=p5225]]]] | [[[[p3820<=1 & 1<=p3820] | [p4926<=1 & 1<=p4926]] | [[p4227<=1 & 1<=p4227] | [p6391<=1 & 1<=p6391]]] | [[[p965<=1 & 1<=p965] | [p1032<=1 & 1<=p1032]] | [[p6544<=1 & 1<=p6544] | [p6222<=1 & 1<=p6222]]]]] | [[[[[[p4179<=1 & 1<=p4179] | [p5758<=1 & 1<=p5758]] | [p5591<=1 & 1<=p5591]] | [[p6312<=1 & 1<=p6312] | [p6038<=1 & 1<=p6038]]] | [[[p4160<=1 & 1<=p4160] | [p4761<=1 & 1<=p4761]] | [[p2755<=1 & 1<=p2755] | [p4799<=1 & 1<=p4799]]]] | [[[[p6140<=1 & 1<=p6140] | [p4907<=1 & 1<=p4907]] | [[p4246<=1 & 1<=p4246] | [p6525<=1 & 1<=p6525]]] | [[[p6203<=1 & 1<=p6203] | [p4354<=1 & 1<=p4354]] | [[p4500<=1 & 1<=p4500] | [p4440<=1 & 1<=p4440]]]]]]]]]] | [[[[[[[[[[[p5723<=1 & 1<=p5723] | [p1933<=1 & 1<=p1933]] | [p6175<=1 & 1<=p6175]] | [[p3635<=1 & 1<=p3635] | [p839<=1 & 1<=p839]]] | [[[p4925<=1 & 1<=p4925] | [p1992<=1 & 1<=p1992]] | [[p3791<=1 & 1<=p3791] | [p6221<=1 & 1<=p6221]]]] | [[[[[p6390<=1 & 1<=p6390] | [p5148<=1 & 1<=p5148]] | [p4613<=1 & 1<=p4613]] | [[p3412<=1 & 1<=p3412] | [p4724<=1 & 1<=p4724]]] | [[[p4104<=1 & 1<=p4104] | [p3349<=1 & 1<=p3349]] | [[p4947<=1 & 1<=p4947] | [p6293<=1 & 1<=p6293]]]]] | [[[[[[p2903<=1 & 1<=p2903] | [p2814<=1 & 1<=p2814]] | [p4702<=1 & 1<=p4702]] | [[p3126<=1 & 1<=p3126] | [p4327<=1 & 1<=p4327]]] | [[[p5233<=1 & 1<=p5233] | [p3590<=1 & 1<=p3590]] | [[p1372<=1 & 1<=p1372] | [p5731<=1 & 1<=p5731]]]] | [[[[p5010<=1 & 1<=p5010] | [p5535<=1 & 1<=p5535]] | [[p5339<=1 & 1<=p5339] | [p2434<=1 & 1<=p2434]]] | [[[p3015<=1 & 1<=p3015] | [p4501<=1 & 1<=p4501]] | [[p1769<=1 & 1<=p1769] | [p6052<=1 & 1<=p6052]]]]]] | [[[[[[[p4528<=1 & 1<=p4528] | [p5166<=1 & 1<=p5166]] | [p4568<=1 & 1<=p4568]] | [[p2037<=1 & 1<=p2037] | [p6488<=1 & 1<=p6488]]] | [[[p4769<=1 & 1<=p4769] | [p4171<=1 & 1<=p4171]] | [[p3193<=1 & 1<=p3193] | [p2350<=1 & 1<=p2350]]]] | [[[[p4595<=1 & 1<=p4595] | [p3831<=1 & 1<=p3831]] | [[p2729<=1 & 1<=p2729] | [p5121<=1 & 1<=p5121]]] | [[[p4372<=1 & 1<=p4372] | [p2796<=1 & 1<=p2796]] | [[p5188<=1 & 1<=p5188] | [p2831<=1 & 1<=p2831]]]]] | [[[[[[p5776<=1 & 1<=p5776] | [p1595<=1 & 1<=p1595]] | [p6581<=1 & 1<=p6581]] | [[p5630<=1 & 1<=p5630] | [p5949<=1 & 1<=p5949]]] | [[[p3523<=1 & 1<=p3523] | [p2608<=1 & 1<=p2608]] | [[p4032<=1 & 1<=p4032] | [p3746<=1 & 1<=p3746]]]] | [[[[p417<=1 & 1<=p417] | [p3211<=1 & 1<=p3211]] | [[p5389<=1 & 1<=p5389] | [p3171<=1 & 1<=p3171]]] | [[[p5927<=1 & 1<=p5927] | [p2997<=1 & 1<=p2997]] | [[p3752<=1 & 1<=p3752] | [p3764<=1 & 1<=p3764]]]]]]] | [[[[[[[[p4305<=1 & 1<=p4305] | [p2630<=1 & 1<=p2630]] | [p3551<=1 & 1<=p3551]] | [[p3238<=1 & 1<=p3238] | [p3965<=1 & 1<=p3965]]] | [[[p2389<=1 & 1<=p2389] | [p2970<=1 & 1<=p2970]] | [[p4228<=1 & 1<=p4228] | [p3228<=1 & 1<=p3228]]]] | [[[[[p1942<=1 & 1<=p1942] | [p3533<=1 & 1<=p3533]] | [p5821<=1 & 1<=p5821]] | [[p964<=1 & 1<=p964] | [p5312<=1 & 1<=p5312]]] | [[[p6554<=1 & 1<=p6554] | [p3310<=1 & 1<=p3310]] | [[p4206<=1 & 1<=p4206] | [p4161<=1 & 1<=p4161]]]]] | [[[[[[p3975<=1 & 1<=p3975] | [p2176<=1 & 1<=p2176]] | [p1719<=1 & 1<=p1719]] | [[p3355<=1 & 1<=p3355] | [p6141<=1 & 1<=p6141]]] | [[[p6010<=1 & 1<=p6010] | [p4908<=1 & 1<=p4908]] | [[p2618<=1 & 1<=p2618] | [p1556<=1 & 1<=p1556]]]] | [[[[p5407<=1 & 1<=p5407] | [p1953<=1 & 1<=p1953]] | [[p5937<=1 & 1<=p5937] | [p2109<=1 & 1<=p2109]]] | [[[p4625<=1 & 1<=p4625] | [p4585<=1 & 1<=p4585]] | [[p5741<=1 & 1<=p5741] | [p5350<=1 & 1<=p5350]]]]]] | [[[[[[[p6157<=1 & 1<=p6157] | [p829<=1 & 1<=p829]] | [p2804<=1 & 1<=p2804]] | [[p4712<=1 & 1<=p4712] | [p4965<=1 & 1<=p4965]]] | [[[p2573<=1 & 1<=p2573] | [p4188<=1 & 1<=p4188]] | [[p2166<=1 & 1<=p2166] | [p2551<=1 & 1<=p2551]]]] | [[[[p1980<=1 & 1<=p1980] | [p5972<=1 & 1<=p5972]] | [[p2233<=1 & 1<=p2233] | [p6363<=1 & 1<=p6363]]] | [[[p2339<=1 & 1<=p2339] | [p2047<=1 & 1<=p2047]] | [[p3930<=1 & 1<=p3930] | [p3848<=1 & 1<=p3848]]]]] | [[[[[[p2506<=1 & 1<=p2506] | [p2211<=1 & 1<=p2211]] | [p525<=1 & 1<=p525]] | [[p1198<=1 & 1<=p1198] | [p3908<=1 & 1<=p3908]]] | [[[1<=p5245 & p5245<=1] | [p4143<=1 & 1<=p4143]] | [[p5178<=1 & 1<=p5178] | [p2786<=1 & 1<=p2786]]]] | [[[[p1322<=1 & 1<=p1322] | [p6283<=1 & 1<=p6283]] | [[p4992<=1 & 1<=p4992] | [p1538<=1 & 1<=p1538]]] | [[[p3608<=1 & 1<=p3608] | [p2913<=1 & 1<=p2913]] | [[p3568<=1 & 1<=p3568] | [p4603<=1 & 1<=p4603]]]]]]]] | [[[[[[[[[p2446<=1 & 1<=p2446] | [p6406<=1 & 1<=p6406]] | [p2561<=1 & 1<=p2561]] | [[p1156<=1 & 1<=p1156] | [p6286<=1 & 1<=p6286]]] | [[[p5620<=1 & 1<=p5620] | [p5642<=1 & 1<=p5642]] | [[p4955<=1 & 1<=p4955] | [p1379<=1 & 1<=p1379]]]] | [[[[[p5003<=1 & 1<=p5003] | [p6353<=1 & 1<=p6353]] | [p1312<=1 & 1<=p1312]] | [[p6506<=1 & 1<=p6506] | [p3918<=1 & 1<=p3918]]] | [[[p802<=1 & 1<=p802] | [p2717<=1 & 1<=p2717]] | [[p5419<=1 & 1<=p5419] | [p6167<=1 & 1<=p6167]]]]] | [[[[[[p5939<=1 & 1<=p5939] | [p2342<=1 & 1<=p2342]] | [p6403<=1 & 1<=p6403]] | [[p5743<=1 & 1<=p5743] | [p2910<=1 & 1<=p2910]]] | [[[p515<=1 & 1<=p515] | [p4315<=1 & 1<=p4315]] | [[p1382<=1 & 1<=p1382] | [p694<=1 & 1<=p694]]]] | [[[[p3201<=1 & 1<=p3201] | [p5022<=1 & 1<=p5022]] | [[p1999<=1 & 1<=p1999] | [p2164<=1 & 1<=p2164]]] | [[[p2513<=1 & 1<=p2513] | [p1932<=1 & 1<=p1932]] | [[p1334<=1 & 1<=p1334] | [p2739<=1 & 1<=p2739]]]]]] | [[[[[[[p1315<=1 & 1<=p1315] | [p6029<=1 & 1<=p6029]] | [p4606<=1 & 1<=p4606]] | [[p5352<=1 & 1<=p5352] | [p4558<=1 & 1<=p4558]]] | [[[p5833<=1 & 1<=p5833] | [p5623<=1 & 1<=p5623]] | [[p3337<=1 & 1<=p3337] | [p6490<=1 & 1<=p6490]]]] | [[[[p2396<=1 & 1<=p2396] | [p1159<=1 & 1<=p1159]] | [[p1700<=1 & 1<=p1700] | [p4218<=1 & 1<=p4218]]] | [[[p2958<=1 & 1<=p2958] | [p1722<=1 & 1<=p1722]] | [[p1553<=1 & 1<=p1553] | [p2173<=1 & 1<=p2173]]]]] | [[[[[[p3578<=1 & 1<=p3578] | [p1360<=1 & 1<=p1360]] | [p1111<=1 & 1<=p1111]] | [[p2516<=1 & 1<=p2516] | [p4141<=1 & 1<=p4141]]] | [[[p2736<=1 & 1<=p2736] | [p2049<=1 & 1<=p2049]] | [[p2444<=1 & 1<=p2444] | [p2106<=1 & 1<=p2106]]]] | [[[[p5811<=1 & 1<=p5811] | [p4935<=1 & 1<=p4935]] | [[p5410<=1 & 1<=p5410] | [p6341<=1 & 1<=p6341]]] | [[[p4005<=1 & 1<=p4005] | [p2784<=1 & 1<=p2784]] | [[p697<=1 & 1<=p697] | [p5000<=1 & 1<=p5000]]]]]]] | [[[[[[[[p3511<=1 & 1<=p3511] | [p1935<=1 & 1<=p1935]] | [p3530<=1 & 1<=p3530]] | [[p2399<=1 & 1<=p2399] | [p2377<=1 & 1<=p2377]]] | [[[p841<=1 & 1<=p841] | [p5349<=1 & 1<=p5349]] | [[p6295<=1 & 1<=p6295] | [p5545<=1 & 1<=p5545]]]] | [[[[p6478<=1 & 1<=p6478] | [p5235<=1 & 1<=p5235]] | [[p1102<=1 & 1<=p1102] | [p6413<=1 & 1<=p6413]]] | [[[p4198<=1 & 1<=p4198] | [p4615<=1 & 1<=p4615]] | [[p2793<=1 & 1<=p2793] | [p6416<=1 & 1<=p6416]]]]] | [[[[[[p5362<=1 & 1<=p5362] | [p2901<=1 & 1<=p2901]] | [p2154<=1 & 1<=p2154]] | [[p2504<=1 & 1<=p2504] | [p2726<=1 & 1<=p2726]]] | [[[p3734<=1 & 1<=p3734] | [p5012<=1 & 1<=p5012]] | [[p5814<=1 & 1<=p5814] | [p1712<=1 & 1<=p1712]]]] | [[[[p2221<=1 & 1<=p2221] | [p6094<=1 & 1<=p6094]] | [[p1391<=1 & 1<=p1391] | [p4131<=1 & 1<=p4131]]] | [[[p2329<=1 & 1<=p2329] | [p3136<=1 & 1<=p3136]] | [[p3346<=1 & 1<=p3346] | [p3114<=1 & 1<=p3114]]]]]] | [[[[[[[p1709<=1 & 1<=p1709] | [p6164<=1 & 1<=p6164]] | [p5400<=1 & 1<=p5400]] | [[p1731<=1 & 1<=p1731] | [p2116<=1 & 1<=p2116]]] | [[[p4402<=1 & 1<=p4402] | [p5632<=1 & 1<=p5632]] | [[p6481<=1 & 1<=p6481] | [p1757<=1 & 1<=p1757]]]] | [[[[p2774<=1 & 1<=p2774] | [p1369<=1 & 1<=p1369]] | [[p3394<=1 & 1<=p3394] | [p1776<=1 & 1<=p1776]]] | [[[p3521<=1 & 1<=p3521] | [p5553<=1 & 1<=p5553]] | [[p1779<=1 & 1<=p1779] | [p537<=1 & 1<=p537]]]]] | [[[[[[p2040<=1 & 1<=p2040] | [p4538<=1 & 1<=p4538]] | [p3133<=1 & 1<=p3133]] | [[p5734<=1 & 1<=p5734] | [p2119<=1 & 1<=p2119]]] | [[[p3181<=1 & 1<=p3181] | [p518<=1 & 1<=p518]] | [[p2332<=1 & 1<=p2332] | [p6091<=1 & 1<=p6091]]]] | [[[[p2841<=1 & 1<=p2841] | [p2230<=1 & 1<=p2230]] | [[p5040<=1 & 1<=p5040] | [p3241<=1 & 1<=p3241]]] | [[[p6469<=1 & 1<=p6469] | [p6110<=1 & 1<=p6110]] | [[p955<=1 & 1<=p955] | [p6019<=1 & 1<=p6019]]]]]]]]] | [[[[[[[[[[p4817<=1 & 1<=p4817] | [p3542<=1 & 1<=p3542]] | [p3018<=1 & 1<=p3018]] | [[p2007<=1 & 1<=p2007] | [p4721<=1 & 1<=p4721]]] | [[[p4995<=1 & 1<=p4995] | [p2185<=1 & 1<=p2185]] | [[p4944<=1 & 1<=p4944] | [p4420<=1 & 1<=p4420]]]] | [[[[[p5118<=1 & 1<=p5118] | [p4598<=1 & 1<=p4598]] | [p5303<=1 & 1<=p5303]] | [[p1989<=1 & 1<=p1989] | [p3761<=1 & 1<=p3761]]] | [[[p3755<=1 & 1<=p3755] | [p6393<=1 & 1<=p6393]] | [[p3442<=1 & 1<=p3442] | [p1129<=1 & 1<=p1129]]]]] | [[[[[[p6323<=1 & 1<=p6323] | [p4152<=1 & 1<=p4152]] | [p3364<=1 & 1<=p3364]] | [[p1788<=1 & 1<=p1788] | [p5963<=1 & 1<=p5963]]] | [[[p6274<=1 & 1<=p6274] | [p1547<=1 & 1<=p1547]] | [[p2967<=1 & 1<=p2967] | [p5767<=1 & 1<=p5767]]]] | [[[[p3190<=1 & 1<=p3190] | [p2582<=1 & 1<=p2582]] | [[p6524<=1 & 1<=p6524] | [p4324<=1 & 1<=p4324]]] | [[[p5930<=1 & 1<=p5930] | [p5309<=1 & 1<=p5309]] | [[p2627<=1 & 1<=p2627] | [p5437<=1 & 1<=p5437]]]]]] | [[[[[[[p685<=1 & 1<=p685] | [p6224<=1 & 1<=p6224]] | [p6082<=1 & 1<=p6082]] | [[p2224<=1 & 1<=p2224] | [p6584<=1 & 1<=p6584]]] | [[[p6055<=1 & 1<=p6055] | [p2922<=1 & 1<=p2922]] | [[p5157<=1 & 1<=p5157] | [p2748<=1 & 1<=p2748]]]] | [[[[p3984<=1 & 1<=p3984] | [p4035<=1 & 1<=p4035]] | [[p2359<=1 & 1<=p2359] | [p447<=1 & 1<=p447]]] | [[[p5169<=1 & 1<=p5169] | [p1033<=1 & 1<=p1033]] | [[p3800<=1 & 1<=p3800] | [p2949<=1 & 1<=p2949]]]]] | [[[[[[p4643<=1 & 1<=p4643] | [p2425<=1 & 1<=p2425]] | [p1565<=1 & 1<=p1565]] | [[p2801<=1 & 1<=p2801] | [p4375<=1 & 1<=p4375]]] | [[[p6047<=1 & 1<=p6047] | [p3716<=1 & 1<=p3716]] | [[p1749<=1 & 1<=p1749] | [p2648<=1 & 1<=p2648]]]] | [[[[p5975<=1 & 1<=p5975] | [p3927<=1 & 1<=p3927]] | [[p3403<=1 & 1<=p3403] | [p4113<=1 & 1<=p4113]]] | [[[p6302<=1 & 1<=p6302] | [p1905<=1 & 1<=p1905]] | [[p4715<=1 & 1<=p4715] | [p420<=1 & 1<=p420]]]]]]] | [[[[[[[[p6545<=1 & 1<=p6545] | [p1303<=1 & 1<=p1303]] | [p2128<=1 & 1<=p2128]] | [[p2756<=1 & 1<=p2756] | [p3581<=1 & 1<=p3581]]] | [[[p2570<=1 & 1<=p2570] | [p5611<=1 & 1<=p5611]] | [[p1983<=1 & 1<=p1983] | [p1195<=1 & 1<=p1195]]]] | [[[[[p1950<=1 & 1<=p1950] | [p4760<=1 & 1<=p4760]] | [p4555<=1 & 1<=p4555]] | [[p5380<=1 & 1<=p5380] | [p2961<=1 & 1<=p2961]]] | [[[p4158<=1 & 1<=p4158] | [p6572<=1 & 1<=p6572]] | [[p1592<=1 & 1<=p1592] | [p4733<=1 & 1<=p4733]]]]] | [[[[[[p1923<=1 & 1<=p1923] | [p4209<=1 & 1<=p4209]] | [p5802<=1 & 1<=p5802]] | [[p4547<=1 & 1<=p4547] | [p994<=1 & 1<=p994]]] | [[[p3358<=1 & 1<=p3358] | [p2001<=1 & 1<=p2001]] | [[p5918<=1 & 1<=p5918] | [p5722<=1 & 1<=p5722]]]] | [[[[p3045<=1 & 1<=p3045] | [p3307<=1 & 1<=p3307]] | [[p6131<=1 & 1<=p6131] | [p4938<=1 & 1<=p4938]]] | [[[p6176<=1 & 1<=p6176] | [p4023<=1 & 1<=p4023]] | [[p1168<=1 & 1<=p1168] | [p3385<=1 & 1<=p3385]]]]]] | [[[[[[[p6007<=1 & 1<=p6007] | [p3978<=1 & 1<=p3978]] | [p1586<=1 & 1<=p1586]] | [[p3638<=1 & 1<=p3638] | [p2943<=1 & 1<=p2943]]] | [[[p2525<=1 & 1<=p2525] | [p506<=1 & 1<=p506]] | [[p4838<=1 & 1<=p4838] | [p5571<=1 & 1<=p5571]]]] | [[[[p5175<=1 & 1<=p5175] | [p3145<=1 & 1<=p3145]] | [[p2320<=1 & 1<=p2320] | [p1012<=1 & 1<=p1012]]] | [[[p3247<=1 & 1<=p3247] | [p6256<=1 & 1<=p6256]] | [[p2028<=1 & 1<=p2028] | [p832<=1 & 1<=p832]]]]] | [[[[[p4318<=1 & 1<=p4318] | [p426<=1 & 1<=p426]] | [[p4345<=1 & 1<=p4345] | [p3821<=1 & 1<=p3821]]] | [[[[p3773<=1 & 1<=p3773] | [p2621<=1 & 1<=p2621]] | [p1508<=1 & 1<=p1508]] | [[p3587<=1 & 1<=p3587] | [p6425<=1 & 1<=p6425]]]] | [[[[p1535<=1 & 1<=p1535] | [p2416<=1 & 1<=p2416]] | [[p2940<=1 & 1<=p2940] | [p5713<=1 & 1<=p5713]]] | [[[p1141<=1 & 1<=p1141] | [p5226<=1 & 1<=p5226]] | [[p429<=1 & 1<=p429] | [p5100<=1 & 1<=p5100]]]]]]]] | [[[[[[[[[p2639<=1 & 1<=p2639] | [p664<=1 & 1<=p664]] | [p5909<=1 & 1<=p5909]] | [[p5592<=1 & 1<=p5592] | [p6593<=1 & 1<=p6593]]] | [[[p6536<=1 & 1<=p6536] | [p6311<=1 & 1<=p6311]] | [[p2546<=1 & 1<=p2546] | [p3996<=1 & 1<=p3996]]]] | [[[[[p1186<=1 & 1<=p1186] | [p2591<=1 & 1<=p2591]] | [p3036<=1 & 1<=p3036]] | [[p4441<=1 & 1<=p4441] | [p973<=1 & 1<=p973]]] | [[[p5788<=1 & 1<=p5788] | [p1015<=1 & 1<=p1015]] | [[p6197<=1 & 1<=p6197] | [p5223<=1 & 1<=p5223]]]]] | [[[[[[p1583<=1 & 1<=p1583] | [p3818<=1 & 1<=p3818]] | [p5984<=1 & 1<=p5984]] | [[p4044<=1 & 1<=p4044] | [p4393<=1 & 1<=p4393]]] | [[[p1021<=1 & 1<=p1021] | [p5449<=1 & 1<=p5449]] | [[p2988<=1 & 1<=p2988] | [p6073<=1 & 1<=p6073]]]] | [[[[p2242<=1 & 1<=p2242] | [p6242<=1 & 1<=p6242]] | [[p967<=1 & 1<=p967] | [p3376<=1 & 1<=p3376]]] | [[[p2019<=1 & 1<=p2019] | [p3948<=1 & 1<=p3948]] | [[p1971<=1 & 1<=p1971] | [p6001<=1 & 1<=p6001]]]]]] | [[[[[[[p6542<=1 & 1<=p6542] | [p2543<=1 & 1<=p2543]] | [p4781<=1 & 1<=p4781]] | [[p6122<=1 & 1<=p6122] | [p667<=1 & 1<=p667]]] | [[[p6314<=1 & 1<=p6314] | [p1138<=1 & 1<=p1138]] | [[p1529<=1 & 1<=p1529] | [p5589<=1 & 1<=p5589]]]] | [[[[p6119<=1 & 1<=p6119] | [p5981<=1 & 1<=p5981]] | [[p3644<=1 & 1<=p3644] | [p1189<=1 & 1<=p1189]]] | [[[p4438<=1 & 1<=p4438] | [p3424<=1 & 1<=p3424]] | [[p4829<=1 & 1<=p4829] | [p6061<=1 & 1<=p6061]]]]] | [[[[[[p4384<=1 & 1<=p4384] | [p5583<=1 & 1<=p5583]] | [p1574<=1 & 1<=p1574]] | [[p6446<=1 & 1<=p6446] | [p5109<=1 & 1<=p5109]]] | [[[p6399<=1 & 1<=p6399] | [p5900<=1 & 1<=p5900]] | [[p655<=1 & 1<=p655] | [p6230<=1 & 1<=p6230]]]] | [[[[p3704<=1 & 1<=p3704] | [p5779<=1 & 1<=p5779]] | [[p5217<=1 & 1<=p5217] | [p5049<=1 & 1<=p5049]]] | [[[p4778<=1 & 1<=p4778] | [p5508<=1 & 1<=p5508]] | [[p2979<=1 & 1<=p2979] | [p5440<=1 & 1<=p5440]]]]]]] | [[[[[[[[p3421<=1 & 1<=p3421] | [p4429<=1 & 1<=p4429]] | [p3024<=1 & 1<=p3024]] | [[p438<=1 & 1<=p438] | [p4826<=1 & 1<=p4826]]] | [[[p823<=1 & 1<=p823] | [p3812<=1 & 1<=p3812]] | [[p2931<=1 & 1<=p2931] | [p1526<=1 & 1<=p1526]]]] | [[[[p2407<=1 & 1<=p2407] | [p3987<=1 & 1<=p3987]] | [[p4336<=1 & 1<=p4336] | [p6265<=1 & 1<=p6265]]] | [[[p5580<=1 & 1<=p5580] | [p5392<=1 & 1<=p5392]] | [[p6443<=1 & 1<=p6443] | [p5701<=1 & 1<=p5701]]]]] | [[[[[[p658<=1 & 1<=p658] | [p5214<=1 & 1<=p5214]] | [p3809<=1 & 1<=p3809]] | [[p3647<=1 & 1<=p3647] | [p6590<=1 & 1<=p6590]]] | [[[p2404<=1 & 1<=p2404] | [p4101<=1 & 1<=p4101]] | [[p3939<=1 & 1<=p3939] | [p5446<=1 & 1<=p5446]]]] | [[[[p3415<=1 & 1<=p3415] | [p5300<=1 & 1<=p5300]] | [[p6533<=1 & 1<=p6533] | [p2534<=1 & 1<=p2534]]] | [[[p5505<=1 & 1<=p5505] | [p5112<=1 & 1<=p5112]] | [[p2010<=1 & 1<=p2010] | [p5398<=1 & 1<=p5398]]]]]] | [[[[[[[p2194<=1 & 1<=p2194] | [p2149<=1 & 1<=p2149]] | [p2302<=1 & 1<=p2302]] | [[p3707<=1 & 1<=p3707] | [p820<=1 & 1<=p820]]] | [[[p4820<=1 & 1<=p4820] | [p3599<=1 & 1<=p3599]] | [[p6064<=1 & 1<=p6064] | [p5785<=1 & 1<=p5785]]]] | [[[[p1024<=1 & 1<=p1024] | [p6194<=1 & 1<=p6194]] | [[p6320<=1 & 1<=p6320] | [p5602<=1 & 1<=p5602]]] | [[[p6451<=1 & 1<=p6451] | [p4432<=1 & 1<=p4432]] | [[p3367<=1 & 1<=p3367] | [p1962<=1 & 1<=p1962]]]]] | [[[[[[p2146<=1 & 1<=p2146] | [p4381<=1 & 1<=p4381]] | [p3319<=1 & 1<=p3319]] | [[p1914<=1 & 1<=p1914] | [p1132<=1 & 1<=p1132]]] | [[[p5704<=1 & 1<=p5704] | [p976<=1 & 1<=p976]] | [[p3027<=1 & 1<=p3027] | [p6113<=1 & 1<=p6113]]]] | [[[[p4772<=1 & 1<=p4772] | [p6233<=1 & 1<=p6233]] | [[p4041<=1 & 1<=p4041] | [p3137<=1 & 1<=p3137]]] | [[[p2115<=1 & 1<=p2115] | [p6085<=1 & 1<=p6085]] | [[p6532<=1 & 1<=p6532] | [p6379<=1 & 1<=p6379]]]]]]]]]]]] | [[[[[[[[[[[[[p5646<=1 & 1<=p5646] | [p5115<=1 & 1<=p5115]] | [p4445<=1 & 1<=p4445]] | [[p4959<=1 & 1<=p4959] | [p4048<=1 & 1<=p4048]]] | [[[p2713<=1 & 1<=p2713] | [p4222<=1 & 1<=p4222]] | [[p2160<=1 & 1<=p2160] | [p671<=1 & 1<=p671]]]] | [[[[[p6033<=1 & 1<=p6033] | [p1579<=1 & 1<=p1579]] | [p5356<=1 & 1<=p5356]] | [[p2316<=1 & 1<=p2316] | [p2227<=1 & 1<=p2227]]] | [[[p3981<=1 & 1<=p3981] | [p6357<=1 & 1<=p6357]] | [[p5988<=1 & 1<=p5988] | [p2557<=1 & 1<=p2557]]]]] | [[[[[[p5943<=1 & 1<=p5943] | [p4378<=1 & 1<=p4378]] | [p1919<=1 & 1<=p1919]] | [[p3361<=1 & 1<=p3361] | [p4718<=1 & 1<=p4718]]] | [[[p3428<=1 & 1<=p3428] | [p1763<=1 & 1<=p1763]] | [[p5747<=1 & 1<=p5747] | [p6227<=1 & 1<=p6227]]]] | [[[[p3021<=1 & 1<=p3021] | [p1986<=1 & 1<=p1986]] | [[p4803<=1 & 1<=p4803] | [p6494<=1 & 1<=p6494]]] | [[[p5026<=1 & 1<=p5026] | [p5837<=1 & 1<=p5837]] | [[p3333<=1 & 1<=p3333] | [p2539<=1 & 1<=p2539]]]]]] | [[[[[[[p4931<=1 & 1<=p4931] | [p2004<=1 & 1<=p2004]] | [p845<=1 & 1<=p845]] | [[p3120<=1 & 1<=p3120] | [p4785<=1 & 1<=p4785]]] | [[[p4155<=1 & 1<=p4155] | [p2199<=1 & 1<=p2199]] | [[p4998<=1 & 1<=p4998] | [p2780<=1 & 1<=p2780]]]] | [[[[p1356<=1 & 1<=p1356] | [p6396<=1 & 1<=p6396]] | [[p4321<=1 & 1<=p4321] | [p5016<=1 & 1<=p5016]]] | [[[p2440<=1 & 1<=p2440] | [p3730<=1 & 1<=p3730]] | [[p3031<=1 & 1<=p3031] | [p6299<=1 & 1<=p6299]]]]] | [[[[[[p1745<=1 & 1<=p1745] | [p5239<=1 & 1<=p5239]] | [p2217<=1 & 1<=p2217]] | [[p3574<=1 & 1<=p3574] | [p5541<=1 & 1<=p5541]]] | [[[p5557<=1 & 1<=p5557] | [p4388<=1 & 1<=p4388]] | [[p5172<=1 & 1<=p5172] | [p1589<=1 & 1<=p1589]]]] | [[[[p5345<=1 & 1<=p5345] | [p2567<=1 & 1<=p2567]] | [[p3641<=1 & 1<=p3641] | [p1395<=1 & 1<=p1395]]] | [[[p5105<=1 & 1<=p5105] | [p5512<=1 & 1<=p5512]] | [[p2946<=1 & 1<=p2946] | [p423<=1 & 1<=p423]]]]]]] | [[[[[[[[p4194<=1 & 1<=p4194] | [p5210<=1 & 1<=p5210]] | [p6439<=1 & 1<=p6439]] | [[p2306<=1 & 1<=p2306] | [p4619<=1 & 1<=p4619]]] | [[[p4127<=1 & 1<=p4127] | [p1125<=1 & 1<=p1125]] | [[p2373<=1 & 1<=p2373] | [p681<=1 & 1<=p681]]]] | [[[[[p3797<=1 & 1<=p3797] | [p2500<=1 & 1<=p2500]] | [p1522<=1 & 1<=p1522]] | [[p2411<=1 & 1<=p2411] | [p3924<=1 & 1<=p3924]]] | [[[p3177<=1 & 1<=p3177] | [p816<=1 & 1<=p816]] | [[p2770<=1 & 1<=p2770] | [p6455<=1 & 1<=p6455]]]]] | [[[[[[p6190<=1 & 1<=p6190] | [p6327<=1 & 1<=p6327]] | [p3584<=1 & 1<=p3584]] | [[p541<=1 & 1<=p541] | [p3517<=1 & 1<=p3517]]] | [[[p1735<=1 & 1<=p1735] | [p3110<=1 & 1<=p3110]] | [[p6597<=1 & 1<=p6597] | [p3244<=1 & 1<=p3244]]]] | [[[[p4534<=1 & 1<=p4534] | [p1047<=1 & 1<=p1047]] | [[p6237<=1 & 1<=p6237] | [p5708<=1 & 1<=p5708]]] | [[[p4552<=1 & 1<=p4552] | [p1948<=1 & 1<=p1948]] | [[p4406<=1 & 1<=p4406] | [p1753<=1 & 1<=p1753]]]]]] | [[[[[[[p6068<=1 & 1<=p6068] | [p2964<=1 & 1<=p2964]] | [p4941<=1 & 1<=p4941]] | [[p2837<=1 & 1<=p2837] | [p4212<=1 & 1<=p4212]]] | [[[p4747<=1 & 1<=p4747] | [p6510<=1 & 1<=p6510]] | [[p3304<=1 & 1<=p3304] | [p980<=1 & 1<=p980]]]] | [[[[p5636<=1 & 1<=p5636] | [p2142<=1 & 1<=p2142]] | [[p2033<=1 & 1<=p2033] | [p3438<=1 & 1<=p3438]]] | [[[p1929<=1 & 1<=p1929] | [p2189<=1 & 1<=p2189]] | [[p3594<=1 & 1<=p3594] | [p1773<=1 & 1<=p1773]]]]] | [[[[[[p1550<=1 & 1<=p1550] | [p2907<=1 & 1<=p2907]] | [p4609<=1 & 1<=p4609]] | [[p1706<=1 & 1<=p1706] | [p6400<=1 & 1<=p6400]]] | [[[p3390<=1 & 1<=p3390] | [p3371<=1 & 1<=p3371]] | [[p1966<=1 & 1<=p1966] | [p5827<=1 & 1<=p5827]]]] | [[[[p6170<=1 & 1<=p6170] | [p3527<=1 & 1<=p3527]] | [[p1309<=1 & 1<=p1309] | [p2014<=1 & 1<=p2014]]] | [[[p835<=1 & 1<=p835] | [p1725<=1 & 1<=p1725]] | [[p6247<=1 & 1<=p6247] | [p3130<=1 & 1<=p3130]]]]]]]] | [[[[[[[[[p1792<=1 & 1<=p1792] | [p404<=1 & 1<=p404]] | [p3197<=1 & 1<=p3197]] | [[p3546<=1 & 1<=p3546] | [p6484<=1 & 1<=p6484]]] | [[[p6465<=1 & 1<=p6465] | [p1376<=1 & 1<=p1376]] | [[p3943<=1 & 1<=p3943] | [p5808<=1 & 1<=p5808]]]] | [[[[[p2122<=1 & 1<=p2122] | [p2103<=1 & 1<=p2103]] | [p443<=1 & 1<=p443]] | [[p5162<=1 & 1<=p5162] | [p4398<=1 & 1<=p4398]]] | [[[p2993<=1 & 1<=p2993] | [p2354<=1 & 1<=p2354]] | [[p6419<=1 & 1<=p6419] | [p2326<=1 & 1<=p2326]]]]] | [[[[[[p4331<=1 & 1<=p4331] | [p2926<=1 & 1<=p2926]] | [p6097<=1 & 1<=p6097]] | [[p6250<=1 & 1<=p6250] | [p6500<=1 & 1<=p6500]]] | [[[p6289<=1 & 1<=p6289] | [p3041<=1 & 1<=p3041]] | [[p6151<=1 & 1<=p6151] | [p1328<=1 & 1<=p1328]]]] | [[[[p2586<=1 & 1<=p2586] | [p3991<=1 & 1<=p3991]] | [[p2733<=1 & 1<=p2733] | [p2974<=1 & 1<=p2974]]] | [[[p1569<=1 & 1<=p1569] | [p2421<=1 & 1<=p2421]] | [[p1162<=1 & 1<=p1162] | [p6270<=1 & 1<=p6270]]]]]] | [[[[[[[p512<=1 & 1<=p512] | [p6078<=1 & 1<=p6078]] | [p2393<=1 & 1<=p2393]] | [[p2345<=1 & 1<=p2345] | [p2634<=1 & 1<=p2634]]] | [[[p1502<=1 & 1<=p1502] | [p4544<=1 & 1<=p4544]] | [[p5904<=1 & 1<=p5904] | [p5923<=1 & 1<=p5923]]]] | [[[[p5933<=1 & 1<=p5933] | [p2596<=1 & 1<=p2596]] | [[p5737<=1 & 1<=p5737] | [p990<=1 & 1<=p990]]] | [[[p3139<=1 & 1<=p3139] | [p1782<=1 & 1<=p1782]] | [[p531<=1 & 1<=p531] | [p3314<=1 & 1<=p3314]]]]] | [[[[[[p1909<=1 & 1<=p1909] | [p5403<=1 & 1<=p5403]] | [p2024<=1 & 1<=p2024]] | [[p5817<=1 & 1<=p5817] | [p2644<=1 & 1<=p2644]]] | [[[p3934<=1 & 1<=p3934] | [p4202<=1 & 1<=p4202]] | [[p5607<=1 & 1<=p5607] | [p3187<=1 & 1<=p3187]]]] | [[[[p2132<=1 & 1<=p2132] | [p2113<=1 & 1<=p2113]] | [[p1366<=1 & 1<=p1366] | [p5626<=1 & 1<=p5626]]] | [[[p3381<=1 & 1<=p3381] | [p3537<=1 & 1<=p3537]] | [[p502<=1 & 1<=p502] | [p1560<=1 & 1<=p1560]]]]]]] | [[[[[[[[p6180<=1 & 1<=p6180] | [p6161<=1 & 1<=p6161]] | [p5718<=1 & 1<=p5718]] | [[p1938<=1 & 1<=p1938] | [p5413<=1 & 1<=p5413]]] | [[[p1976<=1 & 1<=p1976] | [p3343<=1 & 1<=p3343]] | [[p1957<=1 & 1<=p1957] | [p3149<=1 & 1<=p3149]]]] | [[[[p5998<=1 & 1<=p5998] | [p1105<=1 & 1<=p1105]] | [[p2917<=1 & 1<=p2917] | [p1512<=1 & 1<=p1512]]] | [[[p4147<=1 & 1<=p4147] | [p5006<=1 & 1<=p5006]] | [[p2510<=1 & 1<=p2510] | [p6347<=1 & 1<=p6347]]]]] | [[[[[[p3448<=1 & 1<=p3448] | [p691<=1 & 1<=p691]] | [p3740<=1 & 1<=p3740]] | [[p2335<=1 & 1<=p2335] | [p6410<=1 & 1<=p6410]]] | [[[p521<=1 & 1<=p521] | [p2170<=1 & 1<=p2170]] | [[p2043<=1 & 1<=p2043] | [p5914<=1 & 1<=p5914]]]] | [[[[p2790<=1 & 1<=p2790] | [p1385<=1 & 1<=p1385]] | [[p2529<=1 & 1<=p2529] | [p2383<=1 & 1<=p2383]]] | [[[p2237<=1 & 1<=p2237] | [p6279<=1 & 1<=p6279]] | [[p6429<=1 & 1<=p6429] | [p6448<=1 & 1<=p6448]]]]]] | [[[[[[[p4341<=1 & 1<=p4341] | [p6260<=1 & 1<=p6260]] | [p1172<=1 & 1<=p1172]] | [[p1153<=1 & 1<=p1153] | [p1318<=1 & 1<=p1318]]] | [[[p2577<=1 & 1<=p2577] | [p2723<=1 & 1<=p2723]] | [[p2742<=1 & 1<=p2742] | [p4397<=1 & 1<=p4397]]]] | [[[[p2208<=1 & 1<=p2208] | [p522<=1 & 1<=p522]] | [[p4174<=1 & 1<=p4174] | [p4185<=1 & 1<=p4185]]] | [[[p5532<=1 & 1<=p5532] | [p3040<=1 & 1<=p3040]] | [[p6290<=1 & 1<=p6290] | [p2587<=1 & 1<=p2587]]]]] | [[[[[[p2420<=1 & 1<=p2420] | [p2732<=1 & 1<=p2732]] | [p5007<=1 & 1<=p5007]] | [[p2509<=1 & 1<=p2509] | [p1531<=1 & 1<=p1531]]] | [[[p5325<=1 & 1<=p5325] | [p5913<=1 & 1<=p5913]] | [[p5627<=1 & 1<=p5627] | [p2643<=1 & 1<=p2643]]]] | [[[[p1319<=1 & 1<=p1319] | [p3962<=1 & 1<=p3962]] | [[p3554<=1 & 1<=p3554] | [p6077<=1 & 1<=p6077]]] | [[[p2817<=1 & 1<=p2817] | [p3951<=1 & 1<=p3951]] | [[p3565<=1 & 1<=p3565] | [p5219<=1 & 1<=p5219]]]]]]]]] | [[[[[[[[[[p2984<=1 & 1<=p2984] | [p825<=1 & 1<=p825]] | [p1152<=1 & 1<=p1152]] | [[p5145<=1 & 1<=p5145] | [p1995<=1 & 1<=p1995]]] | [[[p6199<=1 & 1<=p6199] | [p4833<=1 & 1<=p4833]] | [[p6126<=1 & 1<=p6126] | [p5818<=1 & 1<=p5818]]]] | [[[[[p4822<=1 & 1<=p4822] | [p3168<=1 & 1<=p3168]] | [p2023<=1 & 1<=p2023]] | [[p6246<=1 & 1<=p6246] | [p1967<=1 & 1<=p1967]]] | [[[p5045<=1 & 1<=p5045] | [p2828<=1 & 1<=p2828]] | [[p3526<=1 & 1<=p3526] | [p1134<=1 & 1<=p1134]]]]] | [[[[[[p4525<=1 & 1<=p4525] | [p3944<=1 & 1<=p3944]] | [p3002<=1 & 1<=p3002]] | [[p2247<=1 & 1<=p2247] | [p6307<=1 & 1<=p6307]]] | [[[p3380<=1 & 1<=p3380] | [p1145<=1 & 1<=p1145]] | [[p6464<=1 & 1<=p6464] | [p6318<=1 & 1<=p6318]]]] | [[[[p1715<=1 & 1<=p1715] | [p5717<=1 & 1<=p5717]] | [[p1939<=1 & 1<=p1939] | [p6115<=1 & 1<=p6115]]] | [[[p4979<=1 & 1<=p4979] | [p3834<=1 & 1<=p3834]] | [[p5336<=1 & 1<=p5336] | [p1375<=1 & 1<=p1375]]]]]] | [[[[[[[p6366<=1 & 1<=p6366] | [p2336<=1 & 1<=p2336]] | [p4425<=1 & 1<=p4425]] | [[p6409<=1 & 1<=p6409] | [p2927<=1 & 1<=p2927]]] | [[[p442<=1 & 1<=p442] | [p3622<=1 & 1<=p3622]] | [[p4146<=1 & 1<=p4146] | [p6098<=1 & 1<=p6098]]]] | [[[[p2169<=1 & 1<=p2169] | [p4968<=1 & 1<=p4968]] | [[p651<=1 & 1<=p651] | [p2983<=1 & 1<=p2983]]] | [[[p5587<=1 & 1<=p5587] | [p5997<=1 & 1<=p5997]] | [[p3845<=1 & 1<=p3845] | [p3700<=1 & 1<=p3700]]]]] | [[[[[[p2789<=1 & 1<=p2789] | [p3711<=1 & 1<=p3711]] | [p5191<=1 & 1<=p5191]] | [[p1570<=1 & 1<=p1570] | [p2392<=1 & 1<=p2392]]] | [[[p1716<=1 & 1<=p1716] | [p2246<=1 & 1<=p2246]] | [[p5576<=1 & 1<=p5576] | [p1173<=1 & 1<=p1173]]]] | [[[[p4340<=1 & 1<=p4340] | [p3749<=1 & 1<=p3749]] | [[p6269<=1 & 1<=p6269] | [p3214<=1 & 1<=p3214]]] | [[[p662<=1 & 1<=p662] | [p4302<=1 & 1<=p4302]] | [[p3816<=1 & 1<=p3816] | [p3611<=1 & 1<=p3611]]]]]]] | [[[[[[[[p3905<=1 & 1<=p3905] | [p1772<=1 & 1<=p1772]] | [p4582<=1 & 1<=p4582]] | [[p2190<=1 & 1<=p2190] | [p5738<=1 & 1<=p5738]]] | [[[p4571<=1 & 1<=p4571] | [p1017<=1 & 1<=p1017]] | [[p4242<=1 & 1<=p4242] | [p2112<=1 & 1<=p2112]]]] | [[[[[p2530<=1 & 1<=p2530] | [p2605<=1 & 1<=p2605]] | [p3805<=1 & 1<=p3805]] | [[p4911<=1 & 1<=p4911] | [p1910<=1 & 1<=p1910]]] | [[[p5606<=1 & 1<=p5606] | [p6144<=1 & 1<=p6144]] | [[p3129<=1 & 1<=p3129] | [p5404<=1 & 1<=p5404]]]]] | [[[[[[p6540<=1 & 1<=p6540] | [p3225<=1 & 1<=p3225]] | [p1028<=1 & 1<=p1028]] | [[p6160<=1 & 1<=p6160] | [p5442<=1 & 1<=p5442]]] | [[[p4776<=1 & 1<=p4776] | [p1996<=1 & 1<=p1996]] | [[p4922<=1 & 1<=p4922] | [p3547<=1 & 1<=p3547]]]] | [[[[p6529<=1 & 1<=p6529] | [p4231<=1 & 1<=p4231]] | [[p6485<=1 & 1<=p6485] | [p4436<=1 & 1<=p4436]]] | [[[p4728<=1 & 1<=p4728] | [p3323<=1 & 1<=p3323]] | [[p3583<=1 & 1<=p3583] | [p4988<=1 & 1<=p4988]]]]]] | [[[[[[[p4717<=1 & 1<=p4717] | [p4765<=1 & 1<=p4765]] | [p1736<=1 & 1<=p1736]] | [[p1513<=1 & 1<=p1513] | [p951<=1 & 1<=p951]]] | [[[p2044<=1 & 1<=p2044] | [p6386<=1 & 1<=p6386]] | [[p2133<=1 & 1<=p2133] | [p5838<=1 & 1<=p5838]]]] | [[[[p3408<=1 & 1<=p3408] | [p2003<=1 & 1<=p2003]] | [[p6106<=1 & 1<=p6106] | [p4813<=1 & 1<=p4813]]] | [[[p4553<=1 & 1<=p4553] | [p6023<=1 & 1<=p6023]] | [[p2963<=1 & 1<=p2963] | [p2751<=1 & 1<=p2751]]]]] | [[[[[[p4108<=1 & 1<=p4108] | [p4156<=1 & 1<=p4156]] | [p5567<=1 & 1<=p5567]] | [[p4940<=1 & 1<=p4940] | [p3011<=1 & 1<=p3011]]] | [[[p3360<=1 & 1<=p3360] | [p4416<=1 & 1<=p4416]] | [[p6217<=1 & 1<=p6217] | [p2449<=1 & 1<=p2449]]]] | [[[[p5763<=1 & 1<=p5763] | [p2703<=1 & 1<=p2703]] | [[p3100<=1 & 1<=p3100] | [p4505<=1 & 1<=p4505]]] | [[[p1599<=1 & 1<=p1599] | [p5934<=1 & 1<=p5934]] | [[p2363<=1 & 1<=p2363] | [p1339<=1 & 1<=p1339]]]]]]]] | [[[[[[[[[p5201<=1 & 1<=p5201] | [p3980<=1 & 1<=p3980]] | [p4028<=1 & 1<=p4028]] | [[p2846<=1 & 1<=p2846] | [p2315<=1 & 1<=p2315]]] | [[[p5385<=1 & 1<=p5385] | [p6430<=1 & 1<=p6430]] | [[p4591<=1 & 1<=p4591] | [p3186<=1 & 1<=p3186]]]] | [[[[[p2623<=1 & 1<=p2623] | [p5153<=1 & 1<=p5153]] | [p3768<=1 & 1<=p3768]] | [[p5959<=1 & 1<=p5959] | [p5173<=1 & 1<=p5173]]] | [[[p989<=1 & 1<=p989] | [p6520<=1 & 1<=p6520]] | [[p4368<=1 & 1<=p4368] | [p6577<=1 & 1<=p6577]]]]] | [[[[[[p3234<=1 & 1<=p3234] | [p413<=1 & 1<=p413]] | [p4639<=1 & 1<=p4639]] | [[p5772<=1 & 1<=p5772] | [p6181<=1 & 1<=p6181]]] | [[[p501<=1 & 1<=p501] | [p5433<=1 & 1<=p5433]] | [[p3720<=1 & 1<=p3720] | [p807<=1 & 1<=p807]]]] | [[[[p1037<=1 & 1<=p1037] | [p4320<=1 & 1<=p4320]] | [[p6377<=1 & 1<=p6377] | [p5125<=1 & 1<=p5125]]] | [[[p4756<=1 & 1<=p4756] | [p3351<=1 & 1<=p3351]] | [[p6208<=1 & 1<=p6208] | [p4165<=1 & 1<=p4165]]]]]] | [[[[[[[p2760<=1 & 1<=p2760] | [p2808<=1 & 1<=p2808]] | [p1793<=1 & 1<=p1793]] | [[p4737<=1 & 1<=p4737] | [p3243<=1 & 1<=p3243]]] | [[[p3332<=1 & 1<=p3332] | [p6043<=1 & 1<=p6043]] | [[p4648<=1 & 1<=p4648] | [p4804<=1 & 1<=p4804]]]] | [[[[p542<=1 & 1<=p542] | [p1046<=1 & 1<=p1046]] | [[p4514<=1 & 1<=p4514] | [p3109<=1 & 1<=p3109]]] | [[[p4407<=1 & 1<=p4407] | [p1987<=1 & 1<=p1987]] | [[p4708<=1 & 1<=p4708] | [p1752<=1 & 1<=p1752]]]]] | [[[[[[p6014<=1 & 1<=p6014] | [p2954<=1 & 1<=p2954]] | [p3303<=1 & 1<=p3303]] | [[p4562<=1 & 1<=p4562] | [p4213<=1 & 1<=p4213]]] | [[[p1355<=1 & 1<=p1355] | [p6511<=1 & 1<=p6511]] | [[p4359<=1 & 1<=p4359] | [p4543<=1 & 1<=p4543]]]] | [[[[p3157<=1 & 1<=p3157] | [p6549<=1 & 1<=p6549]] | [[p6568<=1 & 1<=p6568] | [p960<=1 & 1<=p960]]] | [[[p5316<=1 & 1<=p5316] | [p6135<=1 & 1<=p6135]] | [[p4610<=1 & 1<=p4610] | [p1116<=1 & 1<=p1116]]]]]]] | [[[[[[[[p5424<=1 & 1<=p5424] | [p4842<=1 & 1<=p4842]] | [p3729<=1 & 1<=p3729]] | [[p3205<=1 & 1<=p3205] | [p2614<=1 & 1<=p2614]]] | [[[p4902<=1 & 1<=p4902] | [p4311<=1 & 1<=p4311]] | [[p2906<=1 & 1<=p2906] | [p1348<=1 & 1<=p1348]]]] | [[[[p6336<=1 & 1<=p6336] | [p3437<=1 & 1<=p3437]] | [[p4019<=1 & 1<=p4019] | [p4794<=1 & 1<=p4794]]] | [[[p4950<=1 & 1<=p4950] | [p836<=1 & 1<=p836]] | [[p2566<=1 & 1<=p2566] | [p1008<=1 & 1<=p1008]]]]] | [[[[[[p1590<=1 & 1<=p1590] | [p5134<=1 & 1<=p5134]] | [p1396<=1 & 1<=p1396]] | [[p2712<=1 & 1<=p2712] | [p5376<=1 & 1<=p5376]]] | [[[p3971<=1 & 1<=p3971] | [p5230<=1 & 1<=p5230]] | [[p2226<=1 & 1<=p2226] | [p4117<=1 & 1<=p4117]]]] | [[[[p5847<=1 & 1<=p5847] | [p422<=1 & 1<=p422]] | [[p5521<=1 & 1<=p5521] | [p2372<=1 & 1<=p2372]]] | [[[p680<=1 & 1<=p680] | [p3631<=1 & 1<=p3631]] | [[p1542<=1 & 1<=p1542] | [p5182<=1 & 1<=p5182]]]]]] | [[[[[[[p2947<=1 & 1<=p2947] | [p5968<=1 & 1<=p5968]] | [p3923<=1 & 1<=p3923]] | [[p3777<=1 & 1<=p3777] | [p5036<=1 & 1<=p5036]]] | [[[p1104<=1 & 1<=p1104] | [p6348<=1 & 1<=p6348]] | [[p817<=1 & 1<=p817] | [p3148<=1 & 1<=p3148]]]] | [[[[p3903<=1 & 1<=p3903] | [p3613<=1 & 1<=p3613]] | [[p2769<=1 & 1<=p2769] | [p6326<=1 & 1<=p6326]]] | [[[p6152<=1 & 1<=p6152] | [p5999<=1 & 1<=p5999]] | [[p5434<=1 & 1<=p5434] | [p4126<=1 & 1<=p4126]]]]] | [[[[[[p1349<=1 & 1<=p1349] | [p5211<=1 & 1<=p5211]] | [p6271<=1 & 1<=p6271]] | [[p6418<=1 & 1<=p6418] | [p1327<=1 & 1<=p1327]]] | [[[p6368<=1 & 1<=p6368] | [p6521<=1 & 1<=p6521]] | [[p1036<=1 & 1<=p1036] | [p4746<=1 & 1<=p4746]]]] | [[[[p2528<=1 & 1<=p2528] | [p4970<=1 & 1<=p4970]] | [[p1947<=1 & 1<=p1947] | [p5367<=1 & 1<=p5367]]] | [[[p4010<=1 & 1<=p4010] | [p1568<=1 & 1<=p1568]] | [[p6044<=1 & 1<=p6044] | [p2925<=1 & 1<=p2925]]]]]]]]]] | [[[[[[[[[[[p1171<=1 & 1<=p1171] | [p5037<=1 & 1<=p5037]] | [p5635<=1 & 1<=p5635]] | [[p5848<=1 & 1<=p5848] | [p1746<=1 & 1<=p1746]]] | [[[p2327<=1 & 1<=p2327] | [p444<=1 & 1<=p444]] | [[p4300<=1 & 1<=p4300] | [p3216<=1 & 1<=p3216]]]] | [[[[[p2724<=1 & 1<=p2724] | [p3322<=1 & 1<=p3322]] | [p3439<=1 & 1<=p3439]] | [[p3545<=1 & 1<=p3545] | [p1707<=1 & 1<=p1707]]] | [[[p6146<=1 & 1<=p6146] | [p5558<=1 & 1<=p5558]] | [[p4573<=1 & 1<=p4573] | [p952<=1 & 1<=p952]]]]] | [[[[[[p2188<=1 & 1<=p2188] | [p1367<=1 & 1<=p1367]] | [p5608<=1 & 1<=p5608]] | [[p1908<=1 & 1<=p1908] | [p2121<=1 & 1<=p2121]]] | [[[p4233<=1 & 1<=p4233] | [p2702<=1 & 1<=p2702]] | [[p5826<=1 & 1<=p5826] | [p4814<=1 & 1<=p4814]]]] | [[[[p4920<=1 & 1<=p4920] | [p6107<=1 & 1<=p6107]] | [[p682<=1 & 1<=p682] | [p2501<=1 & 1<=p2501]]] | [[[p5764<=1 & 1<=p5764] | [p1920<=1 & 1<=p1920]] | [[p3344<=1 & 1<=p3344] | [p1126<=1 & 1<=p1126]]]]]] | [[[[[[[p5015<=1 & 1<=p5015] | [p405<=1 & 1<=p405]] | [p2429<=1 & 1<=p2429]] | [[p1394<=1 & 1<=p1394] | [p6134<=1 & 1<=p6134]]] | [[[p6493<=1 & 1<=p6493] | [p2206<=1 & 1<=p2206]] | [[p5530<=1 & 1<=p5530] | [p1511<=1 & 1<=p1511]]]] | [[[[p4020<=1 & 1<=p4020] | [p3042<=1 & 1<=p3042]] | [[p692<=1 & 1<=p692] | [p3741<=1 & 1<=p3741]]] | [[[p3563<=1 & 1<=p3563] | [p1009<=1 & 1<=p1009]] | [[p5154<=1 & 1<=p5154] | [p2362<=1 & 1<=p2362]]]]] | [[[[[[p4841<=1 & 1<=p4841] | [p5027<=1 & 1<=p5027]] | [p3953<=1 & 1<=p3953]] | [[p670<=1 & 1<=p670] | [p3786<=1 & 1<=p3786]]] | [[[p1384<=1 & 1<=p1384] | [p5377<=1 & 1<=p5377]] | [[p6079<=1 & 1<=p6079] | [p2422<=1 & 1<=p2422]]]] | [[[[p3121<=1 & 1<=p3121] | [p6428<=1 & 1<=p6428]] | [[p6259<=1 & 1<=p6259] | [p2384<=1 & 1<=p2384]]] | [[[p4116<=1 & 1<=p4116] | [p6401<=1 & 1<=p6401]] | [[p2344<=1 & 1<=p2344] | [p1114<=1 & 1<=p1114]]]]]]] | [[[[[[[[p4399<=1 & 1<=p4399] | [p1300<=1 & 1<=p1300]] | [p3719<=1 & 1<=p3719]] | [[p2741<=1 & 1<=p2741] | [p5950<=1 & 1<=p5950]]] | [[[p5143<=1 & 1<=p5143] | [p4350<=1 & 1<=p4350]] | [[p991<=1 & 1<=p991] | [p805<=1 & 1<=p805]]]] | [[[[[p3400<=1 & 1<=p3400] | [p3506<=1 & 1<=p3506]] | [p5595<=1 & 1<=p5595]] | [[p4757<=1 & 1<=p4757] | [p530<=1 & 1<=p530]]] | [[[p5647<=1 & 1<=p5647] | [p2759<=1 & 1<=p2759]] | [[p4630<=1 & 1<=p4630] | [p3824<=1 & 1<=p3824]]]]] | [[[[[[p5754<=1 & 1<=p5754] | [p2131<=1 & 1<=p2131]] | [p4444<=1 & 1<=p4444]] | [[p3166<=1 & 1<=p3166] | [p2025<=1 & 1<=p2025]]] | [[[p6559<=1 & 1<=p6559] | [p6034<=1 & 1<=p6034]] | [[p5719<=1 & 1<=p5719] | [p4183<=1 & 1<=p4183]]]] | [[[[p1791<=1 & 1<=p1791] | [p2317<=1 & 1<=p2317]] | [[p2826<=1 & 1<=p2826] | [p5568<=1 & 1<=p5568]]] | [[[p6248<=1 & 1<=p6248] | [p4736<=1 & 1<=p4736]] | [[p1724<=1 & 1<=p1724] | [p1764<=1 & 1<=p1764]]]]]] | [[[[[[[p503<=1 & 1<=p503] | [p6179<=1 & 1<=p6179]] | [p3382<=1 & 1<=p3382]] | [[p4523<=1 & 1<=p4523] | [p6466<=1 & 1<=p6466]]] | [[[p2104<=1 & 1<=p2104] | [p5412<=1 & 1<=p5412]] | [[p6548<=1 & 1<=p6548] | [p5334<=1 & 1<=p5334]]]] | [[[[p4417<=1 & 1<=p4417] | [p3334<=1 & 1<=p3334]] | [[p3178<=1 & 1<=p3178] | [p3204<=1 & 1<=p3204]]] | [[[p2955<=1 & 1<=p2955] | [p5248<=1 & 1<=p5248]] | [[p3111<=1 & 1<=p3111] | [p4910<=1 & 1<=p4910]]]]] | [[[[[[p4516<=1 & 1<=p4516] | [p4312<=1 & 1<=p4312]] | [p5025<=1 & 1<=p5025]] | [[p4405<=1 & 1<=p4405] | [p5746<=1 & 1<=p5746]]] | [[[p6206<=1 & 1<=p6206] | [p5133<=1 & 1<=p5133]] | [[p4535<=1 & 1<=p4535] | [p3843<=1 & 1<=p3843]]]] | [[[[p3000<=1 & 1<=p3000] | [p2606<=1 & 1<=p2606]] | [[p4739<=1 & 1<=p4739] | [p4802<=1 & 1<=p4802]]] | [[[p3620<=1 & 1<=p3620] | [p3226<=1 & 1<=p3226]] | [[p4513<=1 & 1<=p4513] | [p3159<=1 & 1<=p3159]]]]]]]] | [[[[[[[[[p1754<=1 & 1<=p1754] | [p2829<=1 & 1<=p2829]] | [p3003<=1 & 1<=p3003]] | [[p5181<=1 & 1<=p5181] | [p4932<=1 & 1<=p4932]]] | [[[p540<=1 & 1<=p540] | [p3575<=1 & 1<=p3575]] | [[p4980<=1 & 1<=p4980] | [p2762<=1 & 1<=p2762]]]] | [[[[[p4754<=1 & 1<=p4754] | [p5520<=1 & 1<=p5520]] | [p4357<=1 & 1<=p4357]] | [[p2781<=1 & 1<=p2781] | [p3776<=1 & 1<=p3776]]] | [[[p1357<=1 & 1<=p1357] | [p4583<=1 & 1<=p4583]] | [[p6566<=1 & 1<=p6566] | [p5542<=1 & 1<=p5542]]]]] | [[[[[[p3508<=1 & 1<=p3508] | [p6509<=1 & 1<=p6509]] | [p4186<=1 & 1<=p4186]] | [[p6209<=1 & 1<=p6209] | [p3731<=1 & 1<=p3731]]] | [[[p4017<=1 & 1<=p4017] | [p2603<=1 & 1<=p2603]] | [[p2441<=1 & 1<=p2441] | [p6338<=1 & 1<=p6338]]]] | [[[[p4008<=1 & 1<=p4008] | [p4913<=1 & 1<=p4913]] | [[p2374<=1 & 1<=p2374] | [p6557<=1 & 1<=p6557]]] | [[[p2209<=1 & 1<=p2209] | [p5752<=1 & 1<=p5752]] | [[p4138<=1 & 1<=p4138] | [p5136<=1 & 1<=p5136]]]]]] | [[[[[[p2714<=1 & 1<=p2714] | [p3223<=1 & 1<=p3223]] | [[p2816<=1 & 1<=p2816] | [p3566<=1 & 1<=p3566]]] | [[[[p5422<=1 & 1<=p5422] | [p4240<=1 & 1<=p4240]] | [p3846<=1 & 1<=p3846]] | [[p5324<=1 & 1<=p5324] | [p5645<=1 & 1<=p5645]]]] | [[[[p4221<=1 & 1<=p4221] | [p1048<=1 & 1<=p1048]] | [[p4119<=1 & 1<=p4119] | [p3798<=1 & 1<=p3798]]] | [[[p5355<=1 & 1<=p5355] | [p2161<=1 & 1<=p2161]] | [[p4700<=1 & 1<=p4700] | [p3950<=1 & 1<=p3950]]]]] | [[[[[[p4628<=1 & 1<=p4628] | [p5523<=1 & 1<=p5523]] | [p6569<=1 & 1<=p6569]] | [[p5942<=1 & 1<=p5942] | [p3156<=1 & 1<=p3156]]] | [[[p4561<=1 & 1<=p4561] | [p4580<=1 & 1<=p4580]] | [[p5374<=1 & 1<=p5374] | [p6032<=1 & 1<=p6032]]]] | [[[[p3779<=1 & 1<=p3779] | [p4360<=1 & 1<=p4360]] | [[p2615<=1 & 1<=p2615] | [p4570<=1 & 1<=p4570]]] | [[[p4176<=1 & 1<=p4176] | [p2771<=1 & 1<=p2771]] | [[p4923<=1 & 1<=p4923] | [p1734<=1 & 1<=p1734]]]]]]] | [[[[[[[[p5960<=1 & 1<=p5960] | [p5836<=1 & 1<=p5836]] | [p3518<=1 & 1<=p3518]] | [[p5327<=1 & 1<=p5327] | [p4592<=1 & 1<=p4592]]] | [[[p5761<=1 & 1<=p5761] | [p5365<=1 & 1<=p5365]] | [[p4640<=1 & 1<=p4640] | [p4796<=1 & 1<=p4796]]]] | [[[[p844<=1 & 1<=p844] | [p2838<=1 & 1<=p2838]] | [[p3960<=1 & 1<=p3960] | [p4243<=1 & 1<=p4243]]] | [[[p3556<=1 & 1<=p3556] | [p2819<=1 & 1<=p2819]] | [[p4748<=1 & 1<=p4748] | [p4173<=1 & 1<=p4173]]]]] | [[[[[[p3235<=1 & 1<=p3235] | [p6298<=1 & 1<=p6298]] | [p3915<=1 & 1<=p3915]] | [[p3623<=1 & 1<=p3623] | [p6378<=1 & 1<=p6378]]] | [[[p5346<=1 & 1<=p5346] | [p1337<=1 & 1<=p1337]] | [[p3833<=1 & 1<=p3833] | [p5238<=1 & 1<=p5238]]]] | [[[[p2218<=1 & 1<=p2218] | [p2151<=1 & 1<=p2151]] | [[p5556<=1 & 1<=p5556] | [p5190<=1 & 1<=p5190]]] | [[[p3601<=1 & 1<=p3601] | [p5193<=1 & 1<=p5193]] | [[p5957<=1 & 1<=p5957] | [p6022<=1 & 1<=p6022]]]]]] | [[[[[[[p3788<=1 & 1<=p3788] | [p4618<=1 & 1<=p4618]] | [p3213<=1 & 1<=p3213]] | [[p4195<=1 & 1<=p4195] | [p4303<=1 & 1<=p4303]]] | [[[p4637<=1 & 1<=p4637] | [p6375<=1 & 1<=p6375]] | [[p3963<=1 & 1<=p3963] | [p6356<=1 & 1<=p6356]]]] | [[[[p2431<=1 & 1<=p2431] | [p4128<=1 & 1<=p4128]] | [[p4958<=1 & 1<=p4958] | [p3553<=1 & 1<=p3553]]] | [[[p3836<=1 & 1<=p3836] | [p2558<=1 & 1<=p2558]] | [[p4977<=1 & 1<=p4977] | [p6578<=1 & 1<=p6578]]]]] | [[[[[[p5845<=1 & 1<=p5845] | [p2353<=1 & 1<=p2353]] | [p5163<=1 & 1<=p5163]] | [[p1598<=1 & 1<=p1598] | [p4029<=1 & 1<=p4029]]] | [[[p1743<=1 & 1<=p1743] | [p2531<=1 & 1<=p2531]] | [[p3806<=1 & 1<=p3806] | [p4330<=1 & 1<=p4330]]]] | [[[[p5605<=1 & 1<=p5605] | [p5728<=1 & 1<=p5728]] | [[p3710<=1 & 1<=p3710] | [p6041<=1 & 1<=p6041]]] | [[[p988<=1 & 1<=p988] | [p5208<=1 & 1<=p5208]] | [[p5969<=1 & 1<=p5969] | [p6182<=1 & 1<=p6182]]]]]]]]] | [[[[[[[[[[p5773<=1 & 1<=p5773] | [p1123<=1 & 1<=p1123]] | [p2973<=1 & 1<=p2973]] | [[p414<=1 & 1<=p414] | [p2308<=1 & 1<=p2308]]] | [[[p6437<=1 & 1<=p6437] | [p6329<=1 & 1<=p6329]] | [[p1911<=1 & 1<=p1911] | [p6088<=1 & 1<=p6088]]]] | [[[[[p3632<=1 & 1<=p3632] | [p1520<=1 & 1<=p1520]] | [p5386<=1 & 1<=p5386]] | [[p5924<=1 & 1<=p5924] | [p1397<=1 & 1<=p1397]]] | [[[p500<=1 & 1<=p500] | [p679<=1 & 1<=p679]] | [[p2576<=1 & 1<=p2576] | [p1000<=1 & 1<=p1000]]]]] | [[[[[[p1006<=1 & 1<=p1006] | [p4203<=1 & 1<=p4203]] | [p6188<=1 & 1<=p6188]] | [[p4727<=1 & 1<=p4727] | [p3593<=1 & 1<=p3593]]] | [[[p4844<=1 & 1<=p4844] | [p6137<=1 & 1<=p6137]] | [[p4766<=1 & 1<=p4766] | [p814<=1 & 1<=p814]]]] | [[[[p2750<=1 & 1<=p2750] | [p1514<=1 & 1<=p1514]] | [[p1346<=1 & 1<=p1346] | [p652<=1 & 1<=p652]]] | [[[p4426<=1 & 1<=p4426] | [p6104<=1 & 1<=p6104]] | [[p3391<=1 & 1<=p3391] | [p3313<=1 & 1<=p3313]]]]]] | [[[[[[[p1737<=1 & 1<=p1737] | [p6475<=1 & 1<=p6475]] | [p5996<=1 & 1<=p5996]] | [[p3933<=1 & 1<=p3933] | [p1174<=1 & 1<=p1174]]] | [[[p5034<=1 & 1<=p5034] | [p2799<=1 & 1<=p2799]] | [[p982<=1 & 1<=p982] | [p3409<=1 & 1<=p3409]]]] | [[[[p5577<=1 & 1<=p5577] | [p4107<=1 & 1<=p4107]] | [[p6013<=1 & 1<=p6013] | [p3325<=1 & 1<=p3325]]] | [[[p2034<=1 & 1<=p2034] | [p2140<=1 & 1<=p2140]] | [[p1956<=1 & 1<=p1956] | [p3102<=1 & 1<=p3102]]]]] | [[[[[[p5202<=1 & 1<=p5202] | [p4901<=1 & 1<=p4901]] | [p4447<=1 & 1<=p4447]] | [[p1117<=1 & 1<=p1117] | [p2314<=1 & 1<=p2314]]] | [[[p4414<=1 & 1<=p4414] | [p3436<=1 & 1<=p3436]] | [[p6431<=1 & 1<=p6431] | [p4793<=1 & 1<=p4793]]]] | [[[[p5425<=1 & 1<=p5425] | [p2916<=1 & 1<=p2916]] | [[p4600<=1 & 1<=p4600] | [p2994<=1 & 1<=p2994]]] | [[[p5794<=1 & 1<=p5794] | [p6245<=1 & 1<=p6245]] | [[p6335<=1 & 1<=p6335] | [p4369<=1 & 1<=p4369]]]]]]] | [[[[[[[[p3767<=1 & 1<=p3767] | [p2236<=1 & 1<=p2236]] | [p5046<=1 & 1<=p5046]] | [[p3827<=1 & 1<=p3827] | [p3972<=1 & 1<=p3972]]] | [[[p6280<=1 & 1<=p6280] | [p5565<=1 & 1<=p5565]] | [[p6449<=1 & 1<=p6449] | [p6463<=1 & 1<=p6463]]]] | [[[[[p673<=1 & 