About the Execution of ITS-Tools for JoinFreeModules-PT-2000
| Execution Summary | |||||
| Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
| 0.000 | 3600000.00 | 0.00 | 0.00 | FFFFFF??TF?TF?T? | normal |
Execution Chart
Sorry, for this execution, no execution chart could be reported.
Trace from the execution
Formatting '/data/fkordon/mcc2025-input.r114-tall-174876422800475.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2025-input.qcow2 backing_fmt=qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
...............................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................
=====================================================================
Generated by BenchKit 2-5832
Executing tool itstools
Input is JoinFreeModules-PT-2000, examination is LTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r114-tall-174876422800475
=====================================================================
--------------------
preparation of the directory to be used:
/home/mcc/execution
total 6.7M
-rw-r--r-- 1 mcc users 8.7K May 29 14:47 CTLCardinality.txt
-rw-r--r-- 1 mcc users 94K May 29 14:47 CTLCardinality.xml
-rw-r--r-- 1 mcc users 5.9K May 29 14:47 CTLFireability.txt
-rw-r--r-- 1 mcc users 53K May 29 14:47 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 29 14:32 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.1K May 29 14:32 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 3.9K May 29 14:47 LTLCardinality.txt
-rw-r--r-- 1 mcc users 27K May 29 14:47 LTLCardinality.xml
-rw-r--r-- 1 mcc users 2.2K May 29 14:47 LTLFireability.txt
-rw-r--r-- 1 mcc users 16K May 29 14:47 LTLFireability.xml
-rw-r--r-- 1 mcc users 15K May 29 14:47 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 151K May 29 14:47 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 6.9K May 29 14:47 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 51K May 29 14:47 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.7K May 29 14:47 UpperBounds.txt
-rw-r--r-- 1 mcc users 4.1K May 29 14:47 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 May 29 14:32 equiv_col
-rw-r--r-- 1 mcc users 5 May 29 14:32 instance
-rw-r--r-- 1 mcc users 6 May 29 14:32 iscolored
-rw-r--r-- 1 mcc users 6.2M May 29 14:32 model.pnml
--------------------
content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of booleans
BOOL_VECTOR
echo here is the order used to build the result vector(from xml file)
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-00
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-01
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-02
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-03
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-04
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-05
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-06
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-07
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-08
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-09
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-10
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-11
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-12
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-13
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-14
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-15
=== Now, execution of the tool begins
BK_START 1748851430388
Invoking MCC driver with
BK_TOOL=itstools
BK_EXAMINATION=LTLCardinality
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=JoinFreeModules-PT-2000
BK_MEMORY_CONFINEMENT=16384
Not applying reductions.
Model is PT
LTLCardinality PT
Running Version 202505121319
[2025-06-02 08:03:51] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLCardinality, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2025-06-02 08:03:51] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2025-06-02 08:03:52] [INFO ] Load time of PNML (sax parser for PT used): 520 ms
[2025-06-02 08:03:52] [INFO ] Transformed 10001 places.
[2025-06-02 08:03:52] [INFO ] Transformed 16001 transitions.
[2025-06-02 08:03:52] [INFO ] Parsed PT model containing 10001 places and 16001 transitions and 46002 arcs in 700 ms.
Parsed 16 properties from file /home/mcc/execution/LTLCardinality.xml in 17 ms.
Working with output stream class java.io.PrintStream
Initial state reduction rules removed 2 formulas.
Reduce places removed 1 places and 0 transitions.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-02 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA JoinFreeModules-PT-2000-LTLCardinality-14 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Support contains 42 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 1486 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
// Phase 1: matrix 16001 rows 10000 cols
[2025-06-02 08:03:54] [INFO ] Computed 2000 invariants in 109 ms
[2025-06-02 08:03:54] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20230 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20148 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56684ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56774ms
[2025-06-02 08:04:51] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:04:53] [INFO ] Implicit Places using invariants in 2637 ms returned []
Implicit Place search using SMT only with invariants took 2642 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:04:53] [INFO ] Invariant cache hit.
[2025-06-02 08:04:53] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30166 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76201ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76226ms
Finished structural reductions in LTL mode , in 1 iterations and 137250 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Support contains 42 out of 10000 places after structural reductions.
[2025-06-02 08:06:10] [INFO ] Flatten gal took : 579 ms
[2025-06-02 08:06:11] [INFO ] Flatten gal took : 353 ms
[2025-06-02 08:06:11] [INFO ] Input system was already deterministic with 16001 transitions.
RANDOM walk for 43035 steps (8 resets) in 4942 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 489 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 525 ms. (7 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 451 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 461 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 465 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 444 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 449 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 452 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 530 ms. (7 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 478 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 446 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 440 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 452 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 446 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 462 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 589 ms. (6 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 468 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 527 ms. (7 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 448 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 444 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 435 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 461 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 527 ms. (7 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 441 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 454 ms. (8 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 438 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 438 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 439 ms. (9 steps per ms) remains 29/29 properties
BEST_FIRST walk for 4004 steps (0 resets) in 443 ms. (9 steps per ms) remains 29/29 properties
Probabilistic random walk after 98093 steps, saw 98055 distinct states, run finished after 15036 ms. (steps per millisecond=6 ) properties seen :6
[2025-06-02 08:06:32] [INFO ] Invariant cache hit.
[2025-06-02 08:06:33] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/33 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 1 (OVERLAPS) 132/165 variables, 33/33 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/165 variables, 0/33 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 3 (OVERLAPS) 264/429 variables, 165/198 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/429 variables, 33/231 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/429 variables, 0/231 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 6 (OVERLAPS) 0/429 variables, 0/231 constraints. Problems are: Problem set: 0 solved, 23 unsolved
No progress, stopping.
After SMT solving in domain Real declared 429/26001 variables, and 231 constraints, problems are : Problem set: 0 solved, 23 unsolved in 998 ms.
Refiners :[Positive P Invariants (semi-flows): 33/2000 constraints, State Equation: 165/10000 constraints, ReadFeed: 33/2000 constraints, PredecessorRefiner: 23/23 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 23 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/33 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 1 (OVERLAPS) 132/165 variables, 33/33 constraints. Problems are: Problem set: 0 solved, 23 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 58 ms of which 5 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 59 ms of which 4 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 55 ms of which 3 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 42 ms of which 3 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 47 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:34] [INFO ] Deduced a trap composed of 3 places in 43 ms of which 3 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 44 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 72 ms of which 17 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 35 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 41 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 39 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:35] [INFO ] Deduced a trap composed of 3 places in 41 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/165 variables, 12/45 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/165 variables, 0/45 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 4 (OVERLAPS) 264/429 variables, 165/210 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/429 variables, 33/243 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/429 variables, 23/266 constraints. Problems are: Problem set: 0 solved, 23 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:36] [INFO ] Deduced a trap composed of 3 places in 39 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:36] [INFO ] Deduced a trap composed of 3 places in 41 ms of which 1 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:36] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 1 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:36] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 1 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:36] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 1 ms to minimize.
At refinement iteration 7 (INCLUDED_ONLY) 0/429 variables, 5/271 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/429 variables, 0/271 constraints. Problems are: Problem set: 0 solved, 23 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 429/26001 variables, and 271 constraints, problems are : Problem set: 0 solved, 23 unsolved in 5006 ms.
Refiners :[Positive P Invariants (semi-flows): 33/2000 constraints, State Equation: 165/10000 constraints, ReadFeed: 33/2000 constraints, PredecessorRefiner: 23/23 constraints, Known Traps: 17/17 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 6231ms problems are : Problem set: 0 solved, 23 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 33 out of 10000 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Graph (complete) has 24000 edges and 10000 vertex of which 165 are kept as prefixes of interest. Removing 9835 places using SCC suffix rule.22 ms
Discarding 9835 places :
Also discarding 15736 output transitions
Drop transitions (Output transitions of discarded places.) removed 15736 transitions
Drop transitions (Empty/Sink Transition effects.) removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 165 transition count 264
Applied a total of 2 rules in 78 ms. Remains 165 /10000 variables (removed 9835) and now considering 264/16001 (removed 15737) transitions.
Running 198 sub problems to find dead transitions.
// Phase 1: matrix 264 rows 165 cols
[2025-06-02 08:06:39] [INFO ] Computed 33 invariants in 1 ms
[2025-06-02 08:06:39] [INFO ] State equation strengthened by 33 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/132 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 1 (OVERLAPS) 33/165 variables, 33/33 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/165 variables, 0/33 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 3 (OVERLAPS) 264/429 variables, 165/198 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/429 variables, 33/231 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/429 variables, 0/231 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 6 (OVERLAPS) 0/429 variables, 0/231 constraints. Problems are: Problem set: 0 solved, 198 unsolved
No progress, stopping.
After SMT solving in domain Real declared 429/429 variables, and 231 constraints, problems are : Problem set: 0 solved, 198 unsolved in 10581 ms.
Refiners :[Positive P Invariants (semi-flows): 33/33 constraints, State Equation: 165/165 constraints, ReadFeed: 33/33 constraints, PredecessorRefiner: 198/198 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 198 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/132 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 1 (OVERLAPS) 33/165 variables, 33/33 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/165 variables, 0/33 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 3 (OVERLAPS) 264/429 variables, 165/198 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/429 variables, 33/231 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/429 variables, 198/429 constraints. Problems are: Problem set: 0 solved, 198 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:52] [INFO ] Deduced a trap composed of 3 places in 21 ms of which 3 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:52] [INFO ] Deduced a trap composed of 3 places in 18 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:06:52] [INFO ] Deduced a trap composed of 3 places in 22 ms of which 1 ms to minimize.
At refinement iteration 6 (INCLUDED_ONLY) 0/429 variables, 3/432 constraints. Problems are: Problem set: 0 solved, 198 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/429 variables, 0/432 constraints. Problems are: Problem set: 0 solved, 198 unsolved
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 429/429 variables, and 432 constraints, problems are : Problem set: 0 solved, 198 unsolved in 20016 ms.
Refiners :[Positive P Invariants (semi-flows): 33/33 constraints, State Equation: 165/165 constraints, ReadFeed: 33/33 constraints, PredecessorRefiner: 198/198 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 30608ms problems are : Problem set: 0 solved, 198 unsolved
Search for dead transitions found 0 dead transitions in 30609ms
Finished structural reductions in REACHABILITY mode , in 1 iterations and 30687 ms. Remains : 165/10000 places, 264/16001 transitions.
RANDOM walk for 40688 steps (8 resets) in 137 ms. (294 steps per ms) remains 13/23 properties
BEST_FIRST walk for 40004 steps (8 resets) in 207 ms. (192 steps per ms) remains 8/13 properties
BEST_FIRST walk for 40004 steps (8 resets) in 181 ms. (219 steps per ms) remains 6/8 properties
BEST_FIRST walk for 40004 steps (8 resets) in 181 ms. (219 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 205 ms. (194 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 192 ms. (207 steps per ms) remains 5/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 152 ms. (261 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 148 ms. (268 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 185 ms. (215 steps per ms) remains 4/5 properties
[2025-06-02 08:07:10] [INFO ] Invariant cache hit.
[2025-06-02 08:07:10] [INFO ] State equation strengthened by 33 read => feed constraints.
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/6 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 24/30 variables, 6/6 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/30 variables, 0/6 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 3 (OVERLAPS) 48/78 variables, 30/36 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/78 variables, 6/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/78 variables, 0/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 6 (OVERLAPS) 0/78 variables, 0/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Real declared 78/429 variables, and 42 constraints, problems are : Problem set: 0 solved, 4 unsolved in 71 ms.
Refiners :[Positive P Invariants (semi-flows): 6/33 constraints, State Equation: 30/165 constraints, ReadFeed: 6/33 constraints, PredecessorRefiner: 4/4 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 4 unsolved
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/6 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 24/30 variables, 6/6 constraints. Problems are: Problem set: 0 solved, 4 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:07:10] [INFO ] Deduced a trap composed of 3 places in 30 ms of which 3 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:07:10] [INFO ] Deduced a trap composed of 3 places in 26 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:07:10] [INFO ] Deduced a trap composed of 3 places in 24 ms of which 1 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:07:10] [INFO ] Deduced a trap composed of 3 places in 16 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/30 variables, 4/10 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/30 variables, 0/10 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 4 (OVERLAPS) 48/78 variables, 30/40 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/78 variables, 6/46 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/78 variables, 4/50 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/78 variables, 0/50 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 8 (OVERLAPS) 0/78 variables, 0/50 constraints. Problems are: Problem set: 0 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Int declared 78/429 variables, and 50 constraints, problems are : Problem set: 0 solved, 4 unsolved in 517 ms.
