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.r298-tall-167873951300121.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2023-input.qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
......................................................................................
=====================================================================
Generated by BenchKit 2-5348
Executing tool marciexred
Input is Philosophers-COL-000200, examination is CTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r298-tall-167873951300121
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 396K
-rw-r--r-- 1 mcc users 6.8K Feb 25 13:21 CTLCardinality.txt
-rw-r--r-- 1 mcc users 71K Feb 25 13:21 CTLCardinality.xml
-rw-r--r-- 1 mcc users 5.7K Feb 25 13:13 CTLFireability.txt
-rw-r--r-- 1 mcc users 52K Feb 25 13:13 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K Jan 29 11:40 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.8K Jan 29 11:40 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 3.7K Feb 25 16:33 LTLCardinality.txt
-rw-r--r-- 1 mcc users 25K Feb 25 16:33 LTLCardinality.xml
-rw-r--r-- 1 mcc users 2.4K Feb 25 16:33 LTLFireability.txt
-rw-r--r-- 1 mcc users 20K Feb 25 16:33 LTLFireability.xml
-rw-r--r-- 1 mcc users 6.7K Feb 25 13:35 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 57K Feb 25 13:35 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 7.9K Feb 25 13:30 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 68K Feb 25 13:30 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.7K Feb 25 16:33 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.8K Feb 25 16:33 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 Mar 5 18:23 equiv_pt
-rw-r--r-- 1 mcc users 7 Mar 5 18:23 instance
-rw-r--r-- 1 mcc users 5 Mar 5 18:23 iscolored
-rw-r--r-- 1 mcc users 18K Mar 5 18:23 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 Philosophers-COL-000200-CTLCardinality-00
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-01
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-02
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-03
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-04
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-05
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-06
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-07
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-08
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-09
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-10
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-11
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-12
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-13
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-14
FORMULA_NAME Philosophers-COL-000200-CTLCardinality-15