1<=p673] | [p549<=1 & 1<=p549]] | [p808<=1 & 1<=p808]] | [[p2519<=1 & 1<=p2519] | [p5124<=1 & 1<=p5124]]] | [[[p2705<=1 & 1<=p2705] | [p1541<=1 & 1<=p1541]] | [[p4811<=1 & 1<=p4811] | [p4164<=1 & 1<=p4164]]]]] | [[[[[[p2179<=1 & 1<=p2179] | [p4989<=1 & 1<=p4989]] | [p3352<=1 & 1<=p3352]] | [[p1354<=1 & 1<=p1354] | [p6218<=1 & 1<=p6218]]] | [[[p1794<=1 & 1<=p1794] | [p5151<=1 & 1<=p5151]] | [[p2365<=1 & 1<=p2365] | [p5716<=1 & 1<=p5716]]]] | [[[[p5229<=1 & 1<=p5229] | [p4805<=1 & 1<=p4805]] | [[p6387<=1 & 1<=p6387] | [p3331<=1 & 1<=p3331]]] | [[[p2711<=1 & 1<=p2711] | [p3430<=1 & 1<=p3430]] | [[p6518<=1 & 1<=p6518] | [p4649<=1 & 1<=p4649]]]]]] | [[[[[[[p2134<=1 & 1<=p2134] | [p3039<=1 & 1<=p3039]] | [p2419<=1 & 1<=p2419]] | [[p961<=1 & 1<=p961] | [p3722<=1 & 1<=p3722]]] | [[[p4709<=1 & 1<=p4709] | [p3536<=1 & 1<=p3536]] | [[p1559<=1 & 1<=p1559] | [p4504<=1 & 1<=p4504]]]] | [[[[p5598<=1 & 1<=p5598] | [p2807<=1 & 1<=p2807]] | [[p1039<=1 & 1<=p1039] | [p6076<=1 & 1<=p6076]]] | [[[p4787<=1 & 1<=p4787] | [p3012<=1 & 1<=p3012]] | [[p5431<=1 & 1<=p5431] | [p1977<=1 & 1<=p1977]]]]] | [[[[[[p5315<=1 & 1<=p5315] | [p3196<=1 & 1<=p3196]] | [p5617<=1 & 1<=p5617]] | [[p4396<=1 & 1<=p4396] | [p1018<=1 & 1<=p1018]]] | [[[p6004<=1 & 1<=p6004] | [p4832<=1 & 1<=p4832]] | [[p3033<=1 & 1<=p3033] | [p2022<=1 & 1<=p2022]]]] | [[[[p3427<=1 & 1<=p3427] | [p6454<=1 & 1<=p6454]] | [[p6125<=1 & 1<=p6125] | [p6539<=1 & 1<=p6539]]] | [[[p970<=1 & 1<=p970] | [p6596<=1 & 1<=p6596]] | [[p6067<=1 & 1<=p6067] | [p6236<=1 & 1<=p6236]]]]]]]] | [[[[[[[[[p2248<=1 & 1<=p2248] | [p4784<=1 & 1<=p4784]] | [p5514<=1 & 1<=p5514]] | [[p3379<=1 & 1<=p3379] | [p1144<=1 & 1<=p1144]]] | [[[p6308<=1 & 1<=p6308] | [p2549<=1 & 1<=p2549]] | [[p2413<=1 & 1<=p2413] | [p5103<=1 & 1<=p5103]]]] | [[[[[p4435<=1 & 1<=p4435] | [p1974<=1 & 1<=p1974]] | [p3030<=1 & 1<=p3030]] | [[p5791<=1 & 1<=p5791] | [p2597<=1 & 1<=p2597]]] | [[[p432<=1 & 1<=p432] | [p1192<=1 & 1<=p1192]] | [[p1577<=1 & 1<=p1577] | [p4342<=1 & 1<=p4342]]]]] | [[[[[[p2937<=1 & 1<=p2937] | [p2645<=1 & 1<=p2645]] | [p5978<=1 & 1<=p5978]] | [[p2982<=1 & 1<=p2982] | [p6599<=1 & 1<=p6599]]] | [[[p5912<=1 & 1<=p5912] | [p5511<=1 & 1<=p5511]] | [[p5710<=1 & 1<=p5710] | [p4387<=1 & 1<=p4387]]]] | [[[[p6457<=1 & 1<=p6457] | [p1532<=1 & 1<=p1532]] | [[p5220<=1 & 1<=p5220] | [p2934<=1 & 1<=p2934]]] | [[[p3815<=1 & 1<=p3815] | [p5915<=1 & 1<=p5915]] | [[p2985<=1 & 1<=p2985] | [p1580<=1 & 1<=p1580]]]]]] | [[[[[[[p2642<=1 & 1<=p2642] | [p3701<=1 & 1<=p3701]] | [p4339<=1 & 1<=p4339]] | [[p4390<=1 & 1<=p4390] | [p4047<=1 & 1<=p4047]]] | [[[p6239<=1 & 1<=p6239] | [p2239<=1 & 1<=p2239]] | [[p2594<=1 & 1<=p2594] | [p6070<=1 & 1<=p6070]]]] | [[[[p826<=1 & 1<=p826] | [p3999<=1 & 1<=p3999]] | [[p2410<=1 & 1<=p2410] | [p5106<=1 & 1<=p5106]]] | [[[p3990<=1 & 1<=p3990] | [p2585<=1 & 1<=p2585]] | [[p5395<=1 & 1<=p5395] | [p1180<=1 & 1<=p1180]]]]] | [[[[[[p3596<=1 & 1<=p3596] | [p6262<=1 & 1<=p6262]] | [p1027<=1 & 1<=p1027]] | [[p4823<=1 & 1<=p4823] | [p3373<=1 & 1<=p3373]]] | [[[p435<=1 & 1<=p435] | [p1968<=1 & 1<=p1968]] | [[p2191<=1 & 1<=p2191] | [p5903<=1 & 1<=p5903]]]] | [[[[p1135<=1 & 1<=p1135] | [p6116<=1 & 1<=p6116]] | [[p3945<=1 & 1<=p3945] | [p3370<=1 & 1<=p3370]]] | [[[p4775<=1 & 1<=p4775] | [p6317<=1 & 1<=p6317]] | [[p5443<=1 & 1<=p5443] | [p4038<=1 & 1<=p4038]]]]]]] | [[[[[[[[p2540<=1 & 1<=p2540] | [p5990<=1 & 1<=p5990]] | [p5707<=1 & 1<=p5707]] | [[p5782<=1 & 1<=p5782] | [p6191<=1 & 1<=p6191]]] | [[[p6058<=1 & 1<=p6058] | [p2633<=1 & 1<=p2633]] | [[p3548<=1 & 1<=p3548] | [p2143<=1 & 1<=p2143]]]] | [[[[p1917<=1 & 1<=p1917] | [p979<=1 & 1<=p979]] | [[p6587<=1 & 1<=p6587] | [p2016<=1 & 1<=p2016]]] | [[[p6530<=1 & 1<=p6530] | [p1523<=1 & 1<=p1523]] | [[p2928<=1 & 1<=p2928] | [p2636<=1 & 1<=p2636]]]]] | [[[[[[p5987<=1 & 1<=p5987] | [p4333<=1 & 1<=p4333]] | [p441<=1 & 1<=p441]] | [[p5586<=1 & 1<=p5586] | [p5160<=1 & 1<=p5160]]] | [[[p3993<=1 & 1<=p3993] | [p2588<=1 & 1<=p2588]] | [[p2976<=1 & 1<=p2976] | [p1571<=1 & 1<=p1571]]]] | [[[[p1965<=1 & 1<=p1965] | [p661<=1 & 1<=p661]] | [[p5502<=1 & 1<=p5502] | [p6440<=1 & 1<=p6440]]] | [[[p2197<=1 & 1<=p2197] | [p2305<=1 & 1<=p2305]] | [[p3418<=1 & 1<=p3418] | [p6268<=1 & 1<=p6268]]]]]] | [[[[[[[p1183<=1 & 1<=p1183] | [p2245<=1 & 1<=p2245]] | [p2537<=1 & 1<=p2537]] | [[p2013<=1 & 1<=p2013] | [p5906<=1 & 1<=p5906]]] | [[[p3942<=1 & 1<=p3942] | [p3758<=1 & 1<=p3758]] | [[p6163<=1 & 1<=p6163] | [p5445<=1 & 1<=p5445]]]] | [[[[p3780<=1 & 1<=p3780] | [p2758<=1 & 1<=p2758]] | [[p4914<=1 & 1<=p4914] | [p3557<=1 & 1<=p3557]]] | [[[p5137<=1 & 1<=p5137] | [p1137<=1 & 1<=p1137]] | [[p4200<=1 & 1<=p4200] | [p5574<=1 & 1<=p5574]]]]] | [[[[[p6118<=1 & 1<=p6118] | [p2356<=1 & 1<=p2356]] | [[p4735<=1 & 1<=p4735] | [p3713<=1 & 1<=p3713]]] | [[[p3383<=1 & 1<=p3383] | [p698<=1 & 1<=p698]] | [[p4602<=1 & 1<=p4602] | [p2244<=1 & 1<=p2244]]]] | [[[[[p5624<=1 & 1<=p5624] | [p2646<=1 & 1<=p2646]] | [p2981<=1 & 1<=p2981]] | [[p5401<=1 & 1<=p5401] | [p2026<=1 & 1<=p2026]]] | [[[p2200<=1 & 1<=p2200] | [p5524<=1 & 1<=p5524]] | [[p5916<=1 & 1<=p5916] | [p1025<=1 & 1<=p1025]]]]]]]]]]] | [[[[[[[[[[[[p6570<=1 & 1<=p6570] | [p1539<=1 & 1<=p1539]] | [p6282<=1 & 1<=p6282]] | [[p5333<=1 & 1<=p5333] | [p4338<=1 & 1<=p4338]]] | [[[p6407<=1 & 1<=p6407] | [p1936<=1 & 1<=p1936]] | [[p519<=1 & 1<=p519] | [p4177<=1 & 1<=p4177]]]] | [[[[[p5227<=1 & 1<=p5227] | [p1142<=1 & 1<=p1142]] | [p5725<=1 & 1<=p5725]] | [[p5004<=1 & 1<=p5004] | [p5569<=1 & 1<=p5569]]] | [[[p5132<=1 & 1<=p5132] | [p4517<=1 & 1<=p4517]] | [[p3954<=1 & 1<=p3954] | [p4909<=1 & 1<=p4909]]]]] | [[[[[[p3775<=1 & 1<=p3775] | [p4797<=1 & 1<=p4797]] | [p6527<=1 & 1<=p6527]] | [[p3160<=1 & 1<=p3160] | [p1964<=1 & 1<=p1964]]] | [[[p2110<=1 & 1<=p2110] | [p4825<=1 & 1<=p4825]] | [[p963<=1 & 1<=p963] | [p5966<=1 & 1<=p5966]]]] | [[[[p4115<=1 & 1<=p4115] | [p2820<=1 & 1<=p2820]] | [[p693<=1 & 1<=p693] | [p3321<=1 & 1<=p3321]]] | [[[p5619<=1 & 1<=p5619] | [p5519<=1 & 1<=p5519]] | [[p4730<=1 & 1<=p4730] | [p1316<=1 & 1<=p1316]]]]]] | [[[[[[[p4507<=1 & 1<=p4507] | [p3217<=1 & 1<=p3217]] | [p2730<=1 & 1<=p2730]] | [[p509<=1 & 1<=p509] | [p1708<=1 & 1<=p1708]]] | [[[p1931<=1 & 1<=p1931] | [p3544<=1 & 1<=p3544]] | [[p6277<=1 & 1<=p6277] | [p3150<=1 & 1<=p3150]]]] | [[[[p4343<=1 & 1<=p4343] | [p4031<=1 & 1<=p4031]] | [[p5775<=1 & 1<=p5775] | [p5194<=1 & 1<=p5194]]] | [[[p4574<=1 & 1<=p4574] | [p3808<=1 & 1<=p3808]] | [[p6123<=1 & 1<=p6123] | [p5730<=1 & 1<=p5730]]]]] | [[[[[[p2753<=1 & 1<=p2753] | [p5956<=1 & 1<=p5956]] | [p2986<=1 & 1<=p2986]] | [[p2589<=1 & 1<=p2589] | [p5614<=1 & 1<=p5614]]] | [[[p2187<=1 & 1<=p2187] | [p3941<=1 & 1<=p3941]] | [[p2333<=1 & 1<=p2333] | [p4110<=1 & 1<=p4110]]]] | [[[[p4433<=1 & 1<=p4433] | [p3837<=1 & 1<=p3837]] | [[p5388<=1 & 1<=p5388] | [p3552<=1 & 1<=p3552]]] | [[[p4830<=1 & 1<=p4830] | [p4768<=1 & 1<=p4768]] | [[p1993<=1 & 1<=p1993] | [p3770<=1 & 1<=p3770]]]]]]] | [[[[[[[[p1969<=1 & 1<=p1969] | [p3155<=1 & 1<=p3155]] | [p5961<=1 & 1<=p5961]] | [[1<=p1311 & p1311<=1] | [p6168<=1 & 1<=p6168]]] | [[[p4428<=1 & 1<=p4428] | [p5048<=1 & 1<=p5048]] | [[p3411<=1 & 1<=p3411] | [p6575<=1 & 1<=p6575]]]] | [[[[[p2815<=1 & 1<=p2815] | [p2249<=1 & 1<=p2249]] | [p2584<=1 & 1<=p2584]] | [[p1306<=1 & 1<=p1306] | [p1926<=1 & 1<=p1926]]] | [[[p4512<=1 & 1<=p4512] | [p514<=1 & 1<=p514]] | [[p5127<=1 & 1<=p5127] | [p1713<=1 & 1<=p1713]]]]] | [[[[[[p1567<=1 & 1<=p1567] | [p3813<=1 & 1<=p3813]] | [p2924<=1 & 1<=p2924]] | [[p3946<=1 & 1<=p3946] | [p4172<=1 & 1<=p4172]]] | [[[p1020<=1 & 1<=p1020] | [p2328<=1 & 1<=p2328]] | [[p1373<=1 & 1<=p1373] | [p6305<=1 & 1<=p6305]]]] | [[[[p2810<=1 & 1<=p2810] | [p6147<=1 & 1<=p6147]] | [[p2167<=1 & 1<=p2167] | [p1795<=1 & 1<=p1795]]] | [[[p6300<=1 & 1<=p6300] | [p3301<=1 & 1<=p3301]] | [[p2323<=1 & 1<=p2323] | [p4631<=1 & 1<=p4631]]]]]] | [[[[[[[p5343<=1 & 1<=p5343] | [p3416<=1 & 1<=p3416]] | [p3639<=1 & 1<=p3639]] | [[p5755<=1 & 1<=p5755] | [p4408<=1 & 1<=p4408]]] | [[[p1572<=1 & 1<=p1572] | [p1591<=1 & 1<=p1591]] | [[p6225<=1 & 1<=p6225] | [p6503<=1 & 1<=p6503]]]] | [[[[p3747<=1 & 1<=p3747] | [p4036<=1 & 1<=p4036]] | [[p6344<=1 & 1<=p6344] | [p4773<=1 & 1<=p4773]]] | [[[p1175<=1 & 1<=p1175] | [p4144<=1 & 1<=p4144]] | [[p4234<=1 & 1<=p4234] | [p2787<=1 & 1<=p2787]]]]] | [[[[[[p6547<=1 & 1<=p6547] | [p5705<=1 & 1<=p5705]] | [p4167<=1 & 1<=p4167]] | [[p5799<=1 & 1<=p5799] | [p2390<=1 & 1<=p2390]]] | [[[p6056<=1 & 1<=p6056] | [p2948<=1 & 1<=p2948]] | [[p4564<=1 & 1<=p4564] | [p2929<=1 & 1<=p2929]]]] | [[[[p6325<=1 & 1<=p6325] | [p4792<=1 & 1<=p4792]] | [[p543<=1 & 1<=p543] | [p2904<=1 & 1<=p2904]]] | [[[p2532<=1 & 1<=p2532] | [p5780<=1 & 1<=p5780]] | [[p4904<=1 & 1<=p4904] | [p3435<=1 & 1<=p3435]]]]]]]] | [[[[[[[[[p6369<=1 & 1<=p6369] | [p1363<=1 & 1<=p1363]] | [p1045<=1 & 1<=p1045]] | [[p2564<=1 & 1<=p2564] | [p2304<=1 & 1<=p2304]]] | [[[p3242<=1 & 1<=p3242] | [p3127<=1 & 1<=p3127]] | [[p2192<=1 & 1<=p2192] | [p838<=1 & 1<=p838]]]] | [[[[[p818<=1 & 1<=p818] | [p3207<=1 & 1<=p3207]] | [p4971<=1 & 1<=p4971]] | [[p401<=1 & 1<=p401] | [p3921<=1 & 1<=p3921]]] | [[[p1703<=1 & 1<=p1703] | [p4599<=1 & 1<=p4599]] | [[p5849<=1 & 1<=p5849] | [p3340<=1 & 1<=p3340]]]]] | [[[[[[p1912<=1 & 1<=p1912] | [p1398<=1 & 1<=p1398]] | [p6173<=1 & 1<=p6173]] | [[p3614<=1 & 1<=p3614] | [p6192<=1 & 1<=p6192]]] | [[[p5393<=1 & 1<=p5393] | [p5830<=1 & 1<=p5830]] | [[p3756<=1 & 1<=p3756] | [p6487<=1 & 1<=p6487]]]] | [[[[p5500<=1 & 1<=p5500] | [p3549<=1 & 1<=p3549]] | [[p5184<=1 & 1<=p5184] | [p1770<=1 & 1<=p1770]]] | [[[p5165<=1 & 1<=p5165] | [p6006<=1 & 1<=p6006]] | [[p5911<=1 & 1<=p5911] | [p5550<=1 & 1<=p5550]]]]]] | [[[[[[[p5594<=1 & 1<=p5594] | [p3979<=1 & 1<=p3979]] | [p1340<=1 & 1<=p1340]] | [[p5308<=1 & 1<=p5308] | [p2507<=1 & 1<=p2507]]] | [[[p4224<=1 & 1<=p4224] | [p2622<=1 & 1<=p2622]] | [[p2418<=1 & 1<=p2418] | [p2135<=1 & 1<=p2135]]]] | [[[[p1515<=1 & 1<=p1515] | [p5648<=1 & 1<=p5648]] | [[p2046<=1 & 1<=p2046] | [p4351<=1 & 1<=p4351]]] | [[[p968<=1 & 1<=p968] | [p688<=1 & 1<=p688]] | [[p3038<=1 & 1<=p3038] | [p1760<=1 & 1<=p1760]]]]] | [[[[[[p5548<=1 & 1<=p5548] | [p2701<=1 & 1<=p2701]] | [p6595<=1 & 1<=p6595]] | [[p6497<=1 & 1<=p6497] | [p2641<=1 & 1<=p2641]]] | [[[p6200<=1 & 1<=p6200] | [p3998<=1 & 1<=p3998]] | [[p6035<=1 & 1<=p6035] | [p4376<=1 & 1<=p4376]]]] | [[[[p6075<=1 & 1<=p6075] | [p4961<=1 & 1<=p4961]] | [[p4395<=1 & 1<=p4395] | [p4541<=1 & 1<=p4541]]] | [[[p6359<=1 & 1<=p6359] | [p2447<=1 & 1<=p2447]] | [[p1150<=1 & 1<=p1150] | [p3117<=1 & 1<=p3117]]]]]]] | [[[[[[[[p2021<=1 & 1<=p2021] | [p4716<=1 & 1<=p4716]] | [p5028<=1 & 1<=p5028]] | [[p5820<=1 & 1<=p5820] | [p5203<=1 & 1<=p5203]]] | [[[p1534<=1 & 1<=p1534] | [p6432<=1 & 1<=p6432]] | [[p2844<=1 & 1<=p2844] | [p2720<=1 & 1<=p2720]]]] | [[[[p4205<=1 & 1<=p4205] | [p430<=1 & 1<=p430]] | [[p5936<=1 & 1<=p5936] | [p2361<=1 & 1<=p2361]]] | [[[p987<=1 & 1<=p987] | [p669<=1 & 1<=p669]] | [[p1194<=1 & 1<=p1194] | [p6244<=1 & 1<=p6244]]]]] | [[[[[[p3184<=1 & 1<=p3184] | [p6522<=1 & 1<=p6522]] | [p2380<=1 & 1<=p2380]] | [[p3019<=1 & 1<=p3019] | [p4011<=1 & 1<=p4011]]] | [[[p3604<=1 & 1<=p3604] | [p411<=1 & 1<=p411]] | [[p3524<=1 & 1<=p3524] | [p3359<=1 & 1<=p3359]]]] | [[[[p6462<=1 & 1<=p6462] | [p2100<=1 & 1<=p2100]] | [[p2002<=1 & 1<=p2002] | [p3378<=1 & 1<=p3378]]] | [[[p5241<=1 & 1<=p5241] | [p5368<=1 & 1<=p5368]] | [[p5222<=1 & 1<=p5222] | [p4996<=1 & 1<=p4996]]]]]] | [[[[[[[p3737<=1 & 1<=p3737] | [p6394<=1 & 1<=p6394]] | [p3718<=1 & 1<=p3718]] | [[p3520<=1 & 1<=p3520] | [p4007<=1 & 1<=p4007]]] | [[[p4531<=1 & 1<=p4531] | [p533<=1 & 1<=p533]] | [[p6589<=1 & 1<=p6589] | [p3397<=1 & 1<=p3397]]]] | [[[[p6491<=1 & 1<=p6491] | [p5946<=1 & 1<=p5946]] | [[p6143<=1 & 1<=p6143] | [p3743<=1 & 1<=p3743]]] | [[[p5364<=1 & 1<=p5364] | [p4308<=1 & 1<=p4308]] | [[p668<=1 & 1<=p668] | [p436<=1 & 1<=p436]]]]] | [[[[[[p425<=1 & 1<=p425] | [p5980<=1 & 1<=p5980]] | [p6193<=1 & 1<=p6193]] | [[p5588<=1 & 1<=p5588] | [p1330<=1 & 1<=p1330]]] | [[[p4627<=1 & 1<=p4627] | [p3911<=1 & 1<=p3911]] | [[p5415<=1 & 1<=p5415] | [p2777<=1 & 1<=p2777]]]] | [[[[p4230<=1 & 1<=p4230] | [p3174<=1 & 1<=p3174]] | [[p2386<=1 & 1<=p2386] | [p5018<=1 & 1<=p5018]]] | [[[p5107<=1 & 1<=p5107] | [p5599<=1 & 1<=p5599]] | [[p2783<=1 & 1<=p2783] | [p6263<=1 & 1<=p6263]]]]]]]]] | [[[[[[[[[[p4621<=1 & 1<=p4621] | [p6365<=1 & 1<=p6365]] | [p2560<=1 & 1<=p2560]] | [[p4134<=1 & 1<=p4134] | [p5247<=1 & 1<=p5247]]] | [[[p842<=1 & 1<=p842] | [p4404<=1 & 1<=p4404]] | [[p6025<=1 & 1<=p6025] | [p4928<=1 & 1<=p4928]]]] | [[[[[p3123<=1 & 1<=p3123] | [p5593<=1 & 1<=p5593]] | [p2157<=1 & 1<=p2157]] | [[p3917<=1 & 1<=p3917] | [p2900<=1 & 1<=p2900]]] | [[[p4967<=1 & 1<=p4967] | [p2437<=1 & 1<=p2437]] | [[p5638<=1 & 1<=p5638] | [p4001<=1 & 1<=p4001]]]]] | [[[[[[p1766<=1 & 1<=p1766] | [p539<=1 & 1<=p539]] | [p5706<=1 & 1<=p5706]] | [[p5600<=1 & 1<=p5600] | [p5102<=1 & 1<=p5102]]] | [[[p663<=1 & 1<=p663] | [p674<=1 & 1<=p674]] | [[p1107<=1 & 1<=p1107] | [p6546<=1 & 1<=p6546]]]] | [[[[p5985<=1 & 1<=p5985] | [p3610<=1 & 1<=p3610]] | [[p3794<=1 & 1<=p3794] | [p5538<=1 & 1<=p5538]]] | [[[p2951<=1 & 1<=p2951] | [p2834<=1 & 1<=p2834]] | [[p5644<=1 & 1<=p5644] | [p5358<=1 & 1<=p5358]]]]]] | [[[[[[[p431<=1 & 1<=p431] | [p5711<=1 & 1<=p5711]] | [p819<=1 & 1<=p819]] | [[p5113<=1 & 1<=p5113] | [p2303<=1 & 1<=p2303]]] | [[[p6523<=1 & 1<=p6523] | [p6187<=1 & 1<=p6187]] | [[p4537<=1 & 1<=p4537] | [p1727<=1 & 1<=p1727]]]] | [[[[p3514<=1 & 1<=p3514] | [p5024<=1 & 1<=p5024]] | [[p2443<=1 & 1<=p2443] | [p6031<=1 & 1<=p6031]]] | [[[p3180<=1 & 1<=p3180] | [p6551<=1 & 1<=p6551]] | [[p848<=1 & 1<=p848] | [p5337<=1 & 1<=p5337]]]]] | [[[[[[p5164<=1 & 1<=p5164] | [p1336<=1 & 1<=p1336]] | [p3571<=1 & 1<=p3571]] | [[p5986<=1 & 1<=p5986] | [p5544<=1 & 1<=p5544]]] | [[[p6594<=1 & 1<=p6594] | [p4140<=1 & 1<=p4140]] | [[p2214<=1 & 1<=p2214] | [p5749<=1 & 1<=p5749]]]] | [[[[p2554<=1 & 1<=p2554] | [p5991<=1 & 1<=p5991]] | [[p824<=1 & 1<=p824] | [p5751<=1 & 1<=p5751]]] | [[[p2700<=1 & 1<=p2700] | [p2503<=1 & 1<=p2503]] | [[p5108<=1 & 1<=p5108] | [p5824<=1 & 1<=p5824]]]]]]] | [[[[[[[[p813<=1 & 1<=p813] | [p5700<=1 & 1<=p5700]] | [p6198<=1 & 1<=p6198]] | [[p4191<=1 & 1<=p4191] | [p2309<=1 & 1<=p2309]]] | [[[p5940<=1 & 1<=p5940] | [p6324<=1 & 1<=p6324]] | [[p4153<=1 & 1<=p4153] | [p2163<=1 & 1<=p2163]]]] | [[[[[p2347<=1 & 1<=p2347] | [p4594<=1 & 1<=p4594]] | [p407<=1 & 1<=p407]] | [[p1784<=1 & 1<=p1784] | [p4204<=1 & 1<=p4204]]] | [[[p4371<=1 & 1<=p4371] | [p992<=1 & 1<=p992]] | [[p5962<=1 & 1<=p5962] | [p5735<=1 & 1<=p5735]]]]] | [[[[[[p2918<=1 & 1<=p2918] | [p2130<=1 & 1<=p2130]] | [p5570<=1 & 1<=p5570]] | [[p5382<=1 & 1<=p5382] | [p2360<=1 & 1<=p2360]]] | [[[p1907<=1 & 1<=p1907] | [p2840<=1 & 1<=p2840]] | [[p4025<=1 & 1<=p4025] | [p3751<=1 & 1<=p3751]]]] | [[[[p5170<=1 & 1<=p5170] | [p6473<=1 & 1<=p6473]] | [[p6517<=1 & 1<=p6517] | [p3446<=1 & 1<=p3446]]] | [[[p2181<=1 & 1<=p2181] | [p3237<=1 & 1<=p3237]] | [[p4114<=1 & 1<=p4114] | [p3326<=1 & 1<=p3326]]]]]] | [[[[[[[p1393<=1 & 1<=p1393] | [p3628<=1 & 1<=p3628]] | [p3717<=1 & 1<=p3717]] | [[p6389<=1 & 1<=p6389] | [p6086<=1 & 1<=p6086]]] | [[[p6051<=1 & 1<=p6051] | [p1510<=1 & 1<=p1510]] | [[p6220<=1 & 1<=p6220] | [p1733<=1 & 1<=p1733]]]] | [[[[p3231<=1 & 1<=p3231] | [p4422<=1 & 1<=p4422]] | [[p4991<=1 & 1<=p4991] | [p5800<=1 & 1<=p5800]]] | [[[p3354<=1 & 1<=p3354] | [p5729<=1 & 1<=p5729]] | [[p4197<=1 & 1<=p4197] | [p3147<=1 & 1<=p3147]]]]] | [[[[[[p2757<=1 & 1<=p2757] | [p1387<=1 & 1<=p1387]] | [p2527<=1 & 1<=p2527]] | [[p6427<=1 & 1<=p6427] | [p4588<=1 & 1<=p4588]]] | [[[p4762<=1 & 1<=p4762] | [p4210<=1 & 1<=p4210]] | [[p3014<=1 & 1<=p3014] | [p4734<=1 & 1<=p4734]]]] | [[[[p3538<=1 & 1<=p3538] | [p6281<=1 & 1<=p6281]] | [[p1901<=1 & 1<=p1901] | [p6330<=1 & 1<=p6330]]] | [[[p6258<=1 & 1<=p6258] | [p4550<=1 & 1<=p4550]] | [[p4601<=1 & 1<=p4601] | [p3405<=1 & 1<=p3405]]]]]]]] | [[[[[[[[[p5313<=1 & 1<=p5313] | [p1561<=1 & 1<=p1561]] | [p2220<=1 & 1<=p2220]] | [[p2744<=1 & 1<=p2744] | [p1170<=1 & 1<=p1170]]] | [[[p2706<=1 & 1<=p2706] | [p4711<=1 & 1<=p4711]] | [[p4248<=1 & 1<=p4248] | [p3154<=1 & 1<=p3154]]]] | [[[[[p3968<=1 & 1<=p3968] | [p5042<=1 & 1<=p5042]] | [p2366<=1 & 1<=p2366]] | [[p6565<=1 & 1<=p6565] | [p2957<=1 & 1<=p2957]]] | [[[p6017<=1 & 1<=p6017] | [p1596<=1 & 1<=p1596]] | [[p2611<=1 & 1<=p2611] | [p5131<=1 & 1<=p5131]]]]] | [[[[[[p1310<=1 & 1<=p1310] | [p3500<=1 & 1<=p3500]] | [p1049<=1 & 1<=p1049]] | [[p6169<=1 & 1<=p6169] | [p4120<=1 & 1<=p4120]]] | [[[p5421<=1 & 1<=p5421] | [p4801<=1 & 1<=p4801]] | [[p3049<=1 & 1<=p3049] | [p6249<=1 & 1<=p6249]]]] | [[[[p3577<=1 & 1<=p3577] | [p3774<=1 & 1<=p3774]] | [[p1790<=1 & 1<=p1790] | [p4511<=1 & 1<=p4511]]] | [[[p513<=1 & 1<=p513] | [p3723<=1 & 1<=p3723]] | [[p5806<=1 & 1<=p5806] | [p2124<=1 & 1<=p2124]]]]]] | [[[[[[[p4934<=1 & 1<=p4934] | [p3440<=1 & 1<=p3440]] | [p5922<=1 & 1<=p5922]] | [[p998<=1 & 1<=p998] | [p5618<=1 & 1<=p5618]]] | [[[p6467<=1 & 1<=p6467] | [p3043<=1 & 1<=p3043]] | [[p6421<=1 & 1<=p6421] | [p6301<=1 & 1<=p6301]]]] | [[[[p1930<=1 & 1<=p1930] | [p2032<=1 & 1<=p2032]] | [[p4645<=1 & 1<=p4645] | [p6252<=1 & 1<=p6252]]] | [[[p5844<=1 & 1<=p5844] | [p3008<=1 & 1<=p3008]] | [[p4705<=1 & 1<=p4705] | [p5769<=1 & 1<=p5769]]]]] | [[[[[[p1545<=1 & 1<=p1545] | [p2521<=1 & 1<=p2521]] | [p3634<=1 & 1<=p3634]] | [[p3103<=1 & 1<=p3103] | [p6287<=1 & 1<=p6287]]] | [[[p3389<=1 & 1<=p3389] | [p4985<=1 & 1<=p4985]] | [[p4365<=1 & 1<=p4365] | [p1199<=1 & 1<=p1199]]]] | [[[[p3974<=1 & 1<=p3974] | [p4740<=1 & 1<=p4740]] | [[p6214<=1 & 1<=p6214] | [p6571<=1 & 1<=p6571]]] | [[[p6383<=1 & 1<=p6383] | [p2423<=1 & 1<=p2423]] | [[p6080<=1 & 1<=p6080] | [p4314<=1 & 1<=p4314]]]]]]] | [[[[[[[[p3141<=1 & 1<=p3141] | [p1164<=1 & 1<=p1164]] | [p5319<=1 & 1<=p5319]] | [[p1113<=1 & 1<=p1113] | [p957<=1 & 1<=p957]]] | [[[p4607<=1 & 1<=p4607] | [p2763<=1 & 1<=p2763]] | [[p2617<=1 & 1<=p2617] | [p5564<=1 & 1<=p5564]]]] | [[[[p6011<=1 & 1<=p6011] | [p6049<=1 & 1<=p6049]] | [[p1504<=1 & 1<=p1504] | [p3769<=1 & 1<=p3769]]] | [[[p6243<=1 & 1<=p6243] | [p4791<=1 & 1<=p4791]] | [[p2992<=1 & 1<=p2992] | [p1193<=1 & 1<=p1193]]]]] | [[[[[[p4903<=1 & 1<=p4903] | [p1970<=1 & 1<=p1970]] | [p3104<=1 & 1<=p3104]] | [[p1305<=1 & 1<=p1305] | [p2193<=1 & 1<=p2193]]] | [[[p3434<=1 & 1<=p3434] | [p5955<=1 & 1<=p5955]] | [[p2148<=1 & 1<=p2148] | [p6000<=1 & 1<=p6000]]]] | [[[[p1925<=1 & 1<=p1925] | [p3992<=1 & 1<=p3992]] | [[p6129<=1 & 1<=p6129] | [p4836<=1 & 1<=p4836]]] | [[[p3814<=1 & 1<=p3814] | [p400<=1 & 1<=p400]] | [[p6461<=1 & 1<=p6461] | [p4389<=1 & 1<=p4389]]]]]] | [[[[[[[p4349<=1 & 1<=p4349] | [p1528<=1 & 1<=p1528]] | [p3947<=1 & 1<=p3947]] | [[p2367<=1 & 1<=p2367] | [p5563<=1 & 1<=p5563]]] | [[[p5126<=1 & 1<=p5126] | [p2238<=1 & 1<=p2238]] | [[p6174<=1 & 1<=p6174] | [p4211<=1 & 1<=p4211]]]] | [[[[p5905<=1 & 1<=p5905] | [p1148<=1 & 1<=p1148]] | [[p2595<=1 & 1<=p2595] | [p5518<=1 & 1<=p5518]]] | [[[p2635<=1 & 1<=p2635] | [p6445<=1 & 1<=p6445]] | [[p1796<=1 & 1<=p1796] | [p508<=1 & 1<=p508]]]]] | [[[[[[p3032<=1 & 1<=p3032] | [p6005<=1 & 1<=p6005]] | [p2417<=1 & 1<=p2417]] | [[p5736<=1 & 1<=p5736] | [p2809<=1 & 1<=p2809]]] | [[[p4166<=1 & 1<=p4166] | [p3417<=1 & 1<=p3417]] | [[p3372<=1 & 1<=p3372] | [p2322<=1 & 1<=p2322]]]] | [[[[p5216<=1 & 1<=p5216] | [p1573<=1 & 1<=p1573]] | [[p3640<=1 & 1<=p3640] | [p5344<=1 & 1<=p5344]]] | [[[p2015<=1 & 1<=p2015] | [p1975<=1 & 1<=p1975]] | [[p4774<=1 & 1<=p4774] | [p3037<=1 & 1<=p3037]]]]]]]]]] | [[[[[[[[[[[p3724<=1 & 1<=p3724] | [p6504<=1 & 1<=p6504]] | [p5798<=1 & 1<=p5798]] | [[p974<=1 & 1<=p974] | [p6516<=1 & 1<=p6516]]] | [[[p2590<=1 & 1<=p2590] | [p1014<=1 & 1<=p1014]] | [[p4394<=1 & 1<=p4394] | [p3198<=1 & 1<=p3198]]]] | [[[[[p4434<=1 & 1<=p4434] | [p3819<=1 & 1<=p3819]] | [p6074<=1 & 1<=p6074]] | [[p4506<=1 & 1<=p4506] | [p2930<=1 & 1<=p2930]]] | [[[p2719<=1 & 1<=p2719] | [p5005<=1 & 1<=p5005]] | [[p4819<=1 & 1<=p4819] | [p520<=1 & 1<=p520]]]]] | [[[[[[p4518<=1 & 1<=p4518] | [p6112<=1 & 1<=p6112]] | [p2533<=1 & 1<=p2533]] | [[p1031<=1 & 1<=p1031] | [p6288<=1 & 1<=p6288]]] | [[[p5843<=1 & 1<=p5843] | [p2020<=1 & 1<=p2020]] | [[p4332<=1 & 1<=p4332] | [p3377<=1 & 1<=p3377]]]] | [[[[p986<=1 & 1<=p986] | [p1176<=1 & 1<=p1176]] | [[p1533<=1 & 1<=p1533] | [p3206<=1 & 1<=p3206]]] | [[[p6226<=1 & 1<=p6226] | [p4741<=1 & 1<=p4741]] | [[p3020<=1 & 1<=p3020] | [p5399<=1 & 1<=p5399]]]]]] | [[[[[[[p800<=1 & 1<=p800] | [p5501<=1 & 1<=p5501]] | [p5221<=1 & 1<=p5221]] | [[p2578<=1 & 1<=p2578] | [p5786<=1 & 1<=p5786]]] | [[[p3339<=1 & 1<=p3339] | [p1913<=1 & 1<=p1913]] | [[p3161<=1 & 1<=p3161] | [p2935<=1 & 1<=p2935]]]] | [[[[p2975<=1 & 1<=p2975] | [p412<=1 & 1<=p412]] | [[p5183<=1 & 1<=p5183] | [p1317<=1 & 1<=p1317]]] | [[[p4439<=1 & 1<=p4439] | [p4997<=1 & 1<=p4997]] | [[p4608<=1 & 1<=p4608] | [p2198<=1 & 1<=p2198]]]]] | [[[[[[p1131<=1 & 1<=p1131] | [p2764<=1 & 1<=p2764]] | [p4042<=1 & 1<=p4042]] | [[p5967<=1 & 1<=p5967] | [p6395<=1 & 1<=p6395]]] | [[[p3781<=1 & 1<=p3781] | [p3595<=1 & 1<=p3595]] | [[p2980<=1 & 1<=p2980] | [p1958<=1 & 1<=p1958]]]] | [[[[p4779<=1 & 1<=p4779] | [p5910<=1 & 1<=p5910]] | [[p6564<=1 & 1<=p6564] | [p5394<=1 & 1<=p5394]]] | [[[p3935<=1 & 1<=p3935] | [p1136<=1 & 1<=p1136]] | [[p5625<=1 & 1<=p5625] | [p3501<=1 & 1<=p3501]]]]]]] | [[[[[[[[p1702<=1 & 1<=p1702] | [p2400<=1 & 1<=p2400]] | [p3315<=1 & 1<=p3315]] | [[p5439<=1 & 1<=p5439] | [p5307<=1 & 1<=p5307]]] | [[[p4121<=1 & 1<=p4121] | [p969<=1 & 1<=p969]] | [[p687<=1 & 1<=p687] | [p6343<=1 & 1<=p6343]]]] | [[[[[p6117<=1 & 1<=p6117] | [p5525<=1 & 1<=p5525]] | [p4223<=1 & 1<=p4223]] | [[p3802<=1 & 1<=p3802] | [p2640<=1 & 1<=p2640]]] | [[[p1362<=1 & 1<=p1362] | [p5138<=1 & 1<=p5138]] | [[p3997<=1 & 1<=p3997] | [p4037<=1 & 1<=p4037]]]]] | [[[[[[p1578<=1 & 1<=p1578] | [p5781<=1 & 1<=p5781]] | [p6057<=1 & 1<=p6057]] | [[p4563<=1 & 1<=p4563] | [p1937<=1 & 1<=p1937]]] | [[[p3422<=1 & 1<=p3422] | [p4337<=1 & 1<=p4337]] | [[p4377<=1 & 1<=p4377] | [p4843<=1 & 1<=p4843]]]] | [[[[p1918<=1 & 1<=p1918] | [p5506<=1 & 1<=p5506]] | [[p1007<=1 & 1<=p1007] | [p3940<=1 & 1<=p3940]]] | [[[p6136<=1 & 1<=p6136] | [p3044<=1 & 1<=p3044]] | [[p5724<=1 & 1<=p5724] | [p2405<=1 & 1<=p2405]]]]]] | [[[[[[[p4382<=1 & 1<=p4382] | [p6081<=1 & 1<=p6081]] | [p5159<=1 & 1<=p5159]] | [[p2628<=1 & 1<=p2628] | [p2583<=1 & 1<=p2583]]] | [[[p2999<=1 & 1<=p2999] | [p4427<=1 & 1<=p4427]] | [[p6319<=1 & 1<=p6319] | [p5992<=1 & 1<=p5992]]]] | [[[[p1963<=1 & 1<=p1963] | [p3985<=1 & 1<=p3985]] | [[p2538<=1 & 1<=p2538] | [p4824<=1 & 1<=p4824]]] | [[[p3248<=1 & 1<=p3248] | [p2424<=1 & 1<=p2424]] | [[p981<=1 & 1<=p981] | [p3320<=1 & 1<=p3320]]]]] | [[[[[[p5601<=1 & 1<=p5601] | [p675<=1 & 1<=p675]] | [p962<=1 & 1<=p962]] | [[p6528<=1 & 1<=p6528] | [p6012<=1 & 1<=p6012]]] | [[[p2141<=1 & 1<=p2141] | [p6231<=1 & 1<=p6231]] | [[p3757<=1 & 1<=p3757] | [p6468<=1 & 1<=p6468]]]] | [[[[p1982<=1 & 1<=p1982] | [p1181<=1 & 1<=p1181]] | [[p5444<=1 & 1<=p5444] | [p5302<=1 & 1<=p5302]]] | [[[p5114<=1 & 1<=p5114] | [p1026<=1 & 1<=p1026]] | [[p6062<=1 & 1<=p6062] | [p2008<=1 & 1<=p2008]]]]]]]] | [[[[[[[[[p4446<=1 & 1<=p4446] | [p3807<=1 & 1<=p3807]] | [p2231<=1 & 1<=p2231]] | [[p3826<=1 & 1<=p3826] | [p4722<=1 & 1<=p4722]]] | [[[p3025<=1 & 1<=p3025] | [p3712<=1 & 1<=p3712]] | [[p1540<=1 & 1<=p1540] | [p424<=1 & 1<=p424]]]] | [[[[[p6438<=1 & 1<=p6438] | [p5209<=1 & 1<=p5209]] | [p2355<=1 & 1<=p2355]] | [[p3365<=1 & 1<=p3365] | [p3384<=1 & 1<=p3384]]] | [[[p1521<=1 & 1<=p1521] | [p6588<=1 & 1<=p6588]] | [[p1789<=1 & 1<=p1789] | [p2968<=1 & 1<=p2968]]]]] | [[[[[[p6219<=1 & 1<=p6219] | [p6456<=1 & 1<=p6456]] | [p2243<=1 & 1<=p2243]] | [[p1585<=1 & 1<=p1585] | [p4990<=1 & 1<=p4990]]] | [[[p5228<=1 & 1<=p5228] | [p4767<=1 & 1<=p4767]] | [[p6050<=1 & 1<=p6050] | [p3429<=1 & 1<=p3429]]]] | [[[[p6541<=1 & 1<=p6541] | [p3146<=1 & 1<=p3146]] | [[p2942<=1 & 1<=p2942] | [p5979<=1 & 1<=p5979]]] | [[[p4325<=1 & 1<=p4325] | [p4049<=1 & 1<=p4049]] | [[p6388<=1 & 1<=p6388] | [p2526<=1 & 1<=p2526]]]]]] | [[[[[[[p6576<=1 & 1<=p6576] | [p4945<=1 & 1<=p4945]] | [p6105<=1 & 1<=p6105]] | [[p2027<=1 & 1<=p2027] | [p6331<=1 & 1<=p6331]]] | [[[p4786<=1 & 1<=p4786] | [p2923<=1 & 1<=p2923]] | [[p3013<=1 & 1<=p3013] | [p4551<=1 & 1<=p4551]]]] | [[[[p6238<=1 & 1<=p6238] | [p3410<=1 & 1<=p3410]] | [[p6069<=1 & 1<=p6069] | [p5432<=1 & 1<=p5432]]] | [[[p1566<=1 & 1<=p1566] | [p2310<=1 & 1<=p2310]] | [[p3645<=1 & 1<=p3645] | [p4154<=1 & 1<=p4154]]]]] | [[[[[[p812<=1 & 1<=p812] | [p3588<=1 & 1<=p3588]] | [p6306<=1 & 1<=p6306]] | [[p4729<=1 & 1<=p4729] | [p1188<=1 & 1<=p1188]]] | [[[p1038<=1 & 1<=p1038] | [p1019<=1 & 1<=p1019]] | [[p1169<=1 & 1<=p1169] | [p1906<=1 & 1<=p1906]]]] | [[[[p1744<=1 & 1<=p1744] | [p4831<=1 & 1<=p4831]] | [[p4344<=1 & 1<=p4344] | [p4030<=1 & 1<=p4030]]] | [[[p2707<=1 & 1<=p2707] | [p2647<=1 & 1<=p2647]] | [[p6276<=1 & 1<=p6276] | [p3543<=1 & 1<=p3543]]]]]]] | [[[[[[[[p5101<=1 & 1<=p5101] | [p4370<=1 & 1<=p4370]] | [p5575<=1 & 1<=p5575]] | [[p5171<=1 & 1<=p5171] | [p1350<=1 & 1<=p1350]]] | [[[p3750<=1 & 1<=p3750] | [p6124<=1 & 1<=p6124]] | [[p6186<=1 & 1<=p6186] | [p5793<=1 & 1<=p5793]]]] | [[[[p5774<=1 & 1<=p5774] | [p5712<=1 & 1<=p5712]] | [[p650<=1 & 1<=p650] | [p2545<=1 & 1<=p2545]]] | [[[p5047<=1 & 1<=p5047] | [p2752<=1 & 1<=p2752]] | [[p2186<=1 & 1<=p2186] | [p5917<=1 & 1<=p5917]]]]] | [[[[[[p3327<=1 & 1<=p3327] | [p449<=1 & 1<=p449]] | [p5513<=1 & 1<=p5513]] | [[p5613<=1 & 1<=p5613] | [p1124<=1 & 1<=p1124]]] | [[[p1143<=1 & 1<=p1143] | [p3308<=1 & 1<=p3308]] | [[p2412<=1 & 1<=p2412] | [p5387<=1 & 1<=p5387]]]] | [[[[p4109<=1 & 1<=p4109] | [p4812<=1 & 1<=p4812]] | [[p2987<=1 & 1<=p2987] | [p6480<=1 & 1<=p6480]]] | [[[p4018<=1 & 1<=p4018] | [p1732<=1 & 1<=p1732]] | [[p4542<=1 & 1<=p4542] | [p2743<=1 & 1<=p2743]]]]]] | [[[[[[[p3007<=1 & 1<=p3007] | [p2219<=1 & 1<=p2219]] | [p5029<=1 & 1<=p5029]] | [[p4806<=1 & 1<=p4806] | [p3230<=1 & 1<=p3230]]] | [[[p2520<=1 & 1<=p2520] | [p5543<=1 & 1<=p5543]] | [[p5152<=1 & 1<=p5152] | [p1509<=1 & 1<=p1509]]]] | [[[[p1554<=1 & 1<=p1554] | [p2442<=1 & 1<=p2442]] | [[p4364<=1 & 1<=p4364] | [p1386<=1 & 1<=p1386]]] | [[[p3353<=1 & 1<=p3353] | [p2565<=1 & 1<=p2565]] | [[p1044<=1 & 1<=p1044] | [p5935<=1 & 1<=p5935]]]]] | [[[[[[p4241<=1 & 1<=p4241] | [p4196<=1 & 1<=p4196]] | [p2174<=1 & 1<=p2174]] | [[p5801<=1 & 1<=p5801] | [p3973<=1 & 1<=p3973]]] | [[[p3185<=1 & 1<=p3185] | [p2397<=1 & 1<=p2397]] | [[p544<=1 & 1<=p544] | [p4710<=1 & 1<=p4710]]]] | [[[[p1900<=1 & 1<=p1900] | [p3799<=1 & 1<=p3799]] | [[p1951<=1 & 1<=p1951] | [p1163<=1 & 1<=p1163]]] | [[[p1777<=1 & 1<=p1777] | [p6257<=1 & 1<=p6257]] | [[p6213<=1 & 1<=p6213] | [p3922<=1 & 1<=p3922]]]]]]]]] | [[[[[[[[[[p4984<=1 & 1<=p4984] | [p4638<=1 & 1<=p4638]] | [p6382<=1 & 1<=p6382]] | [[p4587<=1 & 1<=p4587] | [p2616<=1 & 1<=p2616]]] | [[[p5314<=1 & 1<=p5314] | [p5426<=1 & 1<=p5426]] | [[p3140<=1 & 1<=p3140] | [p831<=1 & 1<=p831]]]] | [[[[[p5375<=1 & 1<=p5375] | [p4319<=1 & 1<=p4319]] | [p3134<=1 & 1<=p3134]] | [[p2346<=1 & 1<=p2346] | [p3404<=1 & 1<=p3404]]] | [[[p6376<=1 & 1<=p6376] | [p1112<=1 & 1<=p1112]] | [[p6426<=1 & 1<=p6426] | [p3531<=1 & 1<=p3531]]]]] | [[[[[[p2045<=1 & 1<=p2045] | [p4755<=1 & 1<=p4755]] | [p3928<=1 & 1<=p3928]] | [[p2129<=1 & 1<=p2129] | [p2571<=1 & 1<=p2571]]] | [[[p2168<=1 & 1<=p2168] | [p3621<=1 & 1<=p3621]] | [[p3582<=1 & 1<=p3582] | [p1118<=1 & 1<=p1118]]]] | [[[[p4632<=1 & 1<=p4632] | [p5381<=1 & 1<=p5381]] | [[p5756<=1 & 1<=p5756] | [p4024<=1 & 1<=p4024]]] | [[[p2962<=1 & 1<=p2962] | [p1738<=1 & 1<=p1738]] | [[p4548<=1 & 1<=p4548] | [p5023<=1 & 1<=p5023]]]]]] | [[[[[[[p1726<=1 & 1<=p1726] | [p2788<=1 & 1<=p2788]] | [p2839<=1 & 1<=p2839]] | [[p5549<=1 & 1<=p5549] | [p4536<=1 & 1<=p4536]]] | [[[p6024<=1 & 1<=p6024] | [p6036<=1 & 1<=p6036]] | [[p5649<=1 & 1<=p5649] | [p2448<=1 & 1<=p2448]]]] | [[[[p3302<=1 & 1<=p3302] | [p993<=1 & 1<=p993]] | [[p4145<=1 & 1<=p4145] | [p6093<=1 & 1<=p6093]]] | [[[p4415<=1 & 1<=p4415] | [p5807<=1 & 1<=p5807]] | [[p3179<=1 & 1<=p3179] | [p4939<=1 & 1<=p4939]]]]] | [[[[[[p2180<=1 & 1<=p2180] | [p3570<=1 & 1<=p3570]] | [p2911<=1 & 1<=p2911]] | [[p1335<=1 & 1<=p1335] | [p4704<=1 & 1<=p4704]]] | [[[p2905<=1 & 1<=p2905] | [p6251<=1 & 1<=p6251]] | [[p5768<=1 & 1<=p5768] | [p1106<=1 & 1<=p1106]]]] | [[[[p2117<=1 & 1<=p2117] | [p3633<=1 & 1<=p3633]] | [[p2845<=1 & 1<=p2845] | [p3191<=1 & 1<=p3191]]] | [[[p6420<=1 & 1<=p6420] | [p6087<=1 & 1<=p6087]] | [[p4403<=1 & 1<=p4403] | [p3447<=1 & 1<=p3447]]]]]]] | [[[[[[[[p1347<=1 & 1<=p1347] | [p4927<=1 & 1<=p4927]] | [p3916<=1 & 1<=p3916]] | [[p837<=1 & 1<=p837] | [p4849<=1 & 1<=p4849]]] | [[[p4012<=1 & 1<=p4012] | [p538<=1 & 1<=p538]] | [[p2950<=1 & 1<=p2950] | [p2225<=1 & 1<=p2225]]]] | [[[[[p2749<=1 & 1<=p2749] | [p2039<=1 & 1<=p2039]] | [p4313<=1 & 1<=p4313]] | [[p3525<=1 & 1<=p3525] | [p5320<=1 & 1<=p5320]]] | [[[p1503<=1 & 1<=p1503] | [p2559<=1 & 1<=p2559]] | [[p5369<=1 & 1<=p5369] | [p4644<=1 & 1<=p4644]]]]] | [[[[[[p4978<=1 & 1<=p4978] | [p4247<=1 & 1<=p4247]] | [p5035<=1 & 1<=p5035]] | [[p1157<=1 & 1<=p1157] | [p3967<=1 & 1<=p3967]]] | [[[p2794<=1 & 1<=p2794] | [p6018<=1 & 1<=p6018]] | [[p1597<=1 & 1<=p1597] | [p1783<=1 & 1<=p1783]]]] | [[[[p2956<=1 & 1<=p2956] | [p2610<=1 & 1<=p2610]] | [[p5420<=1 & 1<=p5420] | [p5326<=1 & 1<=p5326]]] | [[[p4307<=1 & 1<=p4307] | [p1341<=1 & 1<=p1341]] | [[p6042<=1 & 1<=p6042] | [p4800<=1 & 1<=p4800]]]]]] | [[[[[[[p950<=1 & 1<=p950] | [p6414<=1 & 1<=p6414]] | [p4409<=1 & 1<=p4409]] | [[p4593<=1 & 1<=p4593] | [p6207<=1 & 1<=p6207]]] | [[[p3001<=1 & 1<=p3001] | [p5762<=1 & 1<=p5762]] | [[p1988<=1 & 1<=p1988] | [p6474<=1 & 1<=p6474]]]] | [[[[p2514<=1 & 1<=p2514] | [p5813<=1 & 1<=p5813]] | [[p5929<=1 & 1<=p5929] | [p4933<=1 & 1<=p4933]]] | [[[p3576<=1 & 1<=p3576] | [p1392<=1 & 1<=p1392]] | [[p3441<=1 & 1<=p3441] | [p843<=1 & 1<=p843]]]]] | [[[[[[p3627<=1 & 1<=p3627] | [p999<=1 & 1<=p999]] | [p3236<=1 & 1<=p3236]] | [[p1001<=1 & 1<=p1001] | [p4358<=1 & 1<=p4358]]] | [[[p2123<=1 & 1<=p2123] | [p3832<=1 & 1<=p3832]] | [[p4966<=1 & 1<=p4966] | [p2156<=1 & 1<=p2156]]]] | [[[[p3345<=1 & 1<=p3345] | [p5631<=1 & 1<=p5631]] | [[p6364<=1 & 1<=p6364] | [p4620<=1 & 1<=p4620]]] | [[[p2334<=1 & 1<=p2334] | [p5189<=1 & 1<=p5189]] | [[p1323<=1 & 1<=p1323] | [p4178<=1 & 1<=p4178]]]]]]]] | [[[[[[[[[p1368<=1 & 1<=p1368] | [p2111<=1 & 1<=p2111]] | [p5819<=1 & 1<=p5819]] | [[p1100<=1 & 1<=p1100] | [p4798<=1 & 1<=p4798]]] | [[[p3955<=1 & 1<=p3955] | [p3167<=1 & 1<=p3167]] | [[p2379<=1 & 1<=p2379] | [p526<=1 & 1<=p526]]]] | [[[[[p3787<=1 & 1<=p3787] | [p1714<=1 & 1<=p1714]] | [p4921<=1 & 1<=p4921]] | [[p2502<=1 & 1<=p2502] | [p4000<=1 & 1<=p4000]]] | [[[p3212<=1 & 1<=p3212] | [p2553<=1 & 1<=p2553]] | [[p1765<=1 & 1<=p1765] | [p4133<=1 & 1<=p4133]]]]] | [[[[[[p3609<=1 & 1<=p3609] | [p2430<=1 & 1<=p2430]] | [p5240<=1 & 1<=p5240]] | [[p3218<=1 & 1<=p3218] | [p2821<=1 & 1<=p2821]]] | [[[p4524<=1 & 1<=p4524] | [p3736<=1 & 1<=p3736]] | [[p532<=1 & 1<=p532] | [p6349<=1 & 1<=p6349]]]] | [[[[p5531<=1 & 1<=p5531] | [p3742<=1 & 1<=p3742]] | [[p3396<=1 & 1<=p3396] | [p4569<=1 & 1<=p4569]]] | [[[p3603<=1 & 1<=p3603] | [p4352<=1 & 1<=p4352]] | [[p5363<=1 & 1<=p5363] | [p3558<=1 & 1<=p3558]]]]]] | [[[[[[[p5551<=1 & 1<=p5551] | [p5195<=1 & 1<=p5195]] | [p3519<=1 & 1<=p3519]] | [[p1943<=1 & 1<=p1943] | [p1759<=1 & 1<=p1759]]] | [[[p6142<=1 & 1<=p6142] | [p2508<=1 & 1<=p2508]] | [[p5402<=1 & 1<=p5402] | [p5011<=1 & 1<=p5011]]]] | [[[[p6498<=1 & 1<=p6498] | [p2725<=1 & 1<=p2725]] | [[p3961<=1 & 1<=p3961] | [p2776<=1 & 1<=p2776]]] | [[[p4960<=1 & 1<=p4960] | [p3838<=1 & 1<=p3838]] | [[p2201<=1 & 1<=p2201] | [p2150<=1 & 1<=p2150]]]]] | [[[[[[p6201<=1 & 1<=p6201] | [p3910<=1 & 1<=p3910]] | [p6162<=1 & 1<=p6162]] | [[p4301<=1 & 1<=p4301] | [p2385<=1 & 1<=p2385]]] | [[[p3116<=1 & 1<=p3116] | [p5414<=1 & 1<=p5414]] | [[p5332<=1 & 1<=p5332] | [p849<=1 & 1<=p849]]]] | [[[[p6408<=1 & 1<=p6408] | [p5144<=1 & 1<=p5144]] | [[p1151<=1 & 1<=p1151] | [p4229<=1 & 1<=p4229]]] | [[[p1994<=1 & 1<=p1994] | [p6358<=1 & 1<=p6358]] | [[p1771<=1 & 1<=p1771] | [p4581<=1 & 1<=p4581]]]]]]] | [[[[[[[[p3793<=1 & 1<=p3793] | [p3507<=1 & 1<=p3507]] | [p6150<=1 & 1<=p6150]] | [[p2604<=1 & 1<=p2604] | [p2436<=1 & 1<=p2436]]] | [[[p4139<=1 & 1<=p4139] | [p3128<=1 & 1<=p3128]] | [[p1329<=1 & 1<=p1329] | [p6370<=1 & 1<=p6370]]]] | [[[[p3224<=1 & 1<=p3224] | [p5748<=1 & 1<=p5748]] | [[p2340<=1 & 1<=p2340] | [p6558<=1 & 1<=p6558]]] | [[[p2213<=1 & 1<=p2213] | [p6486<=1 & 1<=p6486]] | [[p5750<=1 & 1<=p5750] | [p5825<=1 & 1<=p5825]]]]] | [[[[[[p4972<=1 & 1<=p4972] | [p4184<=1 & 1<=p4184]] | [p3615<=1 & 1<=p3615]] | [[p2827<=1 & 1<=p2827] | [p2737<=1 & 1<=p2737]]] | [[[p1949<=1 & 1<=p1949] | [p5246<=1 & 1<=p5246]] | [[p4190<=1 & 1<=p4190] | [p1374<=1 & 1<=p1374]]]] | [[[[p5637<=1 & 1<=p5637] | [p2105<=1 & 1<=p2105]] | [[p2162<=1 & 1<=p2162] | [p406<=1 & 1<=p406]]] | [[[p5941<=1 & 1<=p5941] | [p5537<=1 & 1<=p5537]] | [[p6492<=1 & 1<=p6492] | [p2731<=1 & 1<=p2731]]]]]] | [[[[[[[p4006<=1 & 1<=p4006] | [p3844<=1 & 1<=p3844]] | [p2207<=1 & 1<=p2207]] | [[p4530<=1 & 1<=p4530] | [p5643<=1 & 1<=p5643]]] | [[[p5831<=1 & 1<=p5831] | [p4915<=1 & 1<=p4915]] | [[p6148<=1 & 1<=p6148] | [p5947<=1 & 1<=p5947]]]] | [[[[p5357<=1 & 1<=p5357] | [p1380<=1 & 1<=p1380]] | [[p6099<=1 & 1<=p6099] | [p2833<=1 & 1<=p2833]]] | [[[p4575<=1 & 1<=p4575] | [p1720<=1 & 1<=p1720]] | [[p3748<=1 & 1<=p3748] | [p6402<=1 & 1<=p6402]]]]] | [[[[[[p5742<=1 & 1<=p5742] | [p4235<=1 & 1<=p4235]] | [p3564<=1 & 1<=p3564]] | [[p3173<=1 & 1<=p3173] | [p3122<=1 & 1<=p3122]]] | [[[p6156<=1 & 1<=p6156] | [p5408<=1 & 1<=p5408]] | [[p5338<=1 & 1<=p5338] | [p6552<=1 & 1<=p6552]]]] | [[[[p699<=1 & 1<=p699] | [p4626<=1 & 1<=p4626]] | [[p2391<=1 & 1<=p2391] | [p3513<=1 & 1<=p3513]]] | [[[p3904<=1 & 1<=p3904] | [p5017<=1 & 1<=p5017]] | [[p2782<=1 & 1<=p2782] | [p6030<=1 & 1<=p6030]]]]]]]]]]]]]]] U [~ [EG [~ [EG [~ [[[[[[[[p60<=1 & 1<=p60] | [p62<=1 & 1<=p62]] | [[p58<=1 & 1<=p58] | [p56<=1 & 1<=p56]]] | [[[p54<=1 & 1<=p54] | [p52<=1 & 1<=p52]] | [p50<=1 & 1<=p50]]] | [[[[p99<=1 & 1<=p99] | [p97<=1 & 1<=p97]] | [p95<=1 & 1<=p95]] | [[[p93<=1 & 1<=p93] | [p91<=1 & 1<=p91]] | [p89<=1 & 1<=p89]]]] | [[[[[p87<=1 & 1<=p87] | [p85<=1 & 1<=p85]] | [p83<=1 & 1<=p83]] | [[[p81<=1 & 1<=p81] | [p79<=1 & 1<=p79]] | [p77<=1 & 1<=p77]]] | [[[[p75<=1 & 1<=p75] | [p73<=1 & 1<=p73]] | [p71<=1 & 1<=p71]] | [[[p69<=1 & 1<=p69] | [p67<=1 & 1<=p67]] | [p65<=1 & 1<=p65]]]]] | [[[[[[p63<=1 & 1<=p63] | [p61<=1 & 1<=p61]] | [[p59<=1 & 1<=p59] | [p57<=1 & 1<=p57]]] | [[[p55<=1 & 1<=p55] | [p53<=1 & 1<=p53]] | [p51<=1 & 1<=p51]]] | [[[[p98<=1 & 1<=p98] | [p96<=1 & 1<=p96]] | [p94<=1 & 1<=p94]] | [[[p92<=1 & 1<=p92] | [p90<=1 & 1<=p90]] | [p88<=1 & 1<=p88]]]] | [[[[[p86<=1 & 1<=p86] | [p84<=1 & 1<=p84]] | [p82<=1 & 1<=p82]] | [[[p80<=1 & 1<=p80] | [p78<=1 & 1<=p78]] | [p76<=1 & 1<=p76]]] | [[[[p74<=1 & 1<=p74] | [p72<=1 & 1<=p72]] | [p70<=1 & 1<=p70]] | [[[p68<=1 & 1<=p68] | [p66<=1 & 1<=p66]] | [p64<=1 & 1<=p64]]]]]]]]]]] & EG [~ [[[[[[[[[[[[[[p1325<=1 & 1<=p1325] | [p6002<=1 & 1<=p6002]] | [[p1530<=1 & 1<=p1530] | [p1034<=1 & 1<=p1034]]] | [[[p6452<=1 & 1<=p6452] | [p4380<=1 & 1<=p4380]] | [[p1184<=1 & 1<=p1184] | [p2432<=1 & 1<=p2432]]]] | [[[[[p2158<=1 & 1<=p2158] | [p3789<=1 & 1<=p3789]] | [p3169<=1 & 1<=p3169]] | [[p4782<=1 & 1<=p4782] | [p3994<=1 & 1<=p3994]]] | [[[p2626<=1 & 1<=p2626] | [p5213<=1 & 1<=p5213]] | [[p2938<=1 & 1<=p2938] | [p6065<=1 & 1<=p6065]]]]] | [[[[[[p1916<=1 & 1<=p1916] | [p3029<=1 & 1<=p3029]] | [p4565<=1 & 1<=p4565]] | [[p4749<=1 & 1<=p4749] | [p4622<=1 & 1<=p4622]]] | [[[p5146<=1 & 1<=p5146] | [p4949<=1 & 1<=p4949]] | [[p1128<=1 & 1<=p1128] | [p5633<=1 & 1<=p5633]]]] | [[[[[p3425<=1 & 1<=p3425] | [p2637<=1 & 1<=p2637]] | [p2139<=1 & 1<=p2139]] | [[p2403<=1 & 1<=p2403] | [p2414<=1 & 1<=p2414]]] | [[[p6154<=1 & 1<=p6154] | [p5436<=1 & 1<=p5436]] | [[p5504<=1 & 1<=p5504] | [p4135<=1 & 1<=p4135]]]]]] | [[[[[[[p402<=1 & 1<=p402] | [p4391<=1 & 1<=p4391]] | [p983<=1 & 1<=p983]] | [[p6234<=1 & 1<=p6234] | [p2012<=1 & 1<=p2012]]] | [[[p5533<=1 & 1<=p5533] | [p3738<=1 & 1<=p3738]] | [[p3028<=1 & 1<=p3028] | [p3592<=1 & 1<=p3592]]]] | [[[[p5829<=1 & 1<=p5829] | [p5907<=1 & 1<=p5907]] | [[p4002<=1 & 1<=p4002] | [p5242<=1 & 1<=p5242]]] | [[[p4526<=1 & 1<=p4526] | [p1581<=1 & 1<=p1581]] | [[p3983<=1 & 1<=p3983] | [p2536<=1 & 1<=p2536]]]]] | [[[[[[p1748<=1 & 1<=p1748] | [p3398<=1 & 1<=p3398]] | [p3374<=1 & 1<=p3374]] | [[p3363<=1 & 1<=p3363] | [p2352<=1 & 1<=p2352]]] | [[[p4385<=1 & 1<=p4385] | [p5789<=1 & 1<=p5789]] | [[p3989<=1 & 1<=p3989] | [p6060<=1 & 1<=p6060]]]] | [[[[p6229<=1 & 1<=p6229] | [p6109<=1 & 1<=p6109]] | [[p3034<=1 & 1<=p3034] | [p2006<=1 & 1<=p2006]]] | [[[p6436<=1 & 1<=p6436] | [p3023<=1 & 1<=p3023]] | [[p6240<=1 & 1<=p6240] | [p5835<=1 & 1<=p5835]]]]]]] | [[[[[[[[p3732<=1 & 1<=p3732] | [p3208<=1 & 1<=p3208]] | [p2152<=1 & 1<=p2152]] | [[p2542<=1 & 1<=p2542] | [p5510<=1 & 1<=p5510]]] | [[[p4219<=1 & 1<=p4219] | [p1799<=1 & 1<=p1799]] | [[p5397<=1 & 1<=p5397] | [p1364<=1 & 1<=p1364]]]] | [[[[[p6458<=1 & 1<=p6458] | [p3828<=1 & 1<=p3828]] | [p3431<=1 & 1<=p3431]] | [[p4839<=1 & 1<=p4839] | [p4386<=1 & 1<=p4386]]] | [[[p2145<=1 & 1<=p2145] | [p3341<=1 & 1<=p3341]] | [[p5555<=1 & 1<=p5555] | [p1011<=1 & 1<=p1011]]]]] | [[[[[[p2933<=1 & 1<=p2933] | [p3605<=1 & 1<=p3605]] | [p2944<=1 & 1<=p2944]] | [[p3643<=1 & 1<=p3643] | [p2196<=1 & 1<=p2196]]] | [[[p4788<=1 & 1<=p4788] | [p2101<=1 & 1<=p2101]] | [[p1978<=1 & 1<=p1978] | [p1190<=1 & 1<=p1190]]]] | [[[[p6071<=1 & 1<=p6071] | [p4040<=1 & 1<=p4040]] | [[p5185<=1 & 1<=p5185] | [p977<=1 & 1<=p977]]] | [[[p3649<=1 & 1<=p3649] | [p4129<=1 & 1<=p4129]] | [[p2409<=1 & 1<=p2409] | [p5784<=1 & 1<=p5784]]]]]] | [[[[[[[p6354<=1 & 1<=p6354] | [p4437<=1 & 1<=p4437]] | [p5359<=1 & 1<=p5359]] | [[p5236<=1 & 1<=p5236] | [p3822<=1 & 1<=p3822]]] | [[[p3112<=1 & 1<=p3112] | [p4225<=1 & 1<=p4225]] | [[p6296<=1 & 1<=p6296] | [p4777<=1 & 1<=p4777]]]] | [[[[p5795<=1 & 1<=p5795] | [p2547<=1 & 1<=p2547]] | [[p528<=1 & 1<=p528] | [p2772<=1 & 1<=p2772]]] | [[[p4616<=1 & 1<=p4616] | [p4442<=1 & 1<=p4442]] | [[p3420<=1 & 1<=p3420] | [p2381<=1 & 1<=p2381]]]]] | [[[[[[p1185<=1 & 1<=p1185] | [p6066<=1 & 1<=p6066]] | [p2235<=1 & 1<=p2235]] | [[p1755<=1 & 1<=p1755] | [p3515<=1 & 1<=p3515]]] | [[[p3369<=1 & 1<=p3369] | [p6453<=1 & 1<=p6453]] | [[p5744<=1 & 1<=p5744] | [p3906<=1 & 1<=p3906]]]] | [[[[p6442<=1 & 1<=p6442] | [p5515<=1 & 1<=p5515]] | [[p6345<=1 & 1<=p6345] | [p4956<=1 & 1<=p4956]]] | [[[p2721<=1 & 1<=p2721] | [p1525<=1 & 1<=p1525]] | [[p6550<=1 & 1<=p6550] | [p6235<=1 & 1<=p6235]]]]]]]] | [[[[[[[[[p5342<=1 & 