Refiners :[Positive P Invariants (semi-flows): 6/33 constraints, State Equation: 30/165 constraints, ReadFeed: 6/33 constraints, PredecessorRefiner: 4/4 constraints, Known Traps: 4/4 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 592ms problems are : Problem set: 0 solved, 4 unsolved
Fused 4 Parikh solutions to 1 different solutions.
Finished Parikh walk after 7349 steps, including 0 resets, run visited all 4 properties in 106 ms. (steps per millisecond=69 )
Parikh walk visited 4 properties in 110 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-05 FALSE TECHNIQUES REACHABILITY_KNOWLEDGE
FORMULA JoinFreeModules-PT-2000-LTLCardinality-09 FALSE TECHNIQUES REACHABILITY_KNOWLEDGE
Computed a total of 0 stabilizing places and 0 stable transitions
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X(X(G(p0))))'
Support contains 1 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 1152 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
// Phase 1: matrix 16001 rows 10000 cols
[2025-06-02 08:07:13] [INFO ] Computed 2000 invariants in 103 ms
[2025-06-02 08:07:13] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)
(s3705 5.0)
(s3706 2.0)
(s3708 4.0)
(s3709 5.0)
(s3710 5.0)
(s3711 2.0)
(s3713 4.0)
(s3714 5.0)
(s3715 5.0)
(s3716 2.0)
(s3718 4.0)
(s3719 5.0)
(s3720 5.0)
(s3721 2.0)
(s3723 4.0)
(s3724 5.0)
(s3725 5.0)
(s3726 2.0)
(s3728 4.0)
(s3729 5.0)
(s3730 5.0)
(s3731 2.0)
(s3733 4.0)
(s3734 5.0)
(s3735 5.0)
(s3736 2.0)
(s3738 4.0)
(s3739 5.0)
(s3740 5.0)
(s3741 2.0)
(s3743 4.0)
(s3744 5.0)
(s3745 5.0)
(s3746 2.0)
(s3748 4.0)
(s3749 5.0)
(s3750 5.0)
(s3751 2.0)
(s3753 4.0)
(s3754 5.0)
(s3755 5.0)
(s3756 2.0)
(s3758 4.0)
(s3759 5.0)
(s3760 5.0)
(s3761 2.0)
(s3763 4.0)
(s3764 5.0)
(s3765 5.0)
(s3766 2.0)
(s3768 4.0)
(s3769 5.0)
(s3770 5.0)
(s3771 2.0)
(s3773 4.0)
(s3774 5.0)
(s3775 5.0)
(s3776 2.0)
(s3778 4.0)
(s3779 5.0)
(s3780 5.0)
(s3781 2.0)
(s3783 4.0)
(s3784 5.0)
(s3785 5.0)
(s3786 2.0)
(s3788 4.0)
(s3789 5.0)
(s3790 5.0)
(s3791 2.0)
(s3793 4.0)
(s3794 5.0)
(s3795 5.0)
(s3796 2.0)
(s3798 4.0)
(s3799 5.0)
(s3800 5.0)
(s3801 2.0)
(s3803 4.0)
(s3804 5.0)
(s3805 5.0)
(s3806 2.0)
(s3808 4.0)
(s3809 5.0)
(s3810 5.0)
(s3811 2.0)
(s3813 4.0)
(s3814 5.0)
(s3815 5.0)
(s3816 2.0)
(s3818 4.0)
(s3819 5.0)
(s3820 5.0)
(s3821 2.0)
(s3823 4.0)
(s3824 5.0)
(s3825 5.0)
(s3826 2.0)
(s3828 4.0)
(s3829 5.0)
(s3830 5.0)
(s3831 2.0)
(s3833 4.0)
(s3834 5.0)
(s3835 5.0)
(s3836 2.0)
(s3838 4.0)
(s3839 5.0)
(s3840 5.0)
(s3841 2.0)
(s3843 4.0)
(s3844 5.0)
(s3845 5.0)
(s3846 2.0)
(s3848 4.0)
(s3849 5.0)
(s3850 5.0)
(s3851 2.0)
(s3853 4.0)
(s3854 5.0)
(s3855 5.0)
(s3856 2.0)
(s3858 4.0)
(s3859 5.0)
(s3860 5.0)
(s3861 2.0)
(s3863 4.0)
(s3864 5.0)
(s3865 5.0)
(s3866 2.0)
(s3868 4.0)
(s3869 5.0)
(s3870 5.0)
(s3871 2.0)
(s3873 4.0)
(s3874 5.0)
(s3875 5.0)
(s3876 2.0)
(s3878 4.0)
(s3879 5.0)
(s3880 5.0)
(s3881 2.0)
(s3883 4.0)
(s3884 5.0)
(s3885 5.0)
(s3886 2.0)
(s3888 4.0)
(s3889 5.0)
(s3890 5.0)
(s3891 2.0)
(s3893 4.0)
(s3894 5.0)
(s3895 5.0)
(s3896 2.0)
(s3898 4.0)
(s3899 5.0)
(s3900 5.0)
(s3901 2.0)
(s3903 4.0)
(s3904 5.0)
(s3905 5.0)
(s3906 2.0)
(s3908 4.0)
(s3909 5.0)
(s3910 5.0)
(s3911 2.0)
(s3913 4.0)
(s3914 5.0)
(s3915 5.0)
(s3916 2.0)
(s3918 4.0)
(s3919 5.0)
(s3920 5.0)
(s3921 2.0)
(s3923 4.0)
(s3924 5.0)
(s3925 5.0)
(s3926 2.0)
(s3928 4.0)
(s3929 5.0)
(s3930 5.0)
(s3931 2.0)
(s3933 4.0)
(s3934 5.0)
(s3935 5.0)
(s3936 2.0)
(s3938 4.0)
(s3939 5.0)
(s3940 5.0)
(s3941 2.0)
(s3943 4.0)
(s3944 5.0)
(s3945 5.0)
(s3946 2.0)
(s3948 4.0)
(s3949 5.0)
(s3950 5.0)
(s3951 2.0)
(s3953 4.0)
(s3954 5.0)
(s3955 5.0)
(s3956 2.0)
(s3958 4.0)
(s3959 5.0)
(s3960 5.0)
(s3961 2.0)
(s3963 4.0)
(s3964 5.0)
(s3965 5.0)
(s3966 2.0)
(s3968 4.0)
(s3969 5.0)
(s3970 5.0)
(s3971 2.0)
(s3973 4.0)
(s3974 5.0)
(s3975 5.0)
(s3976 2.0)
(s3978 4.0)
(s3979 5.0)
(s3980 5.0)
(s3981 2.0)
(s3983 4.0)
(s3984 5.0)
(s3985 5.0)
(s3986 2.0)
(s3988 4.0)
(s3989 5.0)
(s3990 5.0)
(s3991 2.0)
(s3993 4.0)
(s3994 5.0)
(s3995 5.0)
(s3996 2.0)
(s3998 4.0)
(s3999 5.0)
(s4000 5.0)
(s4001 2.0)
(s4003 4.0)
(s4004 5.0)
(s4005 5.0)
(s4006 2.0)
(s4008 4.0)
(s4009 5.0)
(s4010 5.0)
(s4011 2.0)
(s4013 4.0)
(s4014 5.0)
(s4015 5.0)
(s4016 2.0)
(s4018 4.0)
(s4019 5.0)
(s4020 5.0)
(s4021 2.0)
(s4023 4.0)
(s4024 5.0)
(s4025 5.0)
(s4026 2.0)
(s4028 4.0)
(s4029 5.0)
(s4030 5.0)
(s4031 2.0)
(s4033 4.0)
(s4034 5.0)
(s4035 5.0)
(s4036 2.0)
(s4038 4.0)
(s4039 5.0)
(s4040 5.0)
(s4041 2.0)
(s4043 4.0)
(s4044 5.0)
(s4045 5.0)
(s4046 2.0)
(s4048 4.0)
(s4049 5.0)
(s4050 5.0)
(s4051 2.0)
(s4053 4.0)
(s4054 5.0)
(s4055 5.0)
(s4056 2.0)
(s4058 4.0)
(s4059 5.0)
(s4060 5.0)
(s4061 2.0)
(s4063 4.0)
(s4064 5.0)
(s4065 5.0)
(s4066 2.0)
(s4068 4.0)
(s4069 5.0)
(s4070 5.0)
(s4071 2.0)
(s4073 4.0)
(s4074 5.0)
(s4075 5.0)
(s4076 2.0)
(s4078 4.0)
(s4079 5.0)
(s4080 5.0)
(s4081 2.0)
(s4083 4.0)
(s4084 5.0)
(s4085 5.0)
(s4086 2.0)
(s4088 4.0)
(s4089 5.0)
(s4090 5.0)
(s4091 2.0)
(s4093 4.0)
(s4094 5.0)
(s4095 5.0)
(s4096 2.0)
(s4098 4.0)
(s4099 5.0)
(s4100 5.0)
(s4101 2.0)
(s4103 4.0)
(s4104 5.0)
(s4105 5.0)
(s4106 2.0)
(s4108 4.0)
(s4109 5.0)
(s4110 5.0)
(s4111 2.0)
(s4113 4.0)
(s4114 5.0)
(s4115 5.0)
(s4116 2.0)
(s4118 4.0)
(s4119 5.0)
(s4120 5.0)
(s4121 2.0)
(s4123 4.0)
(s4124 5.0)
(s4125 5.0)
(s4126 2.0)
(s4128 4.0)
(s4129 5.0)
(s4130 5.0)
(s4131 2.0)
(s4133 4.0)
(s4134 5.0)
(s4135 5.0)
(s4136 2.0)
(s4138 4.0)
(s4139 5.0)
(s4140 5.0)
(s4141 2.0)
(s4143 4.0)
(s4144 5.0)
(s4145 5.0)
(s4146 2.0)
(s4148 4.0)
(s4149 5.0)
(s4150 5.0)
(s4151 2.0)
(s4153 4.0)
(s4154 5.0)
(s4155 5.0)
(s4156 2.0)
(s4158 4.0)
(s4159 5.0)
(s4160 5.0)
(s4161 2.0)
(s4163 4.0)
(s4164 5.0)
(s4165 5.0)
(s4166 2.0)
(s4168 4.0)
(s4169 5.0)
(s4170 5.0)
(s4171 2.0)
(s4173 4.0)
(s4174 5.0)
(s4175 5.0)
(s4176 2.0)
(s4178 4.0)
(s4179 5.0)
(s4180 5.0)
(s4181 2.0)
(s4183 4.0)
(s4184 5.0)
(s4185 5.0)
(s4186 2.0)
(s4188 4.0)
(s4189 5.0)
(s4190 5.0)
(s4191 2.0)
(s4193 4.0)
(s4194 5.0)
(s4195 5.0)
(s4196 2.0)
(s4198 4.0)
(s4199 5.0)
(s4200 5.0)
(s4201 2.0)
(s4203 4.0)
(s4204 5.0)
(s4205 5.0)
(s4206 2.0)
(s4208 4.0)
(s4209 5.0)
(s4210 5.0)
(s4211 2.0)
(s4213 4.0)
(s4214 5.0)
(s4215 5.0)
(s4216 2.0)
(s4218 4.0)
(s4219 5.0)
(s4220 5.0)
(s4221 2.0)
(s4223 4.0)
(s4224 5.0)
(s4225 5.0)
(s4226 2.0)
(s4228 4.0)
(s4229 5.0)