=== Now, execution of the tool begins

BK_START 1679454959998

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=CTLCardinality
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=Philosophers-COL-000200
Applying reductions before tool marcie
Invoking reducer
Running Version 202303021504
[2023-03-22 03:16:01] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, CTLCardinality, -timeout, 360, -rebuildPNML]
[2023-03-22 03:16:01] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2023-03-22 03:16:01] [INFO ] Detected file is not PT type :http://www.pnml.org/version-2009/grammar/symmetricnet
log4j:WARN No appenders could be found for logger (org.apache.axiom.locator.DefaultOMMetaFactoryLocator).
log4j:WARN Please initialize the log4j system properly.
log4j:WARN See http://logging.apache.org/log4j/1.2/faq.html#noconfig for more info.
[2023-03-22 03:16:01] [WARNING] Using fallBack plugin, rng conformance not checked
[2023-03-22 03:16:02] [INFO ] Load time of PNML (colored model parsed with PNMLFW) : 601 ms
[2023-03-22 03:16:02] [INFO ] Imported 5 HL places and 5 HL transitions for a total of 1000 PT places and 1000.0 transition bindings in 14 ms.
Parsed 16 properties from file /home/mcc/execution/CTLCardinality.xml in 15 ms.
[2023-03-22 03:16:02] [INFO ] Built PT skeleton of HLPN with 5 places and 5 transitions 15 arcs in 4 ms.
[2023-03-22 03:16:02] [INFO ] Skeletonized 16 HLPN properties in 1 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Remains 16 properties that can be checked using skeleton over-approximation.
Computed a total of 0 stabilizing places and 0 stable transitions
Incomplete random walk after 10103 steps, including 49 resets, run finished after 50 ms. (steps per millisecond=202 ) properties (out of 71) seen :57
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 109 ms. (steps per millisecond=91 ) properties (out of 14) seen :3
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 39 ms. (steps per millisecond=256 ) properties (out of 11) seen :6
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 45 ms. (steps per millisecond=222 ) properties (out of 5) seen :0
Incomplete Best-First random walk after 10001 steps, including 10 resets, run finished after 41 ms. (steps per millisecond=243 ) properties (out of 5) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 43 ms. (steps per millisecond=232 ) properties (out of 5) seen :1
Incomplete Best-First random walk after 10001 steps, including 3 resets, run finished after 42 ms. (steps per millisecond=238 ) properties (out of 4) seen :0
Running SMT prover for 4 properties.
// Phase 1: matrix 5 rows 5 cols
[2023-03-22 03:16:02] [INFO ] Computed 2 place invariants in 4 ms
[2023-03-22 03:16:02] [INFO ] [Real]Absence check using 2 positive place invariants in 1 ms returned sat
[2023-03-22 03:16:02] [INFO ] After 138ms SMT Verify possible using all constraints in real domain returned unsat :2 sat :0 real:2
[2023-03-22 03:16:02] [INFO ] [Nat]Absence check using 2 positive place invariants in 1 ms returned sat
[2023-03-22 03:16:02] [INFO ] After 36ms SMT Verify possible using all constraints in natural domain returned unsat :4 sat :0
Fused 4 Parikh solutions to 0 different solutions.
Parikh walk visited 0 properties in 0 ms.
Successfully simplified 4 atomic propositions for a total of 15 simplifications.
[2023-03-22 03:16:02] [INFO ] Initial state reduction rules for CTL removed 3 formulas.
[2023-03-22 03:16:02] [INFO ] Flatten gal took : 13 ms
FORMULA Philosophers-COL-000200-CTLCardinality-09 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Philosophers-COL-000200-CTLCardinality-07 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA Philosophers-COL-000200-CTLCardinality-00 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
[2023-03-22 03:16:02] [INFO ] Flatten gal took : 2 ms
Arc [1:1*[(MOD (ADD (MOD (MINUS $x 1) 200) 200) 200)]] contains successor/predecessor on variables of sort Philo
[2023-03-22 03:16:02] [INFO ] Unfolded HLPN to a Petri net with 1000 places and 1000 transitions 3200 arcs in 24 ms.
[2023-03-22 03:16:02] [INFO ] Unfolded 13 HLPN properties in 1 ms.
Support contains 1000 out of 1000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 13 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
// Phase 1: matrix 1000 rows 1000 cols
[2023-03-22 03:16:02] [INFO ] Computed 400 place invariants in 21 ms
[2023-03-22 03:16:03] [INFO ] Implicit Places using invariants in 267 ms returned []
[2023-03-22 03:16:03] [INFO ] Invariant cache hit.
[2023-03-22 03:16:03] [INFO ] Implicit Places using invariants and state equation in 517 ms returned []
Implicit Place search using SMT with State Equation took 785 ms to find 0 implicit places.
[2023-03-22 03:16:03] [INFO ] Invariant cache hit.
[2023-03-22 03:16:04] [INFO ] Dead Transitions using invariants and state equation in 617 ms found 0 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 1420 ms. Remains : 1000/1000 places, 1000/1000 transitions.
Support contains 1000 out of 1000 places after structural reductions.
[2023-03-22 03:16:04] [INFO ] Flatten gal took : 81 ms
[2023-03-22 03:16:04] [INFO ] Flatten gal took : 74 ms
[2023-03-22 03:16:05] [INFO ] Input system was already deterministic with 1000 transitions.
Incomplete random walk after 10000 steps, including 2 resets, run finished after 775 ms. (steps per millisecond=12 ) properties (out of 53) seen :44
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 107 ms. (steps per millisecond=93 ) properties (out of 9) seen :1
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 199 ms. (steps per millisecond=50 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 105 ms. (steps per millisecond=95 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 101 ms. (steps per millisecond=99 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 108 ms. (steps per millisecond=92 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 140 ms. (steps per millisecond=71 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 106 ms. (steps per millisecond=94 ) properties (out of 8) seen :0
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 115 ms. (steps per millisecond=86 ) properties (out of 8) seen :0
Running SMT prover for 8 properties.
[2023-03-22 03:16:06] [INFO ] Invariant cache hit.
[2023-03-22 03:16:07] [INFO ] [Real]Absence check using 400 positive place invariants in 63 ms returned sat
[2023-03-22 03:16:08] [INFO ] After 1578ms SMT Verify possible using all constraints in real domain returned unsat :2 sat :0 real:6
[2023-03-22 03:16:09] [INFO ] [Nat]Absence check using 400 positive place invariants in 61 ms returned sat
[2023-03-22 03:16:12] [INFO ] After 2807ms SMT Verify possible using state equation in natural domain returned unsat :2 sat :6
[2023-03-22 03:16:14] [INFO ] After 5250ms SMT Verify possible using trap constraints in natural domain returned unsat :2 sat :6
Attempting to minimize the solution found.
Minimization took 2154 ms.
[2023-03-22 03:16:16] [INFO ] After 7841ms SMT Verify possible using all constraints in natural domain returned unsat :2 sat :6