1<=p5342] | [p4329<=1 & 1<=p4329]] | [p6496<=1 & 1<=p6496]] | [[p4720<=1 & 1<=p4720] | [p1761<=1 & 1<=p1761]]] | [[[p1945<=1 & 1<=p1945] | [p1179<=1 & 1<=p1179]] | [[p6502<=1 & 1<=p6502] | [p5509<=1 & 1<=p5509]]]] | [[[[[p6360<=1 & 1<=p6360] | [p972<=1 & 1<=p972]] | [p5207<=1 & 1<=p5207]] | [[p5304<=1 & 1<=p5304] | [p2778<=1 & 1<=p2778]]] | [[[p2632<=1 & 1<=p2632] | [p2541<=1 & 1<=p2541]] | [[p1519<=1 & 1<=p1519] | [p5218<=1 & 1<=p5218]]]]] | [[[[[[p5013<=1 & 1<=p5013] | [p4816<=1 & 1<=p4816]] | [p4045<=1 & 1<=p4045]] | [[p4962<=1 & 1<=p4962] | [p2408<=1 & 1<=p2408]]] | [[[p2972<=1 & 1<=p2972] | [p6398<=1 & 1<=p6398]] | [[p5902<=1 & 1<=p5902] | [p3118<=1 & 1<=p3118]]]] | [[[[p2017<=1 & 1<=p2017] | [p5353<=1 & 1<=p5353]] | [[p5609<=1 & 1<=p5609] | [p3189<=1 & 1<=p3189]]] | [[[p5122<=1 & 1<=p5122] | [p3449<=1 & 1<=p3449]] | [[p3312<=1 & 1<=p3312] | [p1040<=1 & 1<=p1040]]]]]] | [[[[[[[p4323<=1 & 1<=p4323] | [p2966<=1 & 1<=p2966]] | [p1301<=1 & 1<=p1301]] | [[p2178<=1 & 1<=p2178] | [p3535<=1 & 1<=p3535]]] | [[[p6103<=1 & 1<=p6103] | [p3765<=1 & 1<=p3765]] | [[p1345<=1 & 1<=p1345] | [p5931<=1 & 1<=p5931]]]] | [[[[p5156<=1 & 1<=p5156] | [p2754<=1 & 1<=p2754]] | [[p6476<=1 & 1<=p6476] | [p4245<=1 & 1<=p4245]]] | [[[p3932<=1 & 1<=p3932] | [p504<=1 & 1<=p504]] | [[p5033<=1 & 1<=p5033] | [p6574<=1 & 1<=p6574]]]]] | [[[[[[p6278<=1 & 1<=p6278] | [p683<=1 & 1<=p683]] | [p1558<=1 & 1<=p1558]] | [[p1921<=1 & 1<=p1921] | [p410<=1 & 1<=p410]]] | [[[p4731<=1 & 1<=p4731] | [p6447<=1 & 1<=p6447]] | [[p3586<=1 & 1<=p3586] | [p2798<=1 & 1<=p2798]]]] | [[[[p1955<=1 & 1<=p1955] | [p5965<=1 & 1<=p5965]] | [[p6178<=1 & 1<=p6178] | [p5430<=1 & 1<=p5430]]] | [[[p4642<=1 & 1<=p4642] | [p6040<=1 & 1<=p6040]] | [[p3138<=1 & 1<=p3138] | [p3402<=1 & 1<=p3402]]]]]]] | [[[[[[[[p689<=1 & 1<=p689] | [p3625<=1 & 1<=p3625]] | [p5348<=1 & 1<=p5348]] | [[p2915<=1 & 1<=p2915] | [p1742<=1 & 1<=p1742]]] | [[[p4636<=1 & 1<=p4636] | [p2041<=1 & 1<=p2041]] | [[p4759<=1 & 1<=p4759] | [p1781<=1 & 1<=p1781]]]] | [[[[p4162<=1 & 1<=p4162] | [p5573<=1 & 1<=p5573]] | [[p6020<=1 & 1<=p6020] | [p2792<=1 & 1<=p2792]]] | [[[p2172<=1 & 1<=p2172] | [p4943<=1 & 1<=p4943]] | [[p2805<=1 & 1<=p2805] | [p5615<=1 & 1<=p5615]]]]] | [[[[[[p4419<=1 & 1<=p4419] | [p1122<=1 & 1<=p1122]] | [p5760<=1 & 1<=p5760]] | [[p6089<=1 & 1<=p6089] | [p4502<=1 & 1<=p4502]]] | [[[p4810<=1 & 1<=p4810] | [p4111<=1 & 1<=p4111]] | [[p2575<=1 & 1<=p2575] | [p3306<=1 & 1<=p3306]]]] | [[[[p4149<=1 & 1<=p4149] | [p5726<=1 & 1<=p5726]] | [[p804<=1 & 1<=p804] | [p4559<=1 & 1<=p4559]]] | [[[p1552<=1 & 1<=p1552] | [p1548<=1 & 1<=p1548]] | [[p3771<=1 & 1<=p3771] | [p6508<=1 & 1<=p6508]]]]]] | [[[[[[[p5150<=1 & 1<=p5150] | [p4362<=1 & 1<=p4362]] | [p1005<=1 & 1<=p1005]] | [[p3005<=1 & 1<=p3005] | [p416<=1 & 1<=p416]]] | [[[p2849<=1 & 1<=p2849] | [p4905<=1 & 1<=p4905]] | [[p1927<=1 & 1<=p1927] | [p6138<=1 & 1<=p6138]]]] | [[[[p4016<=1 & 1<=p4016] | [p2715<=1 & 1<=p2715]] | [[p1307<=1 & 1<=p1307] | [p3392<=1 & 1<=p3392]]] | [[[p3246<=1 & 1<=p3246] | [p5128<=1 & 1<=p5128]] | [[p6046<=1 & 1<=p6046] | [p2318<=1 & 1<=p2318]]]]] | [[[[[[p6172<=1 & 1<=p6172] | [p1704<=1 & 1<=p1704]] | [p5971<=1 & 1<=p5971]] | [[p4982<=1 & 1<=p4982] | [p833<=1 & 1<=p833]]] | [[[p5179<=1 & 1<=p5179] | [p6211<=1 & 1<=p6211]] | [[p3529<=1 & 1<=p3529] | [p4845<=1 & 1<=p4845]]]] | [[[[p6380<=1 & 1<=p6380] | [p5373<=1 & 1<=p5373]] | [[p2035<=1 & 1<=p2035] | [p3195<=1 & 1<=p3195]]] | [[[p4448<=1 & 1<=p4448] | [p4413<=1 & 1<=p4413]] | [[p2324<=1 & 1<=p2324] | [p954<=1 & 1<=p954]]]]]]]]] | [[[[[[[[[[p3401<=1 & 1<=p3401] | [p4423<=1 & 1<=p4423]] | [p4758<=1 & 1<=p4758]] | [[p2602<=1 & 1<=p2602] | [p4646<=1 & 1<=p4646]]] | [[[p3624<=1 & 1<=p3624] | [p5770<=1 & 1<=p5770]] | [[p6210<=1 & 1<=p6210] | [p1780<=1 & 1<=p1780]]]] | [[[[[p3936<=1 & 1<=p3936] | [p3847<=1 & 1<=p3847]] | [p6315<=1 & 1<=p6315]] | [[p1160<=1 & 1<=p1160] | [p2338<=1 & 1<=p2338]]] | [[[p3803<=1 & 1<=p3803] | [p5720<=1 & 1<=p5720]] | [[p3316<=1 & 1<=p3316] | [p4182<=1 & 1<=p4182]]]]] | [[[[[[p3222<=1 & 1<=p3222] | [p4021<=1 & 1<=p4021]] | [p4579<=1 & 1<=p4579]] | [[p2914<=1 & 1<=p2914] | [p958<=1 & 1<=p958]]] | [[[p2825<=1 & 1<=p2825] | [p1959<=1 & 1<=p1959]] | [[p4249<=1 & 1<=p4249] | [p1562<=1 & 1<=p1562]]]] | [[[[p2517<=1 & 1<=p2517] | [p1378<=1 & 1<=p1378]] | [[p1030<=1 & 1<=p1030] | [p2177<=1 & 1<=p2177]]] | [[[p5199<=1 & 1<=p5199] | [p1785<=1 & 1<=p1785]] | [[p2512<=1 & 1<=p2512] | [p3534<=1 & 1<=p3534]]]]]] | [[[[[[[p6016<=1 & 1<=p6016] | [p1155<=1 & 1<=p1155]] | [p2919<=1 & 1<=p2919]] | [[p6310<=1 & 1<=p6310] | [p6412<=1 & 1<=p6412]]] | [[[p6205<=1 & 1<=p6205] | [p3842<=1 & 1<=p3842]] | [[p1718<=1 & 1<=p1718] | [p3227<=1 & 1<=p3227]]]] | [[[[p3562<=1 & 1<=p3562] | [p2607<=1 & 1<=p2607]] | [[p1557<=1 & 1<=p1557] | [p2579<=1 & 1<=p2579]]] | [[[p1383<=1 & 1<=p1383] | [p5815<=1 & 1<=p5815]] | [[p4356<=1 & 1<=p4356] | [p5328<=1 & 1<=p5328]]]]] | [[[[[[p5378<=1 & 1<=p5378] | [p1998<=1 & 1<=p1998]] | [p6472<=1 & 1<=p6472]] | [[p5406<=1 & 1<=p5406] | [p4244<=1 & 1<=p4244]]] | [[[p2740<=1 & 1<=p2740] | [p1544<=1 & 1<=p1544]] | [[p2205<=1 & 1<=p2205] | [p4584<=1 & 1<=p4584]]]] | [[[[p3048<=1 & 1<=p3048] | [p6158<=1 & 1<=p6158]] | [[p3629<=1 & 1<=p3629] | [p4239<=1 & 1<=p4239]]] | [[[p5323<=1 & 1<=p5323] | [p953<=1 & 1<=p953]] | [[p3388<=1 & 1<=p3388] | [p2031<=1 & 1<=p2031]]]]]]] | [[[[[[[[p6482<=1 & 1<=p6482] | [p1500<=1 & 1<=p1500]] | [p2522<=1 & 1<=p2522]] | [[p1775<=1 & 1<=p1775] | [p6580<=1 & 1<=p6580]]] | [[[p4763<=1 & 1<=p4763] | [p4366<=1 & 1<=p4366]] | [[p3708<=1 & 1<=p3708] | [p6021<=1 & 1<=p6021]]]] | [[[[[p4986<=1 & 1<=p4986] | [p6090<=1 & 1<=p6090]] | [p4919<=1 & 1<=p4919]] | [[p6384<=1 & 1<=p6384] | [p5926<=1 & 1<=p5926]]] | [[[p3142<=1 & 1<=p3142] | [p2120<=1 & 1<=p2120]] | [[p1902<=1 & 1<=p1902] | [p3132<=1 & 1<=p3132]]]]] | [[[[[[p1165<=1 & 1<=p1165] | [p6374<=1 & 1<=p6374]] | [p3406<=1 & 1<=p3406]] | [[p6215<=1 & 1<=p6215] | [p5810<=1 & 1<=p5810]]] | [[[p3009<=1 & 1<=p3009] | [p4976<=1 & 1<=p4976]] | [[p3964<=1 & 1<=p3964] | [p5765<=1 & 1<=p5765]]]] | [[[[p654<=1 & 1<=p654] | [p4361<=1 & 1<=p4361]] | [[p5383<=1 & 1<=p5383] | [p5921<=1 & 1<=p5921]]] | [[[p2991<=1 & 1<=p2991] | [p3199<=1 & 1<=p3199]] | [[p6095<=1 & 1<=p6095] | [p4725<=1 & 1<=p4725]]]]]] | [[[[[[[p4348<=1 & 1<=p4348] | [p6477<=1 & 1<=p6477]] | [p4701<=1 & 1<=p4701]] | [[p6272<=1 & 1<=p6272] | [p3004<=1 & 1<=p3004]]] | [[[p1549<=1 & 1<=p1549] | [p5043<=1 & 1<=p5043]] | [[p2735<=1 & 1<=p2735] | [p3619<=1 & 1<=p3619]]]] | [[[[p6417<=1 & 1<=p6417] | [p3539<=1 & 1<=p3539]] | [[p6537<=1 & 1<=p6537] | [p5579<=1 & 1<=p5579]]] | [[[p2395<=1 & 1<=p2395] | [p4105<=1 & 1<=p4105]] | [[p3959<=1 & 1<=p3959] | [p4981<=1 & 1<=p4981]]]]] | [[[[[[p6045<=1 & 1<=p6045] | [p5805<=1 & 1<=p5805]] | [p4835<=1 & 1<=p4835]] | [[p6128<=1 & 1<=p6128] | [p2797<=1 & 1<=p2797]]] | [[[p3703<=1 & 1<=p3703] | [p445<=1 & 1<=p445]] | [[p2036<=1 & 1<=p2036] | [p4026<=1 & 1<=p4026]]]] | [[[[p4641<=1 & 1<=p4641] | [p1147<=1 & 1<=p1147]] | [[p2182<=1 & 1<=p2182] | [p3572<=1 & 1<=p3572]]] | [[[p6422<=1 & 1<=p6422] | [p5951<=1 & 1<=p5951]] | [[p4100<=1 & 1<=p4100] | [p5559<=1 & 1<=p5559]]]]]]]] | [[[[[[[[[p4706<=1 & 1<=p4706] | [p6026<=1 & 1<=p6026]] | [p3988<=1 & 1<=p3988]] | [[p4215<=1 & 1<=p4215] | [p2011<=1 & 1<=p2011]]] | [[[p440<=1 & 1<=p440] | [p6253<=1 & 1<=p6253]] | [[p4929<=1 & 1<=p4929] | [p3505<=1 & 1<=p3505]]]] | [[[[[p2215<=1 & 1<=p2215] | [p2234<=1 & 1<=p2234]] | [p2996<=1 & 1<=p2996]] | [[p3728<=1 & 1<=p3728] | [p5995<=1 & 1<=p5995]]] | [[[p2438<=1 & 1<=p2438] | [p2631<=1 & 1<=p2631]] | [[p1505<=1 & 1<=p1505] | [p6560<=1 & 1<=p6560]]]]] | [[[[[[p5639<=1 & 1<=p5639] | [p5318<=1 & 1<=p5318]] | [p6267<=1 & 1<=p6267]] | [[p4192<=1 & 1<=p4192] | [p3368<=1 & 1<=p3368]]] | [[[p5539<=1 & 1<=p5539] | [p5901<=1 & 1<=p5901]] | [[p6441<=1 & 1<=p6441] | [p1108<=1 & 1<=p1108]]]] | [[[[p2952<=1 & 1<=p2952] | [p6585<=1 & 1<=p6585]] | [[p1127<=1 & 1<=p1127] | [p6133<=1 & 1<=p6133]]] | [[[p2371<=1 & 1<=p2371] | [p1524<=1 & 1<=p1524]] | [[p3795<=1 & 1<=p3795] | [p2348<=1 & 1<=p2348]]]]]] | [[[[[[[p978<=1 & 1<=p978] | [p5945<=1 & 1<=p5945]] | [p5584<=1 & 1<=p5584]] | [[p4952<=1 & 1<=p4952] | [p2835<=1 & 1<=p2835]]] | [[[p3902<=1 & 1<=p3902] | [p421<=1 & 1<=p421]] | [[p2612<=1 & 1<=p2612] | [p2768<=1 & 1<=p2768]]]] | [[[[p3969<=1 & 1<=p3969] | [p4840<=1 & 1<=p4840]] | [[p4612<=1 & 1<=p4612] | [p5212<=1 & 1<=p5212]]] | [[[p4532<=1 & 1<=p4532] | [p6350<=1 & 1<=p6350]] | [[p4309<=1 & 1<=p4309] | [p1010<=1 & 1<=p1010]]]]] | [[[[[[p3108<=1 & 1<=p3108] | [p6292<=1 & 1<=p6292]] | [p5117<=1 & 1<=p5117]] | [[p5232<=1 & 1<=p5232] | [p2144<=1 & 1<=p2144]]] | [[[p4745<=1 & 1<=p4745] | [p1331<=1 & 1<=p1331]] | [[p5604<=1 & 1<=p5604] | [p6512<=1 & 1<=p6512]]]] | [[[[p5740<=1 & 1<=p5740] | [p5038<=1 & 1<=p5038]] | [[p1979<=1 & 1<=p1979] | [p5019<=1 & 1<=p5019]]] | [[[p3760<=1 & 1<=p3760] | [p2125<=1 & 1<=p2125]] | [[p3175<=1 & 1<=p3175] | [p3194<=1 & 1<=p3194]]]]]]] | [[[[[[[[p3648<=1 & 1<=p3648] | [p1751<=1 & 1<=p1751]] | [p678<=1 & 1<=p678]] | [[p2351<=1 & 1<=p2351] | [p997<=1 & 1<=p997]]] | [[[p659<=1 & 1<=p659] | [p2574<=1 & 1<=p2574]] | [[p5790<=1 & 1<=p5790] | [p3165<=1 & 1<=p3165]]]] | [[[[p1388<=1 & 1<=p1388] | [p5715<=1 & 1<=p5715]] | [[p3912<=1 & 1<=p3912] | [p6108<=1 & 1<=p6108]]] | [[[p3823<=1 & 1<=p3823] | [p524<=1 & 1<=p524]] | [[p5629<=1 & 1<=p5629] | [p3931<=1 & 1<=p3931]]]]] | [[[[[[p5009<=1 & 1<=p5009] | [p4328<=1 & 1<=p4328]] | [p4443<=1 & 1<=p4443]] | [[p2555<=1 & 1<=p2555] | [p4046<=1 & 1<=p4046]]] | [[[p4815<=1 & 1<=p4815] | [p4589<=1 & 1<=p4589]] | [[p1321<=1 & 1<=p1321] | [p2971<=1 & 1<=p2971]]]] | [[[[p2745<=1 & 1<=p2745] | [p4522<=1 & 1<=p4522]] | [[p534<=1 & 1<=p534] | [p4418<=1 & 1<=p4418]]] | [[[p2428<=1 & 1<=p2428] | [p5435<=1 & 1<=p5435]] | [[p3426<=1 & 1<=p3426] | [p3311<=1 & 1<=p3311]]]]]] | [[[[[[[p1941<=1 & 1<=p1941] | [p4948<=1 & 1<=p4948]] | [p2313<=1 & 1<=p2313]] | [[p2800<=1 & 1<=p2800] | [p2599<=1 & 1<=p2599]]] | [[[p4125<=1 & 1<=p4125] | [p4783<=1 & 1<=p4783]] | [[p5976<=1 & 1<=p5976] | [p5155<=1 & 1<=p5155]]]] | [[[[p3785<=1 & 1<=p3785] | [p5529<=1 & 1<=p5529]] | [[p2939<=1 & 1<=p2939] | [p5839<=1 & 1<=p5839]]] | [[[p6183<=1 & 1<=p6183] | [p1035<=1 & 1<=p1035]] | [[p3445<=1 & 1<=p3445] | [p4157<=1 & 1<=p4157]]]]] | [[[[[[p5416<=1 & 1<=p5416] | [p1747<=1 & 1<=p1747]] | [p3232<=1 & 1<=p3232]] | [[p1954<=1 & 1<=p1954] | [p3591<=1 & 1<=p3591]]] | [[[p1582<=1 & 1<=p1582] | [p847<=1 & 1<=p847]] | [[p5142<=1 & 1<=p5142] | [p1728<=1 & 1<=p1728]]]] | [[[[p809<=1 & 1<=p809] | [p828<=1 & 1<=p828]] | [[p3509<=1 & 1<=p3509] | [p6556<=1 & 1<=p6556]]] | [[[p2598<=1 & 1<=p2598] | [p1576<=1 & 1<=p1576]] | [[p2375<=1 & 1<=p2375] | [p1587<=1 & 1<=p1587]]]]]]]]]] | [[[[[[[[[[[p5322<=1 & 1<=p5322] | [p3926<=1 & 1<=p3926]] | [p2229<=1 & 1<=p2229]] | [[p3335<=1 & 1<=p3335] | [p2811<=1 & 1<=p2811]]] | [[[p4508<=1 & 1<=p4508] | [p1501<=1 & 1<=p1501]] | [[p5039<=1 & 1<=p5039] | [p510<=1 & 1<=p510]]]] | [[[[[p1984<=1 & 1<=p1984] | [p2995<=1 & 1<=p2995]] | [p3151<=1 & 1<=p3151]] | [[p2569<=1 & 1<=p2569] | [p5379<=1 & 1<=p5379]]] | [[[p1161<=1 & 1<=p1161] | [p548<=1 & 1<=p548]] | [[p6132<=1 & 1<=p6132] | [p4753<=1 & 1<=p4753]]]]] | [[[[[[p3202<=1 & 1<=p3202] | [p6339<=1 & 1<=p6339]] | [p5925<=1 & 1<=p5925]] | [[p4546<=1 & 1<=p4546] | [p4168<=1 & 1<=p4168]]] | [[[p2909<=1 & 1<=p2909] | [p4022<=1 & 1<=p4022]] | [[p5766<=1 & 1<=p5766] | [p1358<=1 & 1<=p1358]]]] | [[[[p2518<=1 & 1<=p2518] | [p5809<=1 & 1<=p5809]] | [[p2613<=1 & 1<=p2613] | [p6096<=1 & 1<=p6096]]] | [[[p4148<=1 & 1<=p4148] | [p2126<=1 & 1<=p2126]] | [[p4635<=1 & 1<=p4635] | [p5585<=1 & 1<=p5585]]]]]] | [[[[[[[p6543<=1 & 1<=p6543] | [p4412<=1 & 1<=p4412]] | [p2836<=1 & 1<=p2836]] | [[p1903<=1 & 1<=p1903] | [p2791<=1 & 1<=p2791]]] | [[[p5759<=1 & 1<=p5759] | [p3970<=1 & 1<=p3970]] | [[p4590<=1 & 1<=p4590] | [p2171<=1 & 1<=p2171]]]] | [[[[p5977<=1 & 1<=p5977] | [p660<=1 & 1<=p660]] | [[p4367<=1 & 1<=p4367] | [p2394<=1 & 1<=p2394]]] | [[[p996<=1 & 1<=p996] | [p2568<=1 & 1<=p2568]] | [[p5709<=1 & 1<=p5709] | [p5804<=1 & 1<=p5804]]]]] | [[[[[[p3702<=1 & 1<=p3702] | [p4545<=1 & 1<=p4545]] | [p4809<=1 & 1<=p4809]] | [[p3233<=1 & 1<=p3233] | [p6304<=1 & 1<=p6304]]] | [[[p3305<=1 & 1<=p3305] | [p1729<=1 & 1<=p1729]] | [[p5714<=1 & 1<=p5714] | [p1041<=1 & 1<=p1041]]]] | [[[[p2300<=1 & 1<=p2300] | [p3573<=1 & 1<=p3573]] | [[p2523<=1 & 1<=p2523] | [p4707<=1 & 1<=p4707]]] | [[[p3350<=1 & 1<=p3350] | [p1774<=1 & 1<=p1774]] | [[p6254<=1 & 1<=p6254] | [p439<=1 & 1<=p439]]]]]]] | [[[[[[[[p2216<=1 & 1<=p2216] | [p547<=1 & 1<=p547]] | [p6385<=1 & 1<=p6385]] | [[p4987<=1 & 1<=p4987] | [p5429<=1 & 1<=p5429]]] | [[[p822<=1 & 1<=p822] | [p4193<=1 & 1<=p4193]] | [[p834<=1 & 1<=p834] | [p5317<=1 & 1<=p5317]]]] | [[[[[p3618<=1 & 1<=p3618] | [p1506<=1 & 1<=p1506]] | [p3143<=1 & 1<=p3143]] | [[p6373<=1 & 1<=p6373] | [p3131<=1 & 1<=p3131]]] | [[[p6483<=1 & 1<=p6483] | [p1166<=1 & 1<=p1166]] | [[p6423<=1 & 1<=p6423] | [p6266<=1 & 1<=p6266]]]]] | [[[[[[p4975<=1 & 1<=p4975] | [p6196<=1 & 1<=p6196]] | [p2349<=1 & 1<=p2349]] | [[p3925<=1 & 1<=p3925] | [p3010<=1 & 1<=p3010]]] | [[[p6216<=1 & 1<=p6216] | [p4310<=1 & 1<=p4310]] | [[p5161<=1 & 1<=p5161] | [p6591<=1 & 1<=p6591]]]] | [[[[p2511<=1 & 1<=p2511] | [p2228<=1 & 1<=p2228]] | [[p2042<=1 & 1<=p2042] | [p6204<=1 & 1<=p6204]]] | [[[p6039<=1 & 1<=p6039] | [p5590<=1 & 1<=p5590]] | [[p5603<=1 & 1<=p5603] | [p5417<=1 & 1<=p5417]]]]]] | [[[[[[[p4355<=1 & 1<=p4355] | [p3444<=1 & 1<=p3444]] | [p4930<=1 & 1<=p4930]] | [[p6526<=1 & 1<=p6526] | [p6471<=1 & 1<=p6471]]] | [[[p1154<=1 & 1<=p1154] | [p1786<=1 & 1<=p1786]] | [[p2908<=1 & 1<=p2908] | [p6321<=1 & 1<=p6321]]]] | [[[[p3759<=1 & 1<=p3759] | [p3630<=1 & 1<=p3630]] | [[p827<=1 & 1<=p827] | [p4752<=1 & 1<=p4752]]] | [[[p1551<=1 & 1<=p1551] | [p1389<=1 & 1<=p1389]] | [[p5372<=1 & 1<=p5372] | [p6084<=1 & 1<=p6084]]]]] | [[[[[[p665<=1 & 1<=p665] | [p3188<=1 & 1<=p3188]] | [p6261<=1 & 1<=p6261]] | [[p1004<=1 & 1<=p1004] | [p4201<=1 & 1<=p4201]]] | [[[p4015<=1 & 1<=p4015] | [p434<=1 & 1<=p434]] | [[p2848<=1 & 1<=p2848] | [p6139<=1 & 1<=p6139]]]] | [[[[p6316<=1 & 1<=p6316] | [p5994<=1 & 1<=p5994]] | [[p5116<=1 & 1<=p5116] | [p1344<=1 & 1<=p1344]]] | [[[p5932<=1 & 1<=p5932] | [p2357<=1 & 1<=p2357]] | [[p5032<=1 & 1<=p5032] | [p2746<=1 & 1<=p2746]]]]]]]] | [[[[[[[[[p2953<=1 & 1<=p2953] | [p3714<=1 & 1<=p3714]] | [p3528<=1 & 1<=p3528]] | [[p4846<=1 & 1<=p4846] | [p1109<=1 & 1<=p1109]]] | [[[p6586<=1 & 1<=p6586] | [p5111<=1 & 1<=p5111]] | [[p6189<=1 & 1<=p6189] | [p4334<=1 & 1<=p4334]]]] | [[[[[p4999<=1 & 1<=p4999] | [p5920<=1 & 1<=p5920]] | [p653<=1 & 1<=p653]] | [[p6015<=1 & 1<=p6015] | [p4449<=1 & 1<=p4449]]] | [[[p6059<=1 & 1<=p6059] | [p6228<=1 & 1<=p6228]] | [[p5044<=1 & 1<=p5044] | [p3022<=1 & 1<=p3022]]]]] | [[[[[[p2977<=1 & 1<=p2977] | [p4821<=1 & 1<=p4821]] | [p3245<=1 & 1<=p3245]] | [[p1029<=1 & 1<=p1029] | [p1178<=1 & 1<=p1178]]] | [[[p1985<=1 & 1<=p1985] | [p5441<=1 & 1<=p5441]] | [[p5578<=1 & 1<=p5578] | [p1133<=1 & 1<=p1133]]]] | [[[[p3419<=1 & 1<=p3419] | [p2580<=1 & 1<=p2580]] | [[p1915<=1 & 1<=p1915] | [p5503<=1 & 1<=p5503]]] | [[[p1543<=1 & 1<=p1543] | [p6397<=1 & 1<=p6397]] | [[p3047<=1 & 1<=p3047] | [p6114<=1 & 1<=p6114]]]]]] | [[[[[[[p5396<=1 & 1<=p5396] | [p4647<=1 & 1<=p4647]] | [p3937<=1 & 1<=p3937]] | [[p5597<=1 & 1<=p5597] | [p1588<=1 & 1<=p1588]]] | [[[p3387<=1 & 1<=p3387] | [p2030<=1 & 1<=p2030]] | [[p3709<=1 & 1<=p3709] | [p5771<=1 & 1<=p5771]]]] | [[[[p2402<=1 & 1<=p2402] | [p3597<=1 & 1<=p3597]] | [[p3317<=1 & 1<=p3317] | [p2307<=1 & 1<=p2307]]] | [[[p2945<=1 & 1<=p2945] | [p4379<=1 & 1<=p4379]] | [[p5970<=1 & 1<=p5970] | [p2195<=1 & 1<=p2195]]]]] | [[[[[[p3804<=1 & 1<=p3804] | [p5989<=1 & 1<=p5989]] | [p1960<=1 & 1<=p1960]] | [[p4039<=1 & 1<=p4039] | [p6531<=1 & 1<=p6531]]] | [[[p959<=1 & 1<=p959] | [p2535<=1 & 1<=p2535]] | [[p4151<=1 & 1<=p4151] | [p4789<=1 & 1<=p4789]]]] | [[[[p5783<=1 & 1<=p5783] | [p5721<=1 & 1<=p5721]] | [[p5702<=1 & 1<=p5702] | [p5384<=1 & 1<=p5384]]] | [[[p6072<=1 & 1<=p6072] | [p3362<=1 & 1<=p3362]] | [[p1191<=1 & 1<=p1191] | [p3585<=1 & 1<=p3585]]]]]]] | [[[[[[[[p815<=1 & 1<=p815] | [p4726<=1 & 1<=p4726]] | [p6328<=1 & 1<=p6328]] | [[p1741<=1 & 1<=p1741] | [p2548<=1 & 1<=p2548]]] | [[[p3035<=1 & 1<=p3035] | [p6598<=1 & 1<=p6598]] | [[p6241<=1 & 1<=p6241] | [p505<=1 & 1<=p505]]]] | [[[[p4719<=1 & 1<=p4719] | [p6273<=1 & 1<=p6273]] | [[p1121<=1 & 1<=p1121] | [p2005<=1 & 1<=p2005]]] | [[[p6519<=1 & 1<=p6519] | [p4347<=1 & 1<=p4347]] | [[p6435<=1 & 1<=p6435] | [p3540<=1 & 1<=p3540]]]]] | [[[[[[p2920<=1 & 1<=p2920] | [p3432<=1 & 1<=p3432]] | [p1146<=1 & 1<=p1146]] | [[p5305<=1 & 1<=p5305] | [p6538<=1 & 1<=p6538]]] | [[[p5168<=1 & 1<=p5168] | [p4106<=1 & 1<=p4106]] | [[p971<=1 & 1<=p971] | [p5982<=1 & 1<=p5982]]]] | [[[[p6127<=1 & 1<=p6127] | [p4942<=1 & 1<=p4942]] | [[p1518<=1 & 1<=p1518] | [p4834<=1 & 1<=p4834]]] | [[[p4027<=1 & 1<=p4027] | [p427<=1 & 1<=p427]] | [[p2593<=1 & 1<=p2593] | [p446<=1 & 1<=p446]]]]]] | [[[[[[[p4503<=1 & 1<=p4503] | [p5516<=1 & 1<=p5516]] | [p2990<=1 & 1<=p2990]] | [[p2240<=1 & 1<=p2240] | [p2183<=1 & 1<=p2183]]] | [[[p5206<=1 & 1<=p5206] | [p3324<=1 & 1<=p3324]] | [[p2625<=1 & 1<=p2625] | [p1302<=1 & 1<=p1302]]]] | [[[[p5123<=1 & 1<=p5123] | [p4424<=1 & 1<=p4424]] | [[p2415<=1 & 1<=p2415] | [p2138<=1 & 1<=p2138]]] | [[[p4322<=1 & 1<=p4322] | [p2965<=1 & 1<=p2965]] | [[p6459<=1 & 1<=p6459] | [p3766<=1 & 1<=p3766]]]]] | [[[[[[p4764<=1 & 1<=p4764] | [p6102<=1 & 1<=p6102]] | [p6003<=1 & 1<=p6003]] | [[p5610<=1 & 1<=p5610] | [p6579<=1 & 1<=p6579]]] | [[[p1798<=1 & 1<=p1798] | [p984<=1 & 1<=p984]] | [[p672<=1 & 1<=p672] | [p5796<=1 & 1<=p5796]]]] | [[[[p5104<=1 & 1<=p5104] | [p4208<=1 & 1<=p4208]] | [[p3407<=1 & 1<=p3407] | [p1922<=1 & 1<=p1922]]] | [[[p3642<=1 & 1<=p3642] | [p4392<=1 & 1<=p4392]] | [[p6309<=1 & 1<=p6309] | [p2704<=1 & 1<=p2704]]]]]]]]] | [[[[[[[[[[p1973<=1 & 1<=p1973] | [p1016<=1 & 1<=p1016]] | [p3817<=1 & 1<=p3817]] | [[p3982<=1 & 1<=p3982] | [p1563<=1 & 1<=p1563]]] | [[[p2364<=1 & 1<=p2364] | [p5347<=1 & 1<=p5347]] | [[p4163<=1 & 1<=p4163] | [p690<=1 & 1<=p690]]]] | [[[[[p3152<=1 & 1<=p3152] | [p5834<=1 & 1<=p5834]] | [p4509<=1 & 1<=p4509]] | [[p1353<=1 & 1<=p1353] | [p2710<=1 & 1<=p2710]]] | [[[p511<=1 & 1<=p511] | [p4951<=1 & 1<=p4951]] | [[p5958<=1 & 1<=p5958] | [p5174<=1 & 1<=p5174]]]]] | [[[[[[p4118<=1 & 1<=p4118] | [p4906<=1 & 1<=p4906]] | [p3330<=1 & 1<=p3330]] | [[p6340<=1 & 1<=p6340] | [p3721<=1 & 1<=p3721]]] | [[[p2806<=1 & 1<=p2806] | [p5739<=1 & 1<=p5739]] | [[p5616<=1 & 1<=p5616] | [p1750<=1 & 1<=p1750]]]] | [[[[p4900<=1 & 1<=p4900] | [p6513<=1 & 1<=p6513]] | [[p4112<=1 & 1<=p4112] | [p6285<=1 & 1<=p6285]]] | [[[p3101<=1 & 1<=p3101] | [p4214<=1 & 1<=p4214]] | [[p803<=1 & 1<=p803] | [p3203<=1 & 1<=p3203]]]]]] | [[[[[[[p3772<=1 & 1<=p3772] | [p6334<=1 & 1<=p6334]] | [p3504<=1 & 1<=p3504]] | [[p1928<=1 & 1<=p1928] | [p4738<=1 & 1<=p4738]]] | [[[p4554<=1 & 1<=p4554] | [p3727<=1 & 1<=p3727]] | [[p2370<=1 & 1<=p2370] | [p1308<=1 & 1<=p1308]]]] | [[[[p5566<=1 & 1<=p5566] | [p5180<=1 & 1<=p5180]] | [[p2319<=1 & 1<=p2319] | [p6561<=1 & 1<=p6561]]] | [[[p6573<=1 & 1<=p6573] | [p5129<=1 & 1<=p5129]] | [[p2761<=1 & 1<=p2761] | [p409<=1 & 1<=p409]]]]] | [[[[[[p4605<=1 & 1<=p4605] | [p6177<=1 & 1<=p6177]] | [p4124<=1 & 1<=p4124]] | [[p3600<=1 & 1<=p3600] | [p5135<=1 & 1<=p5135]]] | [[[p4611<=1 & 1<=p4611] | [p6355<=1 & 1<=p6355]] | [[p6165<=1 & 1<=p6165] | [p1314<=1 & 1<=p1314]]]] | [[[[p5622<=1 & 1<=p5622] | [p3336<=1 & 1<=p3336]] | [[p5964<=1 & 1<=p5964] | [p3113<=1 & 1<=p3113]]] | [[[p2325<=1 & 1<=p2325] | [p6346<=1 & 1<=p6346]] | [[p2812<=1 & 1<=p2812] | [p5231<=1 & 1<=p5231]]]]]]] | [[[[[[[[p4169<=1 & 1<=p4169] | [p1359<=1 & 1<=p1359]] | [p5840<=1 & 1<=p5840]] | [[p1756<=1 & 1<=p1756] | [p5733<=1 & 1<=p5733]]] | [[[p4744<=1 & 1<=p4744] | [p5522<=1 & 1<=p5522]] | [[p3778<=1 & 1<=p3778] | [p2722<=1 & 1<=p2722]]]] | [[[[[p517<=1 & 1<=p517] | [p4957<=1 & 1<=p4957]] | [p4566<=1 & 1<=p4566]] | [[p1934<=1 & 1<=p1934] | [p5846<=1 & 1<=p5846]]] | [[[p5560<=1 & 1<=p5560] | [p5186<=1 & 1<=p5186]] | [[p2376<=1 & 1<=p2376] | [p1365<=1 & 1<=p1365]]]]] | [[[[[[p4560<=1 & 1<=p4560] | [p5727<=1 & 1<=p5727]] | [p4175<=1 & 1<=p4175]] | [[p6507<=1 & 1<=p6507] | [p2716<=1 & 1<=p2716]]] | [[[p415<=1 & 1<=p415] | [p3829<=1 & 1<=p3829]] | [[p3209<=1 & 1<=p3209] | [p6291<=1 & 1<=p6291]]]] | [[[[p5628<=1 & 1<=p5628] | [p3107<=1 & 1<=p3107]] | [[p4220<=1 & 1<=p4220] | [p4515<=1 & 1<=p4515]]] | [[[p6171<=1 & 1<=p6171] | [p684<=1 & 1<=p684]] | [[p4795<=1 & 1<=p4795] | [p1705<=1 & 1<=p1705]]]]]] | [[[[[[[p2818<=1 & 1<=p2818] | [p5002<=1 & 1<=p5002]] | [p2767<=1 & 1<=p2767]] | [[p3733<=1 & 1<=p3733] | [p3158<=1 & 1<=p3158]]] | [[[p3342<=1 & 1<=p3342] | [p6567<=1 & 1<=p6567]] | [[p5360<=1 & 1<=p5360] | [p2427<=1 & 1<=p2427]]]] | [[[[p2550<=1 & 1<=p2550] | [p4226<=1 & 1<=p4226]] | [[p5237<=1 & 1<=p5237] | [p6297<=1 & 1<=p6297]]] | [[[p6411<=1 & 1<=p6411] | [p2728<=1 & 1<=p2728]] | [[p1940<=1 & 1<=p1940] | [p529<=1 & 1<=p529]]]]] | [[[[[[p3784<=1 & 1<=p3784] | [p1762<=1 & 1<=p1762]] | [p1717<=1 & 1<=p1717]] | [[p4572<=1 & 1<=p4572] | [p3393<=1 & 1<=p3393]]] | [[[p5528<=1 & 1<=p5528] | [p3561<=1 & 1<=p3561]] | [[p2773<=1 & 1<=p2773] | [p6495<=1 & 1<=p6495]]]] | [[[[p2382<=1 & 1<=p2382] | [p5329<=1 & 1<=p5329]] | [[p6159<=1 & 1<=p6159] | [p5141<=1 & 1<=p5141]]] | [[[p5405<=1 & 1<=p5405] | [p4617<=1 & 1<=p4617]] | [[p6361<=1 & 1<=p6361] | [p3119<=1 & 1<=p3119]]]]]]]] | [[[[[[[[[p2331<=1 & 1<=p2331] | [p5816<=1 & 1<=p5816]] | [p3170<=1 & 1<=p3170]] | [[p4304<=1 & 1<=p4304] | [p3516<=1 & 1<=p3516]]] | [[[p5014<=1 & 1<=p5014] | [p3907<=1 & 1<=p3907]] | [[p846<=1 & 1<=p846] | [p4623<=1 & 1<=p4623]]]] | [[[[[p3835<=1 & 1<=p3835] | [p2204<=1 & 1<=p2204]] | [p5335<=1 & 1<=p5335]] | [[p2337<=1 & 1<=p2337] | [p3164<=1 & 1<=p3164]]] | [[[p1991<=1 & 1<=p1991] | [p5822<=1 & 1<=p5822]] | [[p4924<=1 & 1<=p4924] | [p3348<=1 & 1<=p3348]]]]] | [[[[[[p5147<=1 & 1<=p5147] | [p4963<=1 & 1<=p4963]] | [p523<=1 & 1<=p523]] | [[p3790<=1 & 1<=p3790] | [p3958<=1 & 1<=p3958]]] | [[[p3913<=1 & 1<=p3913] | [p1103<=1 & 1<=p1103]] | [[p2153<=1 & 1<=p2153] | [p2114<=1 & 1<=p2114]]]] | [[[[p5008<=1 & 1<=p5008] | [p5554<=1 & 1<=p5554]] | [[p4130<=1 & 1<=p4130] | [p5192<=1 & 1<=p5192]]] | [[[p2556<=1 & 1<=p2556] | [p4181<=1 & 1<=p4181]] | [[p1320<=1 & 1<=p1320] | [p2505<=1 & 1<=p2505]]]]]] | [[[[[[[p3555<=1 & 1<=p3555] | [p3606<=1 & 1<=p3606]] | [p2433<=1 & 1<=p2433]] | [[p5366<=1 & 1<=p5366] | [p1371<=1 & 1<=p1371]]] | [[[p4521<=1 & 1<=p4521] | [p3739<=1 & 1<=p3739]] | [[p5534<=1 & 1<=p5534] | [p5634<=1 & 1<=p5634]]]] | [[[[p4400<=1 & 1<=p4400] | [p3215<=1 & 1<=p3215]] | [[p2824<=1 & 1<=p2824] | [p5243<=1 & 1<=p5243]]] | [[[p1711<=1 & 1<=p1711] | [p535<=1 & 1<=p535]] | [[p5198<=1 & 1<=p5198] | [p1377<=1 & 1<=p1377]]]]] | [[[[[[p4187<=1 & 1<=p4187] | [p3399<=1 & 1<=p3399]] | [p5944<=1 & 1<=p5944]] | [[p2102<=1 & 1<=p2102] | [p4912<=1 & 1<=p4912]]] | [[[p6145<=1 & 1<=p6145] | [p3901<=1 & 1<=p3901]] | [[p4009<=1 & 1<=p4009] | [p3841<=1 & 1<=p3841]]]] | [[[[p2734<=1 & 1<=p2734] | [p1723<=1 & 1<=p1723]] | [[p2830<=1 & 1<=p2830] | [p2210<=1 & 1<=p2210]]] | [[[p5753<=1 & 1<=p5753] | [p6501<=1 & 1<=p6501]] | [[p1946<=1 & 1<=p1946] | [p4533<=1 & 1<=p4533]]]]]]] | [[[[[[[[p3745<=1 & 1<=p3745] | [p5354<=1 & 1<=p5354]] | [p1332<=1 & 1<=p1332]] | [[p5341<=1 & 1<=p5341] | [p4232<=1 & 1<=p4232]]] | [[[p4142<=1 & 1<=p4142] | [p4629<=1 & 1<=p4629]] | [[p3567<=1 & 1<=p3567] | [p5745<=1 & 1<=p5745]]]] | [[[[p2779<=1 & 1<=p2779] | [p5020<=1 & 1<=p5020]] | [[p2785<=1 & 1<=p2785] | [p1997<=1 & 1<=p1997]]] | [[[p6405<=1 & 1<=p6405] | [p3510<=1 & 1<=p3510]] | [[p696<=1 & 1<=p696] | [p5411<=1 & 1<=p5411]]]]] | [[[[[[p3176<=1 & 1<=p3176] | [p2388<=1 & 1<=p2388]] | [p6153<=1 & 1<=p6153]] | [[p3612<=1 & 1<=p3612] | [p2601<=1 & 1<=p2601]]] | [[[p2439<=1 & 1<=p2439] | [p4136<=1 & 1<=p4136]] | [[p3125<=1 & 1<=p3125] | [p5249<=1 & 1<=p5249]]]] | [[[[p6027<=1 & 1<=p6027] | [p5952<=1 & 1<=p5952]] | [[p6555<=1 & 1<=p6555] | [p3952<=1 & 1<=p3952]]] | [[[p4238<=1 & 1<=p4238] | [p4969<=1 & 1<=p4969]] | [[p6367<=1 & 1<=p6367] | [p1326<=1 & 1<=p1326]]]]]] | [[[[[[[p4578<=1 & 1<=p4578] | [p5640<=1 & 1<=p5640]] | [p2108<=1 & 1<=p2108]] | [[p3221<=1 & 1<=p3221] | [p2159<=1 & 1<=p2159]]] | [[[p2343<=1 & 1<=p2343] | [p403<=1 & 1<=p403]] | [[p4003<=1 & 1<=p4003] | [p3796<=1 & 1<=p3796]]]] | [[[[p6489<=1 & 1<=p6489] | [p5540<=1 & 1<=p5540]] | [[p4527<=1 & 1<=p4527] | [p5828<=1 & 1<=p5828]]] | [[[p4918<=1 & 1<=p4918] | [p1768<=1 & 1<=p1768]] | [[p2624<=1 & 1<=p2624] | [p1338<=1 & 1<=p1338]]]]] | [[[[[[p4137<=1 & 1<=p4137] | [p5423<=1 & 1<=p5423]] | [p1115<=1 & 1<=p1115]] | [[p2847<=1 & 1<=p2847] | [p1182<=1 & 1<=p1182]]] | [[[p806<=1 & 1<=p806] | [p5200<=1 & 1<=p5200]] | [[p5596<=1 & 1<=p5596] | [p6337<=1 & 1<=p6337]]]] | [[[[p2401<=1 & 1<=p2401] | [p2936<=1 & 1<=p2936]] | [[p433<=1 & 1<=p433] | [p5792<=1 & 1<=p5792]]] | [[[p3825<=1 & 1<=p3825] | [p3602<=1 & 1<=p3602]] | [[p5306<=1 & 1<=p5306] | [p3914<=1 & 1<=p3914]]]]]]]]]]] | [[[[[[[[[[[[p4236<=1 & 1<=p4236] | [p2118<=1 & 1<=p2118]] | [p5527<=1 & 1<=p5527]] | [[p3783<=1 & 1<=p3783] | [p1324<=1 & 1<=p1324]]] | [[[p6166<=1 & 1<=p6166] | [p2978<=1 & 1<=p2978]] | [[p1196<=1 & 1<=p1196] | [p4013<=1 & 1<=p4013]]]] | [[[[p4346<=1 & 1<=p4346] | [p2330<=1 & 1<=p2330]] | [[p5140<=1 & 1<=p5140] | [p3503<=1 & 1<=p3503]]] | [[[p3995<=1 & 1<=p3995] | [p6404<=1 & 1<=p6404]] | [[p4576<=1 & 1<=p4576] | [p2341<=1 & 1<=p2341]]]]] | [[[[[[p2107<=1 & 1<=p2107] | [p6155<=1 & 1<=p6155]] | [p5409<=1 & 1<=p5409]] | [[p5582<=1 & 1<=p5582] | [p1710<=1 & 1<=p1710]]] | [[[p5974<=1 & 1<=p5974] | [p3705<=1 & 1<=p3705]] | [[p4123<=1 & 1<=p4123] | [p2638<=1 & 1<=p2638]]]] | [[[[p2426<=1 & 1<=p2426] | [p5908<=1 & 1<=p5908]] | [[p1536<=1 & 1<=p1536] | [p3811<=1 & 1<=p3811]]] | [[[p1313<=1 & 1<=p1313] | [p2649<=1 & 1<=p2649]] | [[p5919<=1 & 1<=p5919] | [p6535<=1 & 1<=p6535]]]]]] | [[[[[[[p4421<=1 & 1<=p4421] | [p3162<=1 & 1<=p3162]] | [p6582<=1 & 1<=p6582]] | [[p5330<=1 & 1<=p5330] | [p4713<=1 & 1<=p4713]]] | [[[p4586<=1 & 1<=p4586] | [p4567<=1 & 1<=p4567]] | [[p2803<=1 & 1<=p2803] | [p6053<=1 & 1<=p6053]]]] | [[[[[p4732<=1 & 1<=p4732] | [p966<=1 & 1<=p966]] | [p3386<=1 & 1<=p3386]] | [[p1721<=1 & 1<=p1721] | [p3375<=1 & 1<=p3375]]] | [[[p4520<=1 & 1<=p4520] | [p5196<=1 & 1<=p5196]] | [[p3163<=1 & 1<=p3163] | [p5823<=1 & 1<=p5823]]]]] | [[[[[[p1944<=1 & 1<=p1944] | [p4743<=1 & 1<=p4743]] | [p6121<=1 & 1<=p6121]] | [[p3598<=1 & 1<=p3598] | [p4750<=1 & 1<=p4750]]] | [[[p6415<=1 & 1<=p6415] | [p3839<=1 & 1<=p3839]] | [[p2766<=1 & 1<=p2766] | [p2029<=1 & 1<=p2029]]]] | [[[[p4353<=1 & 1<=p4353] | [p6202<=1 & 1<=p6202]] | [[p4431<=1 & 1<=p4431] | [p2018<=1 & 1<=p2018]]] | [[[p5812<=1 & 1<=p5812] | [p4828<=1 & 1<=p4828]] | [[p6008<=1 & 1<=p6008] | [p4917<=1 & 1<=p4917]]]]]]] | [[[[[[[[p1022<=1 & 1<=p1022] | [p3219<=1 & 1<=p3219]] | [p6149<=1 & 1<=p6149]] | [[p5448<=1 & 1<=p5448] | [p4335<=1 & 1<=p4335]]] | [[[p5370<=1 & 1<=p5370] | [p5224<=1 & 1<=p5224]] | [[p2989<=1 & 1<=p2989] | [p516<=1 & 1<=p516]]]] | [[[[[p6313<=1 & 1<=p6313] | [p5447<=1 & 1<=p5447]] | [p3414<=1 & 1<=p3414]] | [[p2600<=1 & 1<=p2600] | [p3124<=1 & 1<=p3124]]] | [[[p6534<=1 & 1<=p6534] | [p3949<=1 & 1<=p3949]] | [[p5953<=1 & 1<=p5953] | [p3938<=1 & 1<=p3938]]]]] | [[[[[[p3347<=1 & 1<=p3347] | [p6223<=1 & 1<=p6223]] | [p5757<=1 & 1<=p5757]] | [[p4180<=1 & 1<=p4180] | [p4102<=1 & 1<=p4102]]] | [[[p1139<=1 & 1<=p1139] | [p527<=1 & 1<=p527]] | [[p4633<=1 & 1<=p4633] | [p4577<=1 & 1<=p4577]]]] | [[[[p1767<=1 & 1<=p1767] | [p1370<=1 & 1<=p1370]] | [[p6562<=1 & 1<=p6562] | [p3318<=1 & 1<=p3318]]] | [[[p1023<=1 & 1<=p1023] | [p6583<=1 & 1<=p6583]] | [[p1961<=1 & 1<=p1961] | [p1972<=1 & 1<=p1972]]]]]] | [[[[[[[p3220<=1 & 1<=p3220] | [p5331<=1 & 1<=p5331]] | [p2823<=1 & 1<=p2823]] | [[p6054<=1 & 1<=p6054] | [p4771<=1 & 1<=p4771]]] | [[[p3560<=1 & 1<=p3560] | [p2387<=1 & 1<=p2387]] | [[p4374<=1 & 1<=p4374] | [p1575<=1 & 1<=p1575]]]] | [[[[p5778<=1 & 1<=p5778] | [p5197<=1 & 1<=p5197]] | [[p3744<=1 & 1<=p3744] | [p6120<=1 & 1<=p6120]]] | [[[p3900<=1 & 1<=p3900] | [p2398<=1 & 1<=p2398]] | [[p2921<=1 & 1<=p2921] | [p4034<=1 & 1<=p4034]]]]] | [[[[[[p3956<=1 & 1<=p3956] | [p1101<=1 & 1<=p1101]] | [p695<=1 & 1<=p695]] | [[p437<=1 & 1<=p437] | [p2592<=1 & 1<=p2592]]] | [[[p3616<=1 & 1<=p3616] | [p3762<=1 & 1<=p3762]] | [[p2738<=1 & 1<=p2738] | [p1381<=1 & 1<=p1381]]]] | [[[[p6371<=1 & 1<=p6371] | [p5119<=1 & 1<=p5119]] | [[p2727<=1 & 1<=p2727] | [p4973<=1 & 1<=p4973]]] | [[[p2581<=1 & 1<=p2581] | [p3840<=1 & 1<=p3840]] | [[p657<=1 & 1<=p657] | [p3754<=1 & 1<=p3754]]]]]]]] | [[[[[[[[[p4827<=1 & 1<=p4827] | [p2932<=1 & 1<=p2932]] | [p6264<=1 & 1<=p6264]] | [[p5391<=1 & 1<=p5391] | [p2203<=1 & 1<=p2203]]] | [[[p2241<=1 & 1<=p2241] | [p6433<=1 & 1<=p6433]] | [[p2312<=1 & 1<=p2312] | [p6275<=1 & 1<=p6275]]]] | [[[[[p1167<=1 & 1<=p1167] | [p2572<=1 & 1<=p2572]] | [p5310<=1 & 1<=p5310]] | [[p3977<=1 & 1<=p3977] | [p2795<=1 & 1<=p2795]]] | [[[p3929<=1 & 1<=p3929] | [p1390<=1 & 1<=p1390]] | [[p5841<=1 & 1<=p5841] | [p686<=1 & 1<=p686]]]]] | [[[[[[p6037<=1 & 1<=p6037] | [p2524<=1 & 1<=p2524]] | [p3144<=1 & 1<=p3144]] | [[p6333<=1 & 1<=p6333] | [p5547<=1 & 1<=p5547]]] | [[[p1739<=1 & 1<=p1739] | [p1119<=1 & 1<=p1119]] | [[p507<=1 & 1<=p507] | [p810<=1 & 1<=p810]]]] | [[[[p448<=1 & 1<=p448] | [p4549<=1 & 1<=p4549]] | [[p1516<=1 & 1<=p1516] | [p1342<=1 & 1<=p1342]]] | [[[p2747<=1 & 1<=p2747] | [p2620<=1 & 1<=p2620]] | [[p5928<=1 & 1<=p5928] | [p4207<=1 & 1<=p4207]]]]]] | [[[[[[[p4714<=1 & 1<=p4714] | [p2802<=1 & 1<=p2802]] | [p2223<=1 & 1<=p2223]] | [[p2969<=1 & 1<=p2969] | [p1564<=1 & 1<=p1564]]] | [[[p5204<=1 & 1<=p5204] | [p6092<=1 & 1<=p6092]] | [[p6479<=1 & 1<=p6479] | [p5030<=1 &
1<=p5030]]]] | [[[[p1304<=1 & 1<=p1304] | [p1904<=1 & 1<=p1904]] | [[p4807<=1 & 1<=p4807] | [p3309<=1 & 1<=p3309]]] | [[[p6100<=1 & 1<=p6100] | [p2709<=1 & 1<=p2709]] | [[p1352<=1 & 1<=p1352] | [p4946<=1 & 1<=p4946]]]]] | [[[[[[p3541<=1 & 1<=p3541] | [p5612<=1 & 1<=p5612]] | [p2136<=1 & 1<=p2136]] | [[p3017<=1 & 1<=p3017] | [p6184<=1 & 1<=p6184]]] | [[[p5803<=1 & 1<=p5803] | [p3183<=1 & 1<=p3183]] | [[p1778<=1 & 1<=p1778] | [p3329<=1 & 1<=p3329]]]] | [[[[p2038<=1 & 1<=p2038] | [p3443<=1 & 1<=p3443]] | [[p4994<=1 & 1<=p4994] | [p4159<=1 & 1<=p4159]]] | [[[p2184<=1 & 1<=p2184] | [p5732<=1 & 1<=p5732]] | [[p1924<=1 & 1<=p1924] | [p3357<=1 & 1<=p3357]]]]]]] | [[[[[[[[p1952<=1 & 1<=p1952] | [p1990<=1 & 1<=p1990]] | [p2843<=1 & 1<=p2843]] | [[p6392<=1 & 1<=p6392] | [p830<=1 & 1<=p830]]] | [[[p4540<=1 & 1<=p4540] | [p2000<=1 & 1<=p2000]] | [[p4848<=1 & 1<=p4848] | [p3135<=1 & 1<=p3135]]]] | [[[[p1730<=1 & 1<=p1730] | [p3589<=1 & 1<=p3589]] | [[p4953<=1 & 1<=p4953] | [p2563<=1 & 1<=p2563]]] | [[[p1399<=1 & 1<=p1399] | [p3726<=1 & 1<=p3726]] | [[p2321<=1 & 1<=p2321] | [p5176<=1 & 1<=p5176]]]]] | [[[[[[p3106<=1 & 1<=p3106] | [p4410<=1 & 1<=p4410]] | [p6351<=1 & 1<=p6351]] | [[p6255<=1 & 1<=p6255] | [p1158<=1 & 1<=p1158]]] | [[[p6083<=1 & 1<=p6083] | [p3637<=1 & 1<=p3637]] | [[p2232<=1 & 1<=p2232] | [p1701<=1 & 1<=p1701]]]] | [[[[p4604<=1 & 1<=p4604] | [p2515<=1 & 1<=p2515]] | [[p1507<=1 & 1<=p1507] | [p3920<=1 & 1<=p3920]]] | [[[p6424<=1 & 1<=p6424] | [p6284<=1 & 1<=p6284]] | [[p1002<=1 & 1<=p1002] | [p5001<=1 & 1<=p5001]]]]]] | [[[[[[[p4317<=1 & 1<=p4317] | [p2912<=1 & 1<=p2912]] | [p5561<=1 & 1<=p5561]] | [[p1110<=1 & 1<=p1110] | [p6342<=1 & 1<=p6342]]] | [[[p2369<=1 & 1<=p2369] | [p677<=1 & 1<=p677]] | [[p4937<=1 & 1<=p4937] | [p3532<=1 & 1<=p3532]]]] | [[[[p2127<=1 & 1<=p2127] | [p5621<=1 & 1<=p5621]] | [[p419<=1 & 1<=p419] | [p6470<=1 & 1<=p6470]]] | [[[p1043<=1 & 1<=p1043] | [p3300<=1 & 1<=p3300]] | [[p4216<=1 & 1<=p4216] | [p3240<=1 & 1<=p3240]]]]] | [[[[[[p4556<=1 & 1<=p4556] | [p801<=1 & 1<=p801]] | [p2175<=1 & 1<=p2175]] | [[p545<=1 & 1<=p545] | [p1555<=1 & 1<=p1555]]] | [[[p3580<=1 & 1<=p3580] | [p2960<=1 & 1<=p2960]] | [[p2998<=1 & 1<=p2998] | [p6514<=1 & 1<=p6514]]]] | [[[[p1593<=1 & 1<=p1593] | [p995<=1 & 1<=p995]] | [[p3338<=1 & 1<=p3338] | [p4597<=1 & 1<=p4597]]] | [[[p3046<=1 & 1<=p3046] | [p3192<=1 & 1<=p3192]] | [[p1787<=1 & 1<=p1787] | [p5427<=1 & 1<=p5427]]]]]]]]] | [[[[[[[[[[p4401<=1 & 1<=p4401] | [p1981<=1 & 1<=p1981]] | [p3646<=1 & 1<=p3646]] | [[p6232<=1 & 1<=p6232] | [p3115<=1 & 1<=p3115]]] | [[[p2137<=1 & 1<=p2137] | [p2959<=1 & 1<=p2959]] | [[p6185<=1 & 1<=p6185] | [p1758<=1 & 1<=p1758]]]] | [[[[[p4557<=1 & 1<=p4557] | [p3579<=1 & 1<=p3579]] | [p5552<=1 & 1<=p5552]] | [[p6063<=1 & 1<=p6063] | [p4780<=1 & 1<=p4780]]] | [[[p3356<=1 & 1<=p3356] | [p5244<=1 & 1<=p5244]] | [[p3026<=1 & 1<=p3026] | [p6450<=1 & 1<=p6450]]]]] | [[[[[[p985<=1 & 1<=p985] | [p2445<=1 & 1<=p2445]] | [p1361<=1 & 1<=p1361]] | [[p6499<=1 & 1<=p6499] | [p3182<=1 & 1<=p3182]]] | [[[p2048<=1 & 1<=p2048] | [p3423<=1 & 1<=p3423]] | [[p4539<=1 & 1<=p4539] | [p4847<=1 & 1<=p4847]]]] | [[[[p4936<=1 & 1<=p4936] | [p536<=1 & 1<=p536]] | [[p4004<=1 & 1<=p4004] | [p3512<=1 & 1<=p3512]]] | [[[p5507<=1 & 1<=p5507] | [p2941<=1 & 1<=p2941]] | [[p4383<=1 & 1<=p4383] | [p6553<=1 & 1<=p6553]]]]]] | [[[[[[[p5842<=1 & 1<=p5842] | [p2406<=1 & 1<=p2406]] | [p6592<=1 & 1<=p6592]] | [[p5110<=1 & 1<=p5110] | [p2718<=1 & 1<=p2718]]] | [[[p1177<=1 & 1<=p1177] | [p5177<=1 & 1<=p5177]] | [[p3976<=1 & 1<=p3976] | [p6505<=1 & 1<=p6505]]]] | [[[[p2378<=1 & 1<=p2378] | [p6434<=1 & 1<=p6434]] | [[p5546<=1 & 1<=p5546] | [p2619<=1 & 1<=p2619]]] | [[[p1343<=1 & 1<=p1343] | [p3735<=1 & 1<=p3735]] | [[p1517<=1 & 1<=p1517] | [p5418<=1 & 1<=p5418]]]]] | [[[[[[p3200<=1 & 1<=p3200] | [p5993<=1 & 1<=p5993]] | [p811<=1 & 1<=p811]] | [[p4316<=1 & 1<=p4316] | [p5787<=1 & 1<=p5787]]] | [[[p5938<=1 & 1<=p5938] | [p6362<=1 & 1<=p6362]] | [[p3249<=1 & 1<=p3249] | [p5351<=1 & 1<=p5351]]]] | [[[[p1003<=1 & 1<=p1003] | [p428<=1 & 1<=p428]] | [[p1584<=1 & 1<=p1584] | [p2311<=1 & 1<=p2311]]] | [[[p2165<=1 & 1<=p2165] | [p4043<=1 & 1<=p4043]] | [[p4624<=1 & 1<=p4624] | [p5205<=1 & 1<=p5205]]]]]]] | [[[[[[[[p6028<=1 & 1<=p6028] | [p4808<=1 & 1<=p4808]] | [p2708<=1 & 1<=p2708]] | [[p2009<=1 & 1<=p2009] | [p4217<=1 & 1<=p4217]]] | [[[p3239<=1 & 1<=p3239] | [p6101<=1 & 1<=p6101]] | [[p5301<=1 & 1<=p5301] | [p4596<=1 & 1<=p4596]]]] | [[[[[p5832<=1 & 1<=p5832] | [p1042<=1 & 1<=p1042]] | [p4529<=1 & 1<=p4529]] | [[p3395<=1 & 1<=p3395] | [p5948<=1 & 1<=p5948]]] | [[[p1351<=1 & 1<=p1351] | [p546<=1 & 1<=p546]] | [[p6460<=1 & 1<=p6460] | [p2775<=1 & 1<=p2775]]]]] | [[[[[[p1797<=1 & 1<=p1797] | [p3522<=1 & 1<=p3522]] | [p2544<=1 & 1<=p2544]] | [[p5797<=1 & 1<=p5797] | [p6515<=1 & 1<=p6515]]] | [[[p4723<=1 & 1<=p4723] | [p5428<=1 & 1<=p5428]] | [[p2629<=1 & 1<=p2629] | [p3172<=1 & 1<=p3172]]]] | [[[[p3328<=1 & 1<=p3328] | [p2147<=1 & 1<=p2147]] | [[p5641<=1 & 1<=p5641] | [p975<=1 & 1<=p975]]] | [[[p4150<=1 & 1<=p4150] | [p3366<=1 & 1<=p3366]] | [[p4790<=1 & 1<=p4790] | [p6195<=1 & 1<=p6195]]]]]] | [[[[[[[p2842<=1 & 1<=p2842] | [p5703<=1 & 1<=p5703]] | [p2155<=1 & 1<=p2155]] | [[p4199<=1 & 1<=p4199] | [p3792<=1 & 1<=p3792]]] | [[[p840<=1 & 1<=p840] | [p4954<=1 & 1<=p4954]] | [[p2562<=1 & 1<=p2562] | [p5149<=1 & 1<=p5149]]]] | [[[[p6352<=1 & 1<=p6352] | [p6294<=1 & 1<=p6294]] | [[p3725<=1 & 1<=p3725] | [p3433<=1 & 1<=p3433]]] | [[[p5361<=1 & 1<=p5361] | [p1740<=1 & 1<=p1740]] | [[p4326<=1 & 1<=p4326] | [p5234<=1 & 1<=p5234]]]]] | [[[[[[p1120<=1 & 1<=p1120] | [p6332<=1 & 1<=p6332]] | [p2902<=1 & 1<=p2902]] | [[p4614<=1 & 1<=p4614] | [p5536<=1 & 1<=p5536]]] | [[[p5167<=1 & 1<=p5167] | [p2435<=1 & 1<=p2435]] | [[p3986<=1 & 1<=p3986] | [p5021<=1 & 1<=p5021]]]] | [[[[p3919<=1 & 1<=p3919] | [p1527<=1 & 1<=p1527]] | [[p5983<=1 & 1<=p5983] | [p2368<=1 & 1<=p2368]]] | [[[p4132<=1 & 1<=p4132] | [p1333<=1 & 1<=p1333]] | [[p1187<=1 & 1<=p1187] | [1<=p676 & p676<=1]]]]]]]] | [[[[[[[[[p5517<=1 & 1<=p5517] | [p2222<=1 & 1<=p2222]] | [p6444<=1 & 1<=p6444]] | [[p418<=1 & 1<=p418] | [p3966<=1 & 1<=p3966]]] | [[[p3810<=1 & 1<=p3810] | [p3706<=1 & 1<=p3706]] | [[p5973<=1 & 1<=p5973] | [p5321<=1 & 1<=p5321]]]] | [[[[[p1546<=1 & 1<=p1546] | [p4033<=1 & 1<=p4033]] | [p6563<=1 & 1<=p6563]] | [[p5438<=1 & 1<=p5438] | [p4237<=1 & 1<=p4237]]] | [[[p5777<=1 & 1<=p5777] | [p2609<=1 & 1<=p2609]] | [[p4122<=1 & 1<=p4122] | [p5215<=1 & 1<=p5215]]]]] | [[[[[[p4014<=1 & 1<=p4014] | [p2832<=1 & 1<=p2832]] | [p2301<=1 & 1<=p2301]] | [[p1197<=1 & 1<=p1197] | [p3502<=1 & 1<=p3502]]] | [[[p2212<=1 & 1<=p2212] | [p3617<=1 & 1<=p3617]] | [[p821<=1 & 1<=p821] | [p5130<=1 & 1<=p5130]]]] | [[[[p1594<=1 & 1<=p1594] | [p6372<=1 & 1<=p6372]] | [[p4974<=1 & 1<=p4974] | [p3569<=1 & 1<=p3569]]] | [[[p656<=1 & 1<=p656] | [p3550<=1 & 1<=p3550]] | [[p6048<=1 & 1<=p6048] | [p5390<=1 & 1<=p5390]]]]]] | [[[[[[[p5371<=1 & 1<=p5371] | [p6111<=1 & 1<=p6111]] | [p4818<=1 & 1<=p4818]] | [[p3636<=1 & 1<=p3636] | [p956<=1 & 1<=p956]]] | [[[p3006<=1 & 1<=p3006] | [p4411<=1 & 1<=p4411]] | [[p5041<=1 & 1<=p5041] | [p4363<=1 & 1<=p4363]]]] | [[[[p3153<=1 & 1<=p3153] | [p5954<=1 & 1<=p5954]] | [[p3105<=1 & 1<=p3105] | [p4742<=1 & 1<=p4742]]] | [[[p3413<=1 & 1<=p3413] | [p4703<=1 & 1<=p4703]] | [[p4103<=1 & 1<=p4103] | [p2813<=1 & 1<=p2813]]]]] | [[[[[[p4837<=1 & 1<=p4837] | [p4170<=1 & 1<=p4170]] | [p2765<=1 & 1<=p2765]] | [[p4430<=1 & 1<=p4430] | [p4983<=1 & 1<=p4983]]] | [[[p6009<=1 & 1<=p6009] | [p6130<=1 & 1<=p6130]] | [[p6212<=1 & 1<=p6212] | [p5340<=1 & 1<=p5340]]]] | [[[[p3849<=1 & 1<=p3849] | [p6381<=1 & 1<=p6381]] | [[p6322<=1 & 1<=p6322] | [p4510<=1 & 1<=p4510]]] | [[[p1149<=1 & 1<=p1149] | [p4916<=1 & 1<=p4916]] | [[p6303<=1 & 1<=p6303] | [p4751<=1 & 1<=p4751]]]]]]] | [[[[[[[[p1130<=1 & 1<=p1130] | [p4770<=1 & 1<=p4770]] | [p5562<=1 & 1<=p5562]] | [[p5581<=1 & 1<=p5581] | [p4189<=1 & 1<=p4189]]] | [[[p4373<=1 & 1<=p4373] | [p3559<=1 & 1<=p3559]] | [[p666<=1 & 1<=p666] | [p4964<=1 & 1<=p4964]]]] | [[[[p3782<=1 & 1<=p3782] | [p5187<=1 & 1<=p5187]] | [[p1537<=1 & 1<=p1537] | [p2552<=1 & 1<=p2552]]] | [[[p5031<=1 & 1<=p5031] | [p5120<=1 & 1<=p5120]] | [[p3830<=1 & 1<=p3830] | [p3016<=1 & 1<=p3016]]]]] | [[[[[[p3957<=1 & 1<=p3957] | [p4306<=1 & 1<=p4306]] | [p5526<=1 & 1<=p5526]] | [[p5572<=1 & 1<=p5572] | [p3909<=1 & 1<=p3909]]] | [[[p3763<=1 & 1<=p3763] | [p3210<=1 & 1<=p3210]] | [[p2358<=1 & 1<=p2358] | [p5158<=1 & 1<=p5158]]]] | [[[[p4993<=1 & 1<=p4993] | [p3753<=1 & 1<=p3753]] | [[p5139<=1 & 1<=p5139] | [p1013<=1 & 1<=p1013]]] | [[[p3607<=1 & 1<=p3607] | [p3626<=1 & 1<=p3626]] | [[p3801<=1 & 1<=p3801] | [p3715<=1 & 1<=p3715]]]]]] | [[[[[[[p2202<=1 & 1<=p2202] | [p408<=1 & 1<=p408]] | [p5311<=1 & 