(s4230 5.0)
(s4231 2.0)
(s4233 4.0)
(s4234 5.0)
(s4235 5.0)
(s4236 2.0)
(s4238 4.0)
(s4239 5.0)
(s4240 5.0)
(s4241 2.0)
(s4243 4.0)
(s4244 5.0)
(s4245 5.0)
(s4246 2.0)
(s4248 4.0)
(s4249 5.0)
(s4250 5.0)
(s4251 2.0)
(s4253 4.0)
(s4254 5.0)
(s4255 5.0)
(s4256 2.0)
(s4258 4.0)
(s4259 5.0)
(s4260 5.0)
(s4261 2.0)
(s4263 4.0)
(s4264 5.0)
(s4265 5.0)
(s4266 2.0)
(s4268 4.0)
(s4269 5.0)
(s4270 5.0)
(s4271 2.0)
(s4273 4.0)
(s4274 5.0)
(s4275 5.0)
(s4276 2.0)
(s4278 4.0)
(s4279 5.0)
(s4280 5.0)
(s4281 2.0)
(s4283 4.0)
(s4284 5.0)
(s4285 5.0)
(s4286 2.0)
(s4288 4.0)
(s4289 5.0)
(s4290 5.0)
(s4291 2.0)
(s4293 4.0)
(s4294 5.0)
(s4295 5.0)
(s4296 2.0)
(s4298 4.0)
(s4299 5.0)
(s4300 5.0)
(s4301 2.0)
(s4303 4.0)
(s4304 5.0)
(s4305 5.0)
(s4306 2.0)
(s4308 4.0)
(s4309 5.0)
(s4310 5.0)
(s4311 2.0)
(s4313 4.0)
(s4314 5.0)
(s4315 5.0)
(s4316 2.0)
(s4318 4.0)
(s4319 5.0)
(s4320 5.0)
(s4321 2.0)
(s4323 4.0)
(s4324 5.0)
(s4325 5.0)
(s4326 2.0)
(s4328 4.0)
(s4329 5.0)
(s4330 5.0)
(s4331 2.0)
(s4333 4.0)
(s4334 5.0)
(s4335 5.0)
(s4336 2.0)
(s4338 4.0)
(s4339 5.0)
(s4340 5.0)
(s4341 2.0)
(s4343 4.0)
(s4344 5.0)
(s4345 5.0)
(s4346 2.0)
(s4348 4.0)
(s4349 5.0)
(s4350 5.0)
(s4351 2.0)
(s4353 4.0)
(s4354 5.0)
(s4355 5.0)
(s4356 2.0)
(s4358 4.0)
(s4359 5.0)
(s4360 5.0)
(s4361 2.0)
(s4363 4.0)
(s4364 5.0)
(s4365 5.0)
(s4366 2.0)
(s4368 4.0)
(s4369 5.0)
(s4370 5.0)
(s4371 2.0)
(s4373 4.0)
(s4374 5.0)
(s4375 5.0)
(s4376 2.0)
(s4378 4.0)
(s4379 5.0)
(s4380 5.0)
(s4381 2.0)
(s4383 4.0)
(s4384 5.0)
(s4385 5.0)
(s4386 2.0)
(s4388 4.0)
(s4389 5.0)
(s4390 5.0)
(s4391 2.0)
(s4393 4.0)
(s4394 5.0)
(s4395 5.0)
(s4396 2.0)
(s4398 4.0)
(s4399 5.0)
(s4400 5.0)
(s4401 2.0)
(s4403 4.0)
(s4404 5.0)
(s4405 5.0)
(s4406 2.0)
(s4408 4.0)
(s4409 5.0)
(s4410 5.0)
(s4411 2.0)
(s4413 4.0)
(s4414 5.0)
(s4415 5.0)
(s4416 2.0)
(s4418 4.0)
(s4419 5.0)
(s4420 5.0)
(s4421 2.0)
(s4423 4.0)
(s4424 5.0)
(s4425 5.0)
(s4426 2.0)
(s4428 4.0)
(s4429 5.0)
(s4430 5.0)
(s4431 2.0)
(s4433 4.0)
(s4434 5.0)
(s4435 5.0)
(s4436 2.0)
(s4438 4.0)
(s4439 5.0)
(s4440 5.0)
(s4441 2.0)
(s4443 4.0)
(s4444 5.0)
(s4445 5.0)
(s4446 2.0)
(s4448 4.0)
(s4449 5.0)
(s4450 5.0)
(s4451 2.0)
(s4453 4.0)
(s4454 5.0)
(s4455 5.0)
(s4456 2.0)
(s4458 4.0)
(s4459 5.0)
(s4460 5.0)
(s4461 2.0)
(s4463 4.0)
(s4464 5.0)
(s4465 5.0)
(s4466 2.0)
(s4468 4.0)
(s4469 5.0)
(s4470 5.0)
(s4471 2.0)
(s4473 4.0)
(s4474 5.0)
(s4475 5.0)
(s4476 2.0)
(s4478 4.0)
(s4479 5.0)
(s4480 5.0)
(s4481 2.0)
(s4483 4.0)
(s4484 5.0)
(s4485 5.0)
(s4486 2.0)
(s4488 4.0)
(s4489 5.0)
(s4490 5.0)
(s4491 2.0)
(s4493 4.0)
(s4494 5.0)
(s4495 5.0)
(s4496 2.0)
(s4498 4.0)
(s4499 5.0)
(s4500 5.0)
(s4501 2.0)
(s4503 4.0)
(s4504 5.0)
(s4505 5.0)
(s4506 2.0)
(s4508 4.0)
(s4509 5.0)
(s4510 5.0)
(s4511 2.0)
(s4513 4.0)
(s4514 5.0)
(s4515 5.0)
(s4516 2.0)
(s4518 4.0)
(s4519 5.0)
(s4520 5.0)
(s4521 2.0)
(s4523 4.0)
(s4524 5.0)
(s4525 5.0)
(s4526 2.0)
(s4528 4.0)
(s4529 5.0)
(s4530 5.0)
(s4531 2.0)
(s4533 4.0)
(s4534 5.0)
(s4535 5.0)
(s4536 2.0)
(s4538 4.0)
(s4539 5.0)
(s4540 5.0)
(s4541 2.0)
(s4543 4.0)
(s4544 5.0)
(s4545 5.0)
(s4546 2.0)
(s4548 4.0)
(s4549 5.0)
(s4550 5.0)
(s4551 2.0)
(s4553 4.0)
(s4554 5.0)
(s4555 5.0)
(s4556 2.0)
(s4558 4.0)
(s4559 5.0)
(s4560 5.0)
(s4561 2.0)
(s4563 4.0)
(s4564 5.0)
(s4565 5.0)
(s4566 2.0)
(s4568 4.0)
(s4569 5.0)
(s4570 5.0)
(s4571 2.0)
(s4573 4.0)
(s4574 5.0)
(s4575 5.0)
(s4576 2.0)
(s4578 4.0)
(s4579 5.0)
(s4580 5.0)
(s4581 2.0)
(s4583 4.0)
(s4584 5.0)
(s4585 5.0)
(s4586 2.0)
(s4588 4.0)
(s4589 5.0)
(s4590 5.0)
(s4591 2.0)
(s4593 4.0)
(s4594 5.0)
(s4595 5.0)
(s4596 2.0)
(s4598 4.0)
(s4599 5.0)
(s4600 5.0)
(s4601 2.0)
(s4603 4.0)
(s4604 5.0)
(s4605 5.0)
(s4606 2.0)
(s4608 4.0)
(s4609 5.0)
(s4610 5.0)
(s4611 2.0)
(s4613 4.0)
(s4614 5.0)
(s4615 5.0)
(s4616 2.0)
(s4618 4.0)
(s4619 5.0)
(s4620 5.0)
(s4621 2.0)
(s4623 4.0)
(s4624 5.0)
(s4625 5.0)
(s4626 2.0)
(s4628 4.0)
(s4629 5.0)
(s4630 5.0)
(s4631 2.0)
(s4633 4.0)
(s4634 5.0)
(s4635 5.0)
(s4636 2.0)
(s4638 4.0)
(s4639 5.0)
(s4640 5.0)
(s4641 2.0)
(s4643 4.0)
(s4644 5.0)
(s4645 5.0)
(s4646 2.0)
(s4648 4.0)
(s4649 5.0)
(s4650 5.0)
(s4651 2.0)
(s4653 4.0)
(s4654 5.0)
(s4655 5.0)
(s4656 2.0)
(s4658 4.0)
(s4659 5.0)
(s4660 5.0)
(s4661 2.0)
(s4663 4.0)
(s4664 5.0)
(s4665 5.0)
(s4666 2.0)
(s4668 4.0)
(s4669 5.0)
(s4670 5.0)
(s4671 2.0)
(s4673 4.0)
(s4674 5.0)
(s4675 5.0)
(s4676 2.0)
(s4678 4.0)
(s4679 5.0)
(s4680 5.0)
(s4681 2.0)
(s4683 4.0)
(s4684 5.0)
(s4685 5.0)
(s4686 2.0)
(s4688 4.0)
(s4689 5.0)
(s4690 5.0)
(s4691 2.0)
(s4693 4.0)
(s4694 5.0)
(s4695 5.0)
(s4696 2.0)
(s4698 4.0)
(s4699 5.0)
(s4700 5.0)
(s4701 2.0)
(s4703 4.0)
(s4704 5.0)
(s4705 5.0)
(s4706 2.0)
(s4708 4.0)
(s4709 5.0)
(s4710 5.0)
(s4711 2.0)
(s4713 4.0)
(s4714 5.0)
(s4715 5.0)
(s4716 2.0)
(s4718 4.0)
(s4719 5.0)
(s4720 5.0)
(s4721 2.0)
(s4723 4.0)
(s4724 5.0)
(s4725 5.0)
(s4726 2.0)
(s4728 4.0)
(s4729 5.0)
(s4730 5.0)
(s4731 2.0)
(s4733 4.0)
(s4734 5.0)
(s4735 5.0)
(s4736 2.0)
(s4738 4.0)
(s4739 5.0)
(s4740 5.0)
(s4741 2.0)
(s4743 4.0)
(s4744 5.0)
(s4745 5.0)
(s4746 2.0)
(s4748 4.0)
(s4749 5.0)
(s4750 5.0)
(s4751 2.0)
(s4753 4.0)
(s4754 5.0)
(s4755 5.0)
(s4756 2.0)
(s4758 4.0)
(s4759 5.0)
(s4760 5.0)
(s4761 2.0)
(s4763 4.0)
(s4764 5.0)
(s4765 5.0)
(s4766 2.0)
(s4768 4.0)
(s4769 5.0)
(s4770 5.0)
(s4771 2.0)
(s4773 4.0)
(s4774 5.0)
(s4775 5.0)
(s4776 2.0)
(s4778 4.0)
(s4779 5.0)
(s4780 5.0)
(s4781 2.0)
(s4783 4.0)
(s4784 5.0)
(s4785 5.0)
(s4786 2.0)
(s4788 4.0)
(s4789 5.0)
(s4790 5.0)
(s4791 2.0)
(s4793 4.0)
(s4794 5.0)
(s4795 5.0)
(s4796 2.0)
(s4798 4.0)
(s4799 5.0)
(s4800 5.0)
(s4801 2.0)
(s4803 4.0)
(s4804 5.0)
(s4805 5.0)
(s4806 2.0)
(s4808 4.0)
(s4809 5.0)
(s4810 5.0)
(s4811 2.0)
(s4813 4.0)
(s4814 5.0)
(s4815 5.0)
(s4816 2.0)
(s4818 4.0)
(s4819 5.0)
(s4820 5.0)
(s4821 2.0)
(s4823 4.0)
(s4824 5.0)
(s4825 5.0)
(s4826 2.0)
(s4828 4.0)
(s4829 5.0)
(s4830 5.0)
(s4831 2.0)
(s4833 4.0)
(s4834 5.0)
(s4835 5.0)
(s4836 2.0)
(s4838 4.0)
(s4839 5.0)
(s4840 5.0)
(s4841 2.0)
(s4843 4.0)
(s4844 5.0)
(s4845 5.0)
(s4846 2.0)
(s4848 4.0)
(s4849 5.0)
(s4850 5.0)
(s4851 2.0)
(s4853 4.0)
(s4854 5.0)
(s4855 5.0)
(s4856 2.0)
(s4858 4.0)
(s4859 5.0)
(s4860 5.0)
(s4861 2.0)
(s4863 4.0)
(s4864 5.0)
(s4865 5.0)
(s4866 2.0)
(s4868 4.0)
(s4869 5.0)
(s4870 5.0)
(s4871 2.0)
(s4873 4.0)