Fused 8 Parikh solutions to 6 different solutions.
Parikh walk visited 4 properties in 181 ms.
Support contains 400 out of 1000 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Free-agglomeration rule (complex) applied 200 times.
Iterating global reduction 0 with 200 rules applied. Total rules applied 200 place count 1000 transition count 800
Reduce places removed 200 places and 0 transitions.
Iterating post reduction 0 with 200 rules applied. Total rules applied 400 place count 800 transition count 800
Applied a total of 400 rules in 127 ms. Remains 800 /1000 variables (removed 200) and now considering 800/1000 (removed 200) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 128 ms. Remains : 800/1000 places, 800/1000 transitions.
Incomplete random walk after 10000 steps, including 11 resets, run finished after 217 ms. (steps per millisecond=46 ) properties (out of 2) seen :1
Incomplete Best-First random walk after 10001 steps, including 2 resets, run finished after 98 ms. (steps per millisecond=102 ) properties (out of 1) seen :0
Running SMT prover for 1 properties.
// Phase 1: matrix 800 rows 800 cols
[2023-03-22 03:16:17] [INFO ] Computed 400 place invariants in 18 ms
[2023-03-22 03:16:17] [INFO ] [Real]Absence check using 400 positive place invariants in 54 ms returned sat
[2023-03-22 03:16:18] [INFO ] After 737ms SMT Verify possible using all constraints in real domain returned unsat :0 sat :0 real:1
[2023-03-22 03:16:18] [INFO ] [Nat]Absence check using 400 positive place invariants in 54 ms returned sat
[2023-03-22 03:16:18] [INFO ] After 638ms SMT Verify possible using state equation in natural domain returned unsat :0 sat :1
[2023-03-22 03:16:19] [INFO ] After 1024ms SMT Verify possible using trap constraints in natural domain returned unsat :0 sat :1
Attempting to minimize the solution found.
Minimization took 393 ms.
[2023-03-22 03:16:19] [INFO ] After 1582ms SMT Verify possible using all constraints in natural domain returned unsat :0 sat :1
Finished Parikh walk after 233 steps, including 0 resets, run visited all 1 properties in 7 ms. (steps per millisecond=33 )
Parikh walk visited 1 properties in 6 ms.
Successfully simplified 2 atomic propositions for a total of 13 simplifications.
[2023-03-22 03:16:19] [INFO ] Flatten gal took : 70 ms
[2023-03-22 03:16:19] [INFO ] Flatten gal took : 47 ms
[2023-03-22 03:16:20] [INFO ] Input system was already deterministic with 1000 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 14 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 16 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 34 ms
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 36 ms
[2023-03-22 03:16:20] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 38 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 38 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 29 ms
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 32 ms
[2023-03-22 03:16:20] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 3 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 3 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 28 ms
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 31 ms
[2023-03-22 03:16:20] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Performed 200 Post agglomeration using F-continuation condition.Transition count delta: 200
Deduced a syphon composed of 200 places in 0 ms
Reduce places removed 200 places and 0 transitions.
Iterating global reduction 0 with 400 rules applied. Total rules applied 400 place count 800 transition count 800
Applied a total of 400 rules in 108 ms. Remains 800 /1000 variables (removed 200) and now considering 800/1000 (removed 200) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 109 ms. Remains : 800/1000 places, 800/1000 transitions.
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 36 ms
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 22 ms
[2023-03-22 03:16:20] [INFO ] Input system was already deterministic with 800 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 3 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 4 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:20] [INFO ] Flatten gal took : 42 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 42 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 17 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 17 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 25 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 27 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 19 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 20 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 24 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 26 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 13 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 13 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 25 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 27 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 3 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 3 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 25 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 26 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 3 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 3 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 29 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 24 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 5 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 5 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 20 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 23 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in LTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 8 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in LTL mode , in 1 iterations and 9 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 20 ms
[2023-03-22 03:16:21] [INFO ] Flatten gal took : 22 ms
[2023-03-22 03:16:21] [INFO ] Input system was already deterministic with 1000 transitions.
Starting structural reductions in SI_CTL mode, iteration 0 : 1000/1000 places, 1000/1000 transitions.
Applied a total of 0 rules in 33 ms. Remains 1000 /1000 variables (removed 0) and now considering 1000/1000 (removed 0) transitions.
Finished structural reductions in SI_CTL mode , in 1 iterations and 33 ms. Remains : 1000/1000 places, 1000/1000 transitions.
[2023-03-22 03:16:22] [INFO ] Flatten gal took : 44 ms
[2023-03-22 03:16:22] [INFO ] Flatten gal took : 39 ms
[2023-03-22 03:16:22] [INFO ] Input system was already deterministic with 1000 transitions.
[2023-03-22 03:16:22] [INFO ] Flatten gal took : 29 ms
[2023-03-22 03:16:22] [INFO ] Flatten gal took : 29 ms
[2023-03-22 03:16:22] [INFO ] Export to MCC of 13 properties in file /home/mcc/execution/CTLCardinality.sr.xml took 12 ms.
[2023-03-22 03:16:22] [INFO ] Export to PNML in file /home/mcc/execution/model.sr.pnml of net with 1000 places, 1000 transitions and 3200 arcs took 5 ms.
Total runtime 21006 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=CTLCardinality.xml --memory=6 --mcc-mode