1<=p5311]] | [[p2822<=1 & 1<=p2822] | [p4519<=1 & 1<=p4519]]] | [[[p1140<=1 & 1<=p1140] | [p3229<=1 & 1<=p3229]] | [[p4634<=1 & 1<=p4634] | [p5225<=1 & 1<=p5225]]]] | [[[[p3820<=1 & 1<=p3820] | [p4926<=1 & 1<=p4926]] | [[p4227<=1 & 1<=p4227] | [p6391<=1 & 1<=p6391]]] | [[[p965<=1 & 1<=p965] | [p1032<=1 & 1<=p1032]] | [[p6544<=1 & 1<=p6544] | [p6222<=1 & 1<=p6222]]]]] | [[[[[[p4179<=1 & 1<=p4179] | [p5758<=1 & 1<=p5758]] | [p5591<=1 & 1<=p5591]] | [[p6312<=1 & 1<=p6312] | [p6038<=1 & 1<=p6038]]] | [[[p4160<=1 & 1<=p4160] | [p4761<=1 & 1<=p4761]] | [[p2755<=1 & 1<=p2755] | [p4799<=1 & 1<=p4799]]]] | [[[[p6140<=1 & 1<=p6140] | [p4907<=1 & 1<=p4907]] | [[p4246<=1 & 1<=p4246] | [p6525<=1 & 1<=p6525]]] | [[[p6203<=1 & 1<=p6203] | [p4354<=1 & 1<=p4354]] | [[p4500<=1 & 1<=p4500] | [p4440<=1 & 1<=p4440]]]]]]]]]] | [[[[[[[[[[[p5723<=1 & 1<=p5723] | [p1933<=1 & 1<=p1933]] | [p6175<=1 & 1<=p6175]] | [[p3635<=1 & 1<=p3635] | [p839<=1 & 1<=p839]]] | [[[p4925<=1 & 1<=p4925] | [p1992<=1 & 1<=p1992]] | [[p3791<=1 & 1<=p3791] | [p6221<=1 & 1<=p6221]]]] | [[[[[p6390<=1 & 1<=p6390] | [p5148<=1 & 1<=p5148]] | [p4613<=1 & 1<=p4613]] | [[p3412<=1 & 1<=p3412] | [p4724<=1 & 1<=p4724]]] | [[[p4104<=1 & 1<=p4104] | [p3349<=1 & 1<=p3349]] | [[p4947<=1 & 1<=p4947] | [p6293<=1 & 1<=p6293]]]]] | [[[[[[p2903<=1 & 1<=p2903] | [p2814<=1 & 1<=p2814]] | [p4702<=1 & 1<=p4702]] | [[p3126<=1 & 1<=p3126] | [p4327<=1 & 1<=p4327]]] | [[[p5233<=1 & 1<=p5233] | [p3590<=1 & 1<=p3590]] | [[p1372<=1 & 1<=p1372] | [p5731<=1 & 1<=p5731]]]] | [[[[p5010<=1 & 1<=p5010] | [p5535<=1 & 1<=p5535]] | [[p5339<=1 & 1<=p5339] | [p2434<=1 & 1<=p2434]]] | [[[p3015<=1 & 1<=p3015] | [p4501<=1 & 1<=p4501]] | [[p1769<=1 & 1<=p1769] | [p6052<=1 & 1<=p6052]]]]]] | [[[[[[[p4528<=1 & 1<=p4528] | [p5166<=1 & 1<=p5166]] | [p4568<=1 & 1<=p4568]] | [[p2037<=1 & 1<=p2037] | [p6488<=1 & 1<=p6488]]] | [[[p4769<=1 & 1<=p4769] | [p4171<=1 & 1<=p4171]] | [[p3193<=1 & 1<=p3193] | [p2350<=1 & 1<=p2350]]]] | [[[[p4595<=1 & 1<=p4595] | [p3831<=1 & 1<=p3831]] | [[p2729<=1 & 1<=p2729] | [p5121<=1 & 1<=p5121]]] | [[[p4372<=1 & 1<=p4372] | [p2796<=1 & 1<=p2796]] | [[p5188<=1 & 1<=p5188] | [p2831<=1 & 1<=p2831]]]]] | [[[[[[p5776<=1 & 1<=p5776] | [p1595<=1 & 1<=p1595]] | [p6581<=1 & 1<=p6581]] | [[p5630<=1 & 1<=p5630] | [p5949<=1 & 1<=p5949]]] | [[[p3523<=1 & 1<=p3523] | [p2608<=1 & 1<=p2608]] | [[p4032<=1 & 1<=p4032] | [p3746<=1 & 1<=p3746]]]] | [[[[p417<=1 & 1<=p417] | [p3211<=1 & 1<=p3211]] | [[p5389<=1 & 1<=p5389] | [p3171<=1 & 1<=p3171]]] | [[[p5927<=1 & 1<=p5927] | [p2997<=1 & 1<=p2997]] | [[p3752<=1 & 1<=p3752] | [p3764<=1 & 1<=p3764]]]]]]] | [[[[[[[[p4305<=1 & 1<=p4305] | [p2630<=1 & 1<=p2630]] | [p3551<=1 & 1<=p3551]] | [[p3238<=1 & 1<=p3238] | [p3965<=1 & 1<=p3965]]] | [[[p2389<=1 & 1<=p2389] | [p2970<=1 & 1<=p2970]] | [[p4228<=1 & 1<=p4228] | [p3228<=1 & 1<=p3228]]]] | [[[[[p1942<=1 & 1<=p1942] | [p3533<=1 & 1<=p3533]] | [p5821<=1 & 1<=p5821]] | [[p964<=1 & 1<=p964] | [p5312<=1 & 1<=p5312]]] | [[[p6554<=1 & 1<=p6554] | [p3310<=1 & 1<=p3310]] | [[p4206<=1 & 1<=p4206] | [p4161<=1 & 1<=p4161]]]]] | [[[[[[p3975<=1 & 1<=p3975] | [p2176<=1 & 1<=p2176]] | [p1719<=1 & 1<=p1719]] | [[p3355<=1 & 1<=p3355] | [p6141<=1 & 1<=p6141]]] | [[[p6010<=1 & 1<=p6010] | [p4908<=1 & 1<=p4908]] | [[p2618<=1 & 1<=p2618] | [p1556<=1 & 1<=p1556]]]] | [[[[p5407<=1 & 1<=p5407] | [p1953<=1 & 1<=p1953]] | [[p5937<=1 & 1<=p5937] | [p2109<=1 & 1<=p2109]]] | [[[p4625<=1 & 1<=p4625] | [p4585<=1 & 1<=p4585]] | [[p5741<=1 & 1<=p5741] | [p5350<=1 & 1<=p5350]]]]]] | [[[[[[[p6157<=1 & 1<=p6157] | [p829<=1 & 1<=p829]] | [p2804<=1 & 1<=p2804]] | [[p4712<=1 & 1<=p4712] | [p4965<=1 & 1<=p4965]]] | [[[p2573<=1 & 1<=p2573] | [p4188<=1 & 1<=p4188]] | [[p2166<=1 & 1<=p2166] | [p2551<=1 & 1<=p2551]]]] | [[[[p1980<=1 & 1<=p1980] | [p5972<=1 & 1<=p5972]] | [[p2233<=1 & 1<=p2233] | [p6363<=1 & 1<=p6363]]] | [[[p2339<=1 & 1<=p2339] | [p2047<=1 & 1<=p2047]] | [[p3930<=1 & 1<=p3930] | [p3848<=1 & 1<=p3848]]]]] | [[[[[[p2506<=1 & 1<=p2506] | [p2211<=1 & 1<=p2211]] | [p525<=1 & 1<=p525]] | [[p1198<=1 & 1<=p1198] | [p3908<=1 & 1<=p3908]]] | [[[1<=p5245 & p5245<=1] | [p4143<=1 & 1<=p4143]] | [[p5178<=1 & 1<=p5178] | [p2786<=1 & 1<=p2786]]]] | [[[[p1322<=1 & 1<=p1322] | [p6283<=1 & 1<=p6283]] | [[p4992<=1 & 1<=p4992] | [p1538<=1 & 1<=p1538]]] | [[[p3608<=1 & 1<=p3608] | [p2913<=1 & 1<=p2913]] | [[p3568<=1 & 1<=p3568] | [p4603<=1 & 1<=p4603]]]]]]]] | [[[[[[[[[p2446<=1 & 1<=p2446] | [p6406<=1 & 1<=p6406]] | [p2561<=1 & 1<=p2561]] | [[p1156<=1 & 1<=p1156] | [p6286<=1 & 1<=p6286]]] | [[[p5620<=1 & 1<=p5620] | [p5642<=1 & 1<=p5642]] | [[p4955<=1 & 1<=p4955] | [p1379<=1 & 1<=p1379]]]] | [[[[[p5003<=1 & 1<=p5003] | [p6353<=1 & 1<=p6353]] | [p1312<=1 & 1<=p1312]] | [[p6506<=1 & 1<=p6506] | [p3918<=1 & 1<=p3918]]] | [[[p802<=1 & 1<=p802] | [p2717<=1 & 1<=p2717]] | [[p5419<=1 & 1<=p5419] | [p6167<=1 & 1<=p6167]]]]] | [[[[[[p5939<=1 & 1<=p5939] | [p2342<=1 & 1<=p2342]] | [p6403<=1 & 1<=p6403]] | [[p5743<=1 & 1<=p5743] | [p2910<=1 & 1<=p2910]]] | [[[p515<=1 & 1<=p515] | [p4315<=1 & 1<=p4315]] | [[p1382<=1 & 1<=p1382] | [p694<=1 & 1<=p694]]]] | [[[[p3201<=1 & 1<=p3201] | [p5022<=1 & 1<=p5022]] | [[p1999<=1 & 1<=p1999] | [p2164<=1 & 1<=p2164]]] | [[[p2513<=1 & 1<=p2513] | [p1932<=1 & 1<=p1932]] | [[p1334<=1 & 1<=p1334] | [p2739<=1 & 1<=p2739]]]]]] | [[[[[[[p1315<=1 & 1<=p1315] | [p6029<=1 & 1<=p6029]] | [p4606<=1 & 1<=p4606]] | [[p5352<=1 & 1<=p5352] | [p4558<=1 & 1<=p4558]]] | [[[p5833<=1 & 1<=p5833] | [p5623<=1 & 1<=p5623]] | [[p3337<=1 & 1<=p3337] | [p6490<=1 & 1<=p6490]]]] | [[[[p2396<=1 & 1<=p2396] | [p1159<=1 & 1<=p1159]] | [[p1700<=1 & 1<=p1700] | [p4218<=1 & 1<=p4218]]] | [[[p2958<=1 & 1<=p2958] | [p1722<=1 & 1<=p1722]] | [[p1553<=1 & 1<=p1553] | [p2173<=1 & 1<=p2173]]]]] | [[[[[[p3578<=1 & 1<=p3578] | [p1360<=1 & 1<=p1360]] | [p1111<=1 & 1<=p1111]] | [[p2516<=1 & 1<=p2516] | [p4141<=1 & 1<=p4141]]] | [[[p2736<=1 & 1<=p2736] | [p2049<=1 & 1<=p2049]] | [[p2444<=1 & 1<=p2444] | [p2106<=1 & 1<=p2106]]]] | [[[[p5811<=1 & 1<=p5811] | [p4935<=1 & 1<=p4935]] | [[p5410<=1 & 1<=p5410] | [p6341<=1 & 1<=p6341]]] | [[[p4005<=1 & 1<=p4005] | [p2784<=1 & 1<=p2784]] | [[p697<=1 & 1<=p697] | [p5000<=1 & 1<=p5000]]]]]]] | [[[[[[[[p3511<=1 & 1<=p3511] | [p1935<=1 & 1<=p1935]] | [p3530<=1 & 1<=p3530]] | [[p2399<=1 & 1<=p2399] | [p2377<=1 & 1<=p2377]]] | [[[p841<=1 & 1<=p841] | [p5349<=1 & 1<=p5349]] | [[p6295<=1 & 1<=p6295] | [p5545<=1 & 1<=p5545]]]] | [[[[p6478<=1 & 1<=p6478] | [p5235<=1 & 1<=p5235]] | [[p1102<=1 & 1<=p1102] | [p6413<=1 & 1<=p6413]]] | [[[p4198<=1 & 1<=p4198] | [p4615<=1 & 1<=p4615]] | [[p2793<=1 & 1<=p2793] | [p6416<=1 & 1<=p6416]]]]] | [[[[[[p5362<=1 & 1<=p5362] | [p2901<=1 & 1<=p2901]] | [p2154<=1 & 1<=p2154]] | [[p2504<=1 & 1<=p2504] | [p2726<=1 & 1<=p2726]]] | [[[p3734<=1 & 1<=p3734] | [p5012<=1 & 1<=p5012]] | [[p5814<=1 & 1<=p5814] | [p1712<=1 & 1<=p1712]]]] | [[[[p2221<=1 & 1<=p2221] | [p6094<=1 & 1<=p6094]] | [[p1391<=1 & 1<=p1391] | [p4131<=1 & 1<=p4131]]] | [[[p2329<=1 & 1<=p2329] | [p3136<=1 & 1<=p3136]] | [[p3346<=1 & 1<=p3346] | [p3114<=1 & 1<=p3114]]]]]] | [[[[[[[p1709<=1 & 1<=p1709] | [p6164<=1 & 1<=p6164]] | [p5400<=1 & 1<=p5400]] | [[p1731<=1 & 1<=p1731] | [p2116<=1 & 1<=p2116]]] | [[[p4402<=1 & 1<=p4402] | [p5632<=1 & 1<=p5632]] | [[p6481<=1 & 1<=p6481] | [p1757<=1 & 1<=p1757]]]] | [[[[p2774<=1 & 1<=p2774] | [p1369<=1 & 1<=p1369]] | [[p3394<=1 & 1<=p3394] | [p1776<=1 & 1<=p1776]]] | [[[p3521<=1 & 1<=p3521] | [p5553<=1 & 1<=p5553]] | [[p1779<=1 & 1<=p1779] | [p537<=1 & 1<=p537]]]]] | [[[[[[p2040<=1 & 1<=p2040] | [p4538<=1 & 1<=p4538]] | [p3133<=1 & 1<=p3133]] | [[p5734<=1 & 1<=p5734] | [p2119<=1 & 1<=p2119]]] | [[[p3181<=1 & 1<=p3181] | [p518<=1 & 1<=p518]] | [[p2332<=1 & 1<=p2332] | [p6091<=1 & 1<=p6091]]]] | [[[[p2841<=1 & 1<=p2841] | [p2230<=1 & 1<=p2230]] | [[p5040<=1 & 1<=p5040] | [p3241<=1 & 1<=p3241]]] | [[[p6469<=1 & 1<=p6469] | [p6110<=1 & 1<=p6110]] | [[p955<=1 & 1<=p955] | [p6019<=1 & 1<=p6019]]]]]]]]] | [[[[[[[[[[p4817<=1 & 1<=p4817] | [p3542<=1 & 1<=p3542]] | [p3018<=1 & 1<=p3018]] | [[p2007<=1 & 1<=p2007] | [p4721<=1 & 1<=p4721]]] | [[[p4995<=1 & 1<=p4995] | [p2185<=1 & 1<=p2185]] | [[p4944<=1 & 1<=p4944] | [p4420<=1 & 1<=p4420]]]] | [[[[[p5118<=1 & 1<=p5118] | [p4598<=1 & 1<=p4598]] | [p5303<=1 & 1<=p5303]] | [[p1989<=1 & 1<=p1989] | [p3761<=1 & 1<=p3761]]] | [[[p3755<=1 & 1<=p3755] | [p6393<=1 & 1<=p6393]] | [[p3442<=1 & 1<=p3442] | [p1129<=1 & 1<=p1129]]]]] | [[[[[[p6323<=1 & 1<=p6323] | [p4152<=1 & 1<=p4152]] | [p3364<=1 & 1<=p3364]] | [[p1788<=1 & 1<=p1788] | [p5963<=1 & 1<=p5963]]] | [[[p6274<=1 & 1<=p6274] | [p1547<=1 & 1<=p1547]] | [[p2967<=1 & 1<=p2967] | [p5767<=1 & 1<=p5767]]]] | [[[[p3190<=1 & 1<=p3190] | [p2582<=1 & 1<=p2582]] | [[p6524<=1 & 1<=p6524] | [p4324<=1 & 1<=p4324]]] | [[[p5930<=1 & 1<=p5930] | [p5309<=1 & 1<=p5309]] | [[p2627<=1 & 1<=p2627] | [p5437<=1 & 1<=p5437]]]]]] | [[[[[[[p685<=1 & 1<=p685] | [p6224<=1 & 1<=p6224]] | [p6082<=1 & 1<=p6082]] | [[p2224<=1 & 1<=p2224] | [p6584<=1 & 1<=p6584]]] | [[[p6055<=1 & 1<=p6055] | [p2922<=1 & 1<=p2922]] | [[p5157<=1 & 1<=p5157] | [p2748<=1 & 1<=p2748]]]] | [[[[p3984<=1 & 1<=p3984] | [p4035<=1 & 1<=p4035]] | [[p2359<=1 & 1<=p2359] | [p447<=1 & 1<=p447]]] | [[[p5169<=1 & 1<=p5169] | [p1033<=1 & 1<=p1033]] | [[p3800<=1 & 1<=p3800] | [p2949<=1 & 1<=p2949]]]]] | [[[[[[p4643<=1 & 1<=p4643] | [p2425<=1 & 1<=p2425]] | [p1565<=1 & 1<=p1565]] | [[p2801<=1 & 1<=p2801] | [p4375<=1 & 1<=p4375]]] | [[[p6047<=1 & 1<=p6047] | [p3716<=1 & 1<=p3716]] | [[p1749<=1 & 1<=p1749] | [p2648<=1 & 1<=p2648]]]] | [[[[p5975<=1 & 1<=p5975] | [p3927<=1 & 1<=p3927]] | [[p3403<=1 & 1<=p3403] | [p4113<=1 & 1<=p4113]]] | [[[p6302<=1 & 1<=p6302] | [p1905<=1 & 1<=p1905]] | [[p4715<=1 & 1<=p4715] | [p420<=1 & 1<=p420]]]]]]] | [[[[[[[[p6545<=1 & 1<=p6545] | [p1303<=1 & 1<=p1303]] | [p2128<=1 & 1<=p2128]] | [[p2756<=1 & 1<=p2756] | [p3581<=1 & 1<=p3581]]] | [[[p2570<=1 & 1<=p2570] | [p5611<=1 & 1<=p5611]] | [[p1983<=1 & 1<=p1983] | [p1195<=1 & 1<=p1195]]]] | [[[[[p1950<=1 & 1<=p1950] | [p4760<=1 & 1<=p4760]] | [p4555<=1 & 1<=p4555]] | [[p5380<=1 & 1<=p5380] | [p2961<=1 & 1<=p2961]]] | [[[p4158<=1 & 1<=p4158] | [p6572<=1 & 1<=p6572]] | [[p1592<=1 & 1<=p1592] | [p4733<=1 & 1<=p4733]]]]] | [[[[[[p1923<=1 & 1<=p1923] | [p4209<=1 & 1<=p4209]] | [p5802<=1 & 1<=p5802]] | [[p4547<=1 & 1<=p4547] | [p994<=1 & 1<=p994]]] | [[[p3358<=1 & 1<=p3358] | [p2001<=1 & 1<=p2001]] | [[p5918<=1 & 1<=p5918] | [p5722<=1 & 1<=p5722]]]] | [[[[p3045<=1 & 1<=p3045] | [p3307<=1 & 1<=p3307]] | [[p6131<=1 & 1<=p6131] | [p4938<=1 & 1<=p4938]]] | [[[p6176<=1 & 1<=p6176] | [p4023<=1 & 1<=p4023]] | [[p1168<=1 & 1<=p1168] | [p3385<=1 & 1<=p3385]]]]]] | [[[[[[[p6007<=1 & 1<=p6007] | [p3978<=1 & 1<=p3978]] | [p1586<=1 & 1<=p1586]] | [[p3638<=1 & 1<=p3638] | [p2943<=1 & 1<=p2943]]] | [[[p2525<=1 & 1<=p2525] | [p506<=1 & 1<=p506]] | [[p4838<=1 & 1<=p4838] | [p5571<=1 & 1<=p5571]]]] | [[[[p5175<=1 & 1<=p5175] | [p3145<=1 & 1<=p3145]] | [[p2320<=1 & 1<=p2320] | [p1012<=1 & 1<=p1012]]] | [[[p3247<=1 & 1<=p3247] | [p6256<=1 & 1<=p6256]] | [[p2028<=1 & 1<=p2028] | [p832<=1 & 1<=p832]]]]] | [[[[[p4318<=1 & 1<=p4318] | [p426<=1 & 1<=p426]] | [[p4345<=1 & 1<=p4345] | [p3821<=1 & 1<=p3821]]] | [[[[p3773<=1 & 1<=p3773] | [p2621<=1 & 1<=p2621]] | [p1508<=1 & 1<=p1508]] | [[p3587<=1 & 1<=p3587] | [p6425<=1 & 1<=p6425]]]] | [[[[p1535<=1 & 1<=p1535] | [p2416<=1 & 1<=p2416]] | [[p2940<=1 & 1<=p2940] | [p5713<=1 & 1<=p5713]]] | [[[p1141<=1 & 1<=p1141] | [p5226<=1 & 1<=p5226]] | [[p429<=1 & 1<=p429] | [p5100<=1 & 1<=p5100]]]]]]]] | [[[[[[[[[p2639<=1 & 1<=p2639] | [p664<=1 & 1<=p664]] | [p5909<=1 & 1<=p5909]] | [[p5592<=1 & 1<=p5592] | [p6593<=1 & 1<=p6593]]] | [[[p6536<=1 & 1<=p6536] | [p6311<=1 & 1<=p6311]] | [[p2546<=1 & 1<=p2546] | [p3996<=1 & 1<=p3996]]]] | [[[[[p1186<=1 & 1<=p1186] | [p2591<=1 & 1<=p2591]] | [p3036<=1 & 1<=p3036]] | [[p4441<=1 & 1<=p4441] | [p973<=1 & 1<=p973]]] | [[[p5788<=1 & 1<=p5788] | [p1015<=1 & 1<=p1015]] | [[p6197<=1 & 1<=p6197] | [p5223<=1 & 1<=p5223]]]]] | [[[[[[p1583<=1 & 1<=p1583] | [p3818<=1 & 1<=p3818]] | [p5984<=1 & 1<=p5984]] | [[p4044<=1 & 1<=p4044] | [p4393<=1 & 1<=p4393]]] | [[[p1021<=1 & 1<=p1021] | [p5449<=1 & 1<=p5449]] | [[p2988<=1 & 1<=p2988] | [p6073<=1 & 1<=p6073]]]] | [[[[p2242<=1 & 1<=p2242] | [p6242<=1 & 1<=p6242]] | [[p967<=1 & 1<=p967] | [p3376<=1 & 1<=p3376]]] | [[[p2019<=1 & 1<=p2019] | [p3948<=1 & 1<=p3948]] | [[p1971<=1 & 1<=p1971] | [p6001<=1 & 1<=p6001]]]]]] | [[[[[[[p6542<=1 & 1<=p6542] | [p2543<=1 & 1<=p2543]] | [p4781<=1 & 1<=p4781]] | [[p6122<=1 & 1<=p6122] | [p667<=1 & 1<=p667]]] | [[[p6314<=1 & 1<=p6314] | [p1138<=1 & 1<=p1138]] | [[p1529<=1 & 1<=p1529] | [p5589<=1 & 1<=p5589]]]] | [[[[p6119<=1 & 1<=p6119] | [p5981<=1 & 1<=p5981]] | [[p3644<=1 & 1<=p3644] | [p1189<=1 & 1<=p1189]]] | [[[p4438<=1 & 1<=p4438] | [p3424<=1 & 1<=p3424]] | [[p4829<=1 & 1<=p4829] | [p6061<=1 & 1<=p6061]]]]] | [[[[[[p4384<=1 & 1<=p4384] | [p5583<=1 & 1<=p5583]] | [p1574<=1 & 1<=p1574]] | [[p6446<=1 & 1<=p6446] | [p5109<=1 & 1<=p5109]]] | [[[p6399<=1 & 1<=p6399] | [p5900<=1 & 1<=p5900]] | [[p655<=1 & 1<=p655] | [p6230<=1 & 1<=p6230]]]] | [[[[p3704<=1 & 1<=p3704] | [p5779<=1 & 1<=p5779]] | [[p5217<=1 & 1<=p5217] | [p5049<=1 & 1<=p5049]]] | [[[p4778<=1 & 1<=p4778] | [p5508<=1 & 1<=p5508]] | [[p2979<=1 & 1<=p2979] | [p5440<=1 & 1<=p5440]]]]]]] | [[[[[[[[p3421<=1 & 1<=p3421] | [p4429<=1 & 1<=p4429]] | [p3024<=1 & 1<=p3024]] | [[p438<=1 & 1<=p438] | [p4826<=1 & 1<=p4826]]] | [[[p823<=1 & 1<=p823] | [p3812<=1 & 1<=p3812]] | [[p2931<=1 & 1<=p2931] | [p1526<=1 & 1<=p1526]]]] | [[[[p2407<=1 & 1<=p2407] | [p3987<=1 & 1<=p3987]] | [[p4336<=1 & 1<=p4336] | [p6265<=1 & 1<=p6265]]] | [[[p5580<=1 & 1<=p5580] | [p5392<=1 & 1<=p5392]] | [[p6443<=1 & 1<=p6443] | [p5701<=1 & 1<=p5701]]]]] | [[[[[[p658<=1 & 1<=p658] | [p5214<=1 & 1<=p5214]] | [p3809<=1 & 1<=p3809]] | [[p3647<=1 & 1<=p3647] | [p6590<=1 & 1<=p6590]]] | [[[p2404<=1 & 1<=p2404] | [p4101<=1 & 1<=p4101]] | [[p3939<=1 & 1<=p3939] | [p5446<=1 & 1<=p5446]]]] | [[[[p3415<=1 & 1<=p3415] | [p5300<=1 & 1<=p5300]] | [[p6533<=1 & 1<=p6533] | [p2534<=1 & 1<=p2534]]] | [[[p5505<=1 & 1<=p5505] | [p5112<=1 & 1<=p5112]] | [[p2010<=1 & 1<=p2010] | [p5398<=1 & 1<=p5398]]]]]] | [[[[[[[p2194<=1 & 1<=p2194] | [p2149<=1 & 1<=p2149]] | [p2302<=1 & 1<=p2302]] | [[p3707<=1 & 1<=p3707] | [p820<=1 & 1<=p820]]] | [[[p4820<=1 & 1<=p4820] | [p3599<=1 & 1<=p3599]] | [[p6064<=1 & 1<=p6064] | [p5785<=1 & 1<=p5785]]]] | [[[[p1024<=1 & 1<=p1024] | [p6194<=1 & 1<=p6194]] | [[p6320<=1 & 1<=p6320] | [p5602<=1 & 1<=p5602]]] | [[[p6451<=1 & 1<=p6451] | [p4432<=1 & 1<=p4432]] | [[p3367<=1 & 1<=p3367] | [p1962<=1 & 1<=p1962]]]]] | [[[[[[p2146<=1 & 1<=p2146] | [p4381<=1 & 1<=p4381]] | [p3319<=1 & 1<=p3319]] | [[p1914<=1 & 1<=p1914] | [p1132<=1 & 1<=p1132]]] | [[[p5704<=1 & 1<=p5704] | [p976<=1 & 1<=p976]] | [[p3027<=1 & 1<=p3027] | [p6113<=1 & 1<=p6113]]]] | [[[[p4772<=1 & 1<=p4772] | [p6233<=1 & 1<=p6233]] | [[p4041<=1 & 1<=p4041] | [p3137<=1 & 1<=p3137]]] | [[[p2115<=1 & 1<=p2115] | [p6085<=1 & 1<=p6085]] | [[p6532<=1 & 1<=p6532] | [p6379<=1 & 1<=p6379]]]]]]]]]]]] | [[[[[[[[[[[[[p5646<=1 & 1<=p5646] | [p5115<=1 & 1<=p5115]] | [p4445<=1 & 1<=p4445]] | [[p4959<=1 & 1<=p4959] | [p4048<=1 & 1<=p4048]]] | [[[p2713<=1 & 1<=p2713] | [p4222<=1 & 1<=p4222]] | [[p2160<=1 & 1<=p2160] | [p671<=1 & 1<=p671]]]] | [[[[[p6033<=1 & 1<=p6033] | [p1579<=1 & 1<=p1579]] | [p5356<=1 & 1<=p5356]] | [[p2316<=1 & 1<=p2316] | [p2227<=1 & 1<=p2227]]] | [[[p3981<=1 & 1<=p3981] | [p6357<=1 & 1<=p6357]] | [[p5988<=1 & 1<=p5988] | [p2557<=1 & 1<=p2557]]]]] | [[[[[[p5943<=1 & 1<=p5943] | [p4378<=1 & 1<=p4378]] | [p1919<=1 & 1<=p1919]] | [[p3361<=1 & 1<=p3361] | [p4718<=1 & 1<=p4718]]] | [[[p3428<=1 & 1<=p3428] | [p1763<=1 & 1<=p1763]] | [[p5747<=1 & 1<=p5747] | [p6227<=1 & 1<=p6227]]]] | [[[[p3021<=1 & 1<=p3021] | [p1986<=1 & 1<=p1986]] | [[p4803<=1 & 1<=p4803] | [p6494<=1 & 1<=p6494]]] | [[[p5026<=1 & 1<=p5026] | [p5837<=1 & 1<=p5837]] | [[p3333<=1 & 1<=p3333] | [p2539<=1 & 1<=p2539]]]]]] | [[[[[[[p4931<=1 & 1<=p4931] | [p2004<=1 & 1<=p2004]] | [p845<=1 & 1<=p845]] | [[p3120<=1 & 1<=p3120] | [p4785<=1 & 1<=p4785]]] | [[[p4155<=1 & 1<=p4155] | [p2199<=1 & 1<=p2199]] | [[p4998<=1 & 1<=p4998] | [p2780<=1 & 1<=p2780]]]] | [[[[p1356<=1 & 1<=p1356] | [p6396<=1 & 1<=p6396]] | [[p4321<=1 & 1<=p4321] | [p5016<=1 & 1<=p5016]]] | [[[p2440<=1 & 1<=p2440] | [p3730<=1 & 1<=p3730]] | [[p3031<=1 & 1<=p3031] | [p6299<=1 & 1<=p6299]]]]] | [[[[[[p1745<=1 & 1<=p1745] | [p5239<=1 & 1<=p5239]] | [p2217<=1 & 1<=p2217]] | [[p3574<=1 & 1<=p3574] | [p5541<=1 & 1<=p5541]]] | [[[p5557<=1 & 1<=p5557] | [p4388<=1 & 1<=p4388]] | [[p5172<=1 & 1<=p5172] | [p1589<=1 & 1<=p1589]]]] | [[[[p5345<=1 & 1<=p5345] | [p2567<=1 & 1<=p2567]] | [[p3641<=1 & 1<=p3641] | [p1395<=1 & 1<=p1395]]] | [[[p5105<=1 & 1<=p5105] | [p5512<=1 & 1<=p5512]] | [[p2946<=1 & 1<=p2946] | [p423<=1 & 1<=p423]]]]]]] | [[[[[[[[p4194<=1 & 1<=p4194] | [p5210<=1 & 1<=p5210]] | [p6439<=1 & 1<=p6439]] | [[p2306<=1 & 1<=p2306] | [p4619<=1 & 1<=p4619]]] | [[[p4127<=1 & 1<=p4127] | [p1125<=1 & 1<=p1125]] | [[p2373<=1 & 1<=p2373] | [p681<=1 & 1<=p681]]]] | [[[[[p3797<=1 & 1<=p3797] | [p2500<=1 & 1<=p2500]] | [p1522<=1 & 1<=p1522]] | [[p2411<=1 & 1<=p2411] | [p3924<=1 & 1<=p3924]]] | [[[p3177<=1 & 1<=p3177] | [p816<=1 & 1<=p816]] | [[p2770<=1 & 1<=p2770] | [p6455<=1 & 1<=p6455]]]]] | [[[[[[p6190<=1 & 1<=p6190] | [p6327<=1 & 1<=p6327]] | [p3584<=1 & 1<=p3584]] | [[p541<=1 & 1<=p541] | [p3517<=1 & 1<=p3517]]] | [[[p1735<=1 & 1<=p1735] | [p3110<=1 & 1<=p3110]] | [[p6597<=1 & 1<=p6597] | [p3244<=1 & 1<=p3244]]]] | [[[[p4534<=1 & 1<=p4534] | [p1047<=1 & 1<=p1047]] | [[p6237<=1 & 1<=p6237] | [p5708<=1 & 1<=p5708]]] | [[[p4552<=1 & 1<=p4552] | [p1948<=1 & 1<=p1948]] | [[p4406<=1 & 1<=p4406] | [p1753<=1 & 1<=p1753]]]]]] | [[[[[[[p6068<=1 & 1<=p6068] | [p2964<=1 & 1<=p2964]] | [p4941<=1 & 1<=p4941]] | [[p2837<=1 & 1<=p2837] | [p4212<=1 & 1<=p4212]]] | [[[p4747<=1 & 1<=p4747] | [p6510<=1 & 1<=p6510]] | [[p3304<=1 & 1<=p3304] | [p980<=1 & 1<=p980]]]] | [[[[p5636<=1 & 1<=p5636] | [p2142<=1 & 1<=p2142]] | [[p2033<=1 & 1<=p2033] | [p3438<=1 & 1<=p3438]]] | [[[p1929<=1 & 1<=p1929] | [p2189<=1 & 1<=p2189]] | [[p3594<=1 & 1<=p3594] | [p1773<=1 & 1<=p1773]]]]] | [[[[[[p1550<=1 & 1<=p1550] | [p2907<=1 & 1<=p2907]] | [p4609<=1 & 1<=p4609]] | [[p1706<=1 & 1<=p1706] | [p6400<=1 & 1<=p6400]]] | [[[p3390<=1 & 1<=p3390] | [p3371<=1 & 1<=p3371]] | [[p1966<=1 & 1<=p1966] | [p5827<=1 & 1<=p5827]]]] | [[[[p6170<=1 & 1<=p6170] | [p3527<=1 & 1<=p3527]] | [[p1309<=1 & 1<=p1309] | [p2014<=1 & 1<=p2014]]] | [[[p835<=1 & 1<=p835] | [p1725<=1 & 1<=p1725]] | [[p6247<=1 & 1<=p6247] | [p3130<=1 & 1<=p3130]]]]]]]] | [[[[[[[[[p1792<=1 & 1<=p1792] | [p404<=1 & 1<=p404]] | [p3197<=1 & 1<=p3197]] | [[p3546<=1 & 1<=p3546] | [p6484<=1 & 1<=p6484]]] | [[[p6465<=1 & 1<=p6465] | [p1376<=1 & 1<=p1376]] | [[p3943<=1 & 1<=p3943] | [p5808<=1 & 1<=p5808]]]] | [[[[[p2122<=1 & 1<=p2122] | [p2103<=1 & 1<=p2103]] | [p443<=1 & 1<=p443]] | [[p5162<=1 & 1<=p5162] | [p4398<=1 & 1<=p4398]]] | [[[p2993<=1 & 1<=p2993] | [p2354<=1 & 1<=p2354]] | [[p6419<=1 & 1<=p6419] | [p2326<=1 & 1<=p2326]]]]] | [[[[[[p4331<=1 & 1<=p4331] | [p2926<=1 & 1<=p2926]] | [p6097<=1 & 1<=p6097]] | [[p6250<=1 & 1<=p6250] | [p6500<=1 & 1<=p6500]]] | [[[p6289<=1 & 1<=p6289] | [p3041<=1 & 1<=p3041]] | [[p6151<=1 & 1<=p6151] | [p1328<=1 & 1<=p1328]]]] | [[[[p2586<=1 & 1<=p2586] | [p3991<=1 & 1<=p3991]] | [[p2733<=1 & 1<=p2733] | [p2974<=1 & 1<=p2974]]] | [[[p1569<=1 & 1<=p1569] | [p2421<=1 & 1<=p2421]] | [[p1162<=1 & 1<=p1162] | [p6270<=1 & 1<=p6270]]]]]] | [[[[[[[p512<=1 & 1<=p512] | [p6078<=1 & 1<=p6078]] | [p2393<=1 & 1<=p2393]] | [[p2345<=1 & 1<=p2345] | [p2634<=1 & 1<=p2634]]] | [[[p1502<=1 & 1<=p1502] | [p4544<=1 & 1<=p4544]] | [[p5904<=1 & 1<=p5904] | [p5923<=1 & 1<=p5923]]]] | [[[[p5933<=1 & 1<=p5933] | [p2596<=1 & 1<=p2596]] | [[p5737<=1 & 1<=p5737] | [p990<=1 & 1<=p990]]] | [[[p3139<=1 & 1<=p3139] | [p1782<=1 & 1<=p1782]] | [[p531<=1 & 1<=p531] | [p3314<=1 & 1<=p3314]]]]] | [[[[[[p1909<=1 & 1<=p1909] | [p5403<=1 & 1<=p5403]] | [p2024<=1 & 1<=p2024]] | [[p5817<=1 & 1<=p5817] | [p2644<=1 & 1<=p2644]]] | [[[p3934<=1 & 1<=p3934] | [p4202<=1 & 1<=p4202]] | [[p5607<=1 & 1<=p5607] | [p3187<=1 & 1<=p3187]]]] | [[[[p2132<=1 & 1<=p2132] | [p2113<=1 & 1<=p2113]] | [[p1366<=1 & 1<=p1366] | [p5626<=1 & 1<=p5626]]] | [[[p3381<=1 & 1<=p3381] | [p3537<=1 & 1<=p3537]] | [[p502<=1 & 1<=p502] | [p1560<=1 & 1<=p1560]]]]]]] | [[[[[[[[p6180<=1 & 1<=p6180] | [p6161<=1 & 1<=p6161]] | [p5718<=1 & 1<=p5718]] | [[p1938<=1 & 1<=p1938] | [p5413<=1 & 1<=p5413]]] | [[[p1976<=1 & 1<=p1976] | [p3343<=1 & 1<=p3343]] | [[p1957<=1 & 1<=p1957] | [p3149<=1 & 1<=p3149]]]] | [[[[p5998<=1 & 1<=p5998] | [p1105<=1 & 1<=p1105]] | [[p2917<=1 & 1<=p2917] | [p1512<=1 & 1<=p1512]]] | [[[p4147<=1 & 1<=p4147] | [p5006<=1 & 1<=p5006]] | [[p2510<=1 & 1<=p2510] | [p6347<=1 & 1<=p6347]]]]] | [[[[[[p3448<=1 & 1<=p3448] | [p691<=1 & 1<=p691]] | [p3740<=1 & 1<=p3740]] | [[p2335<=1 & 1<=p2335] | [p6410<=1 & 1<=p6410]]] | [[[p521<=1 & 1<=p521] | [p2170<=1 & 1<=p2170]] | [[p2043<=1 & 1<=p2043] | [p5914<=1 & 1<=p5914]]]] | [[[[p2790<=1 & 1<=p2790] | [p1385<=1 & 1<=p1385]] | [[p2529<=1 & 1<=p2529] | [p2383<=1 & 1<=p2383]]] | [[[p2237<=1 & 1<=p2237] | [p6279<=1 & 1<=p6279]] | [[p6429<=1 & 1<=p6429] | [p6448<=1 & 1<=p6448]]]]]] | [[[[[[[p4341<=1 & 1<=p4341] | [p6260<=1 & 1<=p6260]] | [p1172<=1 & 1<=p1172]] | [[p1153<=1 & 1<=p1153] | [p1318<=1 & 1<=p1318]]] | [[[p2577<=1 & 1<=p2577] | [p2723<=1 & 1<=p2723]] | [[p2742<=1 & 1<=p2742] | [p4397<=1 & 1<=p4397]]]] | [[[[p2208<=1 & 1<=p2208] | [p522<=1 & 1<=p522]] | [[p4174<=1 & 1<=p4174] | [p4185<=1 & 1<=p4185]]] | [[[p5532<=1 & 1<=p5532] | [p3040<=1 & 1<=p3040]] | [[p6290<=1 & 1<=p6290] | [p2587<=1 & 1<=p2587]]]]] | [[[[[[p2420<=1 & 1<=p2420] | [p2732<=1 & 1<=p2732]] | [p5007<=1 & 1<=p5007]] | [[p2509<=1 & 1<=p2509] | [p1531<=1 & 1<=p1531]]] | [[[p5325<=1 & 1<=p5325] | [p5913<=1 & 1<=p5913]] | [[p5627<=1 & 1<=p5627] | [p2643<=1 & 1<=p2643]]]] | [[[[p1319<=1 & 1<=p1319] | [p3962<=1 & 1<=p3962]] | [[p3554<=1 & 1<=p3554] | [p6077<=1 & 1<=p6077]]] | [[[p2817<=1 & 1<=p2817] | [p3951<=1 & 1<=p3951]] | [[p3565<=1 & 1<=p3565] | [p5219<=1 & 1<=p5219]]]]]]]]] | [[[[[[[[[[p2984<=1 & 1<=p2984] | [p825<=1 & 1<=p825]] | [p1152<=1 & 1<=p1152]] | [[p5145<=1 & 1<=p5145] | [p1995<=1 & 1<=p1995]]] | [[[p6199<=1 & 1<=p6199] | [p4833<=1 & 1<=p4833]] | [[p6126<=1 & 1<=p6126] | [p5818<=1 & 1<=p5818]]]] | [[[[[p4822<=1 & 1<=p4822] | [p3168<=1 & 1<=p3168]] | [p2023<=1 & 1<=p2023]] | [[p6246<=1 & 1<=p6246] | [p1967<=1 & 1<=p1967]]] | [[[p5045<=1 & 1<=p5045] | [p2828<=1 & 1<=p2828]] | [[p3526<=1 & 1<=p3526] | [p1134<=1 & 1<=p1134]]]]] | [[[[[[p4525<=1 & 1<=p4525] | [p3944<=1 & 1<=p3944]] | [p3002<=1 & 1<=p3002]] | [[p2247<=1 & 1<=p2247] | [p6307<=1 & 1<=p6307]]] | [[[p3380<=1 & 1<=p3380] | [p1145<=1 & 1<=p1145]] | [[p6464<=1 & 1<=p6464] | [p6318<=1 & 1<=p6318]]]] | [[[[p1715<=1 & 1<=p1715] | [p5717<=1 & 1<=p5717]] | [[p1939<=1 & 1<=p1939] | [p6115<=1 & 1<=p6115]]] | [[[p4979<=1 & 1<=p4979] | [p3834<=1 & 1<=p3834]] | [[p5336<=1 & 1<=p5336] | [p1375<=1 & 1<=p1375]]]]]] | [[[[[[[p6366<=1 & 1<=p6366] | [p2336<=1 & 1<=p2336]] | [p4425<=1 & 1<=p4425]] | [[p6409<=1 & 1<=p6409] | [p2927<=1 & 1<=p2927]]] | [[[p442<=1 & 1<=p442] | [p3622<=1 & 1<=p3622]] | [[p4146<=1 & 1<=p4146] | [p6098<=1 & 1<=p6098]]]] | [[[[p2169<=1 & 1<=p2169] | [p4968<=1 & 1<=p4968]] | [[p651<=1 & 1<=p651] | [p2983<=1 & 1<=p2983]]] | [[[p5587<=1 & 1<=p5587] | [p5997<=1 & 1<=p5997]] | [[p3845<=1 & 1<=p3845] | [p3700<=1 & 1<=p3700]]]]] | [[[[[[p2789<=1 & 1<=p2789] | [p3711<=1 & 1<=p3711]] | [p5191<=1 & 1<=p5191]] | [[p1570<=1 & 1<=p1570] | [p2392<=1 & 1<=p2392]]] | [[[p1716<=1 & 1<=p1716] | [p2246<=1 & 1<=p2246]] | [[p5576<=1 & 1<=p5576] | [p1173<=1 & 1<=p1173]]]] | [[[[p4340<=1 & 1<=p4340] | [p3749<=1 & 1<=p3749]] | [[p6269<=1 & 1<=p6269] | [p3214<=1 & 1<=p3214]]] | [[[p662<=1 & 1<=p662] | [p4302<=1 & 1<=p4302]] | [[p3816<=1 & 1<=p3816] | [p3611<=1 & 1<=p3611]]]]]]] | [[[[[[[[p3905<=1 & 1<=p3905] | [p1772<=1 & 1<=p1772]] | [p4582<=1 & 1<=p4582]] | [[p2190<=1 & 1<=p2190] | [p5738<=1 & 1<=p5738]]] | [[[p4571<=1 & 1<=p4571] | [p1017<=1 & 1<=p1017]] | [[p4242<=1 & 1<=p4242] | [p2112<=1 & 1<=p2112]]]] | [[[[[p2530<=1 & 1<=p2530] | [p2605<=1 & 1<=p2605]] | [p3805<=1 & 1<=p3805]] | [[p4911<=1 & 1<=p4911] | [p1910<=1 & 1<=p1910]]] | [[[p5606<=1 & 1<=p5606] | [p6144<=1 & 1<=p6144]] | [[p3129<=1 & 1<=p3129] | [p5404<=1 & 1<=p5404]]]]] | [[[[[[p6540<=1 & 1<=p6540] | [p3225<=1 & 1<=p3225]] | [p1028<=1 & 1<=p1028]] | [[p6160<=1 & 1<=p6160] | [p5442<=1 & 1<=p5442]]] | [[[p4776<=1 & 1<=p4776] | [p1996<=1 & 1<=p1996]] | [[p4922<=1 & 1<=p4922] | [p3547<=1 & 1<=p3547]]]] | [[[[p6529<=1 & 1<=p6529] | [p4231<=1 & 1<=p4231]] | [[p6485<=1 & 1<=p6485] | [p4436<=1 & 1<=p4436]]] | [[[p4728<=1 & 1<=p4728] | [p3323<=1 & 1<=p3323]] | [[p3583<=1 & 1<=p3583] | [p4988<=1 & 1<=p4988]]]]]] | [[[[[[[p4717<=1 & 1<=p4717] | [p4765<=1 & 1<=p4765]] | [p1736<=1 & 1<=p1736]] | [[p1513<=1 & 1<=p1513] | [p951<=1 & 1<=p951]]] | [[[p2044<=1 & 1<=p2044] | [p6386<=1 & 1<=p6386]] | [[p2133<=1 & 1<=p2133] | [p5838<=1 & 1<=p5838]]]] | [[[[p3408<=1 & 1<=p3408] | [p2003<=1 & 1<=p2003]] | [[p6106<=1 & 1<=p6106] | [p4813<=1 & 1<=p4813]]] | [[[p4553<=1 & 1<=p4553] | [p6023<=1 & 1<=p6023]] | [[p2963<=1 & 1<=p2963] | [p2751<=1 & 1<=p2751]]]]] | [[[[[[p4108<=1 & 1<=p4108] | [p4156<=1 & 1<=p4156]] | [p5567<=1 & 1<=p5567]] | [[p4940<=1 & 1<=p4940] | [p3011<=1 & 1<=p3011]]] | [[[p3360<=1 & 1<=p3360] | [p4416<=1 & 1<=p4416]] | [[p6217<=1 & 1<=p6217] | [p2449<=1 & 1<=p2449]]]] | [[[[p5763<=1 & 1<=p5763] | [p2703<=1 & 1<=p2703]] | [[p3100<=1 & 1<=p3100] | [p4505<=1 & 1<=p4505]]] | [[[p1599<=1 & 1<=p1599] | [p5934<=1 & 1<=p5934]] | [[p2363<=1 & 1<=p2363] | [p1339<=1 & 1<=p1339]]]]]]]] | [[[[[[[[[p5201<=1 & 1<=p5201] | [p3980<=1 & 1<=p3980]] | [p4028<=1 & 1<=p4028]] | [[p2846<=1 & 1<=p2846] | [p2315<=1 & 1<=p2315]]] | [[[p5385<=1 & 1<=p5385] | [p6430<=1 & 1<=p6430]] | [[p4591<=1 & 1<=p4591] | [p3186<=1 & 1<=p3186]]]] | [[[[[p2623<=1 & 1<=p2623] | [p5153<=1 & 1<=p5153]] | [p3768<=1 & 1<=p3768]] | [[p5959<=1 & 1<=p5959] | [p5173<=1 & 1<=p5173]]] | [[[p989<=1 & 1<=p989] | [p6520<=1 & 1<=p6520]] | [[p4368<=1 & 1<=p4368] | [p6577<=1 & 1<=p6577]]]]] | [[[[[[p3234<=1 & 1<=p3234] | [p413<=1 & 1<=p413]] | [p4639<=1 & 1<=p4639]] | [[p5772<=1 & 1<=p5772] | [p6181<=1 & 1<=p6181]]] | [[[p501<=1 & 1<=p501] | [p5433<=1 & 1<=p5433]] | [[p3720<=1 & 1<=p3720] | [p807<=1 & 1<=p807]]]] | [[[[p1037<=1 & 1<=p1037] | [p4320<=1 & 1<=p4320]] | [[p6377<=1 & 1<=p6377] | [p5125<=1 & 1<=p5125]]] | [[[p4756<=1 & 1<=p4756] | [p3351<=1 & 1<=p3351]] | [[p6208<=1 & 1<=p6208] | [p4165<=1 & 1<=p4165]]]]]] | [[[[[[[p2760<=1 & 1<=p2760] | [p2808<=1 & 1<=p2808]] | [p1793<=1 & 1<=p1793]] | [[p4737<=1 & 1<=p4737] | [p3243<=1 & 1<=p3243]]] | [[[p3332<=1 & 1<=p3332] | [p6043<=1 & 1<=p6043]] | [[p4648<=1 & 1<=p4648] | [p4804<=1 & 1<=p4804]]]] | [[[[p542<=1 & 1<=p542] | [p1046<=1 & 1<=p1046]] | [[p4514<=1 & 1<=p4514] | [p3109<=1 & 1<=p3109]]] | [[[p4407<=1 & 1<=p4407] | [p1987<=1 & 1<=p1987]] | [[p4708<=1 & 1<=p4708] | [p1752<=1 & 1<=p1752]]]]] | [[[[[[p6014<=1 & 1<=p6014] | [p2954<=1 & 1<=p2954]] | [p3303<=1 & 1<=p3303]] | [[p4562<=1 & 1<=p4562] | [p4213<=1 & 1<=p4213]]] | [[[p1355<=1 & 1<=p1355] | [p6511<=1 & 1<=p6511]] | [[p4359<=1 & 1<=p4359] | [p4543<=1 & 1<=p4543]]]] | [[[[p3157<=1 & 1<=p3157] | [p6549<=1 & 1<=p6549]] | [[p6568<=1 & 1<=p6568] | [p960<=1 & 1<=p960]]] | [[[p5316<=1 & 1<=p5316] | [p6135<=1 & 1<=p6135]] | [[p4610<=1 & 1<=p4610] | [p1116<=1 & 1<=p1116]]]]]]] | [[[[[[[[p5424<=1 & 1<=p5424] | [p4842<=1 & 1<=p4842]] | [p3729<=1 & 1<=p3729]] | [[p3205<=1 & 1<=p3205] | [p2614<=1 & 1<=p2614]]] | [[[p4902<=1 & 1<=p4902] | [p4311<=1 & 1<=p4311]] | [[p2906<=1 & 1<=p2906] | [p1348<=1 & 1<=p1348]]]] | [[[[p6336<=1 & 1<=p6336] | [p3437<=1 & 1<=p3437]] | [[p4019<=1 & 1<=p4019] | [p4794<=1 & 1<=p4794]]] | [[[p4950<=1 & 1<=p4950] | [p836<=1 & 1<=p836]] | [[p2566<=1 & 1<=p2566] | [p1008<=1 & 1<=p1008]]]]] | [[[[[[p1590<=1 & 1<=p1590] | [p5134<=1 & 1<=p5134]] | [p1396<=1 & 1<=p1396]] | [[p2712<=1 & 1<=p2712] | [p5376<=1 & 1<=p5376]]] | [[[p3971<=1 & 1<=p3971] | [p5230<=1 & 1<=p5230]] | [[p2226<=1 & 1<=p2226] | [p4117<=1 & 1<=p4117]]]] | [[[[p5847<=1 & 1<=p5847] | [p422<=1 & 1<=p422]] | [[p5521<=1 & 1<=p5521] | [p2372<=1 & 1<=p2372]]] | [[[p680<=1 & 1<=p680] | [p3631<=1 & 1<=p3631]] | [[p1542<=1 & 1<=p1542] | [p5182<=1 & 1<=p5182]]]]]] | [[[[[[[p2947<=1 & 1<=p2947] | [p5968<=1 & 1<=p5968]] | [p3923<=1 & 1<=p3923]] | [[p3777<=1 & 1<=p3777] | [p5036<=1 & 1<=p5036]]] | [[[p1104<=1 & 1<=p1104] | [p6348<=1 & 1<=p6348]] | [[p817<=1 & 1<=p817] | [p3148<=1 & 1<=p3148]]]] | [[[[p3903<=1 & 1<=p3903] | [p3613<=1 & 1<=p3613]] | [[p2769<=1 & 1<=p2769] | [p6326<=1 & 1<=p6326]]] | [[[p6152<=1 & 1<=p6152] | [p5999<=1 & 1<=p5999]] | [[p5434<=1 & 1<=p5434] | [p4126<=1 & 1<=p4126]]]]] | [[[[[[p1349<=1 & 1<=p1349] | [p5211<=1 & 1<=p5211]] | [p6271<=1 & 1<=p6271]] | [[p6418<=1 & 1<=p6418] | [p1327<=1 & 1<=p1327]]] | [[[p6368<=1 & 1<=p6368] | [p6521<=1 & 1<=p6521]] | [[p1036<=1 & 1<=p1036] | [p4746<=1 & 1<=p4746]]]] | [[[[p2528<=1 & 1<=p2528] | [p4970<=1 & 1<=p4970]] | [[p1947<=1 & 1<=p1947] | [p5367<=1 & 1<=p5367]]] | [[[p4010<=1 & 1<=p4010] | [p1568<=1 & 1<=p1568]] | [[p6044<=1 & 1<=p6044] | [p2925<=1 & 1<=p2925]]]]]]]]]] | [[[[[[[[[[[p1171<=1 & 1<=p1171] | [p5037<=1 & 1<=p5037]] | [p5635<=1 & 1<=p5635]] | [[p5848<=1 & 1<=p5848] | [p1746<=1 & 1<=p1746]]] | [[[p2327<=1 & 1<=p2327] | [p444<=1 & 1<=p444]] | [[p4300<=1 & 1<=p4300] | [p3216<=1 & 1<=p3216]]]] | [[[[[p2724<=1 & 1<=p2724] | [p3322<=1 & 1<=p3322]] | [p3439<=1 & 1<=p3439]] | [[p3545<=1 & 1<=p3545] | [p1707<=1 & 1<=p1707]]] | [[[p6146<=1 & 1<=p6146] | [p5558<=1 & 1<=p5558]] | [[p4573<=1 & 1<=p4573] | [p952<=1 & 1<=p952]]]]] | [[[[[[p2188<=1 & 1<=p2188] | [p1367<=1 & 1<=p1367]] | [p5608<=1 & 1<=p5608]] | [[p1908<=1 & 1<=p1908] | [p2121<=1 & 1<=p2121]]] | [[[p4233<=1 & 1<=p4233] | [p2702<=1 & 1<=p2702]] | [[p5826<=1 & 1<=p5826] | [p4814<=1 & 1<=p4814]]]] | [[[[p4920<=1 & 1<=p4920] | [p6107<=1 & 1<=p6107]] | [[p682<=1 & 1<=p682] | [p2501<=1 & 1<=p2501]]] | [[[p5764<=1 & 1<=p5764] | [p1920<=1 & 1<=p1920]] | [[p3344<=1 & 1<=p3344] | [p1126<=1 & 1<=p1126]]]]]] | [[[[[[[p5015<=1 & 1<=p5015] | [p405<=1 & 1<=p405]] | [p2429<=1 & 1<=p2429]] | [[p1394<=1 & 1<=p1394] | [p6134<=1 & 1<=p6134]]] | [[[p6493<=1 & 1<=p6493] | [p2206<=1 & 1<=p2206]] | [[p5530<=1 & 1<=p5530] | [p1511<=1 & 1<=p1511]]]] | [[[[p4020<=1 & 1<=p4020] | [p3042<=1 & 1<=p3042]] | [[p692<=1 & 1<=p692] | [p3741<=1 & 1<=p3741]]] | [[[p3563<=1 & 1<=p3563] | [p1009<=1 & 1<=p1009]] | [[p5154<=1 & 1<=p5154] | [p2362<=1 & 1<=p2362]]]]] | [[[[[[p4841<=1 & 1<=p4841] | [p5027<=1 & 1<=p5027]] | [p3953<=1 & 1<=p3953]] | [[p670<=1 & 1<=p670] | [p3786<=1 & 1<=p3786]]] | [[[p1384<=1 & 1<=p1384] | [p5377<=1 & 1<=p5377]] | [[p6079<=1 & 1<=p6079] | [p2422<=1 & 1<=p2422]]]] | [[[[p3121<=1 & 1<=p3121] | [p6428<=1 & 1<=p6428]] | [[p6259<=1 & 1<=p6259] | [p2384<=1 & 1<=p2384]]] | [[[p4116<=1 & 1<=p4116] | [p6401<=1 & 1<=p6401]] | [[p2344<=1 & 1<=p2344] | [p1114<=1 & 1<=p1114]]]]]]] | [[[[[[[[p4399<=1 & 1<=p4399] | [p1300<=1 & 1<=p1300]] | [p3719<=1 & 1<=p3719]] | [[p2741<=1 & 1<=p2741] | [p5950<=1 & 1<=p5950]]] | [[[p5143<=1 & 1<=p5143] | [p4350<=1 & 1<=p4350]] | [[p991<=1 & 1<=p991] | [p805<=1 & 1<=p805]]]] | [[[[[p3400<=1 & 1<=p3400] | [p3506<=1 & 1<=p3506]] | [p5595<=1 & 1<=p5595]] | [[p4757<=1 & 1<=p4757] | [p530<=1 & 1<=p530]]] | [[[p5647<=1 & 1<=p5647] | [p2759<=1 & 1<=p2759]] | [[p4630<=1 & 1<=p4630] | [p3824<=1 & 1<=p3824]]]]] | [[[[[[p5754<=1 & 1<=p5754] | [p2131<=1 & 1<=p2131]] | [p4444<=1 & 1<=p4444]] | [[p3166<=1 & 1<=p3166] | [p2025<=1 & 1<=p2025]]] | [[[p6559<=1 & 1<=p6559] | [p6034<=1 & 1<=p6034]] | [[p5719<=1 & 1<=p5719] | [p4183<=1 & 1<=p4183]]]] | [[[[p1791<=1 & 1<=p1791] | [p2317<=1 & 1<=p2317]] | [[p2826<=1 & 1<=p2826] | [p5568<=1 & 1<=p5568]]] | [[[p6248<=1 & 1<=p6248] | [p4736<=1 & 1<=p4736]] | [[p1724<=1 & 1<=p1724] | [p1764<=1 & 1<=p1764]]]]]] | [[[[[[[p503<=1 & 1<=p503] | [p6179<=1 & 1<=p6179]] | [p3382<=1 & 1<=p3382]] | [[p4523<=1 & 1<=p4523] | [p6466<=1 & 1<=p6466]]] | [[[p2104<=1 & 1<=p2104] | [p5412<=1 & 1<=p5412]] | [[p6548<=1 & 1<=p6548] | [p5334<=1 & 1<=p5334]]]] | [[[[p4417<=1 & 1<=p4417] | [p3334<=1 & 1<=p3334]] | [[p3178<=1 & 1<=p3178] | [p3204<=1 & 1<=p3204]]] | [[[p2955<=1 & 1<=p2955] | [p5248<=1 & 1<=p5248]] | [[p3111<=1 & 1<=p3111] | [p4910<=1 & 1<=p4910]]]]] | [[[[[[p4516<=1 & 1<=p4516] | [p4312<=1 & 1<=p4312]] | [p5025<=1 & 1<=p5025]] | [[p4405<=1 & 1<=p4405] | [p5746<=1 & 1<=p5746]]] | [[[p6206<=1 & 1<=p6206] | [p5133<=1 & 1<=p5133]] | [[p4535<=1 & 1<=p4535] | [p3843<=1 & 1<=p3843]]]] | [[[[p3000<=1 & 1<=p3000] | [p2606<=1 & 1<=p2606]] | [[p4739<=1 & 1<=p4739] | [p4802<=1 & 1<=p4802]]] | [[[p3620<=1 & 1<=p3620] | [p3226<=1 & 1<=p3226]] | [[p4513<=1 & 1<=p4513] | [p3159<=1 & 1<=p3159]]]]]]]] | [[[[[[[[[p1754<=1 & 1<=p1754] | [p2829<=1 & 1<=p2829]] | [p3003<=1 & 1<=p3003]] | [[p5181<=1 & 1<=p5181] | [p4932<=1 & 1<=p4932]]] | [[[p540<=1 & 1<=p540] | [p3575<=1 & 1<=p3575]] | [[p4980<=1 & 1<=p4980] | [p2762<=1 & 1<=p2762]]]] | [[[[[p4754<=1 & 1<=p4754] | [p5520<=1 & 1<=p5520]] | [p4357<=1 & 1<=p4357]] | [[p2781<=1 & 1<=p2781] | [p3776<=1 & 1<=p3776]]] | [[[p1357<=1 & 1<=p1357] | [p4583<=1 & 1<=p4583]] | [[p6566<=1 & 1<=p6566] | [p5542<=1 & 1<=p5542]]]]] | [[[[[[p3508<=1 & 1<=p3508] | [p6509<=1 & 1<=p6509]] | [p4186<=1 & 1<=p4186]] | [[p6209<=1 & 1<=p6209] | [p3731<=1 & 1<=p3731]]] | [[[p4017<=1 & 1<=p4017] | [p2603<=1 & 1<=p2603]] | [[p2441<=1 & 1<=p2441] | [p6338<=1 & 1<=p6338]]]] | [[[[p4008<=1 & 1<=p4008] | [p4913<=1 & 1<=p4913]] | [[p2374<=1 & 1<=p2374] | [p6557<=1 & 1<=p6557]]] | [[[p2209<=1 & 1<=p2209] | [p5752<=1 & 1<=p5752]] | [[p4138<=1 & 1<=p4138] | [p5136<=1 & 1<=p5136]]]]]] | [[[[[[p2714<=1 & 1<=p2714] | [p3223<=1 & 1<=p3223]] | [[p2816<=1 & 1<=p2816] | [p3566<=1 & 1<=p3566]]] | [[[[p5422<=1 & 1<=p5422] | [p4240<=1 & 1<=p4240]] | [p3846<=1 & 1<=p3846]] | [[p5324<=1 & 1<=p5324] | [p5645<=1 & 1<=p5645]]]] | [[[[p4221<=1 & 1<=p4221] | [p1048<=1 & 1<=p1048]] | [[p4119<=1 & 1<=p4119] | [p3798<=1 & 1<=p3798]]] | [[[p5355<=1 & 1<=p5355] | [p2161<=1 & 1<=p2161]] | [[p4700<=1 & 1<=p4700] | [p3950<=1 & 1<=p3950]]]]] | [[[[[[p4628<=1 & 1<=p4628] | [p5523<=1 & 1<=p5523]] | [p6569<=1 & 1<=p6569]] | [[p5942<=1 & 1<=p5942] | [p3156<=1 & 1<=p3156]]] | [[[p4561<=1 & 1<=p4561] | [p4580<=1 & 1<=p4580]] | [[p5374<=1 & 1<=p5374] | [p6032<=1 & 1<=p6032]]]] | [[[[p3779<=1 & 1<=p3779] | [p4360<=1 & 1<=p4360]] | [[p2615<=1 & 1<=p2615] | [p4570<=1 & 1<=p4570]]] | [[[p4176<=1 & 1<=p4176] | [p2771<=1 & 1<=p2771]] | [[p4923<=1 & 1<=p4923] | [p1734<=1 & 1<=p1734]]]]]]] | [[[[[[[[p5960<=1 & 1<=p5960] | [p5836<=1 & 1<=p5836]] | [p3518<=1 & 1<=p3518]] | [[p5327<=1 & 1<=p5327] | [p4592<=1 & 1<=p4592]]] | [[[p5761<=1 & 1<=p5761] | [p5365<=1 & 1<=p5365]] | [[p4640<=1 & 1<=p4640] | [p4796<=1 & 1<=p4796]]]] | [[[[p844<=1 & 1<=p844] | [p2838<=1 & 1<=p2838]] | [[p3960<=1 & 1<=p3960] | [p4243<=1 & 1<=p4243]]] | [[[p3556<=1 & 1<=p3556] | [p2819<=1 & 1<=p2819]] | [[p4748<=1 & 1<=p4748] | [p4173<=1 & 1<=p4173]]]]] | [[[[[[p3235<=1 & 1<=p3235] | [p6298<=1 & 1<=p6298]] | [p3915<=1 & 1<=p3915]] | [[p3623<=1 & 1<=p3623] | [p6378<=1 & 1<=p6378]]] | [[[p5346<=1 & 1<=p5346] | [p1337<=1 & 1<=p1337]] | [[p3833<=1 & 1<=p3833] | [p5238<=1 & 1<=p5238]]]] | [[[[p2218<=1 & 1<=p2218] | [p2151<=1 & 1<=p2151]] | [[p5556<=1 & 1<=p5556] | [p5190<=1 & 1<=p5190]]] | [[[p3601<=1 & 1<=p3601] | [p5193<=1 & 1<=p5193]] | [[p5957<=1 & 1<=p5957] | [p6022<=1 & 1<=p6022]]]]]] | [[[[[[[p3788<=1 & 1<=p3788] | [p4618<=1 & 1<=p4618]] | [p3213<=1 & 1<=p3213]] | [[p4195<=1 & 1<=p4195] | [p4303<=1 & 1<=p4303]]] | [[[p4637<=1 & 1<=p4637] | [p6375<=1 & 1<=p6375]] | [[p3963<=1 & 1<=p3963] | [p6356<=1 & 1<=p6356]]]] | [[[[p2431<=1 & 1<=p2431] | [p4128<=1 & 1<=p4128]] | [[p4958<=1 & 1<=p4958] | [p3553<=1 & 1<=p3553]]] | [[[p3836<=1 & 1<=p3836] | [p2558<=1 & 1<=p2558]] | [[p4977<=1 & 1<=p4977] | [p6578<=1 & 1<=p6578]]]]] | [[[[[[p5845<=1 & 1<=p5845] | [p2353<=1 & 1<=p2353]] | [p5163<=1 & 1<=p5163]] | [[p1598<=1 & 1<=p1598] | [p4029<=1 & 1<=p4029]]] | [[[p1743<=1 & 1<=p1743] | [p2531<=1 & 1<=p2531]] | [[p3806<=1 & 1<=p3806] | [p4330<=1 & 1<=p4330]]]] | [[[[p5605<=1 & 1<=p5605] | [p5728<=1 & 1<=p5728]] | [[p3710<=1 & 1<=p3710] | [p6041<=1 & 1<=p6041]]] | [[[p988<=1 & 1<=p988] | [p5208<=1 & 1<=p5208]] | [[p5969<=1 & 1<=p5969] | [p6182<=1 & 1<=p6182]]]]]]]]] | [[[[[[[[[[p5773<=1 & 1<=p5773] | [p1123<=1 & 1<=p1123]] | [p2973<=1 & 1<=p2973]] | [[p414<=1 & 1<=p414] | [p2308<=1 & 1<=p2308]]] | [[[p6437<=1 & 1<=p6437] | [p6329<=1 & 1<=p6329]] | [[p1911<=1 & 1<=p1911] | [p6088<=1 & 1<=p6088]]]] | [[[[[p3632<=1 & 1<=p3632] | [p1520<=1 & 1<=p1520]] | [p5386<=1 & 1<=p5386]] | [[p5924<=1 & 1<=p5924] | [p1397<=1 & 1<=p1397]]] | [[[p500<=1 & 1<=p500] | [p679<=1 & 1<=p679]] | [[p2576<=1 & 1<=p2576] | [p1000<=1 & 1<=p1000]]]]] | [[[[[[p1006<=1 & 1<=p1006] | [p4203<=1 & 1<=p4203]] | [p6188<=1 & 1<=p6188]] | [[p4727<=1 & 1<=p4727] | [p3593<=1 & 1<=p3593]]] | [[[p4844<=1 & 1<=p4844] | [p6137<=1 & 1<=p6137]] | [[p4766<=1 & 1<=p4766] | [p814<=1 & 1<=p814]]]] | [[[[p2750<=1 & 1<=p2750] | [p1514<=1 & 1<=p1514]] | [[p1346<=1 & 1<=p1346] | [p652<=1 & 1<=p652]]] | [[[p4426<=1 & 1<=p4426] | [p6104<=1 & 1<=p6104]] | [[p3391<=1 & 1<=p3391] | [p3313<=1 & 1<=p3313]]]]]] | [[[[[[[p1737<=1 & 1<=p1737] | [p6475<=1 & 1<=p6475]] | [p5996<=1 & 1<=p5996]] | [[p3933<=1 & 1<=p3933] | [p1174<=1 & 1<=p1174]]] | [[[p5034<=1 & 1<=p5034] | [p2799<=1 & 1<=p2799]] | [[p982<=1 & 1<=p982] | [p3409<=1 & 1<=p3409]]]] | [[[[p5577<=1 & 1<=p5577] | [p4107<=1 & 1<=p4107]] | [[p6013<=1 & 1<=p6013] | [p3325<=1 & 1<=p3325]]] | [[[p2034<=1 & 1<=p2034] | [p2140<=1 & 1<=p2140]] | [[p1956<=1 & 1<=p1956] | [p3102<=1 & 1<=p3102]]]]] | [[[[[[p5202<=1 & 1<=p5202] | [p4901<=1 & 1<=p4901]] | [p4447<=1 & 1<=p4447]] | [[p1117<=1 & 1<=p1117] | [p2314<=1 & 1<=p2314]]] | [[[p4414<=1 & 1<=p4414] | [p3436<=1 & 1<=p3436]] | [[p6431<=1 & 1<=p6431] | [p4793<=1 & 1<=p4793]]]] | [[[[p5425<=1 & 1<=p5425] | [p2916<=1 & 1<=p2916]] | [[p4600<=1 & 1<=p4600] | [p2994<=1 & 1<=p2994]]] | [[[p5794<=1 & 1<=p5794] | [p6245<=1 & 1<=p6245]] | [[p6335<=1 & 1<=p6335] | [p4369<=1 & 1<=p4369]]]]]]] | [[[[[[[[p3767<=1 & 1<=p3767] | [p2236<=1 & 1<=p2236]] | [p5046<=1 & 1<=p5046]] | [[p3827<=1 & 1<=p3827] | [p3972<=1 & 1<=p3972]]] | [[[p6280<=1 & 1<=p6280] | [p5565<=1 & 1<=p5565]] | [[p6449<=1 & 1<=p6449] | [p6463<=1 & 1<=p6463]]]] | [[[[[p673<=1 & 1<=p673] | [p549<=1 & 1<=p549]] | [p808<=1 & 1<=p808]] | [[p2519<=1 & 1<=p2519] | [p5124<=1 & 1<=p5124]]] | [[[p2705<=1 & 1<=p2705] | [p1541<=1 & 1<=p1541]] | [[p4811<=1 & 1<=p4811] | [p4164<=1 & 1<=p4164]]]]] | [[[[[[p2179<=1 & 1<=p2179] | [p4989<=1 & 1<=p4989]] | [p3352<=1 & 1<=p3352]] | [[p1354<=1 & 1<=p1354] | [p6218<=1 & 1<=p6218]]] | [[[p1794<=1 & 1<=p1794] | [p5151<=1 & 1<=p5151]] | [[p2365<=1 & 1<=p2365] | [p5716<=1 & 1<=p5716]]]] | [[[[p5229<=1 & 1<=p5229] | [p4805<=1 & 1<=p4805]] | [[p6387<=1 & 1<=p6387] | [p3331<=1 & 1<=p3331]]] | [[[p2711<=1 & 1<=p2711] | [p3430<=1 & 1<=p3430]] | [[p6518<=1 & 1<=p6518] | [p4649<=1 & 1<=p4649]]]]]] | [[[[[[[p2134<=1 & 1<=p2134] | [p3039<=1 & 1<=p3039]] | [p2419<=1 & 1<=p2419]] | [[p961<=1 & 1<=p961] | [p3722<=1 & 1<=p3722]]] | [[[p4709<=1 & 1<=p4709] | [p3536<=1 & 1<=p3536]] | [[p1559<=1 & 1<=p1559] | [p4504<=1 & 1<=p4504]]]] | [[[[p5598<=1 & 1<=p5598] | [p2807<=1 & 1<=p2807]] | [[p1039<=1 & 1<=p1039] | [p6076<=1 & 1<=p6076]]] | [[[p4787<=1 & 1<=p4787] | [p3012<=1 & 1<=p3012]] | [[p5431<=1 & 1<=p5431] | [p1977<=1 & 1<=p1977]]]]] | [[[[[[p5315<=1 & 1<=p5315] | [p3196<=1 & 1<=p3196]] | [p5617<=1 & 1<=p5617]] | [[p4396<=1 & 1<=p4396] | [p1018<=1 & 1<=p1018]]] | [[[p6004<=1 & 1<=p6004] | [p4832<=1 & 1<=p4832]] | [[p3033<=1 & 1<=p3033] | [p2022<=1 & 1<=p2022]]]] | [[[[p3427<=1 & 1<=p3427] | [p6454<=1 & 1<=p6454]] | [[p6125<=1 & 1<=p6125] | [p6539<=1 & 1<=p6539]]] | [[[p970<=1 & 1<=p970] | [p6596<=1 & 1<=p6596]] | [[p6067<=1 & 1<=p6067] | [p6236<=1 & 1<=p6236]]]]]]]] | [[[[[[[[[p2248<=1 & 1<=p2248] | [p4784<=1 & 1<=p4784]] | [p5514<=1 & 1<=p5514]] | [[p3379<=1 & 1<=p3379] | [p1144<=1 & 1<=p1144]]] | [[[p6308<=1 & 1<=p6308] | [p2549<=1 & 1<=p2549]] | [[p2413<=1 & 1<=p2413] | [p5103<=1 & 1<=p5103]]]] | [[[[[p4435<=1 & 1<=p4435] | [p1974<=1 & 1<=p1974]] | [p3030<=1 & 1<=p3030]] | [[p5791<=1 & 1<=p5791] | [p2597<=1 & 1<=p2597]]] | [[[p432<=1 & 1<=p432] | [p1192<=1 & 1<=p1192]] | [[p1577<=1 & 1<=p1577] | [p4342<=1 & 1<=p4342]]]]] | [[[[[[p2937<=1 & 1<=p2937] | [p2645<=1 & 1<=p2645]] | [p5978<=1 & 1<=p5978]] | [[p2982<=1 & 1<=p2982] | [p6599<=1 & 1<=p6599]]] | [[[p5912<=1 & 1<=p5912] | [p5511<=1 & 1<=p5511]] | [[p5710<=1 & 1<=p5710] | [p4387<=1 & 1<=p4387]]]] | [[[[p6457<=1 & 1<=p6457] | [p1532<=1 & 1<=p1532]] | [[p5220<=1 & 1<=p5220] | [p2934<=1 & 1<=p2934]]] | [[[p3815<=1 & 1<=p3815] | [p5915<=1 & 1<=p5915]] | [[p2985<=1 & 1<=p2985] | [p1580<=1 & 1<=p1580]]]]]] | [[[[[[[p2642<=1 & 1<=p2642] | [p3701<=1 & 1<=p3701]] | [p4339<=1 & 1<=p4339]] | [[p4390<=1 & 1<=p4390] | [p4047<=1 & 1<=p4047]]] | [[[p6239<=1 & 1<=p6239] | [p2239<=1 & 1<=p2239]] | [[p2594<=1 & 1<=p2594] | [p6070<=1 & 1<=p6070]]]] | [[[[p826<=1 & 1<=p826] | [p3999<=1 & 1<=p3999]] | [[p2410<=1 & 1<=p2410] | [p5106<=1 & 1<=p5106]]] | [[[p3990<=1 & 1<=p3990] | [p2585<=1 & 1<=p2585]] | [[p5395<=1 & 1<=p5395] | [p1180<=1 & 1<=p1180]]]]] | [[[[[[p3596<=1 & 1<=p3596] | [p6262<=1 & 1<=p6262]] | [p1027<=1 & 1<=p1027]] | [[p4823<=1 & 1<=p4823] | [p3373<=1 & 1<=p3373]]] | [[[p435<=1 & 1<=p435] | [p1968<=1 & 1<=p1968]] | [[p2191<=1 & 1<=p2191] | [p5903<=1 & 1<=p5903]]]] | [[[[p1135<=1 & 1<=p1135] | [p6116<=1 & 1<=p6116]] | [[p3945<=1 & 1<=p3945] | [p3370<=1 & 1<=p3370]]] | [[[p4775<=1 & 1<=p4775] | [p6317<=1 & 1<=p6317]] | [[p5443<=1 & 1<=p5443] | [p4038<=1 & 1<=p4038]]]]]]] | [[[[[[[[p2540<=1 & 1<=p2540] | [p5990<=1 & 1<=p5990]] | [p5707<=1 & 1<=p5707]] | [[p5782<=1 & 1<=p5782] | [p6191<=1 & 1<=p6191]]] | [[[p6058<=1 & 1<=p6058] | [p2633<=1 & 1<=p2633]] | [[p3548<=1 & 1<=p3548] | [p2143<=1 & 1<=p2143]]]] | [[[[p1917<=1 & 1<=p1917] | [p979<=1 & 1<=p979]] | [[p6587<=1 & 1<=p6587] | [p2016<=1 & 1<=p2016]]] | [[[p6530<=1 & 1<=p6530] | [p1523<=1 & 1<=p1523]] | [[p2928<=1 & 1<=p2928] | [p2636<=1 & 1<=p2636]]]]] | [[[[[[p5987<=1 & 1<=p5987] | [p4333<=1 & 1<=p4333]] | [p441<=1 & 1<=p441]] | [[p5586<=1 & 1<=p5586] | [p5160<=1 & 1<=p5160]]] | [[[p3993<=1 & 1<=p3993] | [p2588<=1 & 1<=p2588]] | [[p2976<=1 & 1<=p2976] | [p1571<=1 & 1<=p1571]]]] | [[[[p1965<=1 & 1<=p1965] | [p661<=1 & 1<=p661]] | [[p5502<=1 & 1<=p5502] | [p6440<=1 & 1<=p6440]]] | [[[p2197<=1 & 1<=p2197] | [p2305<=1 & 1<=p2305]] | [[p3418<=1 & 1<=p3418] | [p6268<=1 & 1<=p6268]]]]]] | [[[[[[[p1183<=1 & 1<=p1183] | [p2245<=1 & 1<=p2245]] | [p2537<=1 & 1<=p2537]] | [[p2013<=1 & 1<=p2013] | [p5906<=1 & 1<=p5906]]] | [[[p3942<=1 & 1<=p3942] | [p3758<=1 & 1<=p3758]] | [[p6163<=1 & 1<=p6163] | [p5445<=1 & 1<=p5445]]]] | [[[[p3780<=1 & 1<=p3780] | [p2758<=1 & 1<=p2758]] | [[p4914<=1 & 1<=p4914] | [p3557<=1 & 1<=p3557]]] | [[[p5137<=1 & 1<=p5137] | [p1137<=1 & 1<=p1137]] | [[p4200<=1 & 1<=p4200] | [p5574<=1 & 1<=p5574]]]]] | [[[[[p6118<=1 & 1<=p6118] | [p2356<=1 & 1<=p2356]] | [[p4735<=1 & 1<=p4735] | [p3713<=1 & 1<=p3713]]] | [[[p3383<=1 & 1<=p3383] | [p698<=1 & 1<=p698]] | [[p4602<=1 & 1<=p4602] | [p2244<=1 & 1<=p2244]]]] | [[[[[p5624<=1 & 1<=p5624] | [p2646<=1 & 1<=p2646]] | [p2981<=1 & 1<=p2981]] | [[p5401<=1 & 1<=p5401] | [p2026<=1 & 1<=p2026]]] | [[[p2200<=1 & 1<=p2200] | [p5524<=1 & 1<=p5524]] | [[p5916<=1 & 1<=p5916] | [p1025<=1 & 1<=p1025]]]]]]]]]]] | [[[[[[[[[[[[p6570<=1 & 1<=p6570] | [p1539<=1 & 1<=p1539]] | [p6282<=1 & 1<=p6282]] | [[p5333<=1 & 1<=p5333] | [p4338<=1 & 1<=p4338]]] | [[[p6407<=1 & 1<=p6407] | [p1936<=1 & 1<=p1936]] | [[p519<=1 & 1<=p519] | [p4177<=1 & 1<=p4177]]]] | [[[[[p5227<=1 & 1<=p5227] | [p1142<=1 & 1<=p1142]] | [p5725<=1 & 1<=p5725]] | [[p5004<=1 & 1<=p5004] | [p5569<=1 & 1<=p5569]]] | [[[p5132<=1 & 1<=p5132] | [p4517<=1 & 1<=p4517]] | [[p3954<=1 & 1<=p3954] | [p4909<=1 & 1<=p4909]]]]] | [[[[[[p3775<=1 & 1<=p3775] | [p4797<=1 & 1<=p4797]] | [p6527<=1 & 1<=p6527]] | [[p3160<=1 & 1<=p3160] | [p1964<=1 & 1<=p1964]]] | [[[p2110<=1 & 1<=p2110] | [p4825<=1 & 1<=p4825]] | [[p963<=1 & 1<=p963] | [p5966<=1 & 1<=p5966]]]] | [[[[p4115<=1 & 1<=p4115] | [p2820<=1 & 1<=p2820]] | [[p693<=1 & 1<=p693] | [p3321<=1 & 1<=p3321]]] | [[[p5619<=1 & 1<=p5619] | [p5519<=1 & 1<=p5519]] | [[p4730<=1 & 1<=p4730] | [p1316<=1 & 1<=p1316]]]]]] | [[[[[[[p4507<=1 & 1<=p4507] | [p3217<=1 & 1<=p3217]] | [p2730<=1 & 1<=p2730]] | [[p509<=1 & 1<=p509] | [p1708<=1 & 1<=p1708]]] | [[[p1931<=1 & 1<=p1931] | [p3544<=1 & 1<=p3544]] | [[p6277<=1 & 1<=p6277] | [p3150<=1 & 1<=p3150]]]] | [[[[p4343<=1 & 1<=p4343] | [p4031<=1 & 1<=p4031]] | [[p5775<=1 & 1<=p5775] | [p5194<=1 & 1<=p5194]]] | [[[p4574<=1 & 1<=p4574] | [p3808<=1 & 1<=p3808]] | [[p6123<=1 & 1<=p6123] | [p5730<=1 & 1<=p5730]]]]] | [[[[[[p2753<=1 & 1<=p2753] | [p5956<=1 & 1<=p5956]] | [p2986<=1 & 1<=p2986]] | [[p2589<=1 & 1<=p2589] | [p5614<=1 & 1<=p5614]]] | [[[p2187<=1 & 1<=p2187] | [p3941<=1 & 1<=p3941]] | [[p2333<=1 & 1<=p2333] | [p4110<=1 & 1<=p4110]]]] | [[[[p4433<=1 & 1<=p4433] | [p3837<=1 & 1<=p3837]] | [[p5388<=1 & 1<=p5388] | [p3552<=1 & 1<=p3552]]] | [[[p4830<=1 & 1<=p4830] | [p4768<=1 & 1<=p4768]] | [[p1993<=1 & 1<=p1993] | [p3770<=1 & 1<=p3770]]]]]]] | [[[[[[[[p1969<=1 & 1<=p1969] | [p3155<=1 & 1<=p3155]] | [p5961<=1 & 1<=p5961]] | [[1<=p1311 & p1311<=1] | [p6168<=1 & 1<=p6168]]] | [[[p4428<=1 & 1<=p4428] | [p5048<=1 & 1<=p5048]] | [[p3411<=1 & 1<=p3411] | [p6575<=1 & 1<=p6575]]]] | [[[[[p2815<=1 & 1<=p2815] | [p2249<=1 & 1<=p2249]] | [p2584<=1 & 1<=p2584]] | [[p1306<=1 & 1<=p1306] | [p1926<=1 & 1<=p1926]]] | [[[p4512<=1 & 1<=p4512] | [p514<=1 & 1<=p514]] | [[p5127<=1 & 1<=p5127] | [p1713<=1 & 1<=p1713]]]]] | [[[[[[p1567<=1 & 1<=p1567] | [p3813<=1 & 1<=p3813]] | [p2924<=1 & 1<=p2924]] | [[p3946<=1 & 1<=p3946] | [p4172<=1 & 1<=p4172]]] | [[[p1020<=1 & 1<=p1020] | [p2328<=1 & 1<=p2328]] | [[p1373<=1 & 1<=p1373] | [p6305<=1 & 1<=p6305]]]] | [[[[p2810<=1 & 1<=p2810] | [p6147<=1 & 1<=p6147]] | [[p2167<=1 & 1<=p2167] | [p1795<=1 & 1<=p1795]]] | [[[p6300<=1 & 1<=p6300] | [p3301<=1 & 1<=p3301]] | [[p2323<=1 & 1<=p2323] | [p4631<=1 & 1<=p4631]]]]]] | [[[[[[[p5343<=1 & 1<=p5343] | [p3416<=1 & 1<=p3416]] | [p3639<=1 & 1<=p3639]] | [[p5755<=1 & 1<=p5755] | [p4408<=1 & 1<=p4408]]] | [[[p1572<=1 & 1<=p1572] | [p1591<=1 & 1<=p1591]] | [[p6225<=1 & 1<=p6225] | [p6503<=1 & 1<=p6503]]]] | [[[[p3747<=1 & 1<=p3747] | [p4036<=1 & 1<=p4036]] | [[p6344<=1 & 1<=p6344] | [p4773<=1 & 1<=p4773]]] | [[[p1175<=1 & 1<=p1175] | [p4144<=1 & 1<=p4144]] | [[p4234<=1 & 1<=p4234] | [p2787<=1 & 1<=p2787]]]]] | [[[[[[p6547<=1 & 1<=p6547] | [p5705<=1 & 1<=p5705]] | [p4167<=1 & 1<=p4167]] | [[p5799<=1 & 1<=p5799] | [p2390<=1 & 1<=p2390]]] | [[[p6056<=1 & 1<=p6056] | [p2948<=1 & 1<=p2948]] | [[p4564<=1 & 1<=p4564] | [p2929<=1 & 1<=p2929]]]] | [[[[p6325<=1 & 1<=p6325] | [p4792<=1 & 1<=p4792]] | [[p543<=1 & 1<=p543] | [p2904<=1 & 1<=p2904]]] | [[[p2532<=1 & 1<=p2532] | [p5780<=1 & 1<=p5780]] | [[p4904<=1 & 1<=p4904] | [p3435<=1 & 1<=p3435]]]]]]]] | [[[[[[[[[p6369<=1 & 1<=p6369] | [p1363<=1 & 1<=p1363]] | [p1045<=1 & 1<=p1045]] | [[p2564<=1 & 1<=p2564] | [p2304<=1 & 1<=p2304]]] | [[[p3242<=1 & 1<=p3242] | [p3127<=1 & 1<=p3127]] | [[p2192<=1 & 1<=p2192] | [p838<=1 & 1<=p838]]]] | [[[[[p818<=1 & 1<=p818] | [p3207<=1 & 1<=p3207]] | [p4971<=1 & 1<=p4971]] | [[p401<=1 & 1<=p401] | [p3921<=1 & 1<=p3921]]] | [[[p1703<=1 & 1<=p1703] | [p4599<=1 & 1<=p4599]] | [[p5849<=1 & 1<=p5849] | [p3340<=1 & 1<=p3340]]]]] | [[[[[[p1912<=1 & 1<=p1912] | [p1398<=1 & 1<=p1398]] | [p6173<=1 & 1<=p6173]] | [[p3614<=1 & 1<=p3614] | [p6192<=1 & 1<=p6192]]] | [[[p5393<=1 & 1<=p5393] | [p5830<=1 & 1<=p5830]] | [[p3756<=1 & 1<=p3756] | [p6487<=1 & 1<=p6487]]]] | [[[[p5500<=1 & 1<=p5500] | [p3549<=1 & 1<=p3549]] | [[p5184<=1 & 1<=p5184] | [p1770<=1 & 1<=p1770]]] | [[[p5165<=1 & 1<=p5165] | [p6006<=1 & 1<=p6006]] | [[p5911<=1 & 1<=p5911] | [p5550<=1 & 1<=p5550]]]]]] | [[[[[[[p5594<=1 & 1<=p5594] | [p3979<=1 & 1<=p3979]] | [p1340<=1 & 1<=p1340]] | [[p5308<=1 & 1<=p5308] | [p2507<=1 & 1<=p2507]]] | [[[p4224<=1 & 1<=p4224] | [p2622<=1 & 1<=p2622]] | [[p2418<=1 & 1<=p2418] | [p2135<=1 & 1<=p2135]]]] | [[[[p1515<=1 & 1<=p1515] | [p5648<=1 & 1<=p5648]] | [[p2046<=1 & 1<=p2046] | [p4351<=1 & 1<=p4351]]] | [[[p968<=1 & 1<=p968] | [p688<=1 & 1<=p688]] | [[p3038<=1 & 1<=p3038] | [p1760<=1 & 1<=p1760]]]]] | [[[[[[p5548<=1 & 1<=p5548] | [p2701<=1 & 1<=p2701]] | [p6595<=1 & 1<=p6595]] | [[p6497<=1 & 1<=p6497] | [p2641<=1 & 1<=p2641]]] | [[[p6200<=1 & 1<=p6200] | [p3998<=1 & 1<=p3998]] | [[p6035<=1 & 1<=p6035] | [p4376<=1 & 1<=p4376]]]] | [[[[p6075<=1 & 1<=p6075] | [p4961<=1 & 1<=p4961]] | [[p4395<=1 & 1<=p4395] | [p4541<=1 & 1<=p4541]]] | [[[p6359<=1 & 1<=p6359] | [p2447<=1 & 1<=p2447]] | [[p1150<=1 & 1<=p1150] | [p3117<=1 & 1<=p3117]]]]]]] | [[[[[[[[p2021<=1 & 1<=p2021] | [p4716<=1 & 1<=p4716]] | [p5028<=1 & 1<=p5028]] | [[p5820<=1 & 1<=p5820] | [p5203<=1 & 1<=p5203]]] | [[[p1534<=1 & 1<=p1534] | [p6432<=1 & 1<=p6432]] | [[p2844<=1 & 1<=p2844] | [p2720<=1 & 1<=p2720]]]] | [[[[p4205<=1 & 1<=p4205] | [p430<=1 & 1<=p430]] | [[p5936<=1 & 1<=p5936] | [p2361<=1 & 1<=p2361]]] | [[[p987<=1 & 1<=p987] | [p669<=1 & 1<=p669]] | [[p1194<=1 & 1<=p1194] | [p6244<=1 & 1<=p6244]]]]] | [[[[[[p3184<=1 & 1<=p3184] | [p6522<=1 & 1<=p6522]] | [p2380<=1 & 1<=p2380]] | [[p3019<=1 & 1<=p3019] | [p4011<=1 & 1<=p4011]]] | [[[p3604<=1 & 1<=p3604] | [p411<=1 & 1<=p411]] | [[p3524<=1 & 1<=p3524] | [p3359<=1 & 1<=p3359]]]] | [[[[p6462<=1 & 1<=p6462] | [p2100<=1 & 1<=p2100]] | [[p2002<=1 & 1<=p2002] | [p3378<=1 & 1<=p3378]]] | [[[p5241<=1 & 1<=p5241] | [p5368<=1 & 1<=p5368]] | [[p5222<=1 & 1<=p5222] | [p4996<=1 & 1<=p4996]]]]]] | [[[[[[[p3737<=1 & 1<=p3737] | [p6394<=1 & 1<=p6394]] | [p3718<=1 & 1<=p3718]] | [[p3520<=1 & 1<=p3520] | [p4007<=1 & 1<=p4007]]] | [[[p4531<=1 & 1<=p4531] | [p533<=1 & 1<=p533]] | [[p6589<=1 & 1<=p6589] | [p3397<=1 & 1<=p3397]]]] | [[[[p6491<=1 & 1<=p6491] | [p5946<=1 & 1<=p5946]] | [[p6143<=1 & 1<=p6143] | [p3743<=1 & 1<=p3743]]] | [[[p5364<=1 & 1<=p5364] | [p4308<=1 & 1<=p4308]] | [[p668<=1 & 1<=p668] | [p436<=1 & 1<=p436]]]]] | [[[[[[p425<=1 & 1<=p425] | [p5980<=1 & 1<=p5980]] | [p6193<=1 & 1<=p6193]] | [[p5588<=1 & 1<=p5588] | [p1330<=1 & 1<=p1330]]] | [[[p4627<=1 & 1<=p4627] | [p3911<=1 & 1<=p3911]] | [[p5415<=1 & 1<=p5415] | [p2777<=1 & 1<=p2777]]]] | [[[[p4230<=1 & 1<=p4230] | [p3174<=1 & 1<=p3174]] | [[p2386<=1 & 1<=p2386] | [p5018<=1 & 1<=p5018]]] | [[[p5107<=1 & 1<=p5107] | [p5599<=1 & 1<=p5599]] | [[p2783<=1 & 1<=p2783] | [p6263<=1 & 1<=p6263]]]]]]]]] | [[[[[[[[[[p4621<=1 & 1<=p4621] | [p6365<=1 & 1<=p6365]] | [p2560<=1 & 1<=p2560]] | [[p4134<=1 & 1<=p4134] | [p5247<=1 & 1<=p5247]]] | [[[p842<=1 & 1<=p842] | [p4404<=1 & 1<=p4404]] | [[p6025<=1 & 1<=p6025] | [p4928<=1 & 1<=p4928]]]] | [[[[[p3123<=1 & 1<=p3123] | [p5593<=1 & 1<=p5593]] | [p2157<=1 & 1<=p2157]] | [[p3917<=1 & 1<=p3917] | [p2900<=1 & 1<=p2900]]] | [[[p4967<=1 & 1<=p4967] | [p2437<=1 & 1<=p2437]] | [[p5638<=1 & 1<=p5638] | [p4001<=1 & 1<=p4001]]]]] | [[[[[[p1766<=1 & 1<=p1766] | [p539<=1 & 1<=p539]] | [p5706<=1 & 1<=p5706]] | [[p5600<=1 & 1<=p5600] | [p5102<=1 & 1<=p5102]]] | [[[p663<=1 & 1<=p663] | [p674<=1 & 1<=p674]] | [[p1107<=1 & 1<=p1107] | [p6546<=1 & 1<=p6546]]]] | [[[[p5985<=1 & 1<=p5985] | [p3610<=1 & 1<=p3610]] | [[p3794<=1 & 1<=p3794] | [p5538<=1 & 1<=p5538]]] | [[[p2951<=1 & 1<=p2951] | [p2834<=1 & 1<=p2834]] | [[p5644<=1 & 1<=p5644] | [p5358<=1 & 1<=p5358]]]]]] | [[[[[[[p431<=1 & 1<=p431] | [p5711<=1 & 1<=p5711]] | [p819<=1 & 1<=p819]] | [[p5113<=1 & 1<=p5113] | [p2303<=1 & 1<=p2303]]] | [[[p6523<=1 & 1<=p6523] | [p6187<=1 & 1<=p6187]] | [[p4537<=1 & 1<=p4537] | [p1727<=1 & 1<=p1727]]]] | [[[[p3514<=1 & 1<=p3514] | [p5024<=1 & 1<=p5024]] | [[p2443<=1 & 1<=p2443] | [p6031<=1 & 1<=p6031]]] | [[[p3180<=1 & 1<=p3180] | [p6551<=1 & 1<=p6551]] | [[p848<=1 & 1<=p848] | [p5337<=1 & 1<=p5337]]]]] | [[[[[[p5164<=1 & 1<=p5164] | [p1336<=1 & 1<=p1336]] | [p3571<=1 & 1<=p3571]] | [[p5986<=1 & 1<=p5986] | [p5544<=1 & 1<=p5544]]] | [[[p6594<=1 & 1<=p6594] | [p4140<=1 & 1<=p4140]] | [[p2214<=1 & 1<=p2214] | [p5749<=1 & 1<=p5749]]]] | [[[[p2554<=1 & 1<=p2554] | [p5991<=1 & 1<=p5991]] | [[p824<=1 & 1<=p824] | [p5751<=1 & 1<=p5751]]] | [[[p2700<=1 & 1<=p2700] | [p2503<=1 & 1<=p2503]] | [[p5108<=1 & 1<=p5108] | [p5824<=1 & 1<=p5824]]]]]]] | [[[[[[[[p813<=1 & 1<=p813] | [p5700<=1 & 1<=p5700]] | [p6198<=1 & 1<=p6198]] | [[p4191<=1 & 1<=p4191] | [p2309<=1 & 1<=p2309]]] | [[[p5940<=1 & 1<=p5940] | [p6324<=1 & 1<=p6324]] | [[p4153<=1 & 1<=p4153] | [p2163<=1 & 1<=p2163]]]] | [[[[[p2347<=1 & 1<=p2347] | [p4594<=1 & 1<=p4594]] | [p407<=1 & 1<=p407]] | [[p1784<=1 & 1<=p1784] | [p4204<=1 & 1<=p4204]]] | [[[p4371<=1 & 1<=p4371] | [p992<=1 & 1<=p992]] | [[p5962<=1 & 1<=p5962] | [p5735<=1 & 1<=p5735]]]]] | [[[[[[p2918<=1 & 1<=p2918] | [p2130<=1 & 1<=p2130]] | [p5570<=1 & 1<=p5570]] | [[p5382<=1 & 1<=p5382] | [p2360<=1 & 1<=p2360]]] | [[[p1907<=1 & 1<=p1907] | [p2840<=1 & 1<=p2840]] | [[p4025<=1 & 1<=p4025] | [p3751<=1 & 1<=p3751]]]] | [[[[p5170<=1 & 1<=p5170] | [p6473<=1 & 1<=p6473]] | [[p6517<=1 & 1<=p6517] | [p3446<=1 & 1<=p3446]]] | [[[p2181<=1 & 1<=p2181] | [p3237<=1 & 1<=p3237]] | [[p4114<=1 & 1<=p4114] | [p3326<=1 & 1<=p3326]]]]]] | [[[[[[[p1393<=1 & 1<=p1393] | [p3628<=1 & 1<=p3628]] | [p3717<=1 & 1<=p3717]] | [[p6389<=1 & 1<=p6389] | [p6086<=1 & 1<=p6086]]] | [[[p6051<=1 & 1<=p6051] | [p1510<=1 & 1<=p1510]] | [[p6220<=1 & 1<=p6220] | [p1733<=1 & 1<=p1733]]]] | [[[[p3231<=1 & 1<=p3231] | [p4422<=1 & 1<=p4422]] | [[p4991<=1 & 1<=p4991] | [p5800<=1 & 1<=p5800]]] | [[[p3354<=1 & 1<=p3354] | [p5729<=1 & 1<=p5729]] | [[p4197<=1 & 1<=p4197] | [p3147<=1 & 1<=p3147]]]]] | [[[[[[p2757<=1 & 1<=p2757] | [p1387<=1 & 1<=p1387]] | [p2527<=1 & 1<=p2527]] | [[p6427<=1 & 1<=p6427] | [p4588<=1 & 1<=p4588]]] | [[[p4762<=1 & 1<=p4762] | [p4210<=1 & 1<=p4210]] | [[p3014<=1 & 1<=p3014] | [p4734<=1 & 1<=p4734]]]] | [[[[p3538<=1 & 1<=p3538] | [p6281<=1 & 1<=p6281]] | [[p1901<=1 & 1<=p1901] | [p6330<=1 & 1<=p6330]]] | [[[p6258<=1 & 1<=p6258] | [p4550<=1 & 1<=p4550]] | [[p4601<=1 & 1<=p4601] | [p3405<=1 & 1<=p3405]]]]]]]] | [[[[[[[[[p5313<=1 & 1<=p5313] | [p1561<=1 & 1<=p1561]] | [p2220<=1 & 1<=p2220]] | [[p2744<=1 & 1<=p2744] | [p1170<=1 & 1<=p1170]]] | [[[p2706<=1 & 1<=p2706] | [p4711<=1 & 1<=p4711]] | [[p4248<=1 & 1<=p4248] | [p3154<=1 & 1<=p3154]]]] | [[[[[p3968<=1 & 1<=p3968] | [p5042<=1 & 1<=p5042]] | [p2366<=1 & 1<=p2366]] | [[p6565<=1 & 1<=p6565] | [p2957<=1 & 1<=p2957]]] | [[[p6017<=1 & 1<=p6017] | [p1596<=1 & 1<=p1596]] | [[p2611<=1 & 1<=p2611] | [p5131<=1 & 1<=p5131]]]]] | [[[[[[p1310<=1 & 1<=p1310] | [p3500<=1 & 1<=p3500]] | [p1049<=1 & 1<=p1049]] | [[p6169<=1 & 1<=p6169] | [p4120<=1 & 1<=p4120]]] | [[[p5421<=1 & 1<=p5421] | [p4801<=1 & 1<=p4801]] | [[p3049<=1 & 1<=p3049] | [p6249<=1 & 1<=p6249]]]] | [[[[p3577<=1 & 1<=p3577] | [p3774<=1 & 1<=p3774]] | [[p1790<=1 & 1<=p1790] | [p4511<=1 & 1<=p4511]]] | [[[p513<=1 & 1<=p513] | [p3723<=1 & 1<=p3723]] | [[p5806<=1 & 1<=p5806] | [p2124<=1 & 1<=p2124]]]]]] | [[[[[[[p4934<=1 & 1<=p4934] | [p3440<=1 & 1<=p3440]] | [p5922<=1 & 1<=p5922]] | [[p998<=1 & 1<=p998] | [p5618<=1 & 1<=p5618]]] | [[[p6467<=1 & 1<=p6467] | [p3043<=1 & 1<=p3043]] | [[p6421<=1 & 1<=p6421] | [p6301<=1 & 1<=p6301]]]] | [[[[p1930<=1 & 1<=p1930] | [p2032<=1 & 1<=p2032]] | [[p4645<=1 & 1<=p4645] | [p6252<=1 & 1<=p6252]]] | [[[p5844<=1 & 1<=p5844] | [p3008<=1 & 1<=p3008]] | [[p4705<=1 & 1<=p4705] | [p5769<=1 & 1<=p5769]]]]] | [[[[[[p1545<=1 & 1<=p1545] | [p2521<=1 & 1<=p2521]] | [p3634<=1 & 1<=p3634]] | [[p3103<=1 & 1<=p3103] | [p6287<=1 & 1<=p6287]]] | [[[p3389<=1 & 1<=p3389] | [p4985<=1 & 1<=p4985]] | [[p4365<=1 & 1<=p4365] | [p1199<=1 & 1<=p1199]]]] | [[[[p3974<=1 & 1<=p3974] | [p4740<=1 & 1<=p4740]] | [[p6214<=1 & 1<=p6214] | [p6571<=1 & 1<=p6571]]] | [[[p6383<=1 & 1<=p6383] | [p2423<=1 & 1<=p2423]] | [[p6080<=1 & 1<=p6080] | [p4314<=1 & 1<=p4314]]]]]]] | [[[[[[[[p3141<=1 & 1<=p3141] | [p1164<=1 & 1<=p1164]] | [p5319<=1 & 1<=p5319]] | [[p1113<=1 & 1<=p1113] | [p957<=1 & 1<=p957]]] | [[[p4607<=1 & 1<=p4607] | [p2763<=1 & 1<=p2763]] | [[p2617<=1 & 1<=p2617] | [p5564<=1 & 1<=p5564]]]] | [[[[p6011<=1 & 1<=p6011] | [p6049<=1 & 1<=p6049]] | [[p1504<=1 & 1<=p1504] | [p3769<=1 & 1<=p3769]]] | [[[p6243<=1 & 1<=p6243] | [p4791<=1 & 1<=p4791]] | [[p2992<=1 & 1<=p2992] | [p1193<=1 & 1<=p1193]]]]] | [[[[[[p4903<=1 & 1<=p4903] | [p1970<=1 & 1<=p1970]] | [p3104<=1 & 1<=p3104]] | [[p1305<=1 & 1<=p1305] | [p2193<=1 & 1<=p2193]]] | [[[p3434<=1 & 1<=p3434] | [p5955<=1 & 1<=p5955]] | [[p2148<=1 & 1<=p2148] | [p6000<=1 & 1<=p6000]]]] | [[[[p1925<=1 & 1<=p1925] | [p3992<=1 & 1<=p3992]] | [[p6129<=1 & 1<=p6129] | [p4836<=1 & 1<=p4836]]] | [[[p3814<=1 & 1<=p3814] | [p400<=1 & 1<=p400]] | [[p6461<=1 & 1<=p6461] | [p4389<=1 & 1<=p4389]]]]]] | [[[[[[[p4349<=1 & 1<=p4349] | [p1528<=1 & 1<=p1528]] | [p3947<=1 & 1<=p3947]] | [[p2367<=1 & 1<=p2367] | [p5563<=1 & 1<=p5563]]] | [[[p5126<=1 & 1<=p5126] | [p2238<=1 & 1<=p2238]] | [[p6174<=1 & 1<=p6174] | [p4211<=1 & 1<=p4211]]]] | [[[[p5905<=1 & 1<=p5905] | [p1148<=1 & 1<=p1148]] | [[p2595<=1 & 1<=p2595] | [p5518<=1 & 1<=p5518]]] | [[[p2635<=1 & 1<=p2635] | [p6445<=1 & 1<=p6445]] | [[p1796<=1 & 1<=p1796] | [p508<=1 & 1<=p508]]]]] | [[[[[[p3032<=1 & 1<=p3032] | [p6005<=1 & 1<=p6005]] | [p2417<=1 & 1<=p2417]] | [[p5736<=1 & 1<=p5736] | [p2809<=1 & 1<=p2809]]] | [[[p4166<=1 & 1<=p4166] | [p3417<=1 & 1<=p3417]] | [[p3372<=1 & 1<=p3372] | [p2322<=1 & 1<=p2322]]]] | [[[[p5216<=1 & 1<=p5216] | [p1573<=1 & 1<=p1573]] | [[p3640<=1 & 1<=p3640] | [p5344<=1 & 1<=p5344]]] | [[[p2015<=1 & 1<=p2015] | [p1975<=1 & 1<=p1975]] | [[p4774<=1 & 1<=p4774] | [p3037<=1 & 1<=p3037]]]]]]]]]] | [[[[[[[[[[[p3724<=1 & 1<=p3724] | [p6504<=1 & 1<=p6504]] | [p5798<=1 & 1<=p5798]] | [[p974<=1 & 1<=p974] | [p6516<=1 & 1<=p6516]]] | [[[p2590<=1 & 1<=p2590] | [p1014<=1 & 1<=p1014]] | [[p4394<=1 & 1<=p4394] | [p3198<=1 & 1<=p3198]]]] | [[[[[p4434<=1 & 1<=p4434] | [p3819<=1 & 1<=p3819]] | [p6074<=1 & 1<=p6074]] | [[p4506<=1 & 1<=p4506] | [p2930<=1 & 1<=p2930]]] | [[[p2719<=1 & 1<=p2719] | [p5005<=1 & 1<=p5005]] | [[p4819<=1 & 1<=p4819] | [p520<=1 & 1<=p520]]]]] | [[[[[[p4518<=1 & 1<=p4518] | [p6112<=1 & 1<=p6112]] | [p2533<=1 & 1<=p2533]] | [[p1031<=1 & 1<=p1031] | [p6288<=1 & 1<=p6288]]] | [[[p5843<=1 & 1<=p5843] | [p2020<=1 & 1<=p2020]] | [[p4332<=1 & 1<=p4332] | [p3377<=1 & 1<=p3377]]]] | [[[[p986<=1 & 1<=p986] | [p1176<=1 & 1<=p1176]] | [[p1533<=1 & 1<=p1533] | [p3206<=1 & 1<=p3206]]] | [[[p6226<=1 & 1<=p6226] | [p4741<=1 & 1<=p4741]] | [[p3020<=1 & 1<=p3020] | [p5399<=1 & 1<=p5399]]]]]] | [[[[[[[p800<=1 & 1<=p800] | [p5501<=1 & 1<=p5501]] | [p5221<=1 & 1<=p5221]] | [[p2578<=1 & 1<=p2578] | [p5786<=1 & 1<=p5786]]] | [[[p3339<=1 & 1<=p3339] | [p1913<=1 & 1<=p1913]] | [[p3161<=1 & 1<=p3161] | [p2935<=1 & 1<=p2935]]]] | [[[[p2975<=1 & 1<=p2975] | [p412<=1 & 1<=p412]] | [[p5183<=1 & 1<=p5183] | [p1317<=1 & 1<=p1317]]] | [[[p4439<=1 & 1<=p4439] | [p4997<=1 & 1<=p4997]] | [[p4608<=1 & 1<=p4608] | [p2198<=1 & 1<=p2198]]]]] | [[[[[[p1131<=1 & 1<=p1131] | [p2764<=1 & 1<=p2764]] | [p4042<=1 & 1<=p4042]] | [[p5967<=1 & 1<=p5967] | [p6395<=1 & 1<=p6395]]] | [[[p3781<=1 & 1<=p3781] | [p3595<=1 & 1<=p3595]] | [[p2980<=1 & 1<=p2980] | [p1958<=1 & 1<=p1958]]]] | [[[[p4779<=1 & 1<=p4779] | [p5910<=1 & 1<=p5910]] | [[p6564<=1 & 1<=p6564] | [p5394<=1 & 1<=p5394]]] | [[[p3935<=1 & 1<=p3935] | [p1136<=1 & 1<=p1136]] | [[p5625<=1 & 1<=p5625] | [p3501<=1 & 1<=p3501]]]]]]] | [[[[[[[[p1702<=1 & 1<=p1702] | [p2400<=1 & 1<=p2400]] | [p3315<=1 & 1<=p3315]] | [[p5439<=1 & 1<=p5439] | [p5307<=1 & 1<=p5307]]] | [[[p4121<=1 & 1<=p4121] | [p969<=1 & 1<=p969]] | [[p687<=1 & 1<=p687] | [p6343<=1 & 1<=p6343]]]] | [[[[[p6117<=1 & 1<=p6117] | [p5525<=1 & 1<=p5525]] | [p4223<=1 & 1<=p4223]] | [[p3802<=1 & 1<=p3802] | [p2640<=1 & 1<=p2640]]] | [[[p1362<=1 & 1<=p1362] | [p5138<=1 & 1<=p5138]] | [[p3997<=1 & 1<=p3997] | [p4037<=1 & 1<=p4037]]]]] | [[[[[[p1578<=1 & 1<=p1578] | [p5781<=1 & 1<=p5781]] | [p6057<=1 & 1<=p6057]] | [[p4563<=1 & 1<=p4563] | [p1937<=1 & 1<=p1937]]] | [[[p3422<=1 & 1<=p3422] | [p4337<=1 & 1<=p4337]] | [[p4377<=1 & 1<=p4377] | [p4843<=1 & 1<=p4843]]]] | [[[[p1918<=1 & 1<=p1918] | [p5506<=1 & 1<=p5506]] | [[p1007<=1 & 1<=p1007] | [p3940<=1 & 1<=p3940]]] | [[[p6136<=1 & 1<=p6136] | [p3044<=1 & 1<=p3044]] | [[p5724<=1 & 1<=p5724] | [p2405<=1 & 1<=p2405]]]]]] | [[[[[[[p4382<=1 & 1<=p4382] | [p6081<=1 & 1<=p6081]] | [p5159<=1 & 1<=p5159]] | [[p2628<=1 & 1<=p2628] | [p2583<=1 & 1<=p2583]]] | [[[p2999<=1 & 1<=p2999] | [p4427<=1 & 1<=p4427]] | [[p6319<=1 & 1<=p6319] | [p5992<=1 & 1<=p5992]]]] | [[[[p1963<=1 & 1<=p1963] | [p3985<=1 & 1<=p3985]] | [[p2538<=1 & 1<=p2538] | [p4824<=1 & 1<=p4824]]] | [[[p3248<=1 & 1<=p3248] | [p2424<=1 & 1<=p2424]] | [[p981<=1 & 1<=p981] | [p3320<=1 & 1<=p3320]]]]] | [[[[[[p5601<=1 & 1<=p5601] | [p675<=1 & 1<=p675]] | [p962<=1 & 1<=p962]] | [[p6528<=1 & 1<=p6528] | [p6012<=1 & 1<=p6012]]] | [[[p2141<=1 & 1<=p2141] | [p6231<=1 & 1<=p6231]] | [[p3757<=1 & 1<=p3757] | [p6468<=1 & 1<=p6468]]]] | [[[[p1982<=1 & 1<=p1982] | [p1181<=1 & 1<=p1181]] | [[p5444<=1 & 1<=p5444] | [p5302<=1 & 1<=p5302]]] | [[[p5114<=1 & 1<=p5114] | [p1026<=1 & 1<=p1026]] | [[p6062<=1 & 1<=p6062] | [p2008<=1 & 1<=p2008]]]]]]]] | [[[[[[[[[p4446<=1 & 1<=p4446] | [p3807<=1 & 1<=p3807]] | [p2231<=1 & 1<=p2231]] | [[p3826<=1 & 1<=p3826] | [p4722<=1 & 1<=p4722]]] | [[[p3025<=1 & 1<=p3025] | [p3712<=1 & 1<=p3712]] | [[p1540<=1 & 1<=p1540] | [p424<=1 & 1<=p424]]]] | [[[[[p6438<=1 & 1<=p6438] | [p5209<=1 & 1<=p5209]] | [p2355<=1 & 1<=p2355]] | [[p3365<=1 & 1<=p3365] | [p3384<=1 & 1<=p3384]]] | [[[p1521<=1 & 1<=p1521] | [p6588<=1 & 1<=p6588]] | [[p1789<=1 & 1<=p1789] | [p2968<=1 & 1<=p2968]]]]] | [[[[[[p6219<=1 & 1<=p6219] | [p6456<=1 & 1<=p6456]] | [p2243<=1 & 1<=p2243]] | [[p1585<=1 & 1<=p1585] | [p4990<=1 & 1<=p4990]]] | [[[p5228<=1 & 1<=p5228] | [p4767<=1 & 1<=p4767]] | [[p6050<=1 & 1<=p6050] | [p3429<=1 & 1<=p3429]]]] | [[[[p6541<=1 & 1<=p6541] | [p3146<=1 & 1<=p3146]] | [[p2942<=1 & 1<=p2942] | [p5979<=1 & 1<=p5979]]] | [[[p4325<=1 & 1<=p4325] | [p4049<=1 & 1<=p4049]] | [[p6388<=1 & 1<=p6388] | [p2526<=1 & 1<=p2526]]]]]] | [[[[[[[p6576<=1 & 1<=p6576] | [p4945<=1 & 1<=p4945]] | [p6105<=1 & 1<=p6105]] | [[p2027<=1 & 1<=p2027] | [p6331<=1 & 1<=p6331]]] | [[[p4786<=1 & 1<=p4786] | [p2923<=1 & 1<=p2923]] | [[p3013<=1 & 1<=p3013] | [p4551<=1 & 1<=p4551]]]] | [[[[p6238<=1 & 1<=p6238] | [p3410<=1 & 1<=p3410]] | [[p6069<=1 & 1<=p6069] | [p5432<=1 & 1<=p5432]]] | [[[p1566<=1 & 1<=p1566] | [p2310<=1 & 1<=p2310]] | [[p3645<=1 & 1<=p3645] | [p4154<=1 & 1<=p4154]]]]] | [[[[[[p812<=1 & 1<=p812] | [p3588<=1 & 1<=p3588]] | [p6306<=1 & 1<=p6306]] | [[p4729<=1 & 1<=p4729] | [p1188<=1 & 1<=p1188]]] | [[[p1038<=1 & 1<=p1038] | [p1019<=1 & 1<=p1019]] | [[p1169<=1 & 1<=p1169] | [p1906<=1 & 1<=p1906]]]] | [[[[p1744<=1 & 1<=p1744] | [p4831<=1 & 1<=p4831]] | [[p4344<=1 & 1<=p4344] | [p4030<=1 & 1<=p4030]]] | [[[p2707<=1 & 1<=p2707] | [p2647<=1 & 1<=p2647]] | [[p6276<=1 & 1<=p6276] | [p3543<=1 & 1<=p3543]]]]]]] | [[[[[[[[p5101<=1 & 1<=p5101] | [p4370<=1 & 1<=p4370]] | [p5575<=1 & 1<=p5575]] | [[p5171<=1 & 1<=p5171] | [p1350<=1 & 1<=p1350]]] | [[[p3750<=1 & 1<=p3750] | [p6124<=1 & 1<=p6124]] | [[p6186<=1 & 1<=p6186] | [p5793<=1 & 1<=p5793]]]] | [[[[p5774<=1 & 1<=p5774] | [p5712<=1 & 1<=p5712]] | [[p650<=1 & 1<=p650] | [p2545<=1 & 1<=p2545]]] | [[[p5047<=1 & 1<=p5047] | [p2752<=1 & 1<=p2752]] | [[p2186<=1 & 1<=p2186] | [p5917<=1 & 1<=p5917]]]]] | [[[[[[p3327<=1 & 1<=p3327] | [p449<=1 & 1<=p449]] | [p5513<=1 & 1<=p5513]] | [[p5613<=1 & 1<=p5613] | [p1124<=1 & 1<=p1124]]] | [[[p1143<=1 & 1<=p1143] | [p3308<=1 & 1<=p3308]] | [[p2412<=1 & 1<=p2412] | [p5387<=1 & 1<=p5387]]]] | [[[[p4109<=1 & 1<=p4109] | [p4812<=1 & 1<=p4812]] | [[p2987<=1 & 1<=p2987] | [p6480<=1 & 1<=p6480]]] | [[[p4018<=1 & 1<=p4018] | [p1732<=1 & 1<=p1732]] | [[p4542<=1 & 1<=p4542] | [p2743<=1 & 1<=p2743]]]]]] | [[[[[[[p3007<=1 & 1<=p3007] | [p2219<=1 & 1<=p2219]] | [p5029<=1 & 1<=p5029]] | [[p4806<=1 & 1<=p4806] | [p3230<=1 & 1<=p3230]]] | [[[p2520<=1 & 1<=p2520] | [p5543<=1 & 1<=p5543]] | [[p5152<=1 & 1<=p5152] | [p1509<=1 & 1<=p1509]]]] | [[[[p1554<=1 & 1<=p1554] | [p2442<=1 & 1<=p2442]] | [[p4364<=1 & 1<=p4364] | [p1386<=1 & 1<=p1386]]] | [[[p3353<=1 & 1<=p3353] | [p2565<=1 & 1<=p2565]] | [[p1044<=1 & 1<=p1044] | [p5935<=1 & 1<=p5935]]]]] | [[[[[[p4241<=1 & 1<=p4241] | [p4196<=1 & 1<=p4196]] | [p2174<=1 & 1<=p2174]] | [[p5801<=1 & 1<=p5801] | [p3973<=1 & 1<=p3973]]] | [[[p3185<=1 & 1<=p3185] | [p2397<=1 & 1<=p2397]] | [[p544<=1 & 1<=p544] | [p4710<=1 & 1<=p4710]]]] | [[[[p1900<=1 & 1<=p1900] | [p3799<=1 & 1<=p3799]] | [[p1951<=1 & 1<=p1951] | [p1163<=1 & 1<=p1163]]] | [[[p1777<=1 & 1<=p1777] | [p6257<=1 & 1<=p6257]] | [[p6213<=1 & 1<=p6213] | [p3922<=1 & 1<=p3922]]]]]]]]] | [[[[[[[[[[p4984<=1 & 1<=p4984] | [p4638<=1 & 1<=p4638]] | [p6382<=1 & 1<=p6382]] | [[p4587<=1 & 1<=p4587] | [p2616<=1 & 1<=p2616]]] | [[[p5314<=1 & 1<=p5314] | [p5426<=1 & 1<=p5426]] | [[p3140<=1 & 1<=p3140] | [p831<=1 & 1<=p831]]]] | [[[[[p5375<=1 & 1<=p5375] | [p4319<=1 & 1<=p4319]] | [p3134<=1 & 1<=p3134]] | [[p2346<=1 & 1<=p2346] | [p3404<=1 & 1<=p3404]]] | [[[p6376<=1 & 1<=p6376] | [p1112<=1 & 1<=p1112]] | [[p6426<=1 & 1<=p6426] | [p3531<=1 & 1<=p3531]]]]] | [[[[[[p2045<=1 & 1<=p2045] | [p4755<=1 & 1<=p4755]] | [p3928<=1 & 1<=p3928]] | [[p2129<=1 & 1<=p2129] | [p2571<=1 & 1<=p2571]]] | [[[p2168<=1 & 1<=p2168] | [p3621<=1 & 1<=p3621]] | [[p3582<=1 & 1<=p3582] | [p1118<=1 & 1<=p1118]]]] | [[[[p4632<=1 & 1<=p4632] | [p5381<=1 & 1<=p5381]] | [[p5756<=1 & 1<=p5756] | [p4024<=1 & 1<=p4024]]] | [[[p2962<=1 & 1<=p2962] | [p1738<=1 & 1<=p1738]] | [[p4548<=1 & 1<=p4548] | [p5023<=1 & 1<=p5023]]]]]] | [[[[[[[p1726<=1 & 1<=p1726] | [p2788<=1 & 1<=p2788]] | [p2839<=1 & 1<=p2839]] | [[p5549<=1 & 1<=p5549] | [p4536<=1 & 1<=p4536]]] | [[[p6024<=1 & 1<=p6024] | [p6036<=1 & 1<=p6036]] | [[p5649<=1 & 1<=p5649] | [p2448<=1 & 1<=p2448]]]] | [[[[p3302<=1 & 1<=p3302] | [p993<=1 & 1<=p993]] | [[p4145<=1 & 1<=p4145] | [p6093<=1 & 1<=p6093]]] | [[[p4415<=1 & 1<=p4415] | [p5807<=1 & 1<=p5807]] | [[p3179<=1 & 1<=p3179] | [p4939<=1 & 1<=p4939]]]]] | [[[[[[p2180<=1 & 1<=p2180] | [p3570<=1 & 1<=p3570]] | [p2911<=1 & 1<=p2911]] | [[p1335<=1 & 1<=p1335] | [p4704<=1 & 1<=p4704]]] | [[[p2905<=1 & 1<=p2905] | [p6251<=1 & 1<=p6251]] | [[p5768<=1 & 1<=p5768] | [p1106<=1 & 1<=p1106]]]] | [[[[p2117<=1 & 1<=p2117] | [p3633<=1 & 1<=p3633]] | [[p2845<=1 & 1<=p2845] | [p3191<=1 & 1<=p3191]]] | [[[p6420<=1 & 1<=p6420] | [p6087<=1 & 1<=p6087]] | [[p4403<=1 & 1<=p4403] | [p3447<=1 & 1<=p3447]]]]]]] | [[[[[[[[p1347<=1 & 1<=p1347] | [p4927<=1 & 1<=p4927]] | [p3916<=1 & 1<=p3916]] | [[p837<=1 & 1<=p837] | [p4849<=1 & 1<=p4849]]] | [[[p4012<=1 & 1<=p4012] | [p538<=1 & 1<=p538]] | [[p2950<=1 & 1<=p2950] | [p2225<=1 & 1<=p2225]]]] | [[[[[p2749<=1 & 1<=p2749] | [p2039<=1 & 1<=p2039]] | [p4313<=1 & 1<=p4313]] | [[p3525<=1 & 1<=p3525] | [p5320<=1 & 1<=p5320]]] | [[[p1503<=1 & 1<=p1503] | [p2559<=1 & 1<=p2559]] | [[p5369<=1 & 1<=p5369] | [p4644<=1 & 1<=p4644]]]]] | [[[[[[p4978<=1 & 1<=p4978] | [p4247<=1 & 1<=p4247]] | [p5035<=1 & 1<=p5035]] | [[p1157<=1 & 1<=p1157] | [p3967<=1 & 1<=p3967]]] | [[[p2794<=1 & 1<=p2794] | [p6018<=1 & 1<=p6018]] | [[p1597<=1 & 1<=p1597] | [p1783<=1 & 1<=p1783]]]] | [[[[p2956<=1 & 1<=p2956] | [p2610<=1 & 1<=p2610]] | [[p5420<=1 & 1<=p5420] | [p5326<=1 & 1<=p5326]]] | [[[p4307<=1 & 1<=p4307] | [p1341<=1 & 1<=p1341]] | [[p6042<=1 & 1<=p6042] | [p4800<=1 & 1<=p4800]]]]]] | [[[[[[[p950<=1 & 1<=p950] | [p6414<=1 & 1<=p6414]] | [p4409<=1 & 1<=p4409]] | [[p4593<=1 & 1<=p4593] | [p6207<=1 & 1<=p6207]]] | [[[p3001<=1 & 1<=p3001] | [p5762<=1 & 1<=p5762]] | [[p1988<=1 & 1<=p1988] | [p6474<=1 & 1<=p6474]]]] | [[[[p2514<=1 & 1<=p2514] | [p5813<=1 & 1<=p5813]] | [[p5929<=1 & 1<=p5929] | [p4933<=1 & 1<=p4933]]] | [[[p3576<=1 & 1<=p3576] | [p1392<=1 & 1<=p1392]] | [[p3441<=1 & 1<=p3441] | [p843<=1 & 1<=p843]]]]] | [[[[[[p3627<=1 & 1<=p3627] | [p999<=1 & 1<=p999]] | [p3236<=1 & 1<=p3236]] | [[p1001<=1 & 1<=p1001] | [p4358<=1 & 1<=p4358]]] | [[[p2123<=1 & 1<=p2123] | [p3832<=1 & 1<=p3832]] | [[p4966<=1 & 1<=p4966] | [p2156<=1 & 1<=p2156]]]] | [[[[p3345<=1 & 1<=p3345] | [p5631<=1 & 1<=p5631]] | [[p6364<=1 & 1<=p6364] | [p4620<=1 & 1<=p4620]]] | [[[p2334<=1 & 1<=p2334] | [p5189<=1 & 1<=p5189]] | [[p1323<=1 & 1<=p1323] | [p4178<=1 & 1<=p4178]]]]]]]] | [[[[[[[[[p1368<=1 & 1<=p1368] | [p2111<=1 & 1<=p2111]] | [p5819<=1 & 1<=p5819]] | [[p1100<=1 & 1<=p1100] | [p4798<=1 & 1<=p4798]]] | [[[p3955<=1 & 1<=p3955] | [p3167<=1 & 1<=p3167]] | [[p2379<=1 & 1<=p2379] | [p526<=1 & 1<=p526]]]] | [[[[[p3787<=1 & 1<=p3787] | [p1714<=1 & 1<=p1714]] | [p4921<=1 & 1<=p4921]] | [[p2502<=1 & 1<=p2502] | [p4000<=1 & 1<=p4000]]] | [[[p3212<=1 & 1<=p3212] | [p2553<=1 & 1<=p2553]] | [[p1765<=1 & 1<=p1765] | [p4133<=1 & 1<=p4133]]]]] | [[[[[[p3609<=1 & 1<=p3609] | [p2430<=1 & 1<=p2430]] | [p5240<=1 & 1<=p5240]] | [[p3218<=1 & 1<=p3218] | [p2821<=1 & 1<=p2821]]] | [[[p4524<=1 & 1<=p4524] | [p3736<=1 & 1<=p3736]] | [[p532<=1 & 1<=p532] | [p6349<=1 & 1<=p6349]]]] | [[[[p5531<=1 & 1<=p5531] | [p3742<=1 & 1<=p3742]] | [[p3396<=1 & 1<=p3396] | [p4569<=1 & 1<=p4569]]] | [[[p3603<=1 & 1<=p3603] | [p4352<=1 & 1<=p4352]] | [[p5363<=1 & 1<=p5363] | [p3558<=1 & 1<=p3558]]]]]] | [[[[[[[p5551<=1 & 1<=p5551] | [p5195<=1 & 1<=p5195]] | [p3519<=1 & 1<=p3519]] | [[p1943<=1 & 1<=p1943] | [p1759<=1 & 1<=p1759]]] | [[[p6142<=1 & 1<=p6142] | [p2508<=1 & 1<=p2508]] | [[p5402<=1 & 1<=p5402] | [p5011<=1 & 1<=p5011]]]] | [[[[p6498<=1 & 1<=p6498] | [p2725<=1 & 1<=p2725]] | [[p3961<=1 & 1<=p3961] | [p2776<=1 & 1<=p2776]]] | [[[p4960<=1 & 1<=p4960] | [p3838<=1 & 1<=p3838]] | [[p2201<=1 & 1<=p2201] | [p2150<=1 & 1<=p2150]]]]] | [[[[[[p6201<=1 & 1<=p6201] | [p3910<=1 & 1<=p3910]] | [p6162<=1 & 1<=p6162]] | [[p4301<=1 & 1<=p4301] | [p2385<=1 & 1<=p2385]]] | [[[p3116<=1 & 1<=p3116] | [p5414<=1 & 1<=p5414]] | [[p5332<=1 & 1<=p5332] | [p849<=1 & 1<=p849]]]] | [[[[p6408<=1 & 1<=p6408] | [p5144<=1 & 1<=p5144]] | [[p1151<=1 & 1<=p1151] | [p4229<=1 & 1<=p4229]]] | [[[p1994<=1 & 1<=p1994] | [p6358<=1 & 1<=p6358]] | [[p1771<=1 & 1<=p1771] | [p4581<=1 & 1<=p4581]]]]]]] | [[[[[[[[p3793<=1 & 1<=p3793] | [p3507<=1 & 1<=p3507]] | [p6150<=1 & 1<=p6150]] | [[p2604<=1 & 1<=p2604] | [p2436<=1 & 1<=p2436]]] | [[[p4139<=1 & 1<=p4139] | [p3128<=1 & 1<=p3128]] | [[p1329<=1 & 1<=p1329] | [p6370<=1 & 1<=p6370]]]] | [[[[p3224<=1 & 1<=p3224] | [p5748<=1 & 1<=p5748]] | [[p2340<=1 & 1<=p2340] | [p6558<=1 & 1<=p6558]]] | [[[p2213<=1 & 1<=p2213] | [p6486<=1 & 1<=p6486]] | [[p5750<=1 & 1<=p5750] | [p5825<=1 & 1<=p5825]]]]] | [[[[[[p4972<=1 & 1<=p4972] | [p4184<=1 & 1<=p4184]] | [p3615<=1 & 1<=p3615]] | [[p2827<=1 & 1<=p2827] | [p2737<=1 & 1<=p2737]]] | [[[p1949<=1 & 1<=p1949] | [p5246<=1 & 1<=p5246]] | [[p4190<=1 & 1<=p4190] | [p1374<=1 & 1<=p1374]]]] | [[[[p5637<=1 & 1<=p5637] | [p2105<=1 & 1<=p2105]] | [[p2162<=1 & 1<=p2162] | [p406<=1 & 1<=p406]]] | [[[p5941<=1 & 1<=p5941] | [p5537<=1 & 1<=p5537]] | [[p6492<=1 & 1<=p6492] | [p2731<=1 & 1<=p2731]]]]]] | [[[[[[[p4006<=1 & 1<=p4006] | [p3844<=1 & 1<=p3844]] | [p2207<=1 & 1<=p2207]] | [[p4530<=1 & 1<=p4530] | [p5643<=1 & 1<=p5643]]] | [[[p5831<=1 & 1<=p5831] | [p4915<=1 & 1<=p4915]] | [[p6148<=1 & 1<=p6148] | [p5947<=1 & 1<=p5947]]]] | [[[[p5357<=1 & 1<=p5357] | [p1380<=1 & 1<=p1380]] | [[p6099<=1 & 1<=p6099] | [p2833<=1 & 1<=p2833]]] | [[[p4575<=1 & 1<=p4575] | [p1720<=1 & 1<=p1720]] | [[p3748<=1 & 1<=p3748] | [p6402<=1 & 1<=p6402]]]]] | [[[[[[p5742<=1 & 1<=p5742] | [p4235<=1 & 1<=p4235]] | [p3564<=1 & 1<=p3564]] | [[p3173<=1 & 1<=p3173] | [p3122<=1 & 1<=p3122]]] | [[[p6156<=1 & 1<=p6156] | [p5408<=1 & 1<=p5408]] | [[p5338<=1 & 1<=p5338] | [p6552<=1 & 1<=p6552]]]] | [[[[p699<=1 & 1<=p699] | [p4626<=1 & 1<=p4626]] | [[p2391<=1 & 1<=p2391] | [p3513<=1 & 1<=p3513]]] | [[[p3904<=1 & 1<=p3904] | [p5017<=1 & 1<=p5017]] | [[p2782<=1 & 1<=p2782] | [p6030<=1 & 1<=p6030]]]]]]]]]]]]]]]]]]]]