(s4874 5.0)
(s4875 5.0)
(s4876 2.0)
(s4878 4.0)
(s4879 5.0)
(s4880 5.0)
(s4881 2.0)
(s4883 4.0)
(s4884 5.0)
(s4885 5.0)
(s4886 2.0)
(s4888 4.0)
(s4889 5.0)
(s4890 5.0)
(s4891 2.0)
(s4893 4.0)
(s4894 5.0)
(s4895 5.0)
(s4896 2.0)
(s4898 4.0)
(s4899 5.0)
(s4900 5.0)
(s4901 2.0)
(s4903 4.0)
(s4904 5.0)
(s4905 5.0)
(s4906 2.0)
(s4908 4.0)
(s4909 5.0)
(s4910 5.0)
(s4911 2.0)
(s4913 4.0)
(s4914 5.0)
(s4915 5.0)
(s4916 2.0)
(s4918 4.0)
(s4919 5.0)
(s4920 5.0)
(s4921 2.0)
(s4923 4.0)
(s4924 5.0)
(s4925 5.0)
(s4926 2.0)
(s4928 4.0)
(s4929 5.0)
(s4930 5.0)
(s4931 2.0)
(s4933 4.0)
(s4934 5.0)
(s4935 5.0)
(s4936 2.0)
(s4938 4.0)
(s4939 5.0)
(s4940 5.0)
(s4941 2.0)
(s4943 4.0)
(s4944 5.0)
(s4945 5.0)
(s4946 2.0)
(s4948 4.0)
(s4949 5.0)
(s4950 5.0)
(s4951 2.0)
(s4953 4.0)
(s4954 5.0)
(s4955 5.0)
(s4956 2.0)
(s4958 4.0)
(s4959 5.0)
(s4960 5.0)
(s4961 2.0)
(s4963 4.0)
(s4964 5.0)
(s4965 5.0)
(s4966 2.0)
(s4968 4.0)
(s4969 5.0)
(s4970 5.0)
(s4971 2.0)
(s4973 4.0)
(s4974 5.0)
(s4975 5.0)
(s4976 2.0)
(s4978 4.0)
(s4979 5.0)
(s4980 5.0)
(s4981 2.0)
(s4983 4.0)
(s4984 5.0)
(s4985 5.0)
(s4986 2.0)
(s4988 4.0)
(s4989 5.0)
(s4990 5.0)
(s4991 2.0)
(s4993 4.0)
(s4994 5.0)
(s4995 5.0)
(s4996 2.0)
(s4998 4.0)
(s4999 5.0)
(s5000 5.0)
(s5001 2.0)
(s5003 4.0)
(s5004 5.0)
(s5005 5.0)
(s5006 2.0)
(s5008 4.0)
(s5009 5.0)
(s5010 5.0)
(s5011 2.0)
(s5013 4.0)
(s5014 5.0)
(s5015 5.0)
(s5016 2.0)
(s5018 4.0)
(s5019 5.0)
(s5020 5.0)
(s5021 2.0)
(s5023 4.0)
(s5024 5.0)
(s5025 5.0)
(s5026 2.0)
(s5028 4.0)
(s5029 5.0)
(s5030 5.0)
(s5031 2.0)
(s5033 4.0)
(s5034 5.0)
(s5035 5.0)
(s5036 2.0)
(s5038 4.0)
(s5039 5.0)
(s5040 5.0)
(s5041 2.0)
(s5043 4.0)
(s5044 5.0)
(s5045 5.0)
(s5046 2.0)
(s5048 4.0)
(s5049 5.0)
(s5050 5.0)
(s5051 2.0)
(s5053 4.0)
(s5054 5.0)
(s5055 5.0)
(s5056 2.0)
(s5058 4.0)
(s5059 5.0)
(s5060 5.0)
(s5061 2.0)
(s5063 4.0)
(s5064 5.0)
(s5065 5.0)
(s5066 2.0)
(s5068 4.0)
(s5069 5.0)
(s5070 5.0)
(s5071 2.0)
(s5073 4.0)
(s5074 5.0)
(s5075 5.0)
(s5076 2.0)
(s5078 4.0)
(s5079 5.0)
(s5080 5.0)
(s5081 2.0)
(s5083 4.0)
(s5084 5.0)
(s5085 5.0)
(s5086 2.0)
(s5088 4.0)
(s5089 5.0)
(s5090 5.0)
(s5091 2.0)
(s5093 4.0)
(s5094 5.0)
(s5095 5.0)
(s5096 2.0)
(s5098 4.0)
(s5099 5.0)
(s5100 5.0)
(s5101 2.0)
(s5103 4.0)
(s5104 5.0)
(s5105 5.0)
(s5106 2.0)
(s5108 4.0)
(s5109 5.0)
(s5110 5.0)
(s5111 2.0)
(s5113 4.0)
(s5114 5.0)
(s5115 5.0)
(s5116 2.0)
(s5118 4.0)
(s5119 5.0)
(s5120 5.0)
(s5121 2.0)
(s5123 4.0)
(s5124 5.0)
(s5125 5.0)
(s5126 2.0)
(s5128 4.0)
(s5129 5.0)
(s5130 5.0)
(s5131 2.0)
(s5133 4.0)
(s5134 5.0)
(s5135 5.0)
(s5136 2.0)
(s5138 4.0)
(s5139 5.0)
(s5140 5.0)
(s5141 2.0)
(s5143 4.0)
(s5144 5.0)
(s5145 5.0)
(s5146 2.0)
(s5148 4.0)
(s5149 5.0)
(s5150 5.0)
(s5151 2.0)
(s5153 4.0)
(s5154 5.0)
(s5155 5.0)
(s5156 2.0)
(s5158 4.0)
(s5159 5.0)
(s5160 5.0)
(s5161 2.0)
(s5163 4.0)
(s5164 5.0)
(s5165 5.0)
(s5166 2.0)
(s5168 4.0)
(s5169 5.0)
(s5170 5.0)
(s5171 2.0)
(s5173 4.0)
(s5174 5.0)
(s5175 5.0)
(s5176 2.0)
(s5178 4.0)
(s5179 5.0)
(s5180 5.0)
(s5181 2.0)
(s5183 4.0)
(s5184 5.0)
(s5185 5.0)
(s5186 2.0)
(s5188 4.0)
(s5189 5.0)
(s5190 5.0)
(s5191 2.0)
(s5193 4.0)
(s5194 5.0)
(s5195 5.0)
(s5196 2.0)
(s5198 4.0)
(s5199 5.0)
(s5200 5.0)
(s5201 2.0)
(s5203 4.0)
(s5204 5.0)
(s5205 5.0)
(s5206 2.0)
(s5208 4.0)
(s5209 5.0)
(s5210 5.0)
(s5211 2.0)
(s5213 4.0)
(s5214 5.0)
(s5215 5.0)
(s5216 2.0)
(s5218 4.0)
(s5219 5.0)
(s5220 5.0)
(s5221 2.0)
(s5223 4.0)
(s5224 5.0)
(s5225 5.0)
(s5226 2.0)
(s5228 4.0)
(s5229 5.0)
(s5230 5.0)
(s5231 2.0)
(s5233 4.0)
(s5234 5.0)
(s5235 5.0)
(s5236 2.0)
(s5238 4.0)
(s5239 5.0)
(s5240 5.0)
(s5241 2.0)
(s5243 4.0)
(s5244 5.0)
(s5245 5.0)
(s5246 2.0)
(s5248 4.0)
(s5249 5.0)
(s5250 5.0)
(s5251 2.0)
(s5253 4.0)
(s5254 5.0)
(s5255 5.0)
(s5256 2.0)
(s5258 4.0)
(s5259 5.0)
(s5260 5.0)
(s5261 2.0)
(s5263 4.0)
(s5264 5.0)
(s5265 5.0)
(s5266 2.0)
(s5268 4.0)
(s5269 5.0)
(s5270 5.0)
(s5271 2.0)
(s5273 4.0)
(s5274 5.0)
(s5275 5.0)
(s5276 2.0)
(s5278 4.0)
(s5279 5.0)
(s5280 5.0)
(s5281 2.0)
(s5283 4.0)
(s5284 5.0)
(s5285 5.0)
(s5286 2.0)
(s5288 4.0)
(s5289 5.0)
(s5290 5.0)
(s5291 2.0)
(s5293 4.0)
(s5294 5.0)
(s5295 5.0)
(s5296 2.0)
(s5298 4.0)
(s5299 5.0)
(s5300 5.0)
(s5301 2.0)
(s5303 4.0)
(s5304 5.0)
(s5305 5.0)
(s5306 2.0)
(s5308 4.0)
(s5309 5.0)
(s5310 5.0)
(s5311 2.0)
(s5313 4.0)
(s5314 5.0)
(s5315 5.0)
(s5316 2.0)
(s5318 4.0)
(s5319 5.0)
(s5320 5.0)
(s5321 2.0)
(s5323 4.0)
(s5324 5.0)
(s5325 5.0)
(s5326 2.0)
(s5328 4.0)
(s5329 5.0)
(s5330 5.0)
(s5331 2.0)
(s5333 4.0)
(s5334 5.0)
(s5335 5.0)
(s5336 2.0)
(s5338 4.0)
(s5339 5.0)
(s5340 5.0)
(s5341 2.0)
(s5343 4.0)
(s5344 5.0)
(s5345 5.0)
(s5346 2.0)
(s5348 4.0)
(s5349 5.0)
(s5350 5.0)
(s5351 2.0)
(s5353 4.0)
(s5354 5.0)
(s5355 5.0)
(s5356 2.0)
(s5358 4.0)
(s5359 5.0)
(s5360 5.0)
(s5361 2.0)
(s5363 4.0)
(s5364 5.0)
(s5365 5.0)
(s5366 2.0)
(s5368 4.0)
(s5369 5.0)
(s5370 5.0)
(s5371 2.0)
(s5373 4.0)
(s5374 5.0)
(s5375 5.0)
(s5376 2.0)
(s5378 4.0)
(s5379 5.0)
(s5380 5.0)
(s5381 2.0)
(s5383 4.0)
(s5384 5.0)
(s5385 5.0)
(s5386 2.0)
(s5388 4.0)
(s5389 5.0)
(s5390 5.0)
(s5391 2.0)
(s5393 4.0)
(s5394 5.0)
(s5395 5.0)
(s5396 2.0)
(s5398 4.0)
(s5399 5.0)
(s5400 5.0)
(s5401 2.0)
(s5403 4.0)
(s5404 5.0)
(s5405 5.0)
(s5406 2.0)
(s5408 4.0)
(s5409 5.0)
(s5410 5.0)
(s5411 2.0)
(s5413 4.0)
(s5414 5.0)
(s5415 5.0)
(s5416 2.0)
(s5418 4.0)
(s5419 5.0)
(s5420 5.0)
(s5421 2.0)
(s5423 4.0)
(s5424 5.0)
(s5425 5.0)
(s5426 2.0)
(s5428 4.0)
(s5429 5.0)
(s5430 5.0)
(s5431 2.0)
(s5433 4.0)
(s5434 5.0)
(s5435 5.0)
(s5436 2.0)
(s5438 4.0)
(s5439 5.0)
(s5440 5.0)
(s5441 2.0)
(s5443 4.0)
(s5444 5.0)
(s5445 5.0)
(s5446 2.0)
(s5448 4.0)
(s5449 5.0)
(s5450 5.0)
(s5451 2.0)
(s5453 4.0)
(s5454 5.0)
(s5455 5.0)
(s5456 2.0)
(s5458 4.0)
(s5459 5.0)
(s5460 5.0)
(s5461 2.0)
(s5463 4.0)
(s5464 5.0)
(s5465 5.0)
(s5466 2.0)
(s5468 4.0)
(s5469 5.0)
(s5470 5.0)
(s5471 2.0)
(s5473 4.0)
(s5474 5.0)
(s5475 5.0)
(s5476 2.0)
(s5478 4.0)
(s5479 5.0)
(s5480 5.0)
(s5481 2.0)
(s5483 4.0)
(s5484 5.0)
(s5485 5.0)
(s5486 2.0)
(s5488 4.0)
(s5489 5.0)
(s5490 5.0)
(s5491 2.0)
(s5493 4.0)
(s5494 5.0)
(s5495 5.0)
(s5496 2.0)
(s5498 4.0)
(s5499 5.0)
(s5500 5.0)
(s5501 2.0)
(s5503 4.0)
(s5504 5.0)
(s5505 5.0)
(s5506 2.0)
(s5508 4.0)
(s5509 5.0)
(s5510 5.0)
(s5511 2.0)
(s5513 4.0)
(s5514 5.0)
(s5515 5.0)
(s5516 2.0)