parse successfull
net created successfully

Net: Petri
(NrP: 1000 NrTr: 1000 NrArc: 3200)

parse formulas
formulas created successfully
place and transition orderings generation:0m 0.069sec

net check time: 0m 0.000sec

init dd package: 0m 2.729sec


RS generation: 0m 0.935sec


-> reachability set: #nodes 5180 (5.2e+03) #states 265,613,988,875,874,769,338,781,322,035,779,626,829,233,452,653,394,495,974,574,961,739,092,490,901,302,182,994,384,699,044,001 (95)



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

checking: AF [AX [EG [EX [~ [sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=78]]]]]
normalized: ~ [EG [EX [~ [EG [EX [~ [sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=78]]]]]]]

abstracting: (sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=78)
MC time: 4m37.013sec

checking: AF [AG [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=18]]
normalized: ~ [EG [E [true U ~ [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=18]]]]

abstracting: (sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=18)
MC time: 4m16.000sec

checking: AF [EX [81<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]]
normalized: ~ [EG [~ [EX [81<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]]]]

abstracting: (81<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600))
MC time: 3m56.000sec

checking: AG [EF [AX [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]]
normalized: ~ [E [true U ~ [E [true U ~ [EX [~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]]]]]]

abstracting: (sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800))
MC time: 3m38.000sec

checking: AG [E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=12 U sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=72]]
normalized: ~ [E [true U ~ [E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=12 U sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=72]]]]

abstracting: (sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=72)
MC time: 3m21.000sec

checking: ~ [E [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]
normalized: ~ [E [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]

abstracting: (sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800))
MC time: 3m 6.000sec

checking: EF [~ [E [~ [[~ [92<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)] & AX [79<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]] U [EX [~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=51]] & ~ [[~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=68] & AG [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=43]]]]]]]
normalized: E [true U ~ [E [~ [[~ [EX [~ [79<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]] & ~ [92<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]] U [~ [[~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=68] & ~ [E [true U ~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=43]]]]] & EX [~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=51]]]]]]

abstracting: (sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=51)
MC time: 2m50.999sec

checking: EF [[~ [E [EX [0<=0] U [E [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600) U 77<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)] & 80<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]] & EX [EF [EG [~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]]]]
normalized: E [true U [EX [E [true U EG [~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]] & ~ [E [EX [0<=0] U [E [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600) U 77<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)] & 80<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]]]

abstracting: (80<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400))
MC time: 2m37.999sec

checking: [EG [[EF [[[~ [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=9] & ~ [46<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] | ~ [E [64<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=40]]]] & [AX [AF [~ [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)]]] & ~ [82<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]] | AX [EF [~ [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=42]]]]
normalized: [~ [EX [~ [E [true U ~ [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=42]]]]] | EG [[[~ [82<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)] & ~ [EX [EG [sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)]]]] & E [true U [[~ [46<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)] & ~ [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=9]] | ~ [E [64<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=40]]]]]]]

abstracting: (sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=40)
MC time: 2m25.999sec