abstracting: (1<=p6030)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6030<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2782)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2782<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5017)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5017<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3904)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3904<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3513)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3513<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2391)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2391<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4626)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4626<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p699)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p699<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6552)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6552<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5338)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5338<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5408)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5408<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6156)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6156<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3122)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3122<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3173)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3173<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3564)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3564<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4235)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4235<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5742)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5742<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6402)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6402<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3748)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3748<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1720)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1720<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4575)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4575<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2833)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2833<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6099)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6099<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1380)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1380<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5357)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5357<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5947)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5947<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6148)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6148<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4915)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4915<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5831)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5831<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5643)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5643<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4530)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4530<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2207)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2207<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3844)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3844<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4006)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4006<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2731)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2731<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6492)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6492<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5537)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5537<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5941)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5941<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p406)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p406<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2162)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2162<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2105)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2105<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5637)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5637<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1374)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1374<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4190)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4190<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5246)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5246<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1949)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1949<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2737)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2737<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2827)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2827<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3615)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3615<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4184)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4184<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4972)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4972<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5825)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5825<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5750)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5750<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6486)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6486<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2213)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2213<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6558)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6558<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2340)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2340<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5748)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5748<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3224)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3224<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6370)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6370<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1329)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1329<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3128)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3128<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4139)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4139<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2436)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2436<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2604)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2604<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6150)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6150<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3507)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3507<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3793)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3793<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4581)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4581<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1771)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1771<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6358)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6358<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1994)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1994<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4229)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4229<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1151)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1151<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5144)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5144<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6408)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6408<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p849)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p849<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5332)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5332<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5414)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5414<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3116)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3116<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2385)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2385<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4301)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4301<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6162)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6162<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3910)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3910<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6201)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6201<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2150)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2150<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2201)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2201<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3838)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3838<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4960)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4960<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2776)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2776<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3961)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3961<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2725)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2725<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6498)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6498<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5011)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5011<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5402)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5402<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2508)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2508<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6142)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6142<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1759)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1759<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1943)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1943<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3519)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3519<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5195)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5195<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5551)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5551<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3558)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3558<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5363)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5363<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4352)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4352<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3603)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3603<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4569)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4569<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3396)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3396<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3742)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3742<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5531)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5531<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6349)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6349<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p532)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p532<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3736)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3736<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4524)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4524<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2821)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2821<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3218)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3218<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5240)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5240<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2430)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2430<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3609)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3609<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4133)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4133<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1765)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1765<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2553)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2553<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3212)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3212<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4000)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4000<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2502)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2502<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4921)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4921<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1714)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1714<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3787)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3787<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p526)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p526<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2379)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2379<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3167)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3167<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3955)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3955<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4798)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4798<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1100)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1100<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5819)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5819<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2111)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2111<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1368)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1368<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4178)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4178<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1323)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1323<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5189)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5189<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2334)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2334<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4620)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4620<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6364)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6364<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5631)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5631<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3345)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3345<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2156)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2156<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4966)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4966<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3832)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3832<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2123)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2123<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4358)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4358<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1001)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1001<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3236)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3236<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p999)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p999<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3627)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3627<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p843)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p843<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3441)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3441<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1392)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1392<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3576)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3576<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4933)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4933<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5929)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5929<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5813)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5813<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2514)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2514<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6474)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6474<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1988)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1988<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5762)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5762<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3001)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3001<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6207)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6207<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4593)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4593<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4409)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4409<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6414)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6414<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p950)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p950<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4800)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4800<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6042)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6042<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1341)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1341<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4307)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4307<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5326)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5326<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5420)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5420<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2610)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2610<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2956)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2956<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1783)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1783<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1597)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1597<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6018)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6018<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2794)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2794<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3967)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3967<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1157)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1157<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5035)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5035<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4247)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4247<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4978)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4978<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4644)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4644<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5369)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5369<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2559)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2559<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1503)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1503<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5320)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5320<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3525)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3525<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4313)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4313<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2039)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2039<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2749)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2749<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2225)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2225<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2950)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2950<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p538)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p538<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4012)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4012<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4849)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4849<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p837)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p837<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3916)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3916<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4927)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4927<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1347)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1347<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3447)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3447<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4403)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4403<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6087)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6087<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6420)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6420<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3191)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3191<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2845)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2845<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3633)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3633<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2117)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2117<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1106)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1106<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5768)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5768<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6251)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6251<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2905)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2905<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4704)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4704<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1335)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1335<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2911)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2911<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3570)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3570<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2180)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2180<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4939)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4939<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3179)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3179<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5807)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5807<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4415)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4415<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6093)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6093<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4145)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4145<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p993)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p993<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3302)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3302<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2448)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2448<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5649)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5649<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6036)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6036<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6024)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6024<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4536)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4536<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5549)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5549<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2839)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2839<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2788)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2788<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1726)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1726<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5023)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5023<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4548)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4548<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1738)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1738<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2962)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2962<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4024)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4024<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5756)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5756<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5381)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5381<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4632)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4632<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1118)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1118<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3582)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3582<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3621)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3621<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2168)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2168<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2571)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2571<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2129)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2129<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3928)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3928<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4755)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4755<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2045)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2045<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3531)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3531<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6426)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6426<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1112)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1112<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6376)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6376<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3404)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3404<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2346)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2346<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3134)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3134<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4319)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4319<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5375)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5375<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p831)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p831<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3140)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3140<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5426)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5426<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5314)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5314<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2616)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2616<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4587)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4587<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6382)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6382<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4638)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4638<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4984)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4984<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3922)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3922<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6213)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6213<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6257)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6257<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1777)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1777<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1163)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1163<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1951)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1951<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3799)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3799<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1900)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1900<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4710)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4710<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p544)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p544<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2397)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2397<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3185)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3185<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3973)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3973<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5801)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5801<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2174)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2174<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4196)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4196<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4241)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4241<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5935)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5935<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1044)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1044<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2565)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2565<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3353)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3353<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1386)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1386<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4364)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4364<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2442)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2442<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1554)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1554<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1509)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1509<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5152)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5152<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5543)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5543<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2520)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2520<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3230)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3230<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4806)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4806<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5029)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5029<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2219)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2219<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3007)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3007<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2743)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2743<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4542)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4542<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1732)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1732<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4018)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4018<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6480)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6480<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2987)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2987<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4812)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4812<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4109)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4109<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5387)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5387<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2412)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2412<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3308)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3308<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1143)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1143<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1124)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1124<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5613)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5613<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5513)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5513<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p449)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p449<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3327)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3327<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5917)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5917<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2186)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2186<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2752)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2752<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5047)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5047<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2545)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2545<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p650)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p650<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5712)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5712<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5774)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5774<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5793)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5793<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6186)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6186<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6124)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6124<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3750)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3750<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1350)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1350<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5171)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5171<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5575)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5575<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4370)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4370<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5101)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5101<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3543)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3543<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6276)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6276<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2647)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2647<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2707)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2707<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4030)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4030<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4344)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4344<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4831)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4831<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1744)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1744<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1906)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1906<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1169)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1169<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1019)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1019<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1038)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1038<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1188)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1188<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4729)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4729<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6306)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6306<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3588)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3588<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p812)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p812<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4154)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4154<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3645)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3645<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2310)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2310<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1566)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1566<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5432)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5432<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6069)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6069<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3410)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3410<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6238)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6238<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4551)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4551<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3013)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3013<