(s5518 4.0)
(s5519 5.0)
(s5520 5.0)
(s5521 2.0)
(s5523 4.0)
(s5524 5.0)
(s5525 5.0)
(s5526 2.0)
(s5528 4.0)
(s5529 5.0)
(s5530 5.0)
(s5531 2.0)
(s5533 4.0)
(s5534 5.0)
(s5535 5.0)
(s5536 2.0)
(s5538 4.0)
(s5539 5.0)
(s5540 5.0)
(s5541 2.0)
(s5543 4.0)
(s5544 5.0)
(s5545 5.0)
(s5546 2.0)
(s5548 4.0)
(s5549 5.0)
(s5550 5.0)
(s5551 2.0)
(s5553 4.0)
(s5554 5.0)
(s5555 5.0)
(s5556 2.0)
(s5558 4.0)
(s5559 5.0)
(s5560 5.0)
(s5561 2.0)
(s5563 4.0)
(s5564 5.0)
(s5565 5.0)
(s5566 2.0)
(s5568 4.0)
(s5569 5.0)
(s5570 5.0)
(s5571 2.0)
(s5573 4.0)
(s5574 5.0)
(s5575 5.0)
(s5576 2.0)
(s5578 4.0)
(s5579 5.0)
(s5580 5.0)
(s5581 2.0)
(s5583 4.0)
(s5584 5.0)
(s5585 5.0)
(s5586 2.0)
(s5588 4.0)
(s5589 5.0)
(s5590 5.0)
(s5591 2.0)
(s5593 4.0)
(s5594 5.0)
(s5595 5.0)
(s5596 2.0)
(s5598 4.0)
(s5599 5.0)
(s5600 5.0)
(s5601 2.0)
(s5603 4.0)
(s5604 5.0)
(s5605 5.0)
(s5606 2.0)
(s5608 4.0)
(s5609 5.0)
(s5610 5.0)
(s5611 2.0)
(s5613 4.0)
(s5614 5.0)
(s5615 5.0)
(s5616 2.0)
(s5618 4.0)
(s5619 5.0)
(s5620 5.0)
(s5621 2.0)
(s5623 4.0)
(s5624 5.0)
(s5625 5.0)
(s5626 2.0)
(s5628 4.0)
(s5629 5.0)
(s5630 5.0)
(s5631 2.0)
(s5633 4.0)
(s5634 5.0)
(s5635 5.0)
(s5636 2.0)
(s5638 4.0)
(s5639 5.0)
(s5640 5.0)
(s5641 2.0)
(s5643 4.0)
(s5644 5.0)
(s5645 5.0)
(s5646 2.0)
(s5648 4.0)
(s5649 5.0)
(s5650 5.0)
(s5651 2.0)
(s5653 4.0)
(s5654 5.0)
(s5655 5.0)
(s5656 2.0)
(s5658 4.0)
(s5659 5.0)
(s5660 5.0)
(s5661 2.0)
(s5663 4.0)
(s5664 5.0)
(s5665 5.0)
(s5666 2.0)
(s5668 4.0)
(s5669 5.0)
(s5670 5.0)
(s5671 2.0)
(s5673 4.0)
(s5674 5.0)
(s5675 5.0)
(s5676 2.0)
(s5678 4.0)
(s5679 5.0)
(s5680 5.0)
(s5681 2.0)
(s5683 4.0)
(s5684 5.0)
(s5685 5.0)
(s5686 2.0)
(s5688 4.0)
(s5689 5.0)
(s5690 5.0)
(s5691 2.0)
(s5693 4.0)
(s5694 5.0)
(s5695 5.0)
(s5696 2.0)
(s5698 4.0)
(s5699 5.0)
(s5700 5.0)
(s5701 2.0)
(s5703 4.0)
(s5704 5.0)
(s5705 5.0)
(s5706 2.0)
(s5708 4.0)
(s5709 5.0)
(s5710 5.0)
(s5711 2.0)
(s5713 4.0)
(s5714 5.0)
(s5715 5.0)
(s5716 2.0)
(s5718 4.0)
(s5719 5.0)
(s5720 5.0)
(s5721 2.0)
(s5723 4.0)
(s5724 5.0)
(s5725 5.0)
(s5726 2.0)
(s5728 4.0)
(s5729 5.0)
(s5730 5.0)
(s5731 2.0)
(s5733 4.0)
(s5734 5.0)
(s5735 5.0)
(s5736 2.0)
(s5738 4.0)
(s5739 5.0)
(s5740 5.0)
(s5741 2.0)
(s5743 4.0)
(s5744 5.0)
(s5745 5.0)
(s5746 2.0)
(s5748 4.0)
(s5749 5.0)
(s5750 5.0)
(s5751 2.0)
(s5753 4.0)
(s5754 5.0)
(s5755 5.0)
(s5756 2.0)
(s5758 4.0)
(s5759 5.0)
(s5760 5.0)
(s5761 2.0)
(s5763 4.0)
(s5764 5.0)
(s5765 5.0)
(s5766 2.0)
(s5768 4.0)
(s5769 5.0)
(s5770 5.0)
(s5771 2.0)
(s5773 4.0)
(s5774 5.0)
(s5775 5.0)
(s5776 2.0)
(s5778 4.0)
(s5779 5.0)
(s5780 5.0)
(s5781 2.0)
(s5783 4.0)
(s5784 5.0)
(s5785 5.0)
(s5786 2.0)
(s5788 4.0)
(s5789 5.0)
(s5790 5.0)
(s5791 2.0)
(s5793 4.0)
(s5794 5.0)
(s5795 5.0)
(s5796 2.0)
(s5798 4.0)
(s5799 5.0)
(s5800 5.0)
(s5801 2.0)
(s5803 4.0)
(s5804 5.0)
(s5805 5.0)
(s5806 2.0)
(s5808 4.0)
(s5809 5.0)
(s5810 5.0)
(s5811 2.0)
(s5813 4.0)
(s5814 5.0)
(s5815 5.0)
(s5816 2.0)
(s5818 4.0)
(s5819 5.0)
(s5820 5.0)
(s5821 2.0)
(s5823 4.0)
(s5824 5.0)
(s5825 5.0)
(s5826 2.0)
(s5828 4.0)
(s5829 5.0)
(s5830 5.0)
(s5831 2.0)
(s5833 4.0)
(s5834 5.0)
(s5835 5.0)
(s5836 2.0)
(s5838 4.0)
(s5839 5.0)
(s5840 5.0)
(s5841 2.0)
(s5843 4.0)
(s5844 5.0)
(s5845 5.0)
(s5846 2.0)
(s5848 4.0)
(s5849 5.0)
(s5850 5.0)
(s5851 2.0)
(s5853 4.0)
(s5854 5.0)
(s5855 5.0)
(s5856 2.0)
(s5858 4.0)
(s5859 5.0)
(s5860 5.0)
(s5861 2.0)
(s5863 4.0)
(s5864 5.0)
(s5865 5.0)
(s5866 2.0)
(s5868 4.0)
(s5869 5.0)
(s5870 5.0)
(s5871 2.0)
(s5873 4.0)
(s5874 5.0)
(s5875 5.0)
(s5876 2.0)
(s5878 4.0)
(s5879 5.0)
(s5880 5.0)
(s5881 2.0)
(s5883 4.0)
(s5884 5.0)
(s5885 5.0)
(s5886 2.0)
(s5888 4.0)
(s5889 5.0)
(s5890 5.0)
(s5891 2.0)
(s5893 4.0)
(s5894 5.0)
(s5895 5.0)
(s5896 2.0)
(s5898 4.0)
(s5899 5.0)
(s5900 5.0)
(s5901 2.0)
(s5903 4.0)
(s5904 5.0)
(s5905 5.0)
(s5906 2.0)
(s5908 4.0)
(s5909 5.0)
(s5910 5.0)
(s5911 2.0)
(s5913 4.0)
(s5914 5.0)
(s5915 5.0)
(s5916 2.0)
(s5918 4.0)
(s5919 5.0)
(s5920 5.0)
(s5921 2.0)
(s5923 4.0)
(s5924 5.0)
(s5925 5.0)
(s5926 2.0)
(s5928 4.0)
(s5929 5.0)
(s5930 5.0)
(s5931 2.0)
(s5933 4.0)
(s5934 5.0)
(s5935 5.0)
(s5936 2.0)
(s5938 4.0)
(s5939 5.0)
(s5940 5.0)
(s5941 2.0)
(s5943 4.0)
(s5944 5.0)
(s5945 5.0)
(s5946 2.0)
(s5948 4.0)
(s5949 5.0)
(s5950 5.0)
(s5951 2.0)
(s5953 4.0)
(s5954 5.0)
(s5955 5.0)
(s5956 2.0)
(s5958 4.0)
(s5959 5.0)
(s5960 5.0)
(s5961 2.0)
(s5963 4.0)
(s5964 5.0)
(s5965 5.0)
(s5966 2.0)
(s5968 4.0)
(s5969 5.0)
(s5970 5.0)
(s5971 2.0)
(s5973 4.0)
(s5974 5.0)
(s5975 5.0)
(s5976 2.0)
(s5978 4.0)
(s5979 5.0)
(s5980 5.0)
(s5981 2.0)
(s5983 4.0)
(s5984 5.0)
(s5985 5.0)
(s5986 2.0)
(s5988 4.0)
(s5989 5.0)
(s5990 5.0)
(s5991 2.0)
(s5993 4.0)
(s5994 5.0)
(s5995 5.0)
(s5996 2.0)
(s5998 4.0)
(s5999 5.0)
(s6000 5.0)
(s6001 2.0)
(s6003 4.0)
(s6004 5.0)
(s6005 5.0)
(s6006 2.0)
(s6008 4.0)
(s6009 5.0)
(s6010 5.0)
(s6011 2.0)
(s6013 4.0)
(s6014 5.0)
(s6015 5.0)
(s6016 2.0)
(s6018 4.0)
(s6019 5.0)
(s6020 5.0)
(s6021 2.0)
(s6023 4.0)
(s6024 5.0)
(s6025 5.0)
(s6026 2.0)
(s6028 4.0)
(s6029 5.0)
(s6030 5.0)
(s6031 2.0)
(s6033 4.0)
(s6034 5.0)
(s6035 5.0)
(s6036 2.0)
(s6038 4.0)
(s6039 5.0)
(s6040 5.0)
(s6041 2.0)
(s6043 4.0)
(s6044 5.0)
(s6045 5.0)
(s6046 2.0)
(s6048 4.0)
(s6049 5.0)
(s6050 5.0)
(s6051 2.0)
(s6053 4.0)
(s6054 5.0)
(s6055 5.0)
(s6056 2.0)
(s6058 4.0)
(s6059 5.0)
(s6060 5.0)
(s6061 2.0)
(s6063 4.0)
(s6064 5.0)
(s6065 5.0)
(s6066 2.0)
(s6068 4.0)
(s6069 5.0)
(s6070 5.0)
(s6071 2.0)
(s6073 4.0)
(s6074 5.0)
(s6075 5.0)
(s6076 2.0)
(s6078 4.0)
(s6079 5.0)
(s6080 5.0)
(s6081 2.0)
(s6083 4.0)
(s6084 5.0)
(s6085 5.0)
(s6086 2.0)
(s6088 4.0)
(s6089 5.0)
(s6090 5.0)
(s6091 2.0)
(s6093 4.0)
(s6094 5.0)
(s6095 5.0)
(s6096 2.0)
(s6098 4.0)
(s6099 5.0)
(s6100 5.0)
(s6101 2.0)
(s6103 4.0)
(s6104 5.0)
(s6105 5.0)
(s6106 2.0)
(s6108 4.0)
(s6109 5.0)
(s6110 5.0)
(s6111 2.0)
(s6113 4.0)
(s6114 5.0)
(s6115 5.0)
(s6116 2.0)
(s6118 4.0)
(s6119 5.0)
(s6120 5.0)
(s6121 2.0)
(s6123 4.0)
(s6124 5.0)
(s6125 5.0)
(s6126 2.0)
(s6128 4.0)
(s6129 5.0)
(s6130 5.0)
(s6131 2.0)
(s6133 4.0)
(s6134 5.0)
(s6135 5.0)
(s6136 2.0)
(s6138 4.0)
(s6139 5.0)
(s6140 5.0)
(s6141 2.0)
(s6143 4.0)
(s6144 5.0)
(s6145 5.0)
(s6146 2.0)
(s6148 4.0)
(s6149 5.0)
(s6150 5.0)
(s6151 2.0)
(s6153 4.0)
(s6154 5.0)
(s6155 5.0)
(s6156 2.0)
(s6158 4.0)
(s6159 5.0)
(s6160 5.0)