checking: E [AG [EF [[sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800) | sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=70]]] U [~ [AF [~ [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]]] | [AX [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)] | EX [EG [[sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=7 & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]]]]
normalized: E [~ [E [true U ~ [E [true U [sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800) | sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)<=70]]]]] U [[~ [EX [~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]] | EX [EG [[sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=7 & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]] | EG [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]]]

abstracting: (sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600))
MC time: 2m14.999sec

checking: [A [67<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800) U ~ [E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U 71<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]] | EX [A [[sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=17 & [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=64 & ~ [AG [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]] U ~ [EX [E [4<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=10]]]]]]
normalized: [[~ [EG [E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U 71<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]] & ~ [E [E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U 71<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)] U [~ [67<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)] & E [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200) U 71<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]]] | EX [[~ [EG [EX [E [4<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=10]]]] & ~ [E [EX [E [4<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=10]] U [EX [E [4<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=10]] & ~ [[[E [true U ~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=64] & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=17]]]]]]]]

abstracting: (sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=17)
MC time: 2m 4.997sec

checking: EG [~ [A [[A [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800) U AF [38<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] | 54<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)] U [[[sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=89 | EG [72<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]] & EF [86<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]] & [sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=52 & [sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=66 & [89<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) | sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=32]]]]]]]
normalized: EG [~ [[~ [EG [~ [[[[EG [72<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)] | sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=89] & E [true U 86<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]] & [[[89<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) | sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=32] & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=66] & sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=52]]]]] & ~ [E [~ [[[[EG [72<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)] | sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=89] & E [true U 86<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]] & [[[89<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) | sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=32] & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=66] & sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=52]]] U [~ [[[[EG [72<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)] | sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=89] & E [true U 86<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]] & [[[89<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) | sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=32] & sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)<=66] & sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=52]]] & ~ [[[~ [EG [EG [~ [38<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]] & ~ [E [EG [~ [38<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] U [EG [~ [38<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] & ~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=sum(p999, p998, p997, p996, p995, p994, p993, p992, p991, p990, p989, p988, p987, p986, p985, p984, p983, p982, p981, p980, p979, p978, p977, p976, p975, p974, p973, p972, p971, p970, p969, p968, p967, p966, p965, p964, p963, p962, p961, p960, p959, p958, p957, p956, p955, p954, p953, p952, p951, p950, p949, p948, p947, p946, p945, p944, p943, p942, p941, p940, p939, p938, p937, p936, p935, p934, p933, p932, p931, p930, p929, p928, p927, p926, p925, p924, p923, p922, p921, p920, p919, p918, p917, p916, p915, p914, p913, p912, p911, p910, p909, p908, p907, p906, p905, p904, p903, p902, p901, p900, p899, p898, p897, p896, p895, p894, p893, p892, p891, p890, p889, p888, p887, p886, p885, p884, p883, p882, p881, p880, p879, p878, p877, p876, p875, p874, p873, p872, p871, p870, p869, p868, p867, p866, p865, p864, p863, p862, p861, p860, p859, p858, p857, p856, p855, p854, p853, p852, p851, p850, p849, p848, p847, p846, p845, p844, p843, p842, p841, p840, p839, p838, p837, p836, p835, p834, p833, p832, p831, p830, p829, p828, p827, p826, p825, p824, p823, p822, p821, p820, p819, p818, p817, p816, p815, p814, p813, p812, p811, p810, p809, p808, p807, p806, p805, p804, p803, p802, p801, p800)]]]]] | 54<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]]]]]]

abstracting: (54<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0))
MC time: 1m54.996sec