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2923)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2923<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4786)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4786<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6331)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6331<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2027)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2027<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6105)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6105<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4945)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4945<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6576)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6576<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2526)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2526<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6388)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6388<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4049)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4049<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4325)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4325<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5979)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5979<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2942)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2942<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3146)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3146<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6541)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6541<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3429)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3429<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6050)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6050<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4767)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4767<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5228)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5228<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4990)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4990<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1585)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1585<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2243)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2243<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6456)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6456<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6219)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6219<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2968)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2968<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1789)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1789<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6588)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6588<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1521)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1521<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3384)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3384<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3365)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3365<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2355)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2355<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5209)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5209<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6438)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6438<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p424)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p424<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1540)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1540<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3712)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3712<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3025)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3025<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4722)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4722<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3826)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3826<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2231)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2231<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3807)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3807<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4446)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4446<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2008)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2008<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6062)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6062<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1026)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1026<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5114)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5114<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5302)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5302<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5444)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5444<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1181)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1181<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1982)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1982<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6468)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6468<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3757)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3757<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6231)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6231<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2141)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2141<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6012)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6012<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6528)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6528<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p962)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p962<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p675)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p675<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5601)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5601<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3320)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3320<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p981)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p981<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2424)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2424<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3248)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3248<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4824)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4824<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2538)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2538<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3985)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3985<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1963)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1963<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5992)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5992<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6319)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6319<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4427)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4427<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2999)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2999<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2583)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2583<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2628)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2628<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5159)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5159<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6081)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6081<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4382)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4382<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2405)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2405<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5724)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5724<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3044)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3044<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6136)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6136<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3940)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3940<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1007)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1007<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5506)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5506<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1918)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1918<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4843)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4843<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4377)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4377<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4337)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4337<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3422)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3422<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1937)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1937<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4563)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4563<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6057)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6057<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5781)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5781<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1578)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1578<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4037)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4037<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3997)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3997<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5138)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5138<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1362)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1362<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2640)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2640<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3802)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3802<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4223)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4223<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5525)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5525<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6117)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6117<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6343)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6343<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p687)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p687<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p969)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p969<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4121)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4121<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5307)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5307<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5439)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5439<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3315)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3315<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2400)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2400<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1702)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1702<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3501)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3501<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5625)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5625<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1136)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1136<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3935)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3935<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5394)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5394<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6564)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6564<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5910)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5910<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4779)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4779<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1958)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1958<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2980)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2980<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3595)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3595<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3781)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3781<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6395)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6395<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5967)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5967<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4042)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4042<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2764)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2764<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1131)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1131<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2198)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2198<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4608)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4608<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4997)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4997<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4439)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4439<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1317)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1317<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5183)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5183<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p412)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p412<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2975)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2975<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2935)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2935<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3161)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3161<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1913)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1913<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3339)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3339<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5786)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5786<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2578)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2578<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5221)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5221<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5501)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5501<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p800)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p800<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5399)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5399<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3020)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3020<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4741)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4741<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6226)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6226<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3206)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3206<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1533)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1533<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1176)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1176<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p986)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p986<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3377)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3377<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4332)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4332<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2020)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2020<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5843)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5843<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6288)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6288<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1031)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1031<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2533)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2533<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6112)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6112<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4518)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4518<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p520)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p520<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4819)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4819<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5005)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5005<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2719)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2719<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2930)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2930<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4506)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4506<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6074)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6074<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3819)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3819<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4434)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4434<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3198)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3198<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4394)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4394<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1014)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1014<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2590)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2590<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6516)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6516<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p974)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p974<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5798)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5798<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6504)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6504<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3724)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3724<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3037)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3037<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4774)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4774<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1975)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1975<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2015)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2015<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5344)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5344<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3640)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3640<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1573)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1573<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5216)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5216<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2322)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2322<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3372)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3372<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3417)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3417<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4166)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4166<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2809)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2809<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5736)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5736<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2417)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2417<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6005)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6005<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3032)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3032<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p508)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p508<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1796)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1796<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6445)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6445<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2635)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2635<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5518)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5518<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2595)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2595<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1148)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1148<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5905)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5905<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4211)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4211<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6174)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6174<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2238)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2238<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5126)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5126<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5563)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5563<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2367)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2367<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3947)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3947<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1528)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1528<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4349)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4349<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4389)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4389<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6461)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6461<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p400)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p400<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3814)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3814<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4836)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4836<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6129)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6129<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3992)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3992<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1925)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1925<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6000)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6000<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2148)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2148<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5955)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5955<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3434)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3434<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2193)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2193<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1305)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1305<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3104)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3104<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1970)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1970<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4903)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4903<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1193)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1193<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2992)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2992<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4791)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4791<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6243)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6243<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3769)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3769<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1504)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1504<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6049)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6049<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6011)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6011<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5564)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5564<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2617)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2617<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2763)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2763<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4607)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4607<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p957)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p957<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1113)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1113<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5319)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5319<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1164)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1164<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3141)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3141<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4314)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4314<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6080)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6080<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2423)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2423<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6383)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6383<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6571)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6571<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6214)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6214<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4740)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4740<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3974)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3974<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1199)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1199<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4365)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4365<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4985)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4985<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3389)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3389<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6287)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6287<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3103)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3103<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3634)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3634<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2521)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2521<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1545)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1545<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5769)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5769<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4705)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4705<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3008)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3008<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5844)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5844<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6252)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6252<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4645)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4645<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2032)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2032<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1930)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1930<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6301)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6301<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6421)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6421<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3043)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3043<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6467)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6467<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5618)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5618<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p998)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p998<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5922)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5922<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3440)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3440<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4934)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4934<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2124)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2124<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5806)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5806<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3723)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3723<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p513)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p513<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4511)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4511<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1790)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1790<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3774)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3774<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3577)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3577<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6249)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6249<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3049)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3049<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4801)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4801<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5421)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5421<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4120)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4120<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6169)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6169<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1049)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1049<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3500)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3500<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1310)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1310<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5131)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5131<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2611)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2611<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1596)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1596<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6017)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6017<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2957)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2957<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6565)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6565<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2366)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2366<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5042)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5042<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3968)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3968<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3154)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3154<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4248)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4248<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4711)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4711<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2706)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2706<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1170)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1170<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2744)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2744<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2220)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2220<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1561)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1561<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5313)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5313<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3405)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3405<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4601)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4601<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4550)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4550<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6258)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6258<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6330)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6330<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1901)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1901<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6281)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6281<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3538)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3538<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4734)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4734<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3014)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3014<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4210)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4210<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4762)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4762<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4588)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4588<