(s6161 2.0)
(s6163 4.0)
(s6164 5.0)
(s6165 5.0)
(s6166 2.0)
(s6168 4.0)
(s6169 5.0)
(s6170 5.0)
(s6171 2.0)
(s6173 4.0)
(s6174 5.0)
(s6175 5.0)
(s6176 2.0)
(s6178 4.0)
(s6179 5.0)
(s6180 5.0)
(s6181 2.0)
(s6183 4.0)
(s6184 5.0)
(s6185 5.0)
(s6186 2.0)
(s6188 4.0)
(s6189 5.0)
(s6190 5.0)
(s6191 2.0)
(s6193 4.0)
(s6194 5.0)
(s6195 5.0)
(s6196 2.0)
(s6198 4.0)
(s6199 5.0)
(s6200 5.0)
(s6201 2.0)
(s6203 4.0)
(s6204 5.0)
(s6205 5.0)
(s6206 2.0)
(s6208 4.0)
(s6209 5.0)
(s6210 5.0)
(s6211 2.0)
(s6213 4.0)
(s6214 5.0)
(s6215 5.0)
(s6216 2.0)
(s6218 4.0)
(s6219 5.0)
(s6220 5.0)
(s6221 2.0)
(s6223 4.0)
(s6224 5.0)
(s6225 5.0)
(s6226 2.0)
(s6228 4.0)
(s6229 5.0)
(s6230 5.0)
(s6231 2.0)
(s6233 4.0)
(s6234 5.0)
(s6235 5.0)
(s6236 2.0)
(s6238 4.0)
(s6239 5.0)
(s6240 5.0)
(s6241 2.0)
(s6243 4.0)
(s6244 5.0)
(s6245 5.0)
(s6246 2.0)
(s6248 4.0)
(s6249 5.0)
(s6250 5.0)
(s6251 2.0)
(s6253 4.0)
(s6254 5.0)
(s6255 5.0)
(s6256 2.0)
(s6258 4.0)
(s6259 5.0)
(s6260 5.0)
(s6261 2.0)
(s6263 4.0)
(s6264 5.0)
(s6265 5.0)
(s6266 2.0)
(s6268 4.0)
(s6269 5.0)
(s6270 5.0)
(s6271 2.0)
(s6273 4.0)
(s6274 5.0)
(s6275 5.0)
(s6276 2.0)
(s6278 4.0)
(s6279 5.0)
(s6280 5.0)
(s6281 2.0)
(s6283 4.0)
(s6284 5.0)
(s6285 5.0)
(s6286 2.0)
(s6288 4.0)
(s6289 5.0)
(s6290 5.0)
(s6291 2.0)
(s6293 4.0)
(s6294 5.0)
(s6295 5.0)
(s6296 2.0)
(s6298 4.0)
(s6299 5.0)
(s6300 5.0)
(s6301 2.0)
(s6303 4.0)
(s6304 5.0)
(s6305 5.0)
(s6306 2.0)
(s6308 4.0)
(s6309 5.0)
(s6310 5.0)
(s6311 2.0)
(s6313 4.0)
(s6314 5.0)
(s6315 5.0)
(s6316 2.0)
(s6318 4.0)
(s6319 5.0)
(s6320 5.0)
(s6321 2.0)
(s6323 4.0)
(s6324 5.0)
(s6325 5.0)
(s6326 2.0)
(s6328 4.0)
(s6329 5.0)
(s6330 5.0)
(s6331 2.0)
(s6333 4.0)
(s6334 5.0)
(s6335 5.0)
(s6336 2.0)
(s6338 4.0)
(s6339 5.0)
(s6340 5.0)
(s6341 2.0)
(s6343 4.0)
(s6344 5.0)
(s6345 5.0)
(s6346 2.0)
(s6348 4.0)
(s6349 5.0)
(s6350 5.0)
(s6351 2.0)
(s6353 4.0)
(s6354 5.0)
(s6355 5.0)
(s6356 2.0)
(s6358 4.0)
(s6359 5.0)
(s6360 5.0)
(s6361 2.0)
(s6363 4.0)
(s6364 5.0)
(s6365 5.0)
(s6366 2.0)
(s6368 4.0)
(s6369 5.0)
(s6370 5.0)
(s6371 2.0)
(s6373 4.0)
(s6374 5.0)
(s6375 5.0)
(s6376 2.0)
(s6378 4.0)
(s6379 5.0)
(s6380 5.0)
(s6381 2.0)
(s6383 4.0)
(s6384 5.0)
(s6385 5.0)
(s6386 2.0)
(s6388 4.0)
(s6389 5.0)
(s6390 5.0)
(s6391 2.0)
(s6393 4.0)
(s6394 5.0)
(s6395 5.0)
(s6396 2.0)
(s6398 4.0)
(s6399 5.0)
(s6400 5.0)
(s6401 2.0)
(s6403 4.0)
(s6404 5.0)
(s6405 5.0)
(s6406 2.0)
(s6408 4.0)
(s6409 5.0)
(s6410 5.0)
(s6411 2.0)
(s6413 4.0)
(s6414 5.0)
(s6415 5.0)
(s6416 2.0)
(s6418 4.0)
(s6419 5.0)
(s6420 5.0)
(s6421 2.0)
(s6423 4.0)
(s6424 5.0)
(s6425 5.0)
(s6426 2.0)
(s6428 4.0)
(s6429 5.0)
(s6430 5.0)
(s6431 2.0)
(s6433 4.0)
(s6434 5.0)
(s6435 5.0)
(s6436 2.0)
(s6438 4.0)
(s6439 5.0)
(s6440 5.0)
(s6441 2.0)
(s6443 4.0)
(s6444 5.0)
(s6445 5.0)
(s6446 2.0)
(s6448 4.0)
(s6449 5.0)
(s6450 5.0)
(s6451 2.0)
(s6453 4.0)
(s6454 5.0)
(s6455 5.0)
(s6456 2.0)
(s6458 4.0)
(s6459 5.0)
(s6460 5.0)
(s6461 2.0)
(s6463 4.0)
(s6464 5.0)
(s6465 5.0)
(s6466 2.0)
(s6468 4.0)
(s6469 5.0)
(s6470 5.0)
(s6471 2.0)
(s6473 4.0)
(s6474 5.0)
(s6475 5.0)
(s6476 2.0)
(s6478 4.0)
(s6479 5.0)
(s6480 5.0)
(s6481 2.0)
(s6483 4.0)
(s6484 5.0)
(s6485 5.0)
(s6486 2.0)
(s6488 4.0)
(s6489 5.0)
(s6490 5.0)
(s6491 2.0)
(s6493 4.0)
(s6494 5.0)
(s6495 5.0)
(s6496 2.0)
(s6498 4.0)
(s6499 5.0)
(s6500 5.0)
(s6501 2.0)
(s6503 4.0)
(s6504 5.0)
(s6505 5.0)
(s6506 2.0)
(s6508 4.0)
(s6509 5.0)
(s6510 5.0)
(s6511 2.0)
(s6513 4.0)
(s6514 5.0)
(s6515 5.0)
(s6516 2.0)
(s6518 4.0)
(s6519 5.0)
(s6520 5.0)
(s6521 2.0)
(s6523 4.0)
(s6524 5.0)
(s6525 5.0)
(s6526 2.0)
(s6528 4.0)
(s6529 5.0)
(s6530 5.0)
(s6531 2.0)
(s6533 4.0)
(s6534 5.0)
(s6535 5.0)
(s6536 2.0)
(s6538 4.0)
(s6539 5.0)
(s6540 5.0)
(s6541 2.0)
(s6543 4.0)
(s6544 5.0)
(s6545 5.0)
(s6546 2.0)
(s6548 4.0)
(s6549 5.0)
(s6550 5.0)
(s6551 2.0)
(s6553 4.0)
(s6554 5.0)
(s6555 5.0)
(s6556 2.0)
(s6558 4.0)
(s6559 5.0)
(s6560 5.0)
(s6561 2.0)
(s6563 4.0)
(s6564 5.0)
(s6565 5.0)
(s6566 2.0)
(s6568 4.0)
(s6569 5.0)
(s6570 5.0)
(s6571 2.0)
(s6573 4.0)
(s6574 5.0)
(s6575 5.0)
(s6576 2.0)
(s6578 4.0)
(s6579 5.0)
(s6580 5.0)
(s6581 2.0)
(s6583 4.0)
(s6584 5.0)
(s6585 5.0)
(s6586 2.0)
(s6588 4.0)
(s6589 5.0)
(s6590 5.0)
(s6591 2.0)
(s6593 4.0)
(s6594 5.0)
(s6595 5.0)
(s6596 2.0)
(s6598 4.0)
(s6599 5.0)
(s6600 5.0)
(s6601 2.0)
(s6603 4.0)
(s6604 5.0)
(s6605 5.0)
(s6606 2.0)
(s6608 4.0)
(s6609 5.0)
(s6610 5.0)
(s6611 2.0)
(s6613 4.0)
(s6614 5.0)
(s6615 5.0)
(s6616 2.0)
(s6618 4.0)
(s6619 5.0)
(s6620 5.0)
(s6621 2.0)
(s6623 4.0)
(s6624 5.0)
(s6625 5.0)
(s6626 2.0)
(s6628 4.0)
(s6629 5.0)
(s6630 5.0)
(s6631 2.0)
(s6633 4.0)
(s6634 5.0)
(s6635 5.0)
(s6636 2.0)
(s6638 4.0)
(s6639 5.0)
(s6640 5.0)
(s6641 2.0)
(s6643 4.0)
(s6644 5.0)
(s6645 5.0)
(s6646 2.0)
(s6648 4.0)
(s6649 5.0)
(s6650 5.0)
(s6651 2.0)
(s6653 4.0)
(s6654 5.0)
(s6655 5.0)
(s6656 2.0)
(s6658 4.0)
(s6659 5.0)
(s6660 5.0)
(s6661 2.0)
(s6663 4.0)
(s6664 5.0)
(s6665 5.0)
(s6666 2.0)
(s6668 4.0)
(s6669 5.0)
(s6670 5.0)
(s6671 2.0)
(s6673 4.0)
(s6674 5.0)
(s6675 5.0)
(s6676 2.0)
(s6678 4.0)
(s6679 5.0)
(s6680 5.0)
(s6681 2.0)
(s6683 4.0)
(s6684 5.0)
(s6685 5.0)
(s6686 2.0)
(s6688 4.0)
(s6689 5.0)
(s6690 5.0)
(s6691 2.0)
(s6693 4.0)
(s6694 5.0)
(s6695 5.0)
(s6696 2.0)
(s6698 4.0)
(s6699 5.0)
(s6700 5.0)
(s6701 2.0)
(s6703 4.0)
(s6704 5.0)
(s6705 5.0)
(s6706 2.0)
(s6708 4.0)
(s6709 5.0)
(s6710 5.0)
(s6711 2.0)
(s6713 4.0)
(s6714 5.0)
(s6715 5.0)
(s6716 2.0)
(s6718 4.0)
(s6719 5.0)
(s6720 5.0)
(s6721 2.0)
(s6723 4.0)
(s6724 5.0)
(s6725 5.0)
(s6726 2.0)
(s6728 4.0)
(s6729 5.0)
(s6730 5.0)
(s6731 2.0)
(s6733 4.0)
(s6734 5.0)
(s6735 5.0)
(s6736 2.0)
(s6738 4.0)
(s6739 5.0)
(s6740 5.0)
(s6741 2.0)
(s6743 4.0)
(s6744 5.0)
(s6745 5.0)
(s6746 2.0)
(s6748 4.0)
(s6749 5.0)
(s6750 5.0)
(s6751 2.0)
(s6753 4.0)
(s6754 5.0)
(s6755 5.0)
(s6756 2.0)
(s6758 4.0)
(s6759 5.0)
(s6760 5.0)
(s6761 2.0)
(s6763 4.0)
(s6764 5.0)
(s6765 5.0)
(s6766 2.0)
(s6768 4.0)
(s6769 5.0)
(s6770 5.0)
(s6771 2.0)
(s6773 4.0)
(s6774 5.0)
(s6775 5.0)
(s6776 2.0)
(s6778 4.0)
(s6779 5.0)
(s6780 5.0)
(s6781 2.0)
(s6783 4.0)
(s6784 5.0)
(s6785 5.0)
(s6786 2.0)
(s6788 4.0)
(s6789 5.0)
(s6790 5.0)
(s6791 2.0)
(s6793 4.0)
(s6794 5.0)
(s6795 5.0)
(s6796 2.0)
(s6798 4.0)
(s6799 5.0)
(s6800 5.0)
(s6801 2.0)
(s6803 4.0)
(s6804 5.0)