checking: EF [[EF [AG [13<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]] & [[~ [A [8<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400) U sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]] | EF [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)]] | [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=29 | [[AX [~ [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=94]] & sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)] | [EX [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=49] & 78<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]]]]]]
normalized: E [true U [E [true U ~ [E [true U ~ [13<=sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)]]]] & [[[[EX [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=49] & 78<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)] | [~ [EX [sum(p799, p798, p797, p796, p795, p794, p793, p792, p791, p790, p789, p788, p787, p786, p785, p784, p783, p782, p781, p780, p779, p778, p777, p776, p775, p774, p773, p772, p771, p770, p769, p768, p767, p766, p765, p764, p763, p762, p761, p760, p759, p758, p757, p756, p755, p754, p753, p752, p751, p750, p749, p748, p747, p746, p745, p744, p743, p742, p741, p740, p739, p738, p737, p736, p735, p734, p733, p732, p731, p730, p729, p728, p727, p726, p725, p724, p723, p722, p721, p720, p719, p718, p717, p716, p715, p714, p713, p712, p711, p710, p709, p708, p707, p706, p705, p704, p703, p702, p701, p700, p699, p698, p697, p696, p695, p694, p693, p692, p691, p690, p689, p688, p687, p686, p685, p684, p683, p682, p681, p680, p679, p678, p677, p676, p675, p674, p673, p672, p671, p670, p669, p668, p667, p666, p665, p664, p663, p662, p661, p660, p659, p658, p657, p656, p655, p654, p653, p652, p651, p650, p649, p648, p647, p646, p645, p644, p643, p642, p641, p640, p639, p638, p637, p636, p635, p634, p633, p632, p631, p630, p629, p628, p627, p626, p625, p624, p623, p622, p621, p620, p619, p618, p617, p616, p615, p614, p613, p612, p611, p610, p609, p608, p607, p606, p605, p604, p603, p602, p601, p600)<=94]] & sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)]] | sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=29] | [~ [[~ [E [~ [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)] U [~ [8<=sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)] & ~ [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]] & ~ [EG [~ [sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p199, p198, p197, p196, p195, p194, p193, p192, p191, p190, p189, p188, p187, p186, p185, p184, p183, p182, p181, p180, p179, p178, p177, p176, p175, p174, p173, p172, p171, p170, p169, p168, p167, p166, p165, p164, p163, p162, p161, p160, p159, p158, p157, p156, p155, p154, p153, p152, p151, p150, p149, p148, p147, p146, p145, p144, p143, p142, p141, p140, p139, p138, p137, p136, p135, p134, p133, p132, p131, p130, p129, p128, p127, p126, p125, p124, p123, p122, p121, p120, p119, p118, p117, p116, p115, p114, p113, p112, p111, p110, p109, p108, p107, p106, p105, p104, p103, p102, p101, p100, p99, p98, p97, p96, p95, p94, p93, p92, p91, p90, p89, p88, p87, p86, p85, p84, p83, p82, p81, p80, p79, p78, p77, p76, p75, p74, p73, p72, p71, p70, p69, p68, p67, p66, p65, p64, p63, p62, p61, p60, p59, p58, p57, p56, p55, p54, p53, p52, p51, p50, p49, p48, p47, p46, p45, p44, p43, p42, p41, p40, p39, p38, p37, p36, p35, p34, p33, p32, p31, p30, p29, p28, p27, p26, p25, p24, p23, p22, p21, p20, p19, p18, p17, p16, p15, p14, p13, p12, p11, p10, p9, p8, p7, p6, p5, p4, p3, p2, p1, p0)]]]]] | E [true U sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200)]]]]]

abstracting: (sum(p599, p598, p597, p596, p595, p594, p593, p592, p591, p590, p589, p588, p587, p586, p585, p584, p583, p582, p581, p580, p579, p578, p577, p576, p575, p574, p573, p572, p571, p570, p569, p568, p567, p566, p565, p564, p563, p562, p561, p560, p559, p558, p557, p556, p555, p554, p553, p552, p551, p550, p549, p548, p547, p546, p545, p544, p543, p542, p541, p540, p539, p538, p537, p536, p535, p534, p533, p532, p531, p530, p529, p528, p527, p526, p525, p524, p523, p522, p521, p520, p519, p518, p517, p516, p515, p514, p513, p512, p511, p510, p509, p508, p507, p506, p505, p504, p503, p502, p501, p500, p499, p498, p497, p496, p495, p494, p493, p492, p491, p490, p489, p488, p487, p486, p485, p484, p483, p482, p481, p480, p479, p478, p477, p476, p475, p474, p473, p472, p471, p470, p469, p468, p467, p466, p465, p464, p463, p462, p461, p460, p459, p458, p457, p456, p455, p454, p453, p452, p451, p450, p449, p448, p447, p446, p445, p444, p443, p442, p441, p440, p439, p438, p437, p436, p435, p434, p433, p432, p431, p430, p429, p428, p427, p426, p425, p424, p423, p422, p421, p420, p419, p418, p417, p416, p415, p414, p413, p412, p411, p410, p409, p408, p407, p406, p405, p404, p403, p402, p401, p400)<=sum(p399, p398, p397, p396, p395, p394, p393, p392, p391, p390, p389, p388, p387, p386, p385, p384, p383, p382, p381, p380, p379, p378, p377, p376, p375, p374, p373, p372, p371, p370, p369, p368, p367, p366, p365, p364, p363, p362, p361, p360, p359, p358, p357, p356, p355, p354, p353, p352, p351, p350, p349, p348, p347, p346, p345, p344, p343, p342, p341, p340, p339, p338, p337, p336, p335, p334, p333, p332, p331, p330, p329, p328, p327, p326, p325, p324, p323, p322, p321, p320, p319, p318, p317, p316, p315, p314, p313, p312, p311, p310, p309, p308, p307, p306, p305, p304, p303, p302, p301, p300, p299, p298, p297, p296, p295, p294, p293, p292, p291, p290, p289, p288, p287, p286, p285, p284, p283, p282, p281, p280, p279, p278, p277, p276, p275, p274, p273, p272, p271, p270, p269, p268, p267, p266, p265, p264, p263, p262, p261, p260, p259, p258, p257, p256, p255, p254, p253, p252, p251, p250, p249, p248, p247, p246, p245, p244, p243, p242, p241, p240, p239, p238, p237, p236, p235, p234, p233, p232, p231, p230, p229, p228, p227, p226, p225, p224, p223, p222, p221, p220, p219, p218, p217, p216, p215, p214, p213, p212, p211, p210, p209, p208, p207, p206, p205, p204, p203, p202, p201, p200))
TIME LIMIT: Killed by timeout after 3600 seconds
MemTotal: 16393216 kB
MemFree: 10655012 kB
After kill :
MemTotal: 16393216 kB
MemFree: 16096748 kB