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6427)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6427<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2527)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2527<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1387)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1387<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2757)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2757<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3147)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3147<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4197)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4197<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5729)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5729<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3354)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3354<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5800)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5800<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4991)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4991<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4422)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4422<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3231)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3231<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1733)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1733<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6220)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6220<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1510)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1510<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6051)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6051<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6086)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6086<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6389)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6389<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3717)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3717<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3628)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3628<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1393)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1393<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3326)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3326<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4114)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4114<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3237)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3237<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2181)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2181<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3446)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3446<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6517)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6517<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6473)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6473<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5170)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5170<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3751)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3751<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4025)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4025<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2840)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2840<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1907)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1907<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2360)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2360<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5382)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5382<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5570)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5570<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2130)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2130<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2918)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2918<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5735)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5735<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5962)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5962<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p992)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p992<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4371)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4371<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4204)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4204<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1784)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1784<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p407)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p407<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4594)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4594<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2347)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2347<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2163)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2163<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4153)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4153<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6324)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6324<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5940)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5940<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2309)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2309<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4191)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4191<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6198)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6198<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5700)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5700<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p813)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p813<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5824)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5824<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5108)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5108<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2503)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2503<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2700)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2700<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5751)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5751<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p824)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p824<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5991)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5991<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2554)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2554<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5749)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5749<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2214)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2214<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4140)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4140<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6594)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6594<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5544)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5544<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5986)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5986<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3571)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3571<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1336)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1336<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5164)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5164<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5337)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5337<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p848)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p848<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6551)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6551<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3180)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3180<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6031)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6031<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2443)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2443<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5024)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5024<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3514)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3514<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1727)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1727<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4537)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4537<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6187)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6187<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6523)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6523<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2303)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2303<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5113)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5113<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p819)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p819<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5711)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5711<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p431)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p431<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5358)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5358<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5644)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5644<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2834)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2834<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2951)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2951<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5538)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5538<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3794)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3794<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3610)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3610<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5985)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5985<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6546)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6546<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1107)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1107<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p674)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p674<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p663)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p663<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5102)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5102<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5600)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5600<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5706)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5706<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p539)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p539<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1766)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1766<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4001)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4001<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5638)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5638<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2437)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2437<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4967)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4967<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2900)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2900<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3917)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3917<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2157)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2157<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5593)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5593<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3123)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3123<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4928)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4928<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6025)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6025<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4404)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4404<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p842)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p842<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5247)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5247<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4134)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4134<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2560)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2560<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6365)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6365<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4621)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4621<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6263)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6263<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2783)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2783<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5599)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5599<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5107)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5107<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5018)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5018<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2386)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2386<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3174)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3174<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4230)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4230<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2777)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2777<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5415)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5415<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3911)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3911<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4627)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4627<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1330)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1330<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5588)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5588<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6193)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6193<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5980)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5980<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p425)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p425<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p436)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p436<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p668)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p668<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4308)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4308<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5364)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5364<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3743)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3743<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6143)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6143<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5946)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5946<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6491)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6491<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3397)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3397<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6589)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6589<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p533)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p533<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4531)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4531<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4007)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4007<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3520)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3520<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3718)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3718<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6394)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6394<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3737)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3737<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4996)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4996<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5222)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5222<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5368)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5368<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5241)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5241<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3378)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3378<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2002)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2002<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2100)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2100<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6462)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6462<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3359)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3359<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3524)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3524<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p411)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p411<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3604)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3604<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4011)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4011<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3019)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3019<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2380)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2380<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6522)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6522<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3184)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3184<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6244)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6244<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1194)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1194<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p669)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p669<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p987)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p987<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2361)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2361<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5936)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5936<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p430)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p430<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4205)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4205<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2720)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2720<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2844)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2844<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6432)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6432<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1534)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1534<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5203)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5203<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5820)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5820<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5028)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5028<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4716)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4716<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2021)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2021<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3117)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3117<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1150)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1150<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2447)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2447<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6359)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6359<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4541)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4541<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4395)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4395<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4961)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4961<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6075)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6075<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4376)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4376<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6035)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6035<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3998)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3998<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6200)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6200<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2641)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2641<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6497)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6497<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6595)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6595<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2701)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2701<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5548)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5548<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1760)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1760<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3038)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3038<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p688)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p688<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p968)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p968<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4351)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4351<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2046)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2046<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5648)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5648<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1515)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1515<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2135)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2135<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2418)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2418<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2622)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2622<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4224)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4224<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2507)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2507<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5308)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5308<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1340)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1340<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3979)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3979<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5594)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5594<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5550)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5550<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5911)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5911<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6006)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6006<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5165)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5165<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1770)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1770<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5184)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5184<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3549)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3549<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5500)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5500<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6487)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6487<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3756)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3756<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5830)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5830<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5393)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5393<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6192)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6192<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3614)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3614<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6173)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6173<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1398)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1398<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1912)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1912<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3340)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3340<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5849)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5849<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4599)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4599<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1703)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1703<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3921)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3921<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p401)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p401<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4971)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4971<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3207)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3207<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p818)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p818<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p838)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p838<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2192)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2192<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3127)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3127<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3242)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3242<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2304)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2304<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2564)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2564<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1045)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1045<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1363)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1363<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6369)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6369<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3435)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3435<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4904)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4904<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5780)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5780<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2532)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2532<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2904)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2904<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p543)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p543<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4792)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4792<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6325)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6325<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2929)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2929<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4564)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4564<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2948)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2948<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6056)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6056<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2390)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2390<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5799)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5799<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4167)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4167<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5705)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5705<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6547)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6547<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2787)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2787<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4234)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4234<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4144)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4144<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1175)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1175<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4773)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4773<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6344)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6344<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4036)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4036<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3747)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3747<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6503)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6503<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6225)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6225<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1591)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1591<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1572)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1572<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4408)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4408<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5755)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5755<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3639)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3639<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3416)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3416<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p5343)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p5343<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4631)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4631<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2323)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2323<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3301)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3301<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6300)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6300<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1795)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1795<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2167)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2167<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6147)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6147<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2810)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2810<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p6305)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p6305<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1373)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1373<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2328)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2328<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1020)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1020<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p4172)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p4172<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3946)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3946<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p2924)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p2924<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p3813)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p3813<=1)
states: 10,683,081,960,076,689,824,380,157,655,404,250,581,208,130,674,684,341,579,867,446,329,632,259,803,428,904,263,665,617,840,011,067,862,810,624 (106)
abstracting: (1<=p1567)
states: 80,932,439,091,490,074,427,122,406,480,335,231,675,819,171,777,911,678,635,359,441,891,153,483,359,309,880,785,345,589,697,053,544,415,232 (103)
abstracting: (p1567<=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="BART-PT-050"
export BK_EXAMINATION="CTLFireability"
export BK_TOOL="marciexred"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"

# this is specific to your benchmark or test

export BIN_DIR="$HOME/BenchKit/bin"

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

# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-5348"
echo " Executing tool marciexred"
echo " Input is BART-PT-050, examination is CTLFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r010-oct2-167813599600802"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/BART-PT-050.tgz
mv BART-PT-050 execution
cd execution
if [ "CTLFireability" = "ReachabilityDeadlock" ] || [ "CTLFireability" = "UpperBounds" ] || [ "CTLFireability" = "QuasiLiveness" ] || [ "CTLFireability" = "StableMarking" ] || [ "CTLFireability" = "Liveness" ] || [ "CTLFireability" = "OneSafe" ] || [ "CTLFireability" = "StateSpace" ]; then
rm -f GenericPropertiesVerdict.xml
fi
pwd
ls -lh

echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "CTLFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "CTLFireability" != "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 "CTLFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property CTLFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "CTLFireability.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 '' CTLFireability.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "CTLFireability" = "ReachabilityDeadlock" ] || [ "CTLFireability" = "QuasiLiveness" ] || [ "CTLFireability" = "StableMarking" ] || [ "CTLFireability" = "Liveness" ] || [ "CTLFireability" = "OneSafe" ] ; then
echo "FORMULA_NAME CTLFireability"
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 ;