(s6805 5.0)
(s6806 2.0)
(s6808 4.0)
(s6809 5.0)
(s6810 5.0)
(s6811 2.0)
(s6813 4.0)
(s6814 5.0)
(s6815 5.0)
(s6816 2.0)
(s6818 4.0)
(s6819 5.0)
(s6820 5.0)
(s6821 2.0)
(s6823 4.0)
(s6824 5.0)
(s6825 5.0)
(s6826 2.0)
(s6828 4.0)
(s6829 5.0)
(s6830 5.0)
(s6831 2.0)
(s6833 4.0)
(s6834 5.0)
(s6835 5.0)
(s6836 2.0)
(s6838 4.0)
(s6839 5.0)
(s6840 5.0)
(s6841 2.0)
(s6843 4.0)
(s6844 5.0)
(s6845 5.0)
(s6846 2.0)
(s6848 4.0)
(s6849 5.0)
(s6850 5.0)
(s6851 2.0)
(s6853 4.0)
(s6854 5.0)
(s6855 5.0)
(s6856 2.0)
(s6858 4.0)
(s6859 5.0)
(s6860 5.0)
(s6861 2.0)
(s6863 4.0)
(s6864 5.0)
(s6865 5.0)
(s6866 2.0)
(s6868 4.0)
(s6869 5.0)
(s6870 5.0)
(s6871 2.0)
(s6873 4.0)
(s6874 5.0)
(s6875 5.0)
(s6876 2.0)
(s6878 4.0)
(s6879 5.0)
(s6880 5.0)
(s6881 2.0)
(s6883 4.0)
(s6884 5.0)
(s6885 5.0)
(s6886 2.0)
(s6888 4.0)
(s6889 5.0)
(s6890 5.0)
(s6891 2.0)
(s6893 4.0)
(s6894 5.0)
(s6895 5.0)
(s6896 2.0)
(s6898 4.0)
(s6899 5.0)
(s6900 5.0)
(s6901 2.0)
(s6903 4.0)
(s6904 5.0)
(s6905 5.0)
(s6906 2.0)
(s6908 4.0)
(s6909 5.0)
(s6910 5.0)
(s6911 2.0)
(s6913 4.0)
(s6914 5.0)
(s6915 5.0)
(s6916 2.0)
(s6918 4.0)
(s6919 5.0)
(s6920 5.0)
(s6921 2.0)
(s6923 4.0)
(s6924 5.0)
(s6925 5.0)
(s6926 2.0)
(s6928 4.0)
(s6929 5.0)
(s6930 5.0)
(s6931 2.0)
(s6933 4.0)
(s6934 5.0)
(s6935 5.0)
(s6936 2.0)
(s6938 4.0)
(s6939 5.0)
(s6940 5.0)
(s6941 2.0)
(s6943 4.0)
(s6944 5.0)
(s6945 5.0)
(s6946 2.0)
(s6948 4.0)
(s6949 5.0)
(s6950 5.0)
(s6951 2.0)
(s6953 4.0)
(s6954 5.0)
(s6955 5.0)
(s6956 2.0)
(s6958 4.0)
(s6959 5.0)
(s6960 5.0)
(s6961 2.0)
(s6963 4.0)
(s6964 5.0)
(s6965 5.0)
(s6966 2.0)
(s6968 4.0)
(s6969 5.0)
(s6970 5.0)
(s6971 2.0)
(s6973 4.0)
(s6974 5.0)
(s6975 5.0)
(s6976 2.0)
(s6978 4.0)
(s6979 5.0)
(s6980 5.0)
(s6981 2.0)
(s6983 4.0)
(s6984 5.0)
(s6985 5.0)
(s6986 2.0)
(s6988 4.0)
(s6989 5.0)
(s6990 5.0)
(s6991 2.0)
(s6993 4.0)
(s6994 5.0)
(s6995 5.0)
(s6996 2.0)
(s6998 4.0)
(s6999 5.0)
(s7000 5.0)
(s7001 2.0)
(s7003 4.0)
(s7004 5.0)
(s7005 5.0)
(s7006 2.0)
(s7008 4.0)
(s7009 5.0)
(s7010 5.0)
(s7011 2.0)
(s7013 4.0)
(s7014 5.0)
(s7015 5.0)
(s7016 2.0)
(s7018 4.0)
(s7019 5.0)
(s7020 5.0)
(s7021 2.0)
(s7023 4.0)
(s7024 5.0)
(s7025 5.0)
(s7026 2.0)
(s7028 4.0)
(s7029 5.0)
(s7030 5.0)
(s7031 2.0)
(s7033 4.0)
(s7034 5.0)
(s7035 5.0)
(s7036 2.0)
(s7038 4.0)
(s7039 5.0)
(s7040 5.0)
(s7041 2.0)
(s7043 4.0)
(s7044 5.0)
(s7045 5.0)
(s7046 2.0)
(s7048 4.0)
(s7049 5.0)
(s7050 5.0)
(s7051 2.0)
(s7053 4.0)
(s7054 5.0)
(s7055 5.0)
(s7056 2.0)
(s7058 4.0)
(s7059 5.0)
(s7060 5.0)
(s7061 2.0)
(s7063 4.0)
(s7064 5.0)
(s7065 5.0)
(s7066 2.0)
(s7068 4.0)
(s7069 5.0)
(s7070 5.0)
(s7071 2.0)
(s7073 4.0)
(s7074 5.0)
(s7075 5.0)
(s7076 2.0)
(s7078 4.0)
(s7079 5.0)
(s7080 5.0)
(s7081 2.0)
(s7083 4.0)
(s7084 5.0)
(s7085 5.0)
(s7086 2.0)
(s7088 4.0)
(s7089 5.0)
(s7090 5.0)
(s7091 2.0)
(s7093 4.0)
(s7094 5.0)
(s7095 5.0)
(s7096 2.0)
(s7098 4.0)
(s7099 5.0)
(s7100 5.0)
(s7101 2.0)
(s7103 4.0)
(s7104 5.0)
(s7105 5.0)
(s7106 2.0)
(s7108 4.0)
(s7109 5.0)
(s7110 5.0)
(s7111 2.0)
(s7113 4.0)
(s7114 5.0)
(s7115 5.0)
(s7116 2.0)
(s7118 4.0)
(s7119 5.0)
(s7120 5.0)
(s7121 2.0)
(s7123 4.0)
(s7124 5.0)
(s7125 5.0)
(s7126 2.0)
(s7128 4.0)
(s7129 5.0)
(s7130 5.0)
(s7131 2.0)
(s7133 4.0)
(s7134 5.0)
(s7135 5.0)
(s7136 2.0)
(s7138 4.0)
(s7139 5.0)
(s7140 5.0)
(s7141 2.0)
(s7143 4.0)
(s7144 5.0)
(s7145 5.0)
(s7146 2.0)
(s7148 4.0)
(s7149 5.0)
(s7150 5.0)
(s7151 2.0)
(s7153 4.0)
(s7154 5.0)
(s7155 5.0)
(s7156 2.0)
(s7158 4.0)
(s7159 5.0)
(s7160 5.0)
(s7161 2.0)
(s7163 4.0)
(s7164 5.0)
(s7165 5.0)
(s7166 2.0)
(s7168 4.0)
(s7169 5.0)
(s7170 5.0)
(s7171 2.0)
(s7173 4.0)
(s7174 5.0)
(s7175 5.0)
(s7176 2.0)
(s7178 4.0)
(s7179 5.0)
(s7180 5.0)
(s7181 2.0)
(s7183 4.0)
(s7184 5.0)
(s7185 5.0)
(s7186 2.0)
(s7188 4.0)
(s7189 5.0)
(s7190 5.0)
(s7191 2.0)
(s7193 4.0)
(s7194 5.0)
(s7195 5.0)
(s7196 2.0)
(s7198 4.0)
(s7199 5.0)
(s7200 5.0)
(s7201 2.0)
(s7203 4.0)
(s7204 5.0)
(s7205 5.0)
(s7206 2.0)
(s7208 4.0)
(s7209 5.0)
(s7210 5.0)
(s7211 2.0)
(s7213 4.0)
(s7214 5.0)
(s7215 5.0)
(s7216 2.0)
(s7218 4.0)
(s7219 5.0)
(s7220 5.0)
(s7221 2.0)
(s7223 4.0)
(s7224 5.0)
(s7225 5.0)
(s7226 2.0)
(s7228 4.0)
(s7229 5.0)
(s7230 5.0)
(s7231 2.0)
(s7233 4.0)
(s7234 5.0)
(s7235 5.0)
(s7236 2.0)
(s7238 4.0)
(s7239 5.0)
(s7240 5.0)
(s7241 2.0)
(s7243 4.0)
(s7244 5.0)
(s7245 5.0)
(s7246 2.0)
(s7248 4.0)
(s7249 5.0)
(s7250 5.0)
(s7251 2.0)
(s7253 4.0)
(s7254 5.0)
(s7255 5.0)
(s7256 2.0)
(s7258 4.0)
(s7259 5.0)
(s7260 5.0)
(s7261 2.0)
(s7263 4.0)
(s7264 5.0)
(s7265 5.0)
(s7266 2.0)
(s7268 4.0)
(s7269 5.0)
(s7270 5.0)
(s7271 2.0)
(s7273 4.0)
(s7274 5.0)
(s7275 5.0)
(s7276 2.0)
(s7278 4.0)
(s7279 5.0)
(s7280 5.0)
(s7281 2.0)
(s7283 4.0)
(s7284 5.0)
(s7285 5.0)
(s7286 2.0)
(s7288 4.0)
(s7289 5.0)
(s7290 5.0)
(s7291 2.0)
(s7293 4.0)
(s7294 5.0)
(s7295 5.0)
(s7296 2.0)
(s7298 4.0)
(s7299 5.0)
(s7300 5.0)
(s7301 2.0)
(s7303 4.0)
(s7304 5.0)
(s7305 5.0)
(s7306 2.0)
(s7308 4.0)
(s7309 5.0)
(s7310 5.0)
(s7311 2.0)
(s7313 4.0)
(s7314 5.0)
(s7315 5.0)
(s7316 2.0)
(s7318 4.0)
(s7319 5.0)
(s7320 5.0)
(s7321 2.0)
(s7323 4.0)
(s7324 5.0)
(s7325 5.0)
(s7326 2.0)
(s7328 4.0)
(s7329 5.0)
(s7330 5.0)
(s7331 2.0)
(s7333 4.0)
(s7334 5.0)
(s7335 5.0)
(s7336 2.0)
(s7338 4.0)
(s7339 5.0)
(s7340 5.0)
(s7341 2.0)
(s7343 4.0)
(s7344 5.0)
(s7345 5.0)
(s7346 2.0)
(s7348 4.0)
(s7349 5.0)
(s7350 5.0)
(s7351 2.0)
(s7353 4.0)
(s7354 5.0)
(s7355 5.0)
(s7356 2.0)
(s7358 4.0)
(s7359 5.0)
(s7360 5.0)
(s7361 2.0)
(s7363 4.0)
(s7364 5.0)
(s7365 5.0)
(s7366 2.0)
(s7368 4.0)
(s7369 5.0)
(s7370 5.0)
(s7371 2.0)
(s7373 4.0)
(s7374 5.0)
(s7375 5.0)
(s7376 2.0)
(s7378 4.0)
(s7379 5.0)
(s7380 5.0)
(s7381 2.0)
(s7383 4.0)
(s7384 5.0)
(s7385 5.0)
(s7386 2.0)
(s7388 4.0)
(s7389 5.0)
(s7390 5.0)
(s7391 2.0)
(s7393 4.0)
(s7394 5.0)
(s7395 5.0)
(s7396 2.0)
(s7398 4.0)
(s7399 5.0)
(s7400 5.0)
(s7401 2.0)
(s7403 4.0)
(s7404 5.0)
(s7405 5.0)
(s7406 2.0)
(s7408 4.0)
(s7409 5.0)
(s7410 5.0)
(s7411 2.0)
(s7413 4.0)
(s7414 5.0)
(s7415 5.0)
(s7416 2.0)
(s7418 4.0)
(s7419 5.0)
(s7420 5.0)
(s7421 2.0)
(s7423 4.0)
(s7424 5.0)
(s7425 5.0)
(s7426 2.0)
(s7428 4.0)
(s7429 5.0)
(s7430 5.0)
(s7431 2.0)
(s7433 4.0)
(s7434 5.0)
(s7435 5.0)
(s7436 2.0)
(s7438 4.0)
(s7439 5.0)
(s7440 5.0)
(s7441 2.0)
(s7443 4.0)
(s7444 5.0)
(s7445 5.0)
(s7446 2.0)
(s7448 4.0)