BK_TIME_CONFINEMENT_REACHED

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

+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
+ export PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ export LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
+ LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
++ sed s/.jar//
++ perl -pe 's/.*\.//g'
++ ls /home/mcc/BenchKit/bin//../reducer/bin//../../itstools//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202303021504.jar
+ VERSION=202303021504
+ echo 'Running Version 202303021504'
+ /home/mcc/BenchKit/bin//../reducer/bin//../../itstools//itstools/its-tools -pnfolder /home/mcc/execution -examination CTLCardinality -timeout 360 -rebuildPNML
check for maximal unmarked siphon
ok
check for constant places
ok
check if there are places and transitions
ok
check if there are transitions without pre-places
ok
check if at least one transition is enabled in m0
ok
check if there are transitions that can never fire
ok


initing FirstDep: 0m 0.005sec


iterations count:5583 (5), effective:600 (0)

initing FirstDep: 0m 0.006sec


idd.h:1025: Timeout: after 276 sec


idd.h:1025: Timeout: after 255 sec


idd.h:1025: Timeout: after 235 sec


idd.h:1025: Timeout: after 217 sec


idd.h:1025: Timeout: after 200 sec


idd.h:1025: Timeout: after 185 sec


idd.h:1025: Timeout: after 170 sec


idd.h:1025: Timeout: after 157 sec


idd.h:1025: Timeout: after 145 sec


idd.h:1025: Timeout: after 134 sec


idd.h:1025: Timeout: after 124 sec


idd.h:1025: Timeout: after 114 sec


idd.h:1025: Timeout: after 105 sec

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="Philosophers-COL-000200"
export BK_EXAMINATION="CTLCardinality"
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 Philosophers-COL-000200, examination is CTLCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r298-tall-167873951300121"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/Philosophers-COL-000200.tgz
mv Philosophers-COL-000200 execution
cd execution
if [ "CTLCardinality" = "ReachabilityDeadlock" ] || [ "CTLCardinality" = "UpperBounds" ] || [ "CTLCardinality" = "QuasiLiveness" ] || [ "CTLCardinality" = "StableMarking" ] || [ "CTLCardinality" = "Liveness" ] || [ "CTLCardinality" = "OneSafe" ] || [ "CTLCardinality" = "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 [ "CTLCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "CTLCardinality" != "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 "CTLCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property CTLCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "CTLCardinality.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 '' CTLCardinality.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ "CTLCardinality" = "ReachabilityDeadlock" ] || [ "CTLCardinality" = "QuasiLiveness" ] || [ "CTLCardinality" = "StableMarking" ] || [ "CTLCardinality" = "Liveness" ] || [ "CTLCardinality" = "OneSafe" ] ; then
echo "FORMULA_NAME CTLCardinality"
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 ;