(s7449 5.0)
(s7450 5.0)
(s7451 2.0)
(s7453 4.0)
(s7454 5.0)
(s7455 5.0)
(s7456 2.0)
(s7458 4.0)
(s7459 5.0)
(s7460 5.0)
(s7461 2.0)
(s7463 4.0)
(s7464 5.0)
(s7465 5.0)
(s7466 2.0)
(s7468 4.0)
(s7469 5.0)
(s7470 5.0)
(s7471 2.0)
(s7473 4.0)
(s7474 5.0)
(s7475 5.0)
(s7476 2.0)
(s7478 4.0)
(s7479 5.0)
(s7480 5.0)
(s7481 2.0)
(s7483 4.0)
(s7484 5.0)
(s7485 5.0)
(s7486 2.0)
(s7488 4.0)
(s7489 5.0)
(s7490 5.0)
(s7491 2.0)
(s7493 4.0)
(s7494 5.0)
(s7495 5.0)
(s7496 2.0)
(s7498 4.0)
(s7499 5.0)
(s7500 5.0)
(s7501 2.0)
(s7503 4.0)
(s7504 5.0)
(s7505 5.0)
(s7506 2.0)
(s7508 4.0)
(s7509 5.0)
(s7510 5.0)
(s7511 2.0)
(s7513 4.0)
(s7514 5.0)
(s7515 5.0)
(s7516 2.0)
(s7518 4.0)
(s7519 5.0)
(s7520 5.0)
(s7521 2.0)
(s7523 4.0)
(s7524 5.0)
(s7525 5.0)
(s7526 2.0)
(s7528 4.0)
(s7529 5.0)
(s7530 5.0)
(s7531 2.0)
(s7533 4.0)
(s7534 5.0)
(s7535 5.0)
(s7536 2.0)
(s7538 4.0)
(s7539 5.0)
(s7540 5.0)
(s7541 2.0)
(s7543 4.0)
(s7544 5.0)
(s7545 5.0)
(s7546 2.0)
(s7548 4.0)
(s7549 5.0)
(s7550 5.0)
(s7551 2.0)
(s7553 4.0)
(s7554 5.0)
(s7555 5.0)
(s7556 2.0)
(s7558 4.0)
(s7559 5.0)
(s7560 5.0)
(s7561 2.0)
(s7563 4.0)
(s7564 5.0)
(s7565 5.0)
(s7566 2.0)
(s7568 4.0)
(s7569 5.0)
(s7570 5.0)
(s7571 2.0)
(s7573 4.0)
(s7574 5.0)
(s7575 5.0)
(s7576 2.0)
(s7578 4.0)
(s7579 5.0)
(s7580 5.0)
(s7581 2.0)
(s7583 4.0)
(s7584 5.0)
(s7585 5.0)
(s7586 2.0)
(s7588 4.0)
(s7589 5.0)
(s7590 5.0)
(s7591 2.0)
(s7593 4.0)
(s7594 5.0)
(s7595 5.0)
(s7596 2.0)
(s7598 4.0)
(s7599 5.0)
(s7600 5.0)
(s7601 2.0)
(s7603 4.0)
(s7604 5.0)
(s7605 5.0)
(s7606 2.0)
(s7608 4.0)
(s7609 5.0)
(s7610 5.0)
(s7611 2.0)
(s7613 4.0)
(s7614 5.0)
(s7615 5.0)
(s7616 2.0)
(s7618 4.0)
(s7619 5.0)
(s7620 5.0)
(s7621 2.0)
(s7623 4.0)
(s7624 5.0)
(s7625 5.0)
(s7626 2.0)
(s7628 4.0)
(s7629 5.0)
(s7630 5.0)
(s7631 2.0)
(s7633 4.0)
(s7634 5.0)
(s7635 5.0)
(s7636 2.0)
(s7638 4.0)
(s7639 5.0)
(s7640 5.0)
(s7641 2.0)
(s7643 4.0)
(s7644 5.0)
(s7645 5.0)
(s7646 2.0)
(s7648 4.0)
(s7649 5.0)
(s7650 5.0)
(s7651 2.0)
(s7653 4.0)
(s7654 5.0)
(s7655 5.0)
(s7656 2.0)
(s7658 4.0)
(s7659 5.0)
(s7660 5.0)
(s7661 2.0)
(s7663 4.0)
(s7664 5.0)
(s7665 5.0)
(s7666 2.0)
(s7668 4.0)
(s7669 5.0)
(s7670 5.0)
(s7671 2.0)
(s7673 4.0)
(s7674 5.0)
(s7675 5.0)
(s7676 2.0)
(s7678 4.0)
(s7679 5.0)
(s7680 5.0)
(s7681 2.0)
(s7683 4.0)
(s7684 5.0)
(s7685 5.0)
(s7686 2.0)
(s7688 4.0)
(s7689 5.0)
(s7690 5.0)
(s7691 2.0)
(s7693 4.0)
(s7694 5.0)
(s7695 5.0)
(s7696 2.0)
(s7698 4.0)
(s7699 5.0)
(s7700 5.0)
(s7701 2.0)
(s7703 4.0)
(s7704 5.0)
(s7705 5.0)
(s7706 2.0)
(s7708 4.0)
(s7709 5.0)
(s7710 5.0)
(s7711 2.0)
(s7713 4.0)
(s7714 5.0)
(s7715 5.0)
(s7716 2.0)
(s7718 4.0)
(s7719 5.0)
(s7720 5.0)
(s7721 2.0)
(s7723 4.0)
(s7724 5.0)
(s7725 5.0)
(s7726 2.0)
(s7728 4.0)
(s7729 5.0)
(s7730 5.0)
(s7731 2.0)
(s7733 4.0)
(s7734 5.0)
(s7735 5.0)
(s7736 2.0)
(s7738 4.0)
(s7739 5.0)
(s7740 5.0)
(s7741 2.0)
(s7743 4.0)
(s7744 5.0)
(s7745 5.0)
(s7746 2.0)
(s7748 4.0)
(s7749 5.0)
(s7750 5.0)
(s7751 2.0)
(s7753 4.0)
(s7754 5.0)
(s7755 5.0)
(s7756 2.0)
(s7758 4.0)
(s7759 5.0)
(s7760 5.0)
(s7761 2.0)
(s7763 4.0)
(s7764 5.0)
(s7765 5.0)
(s7766 2.0)
(s7768 4.0)
(s7769 5.0)
(s7770 5.0)
(s7771 2.0)
(s7773 4.0)
(s7774 5.0)
(s7775 5.0)
(s7776 2.0)
(s7778 4.0)
(s7779 5.0)
(s7780 5.0)
(s7781 2.0)
(s7783 4.0)
(s7784 5.0)
(s7785 5.0)
(s7786 2.0)
(s7788 4.0)
(s7789 5.0)
(s7790 5.0)
(s7791 2.0)
(s7793 4.0)
(s7794 5.0)
(s7795 5.0)
(s7796 2.0)
(s7798 4.0)
(s7799 5.0)
(s7800 5.0)
(s7801 2.0)
(s7803 4.0)
(s7804 5.0)
(s7805 5.0)
(s7806 2.0)
(s7808 4.0)
(s7809 5.0)
(s7810 5.0)
(s7811 2.0)
(s7813 4.0)
(s7814 5.0)
(s7815 5.0)
(s7816 2.0)
(s7818 4.0)
(s7819 5.0)
(s7820 5.0)
(s7821 2.0)
(s7823 4.0)
(s7824 5.0)
(s7825 5.0)
(s7826 2.0)
(s7828 4.0)
(s7829 5.0)
(s7830 5.0)
(s7831 2.0)
(s7833 4.0)
(s7834 5.0)
(s7835 5.0)
(s7836 2.0)
(s7838 4.0)
(s7839 5.0)
(s7840 5.0)
(s7841 2.0)
(s7843 4.0)
(s7844 5.0)
(s7845 5.0)
(s7846 2.0)
(s7848 4.0)
(s7849 5.0)
(s7850 5.0)
(s7851 2.0)
(s7853 4.0)
(s7854 5.0)
(s7855 5.0)
(s7856 2.0)
(s7858 4.0)
(s7859 5.0)
(s7860 5.0)
(s7861 2.0)
(s7863 4.0)
(s7864 5.0)
(s7865 5.0)
(s7866 2.0)
(s7868 4.0)
(s7869 5.0)
(s7870 5.0)
(s7871 2.0)
(s7873 4.0)
(s7874 5.0)
(s7875 5.0)
(s7876 2.0)
(s7878 4.0)
(s7879 5.0)
(s7880 5.0)
(s7881 2.0)
(s7883 4.0)
(s7884 5.0)
(s7885 5.0)
(s7886 2.0)
(s7888 4.0)
(s7889 5.0)
(s7890 5.0)
(s7891 2.0)
(s7893 4.0)
(s7894 5.0)
(s7895 5.0)
(s7896 2.0)
(s7898 4.0)
(s7899 5.0)
(s7900 5.0)
(s7901 2.0)
(s7903 4.0)
(s7904 5.0)
(s7905 5.0)
(s7906 2.0)
(s7908 4.0)
(s7909 5.0)
(s7910 5.0)
(s7911 2.0)
(s7913 4.0)
(s7914 5.0)
(s7915 5.0)
(s7916 2.0)
(s7918 4.0)
(s7919 5.0)
(s7920 5.0)
(s7921 2.0)
(s7923 4.0)
(s7924 5.0)
(s7925 5.0)
(s7926 2.0)
(s7928 4.0)
(s7929 5.0)
(s7930 5.0)
(s7931 2.0)
(s7933 4.0)
(s7934 5.0)
(s7935 5.0)
(s7936 2.0)
(s7938 4.0)
(s7939 5.0)
(s7940 5.0)
(s7941 2.0)
(s7943 4.0)
(s7944 5.0)
(s7945 5.0)
(s7946 2.0)
(s7948 4.0)
(s7949 5.0)
(s7950 5.0)
(s7951 2.0)
(s7953 4.0)
(s7954 5.0)
(s7955 5.0)
(s7956 2.0)
(s7958 4.0)
(s7959 5.0)
(s7960 5.0)
(s7961 2.0)
(s7963 4.0)
(s7964 5.0)
(s7965 5.0)
(s7966 2.0)
(s7968 4.0)
(s7969 5.0)
(s7970 5.0)
(s7971 2.0)
(s7973 4.0)
(s7974 5.0)
(s7975 5.0)
(s7976 2.0)
(s7978 4.0)
(s7979 5.0)
(s7980 5.0)
(s7981 2.0)
(s7983 4.0)
(s7984 5.0)
(s7985 5.0)
(s7986 2.0)
(s7988 4.0)
(s7989 5.0)
(s7990 5.0)
(s7991 2.0)
(s7993 4.0)
(s7994 5.0)
(s7995 5.0)
(s7996 2.0)
(s7998 4.0)
(s7999 5.0)
(s8000 5.0)
(s8001 2.0)
(s8003 4.0)
(s8004 5.0)
(s8005 5.0)
(s8006 2.0)
(s8008 4.0)
(s8009 5.0)
(s8010 5.0)
(s8011 2.0)
(s8013 4.0)
(s8014 5.0)
(s8015 5.0)
(s8016 2.0)
(s8018 4.0)
(s8019 5.0)
(s8020 5.0)
(s8021 2.0)
(s8023 4.0)
(s8024 5.0)
(s8025 5.0)
(s8026 2.0)
(s8028 4.0)
(s8029 5.0)
(s8030 5.0)
(s8031 2.0)
(s8033 4.0)
(s8034 5.0)
(s8035 5.0)
(s8036 2.0)
(s8038 4.0)
(s8039 5.0)
(s8040 5.0)
(s8041 2.0)
(s8043 4.0)
(s8044 5.0)
(s8045 5.0)
(s8046 2.0)
(s8048 4.0)
(s8049 5.0)
(s8050 5.0)
(s8051 2.0)
(s8053 4.0)
(s8054 5.0)
(s8055 5.0)
(s8056 2.0)
(s8058 4.0)
(s8059 5.0)
(s8060 5.0)
(s8061 2.0)
(s8063 4.0)
(s8064 5.0)
(s8065 5.0)
(s8066 2.0)
(s8068 4.0)
(s8069 5.0)
(s8070 5.0)
(s8071 2.0)
(s8073 4.0)
(s8074 5.0)
(s8075 5.0)
(s8076 2.0)
(s8078 4.0)
(s8079 5.0)
(s8080 5.0)
(s8081 2.0)
(s8083 4.0)
(s8084 5.0)
(s8085 5.0)
(s8086 2.0)
(s8088 4.0)
(s8089 5.0)
(s8090 5.0)
(s8091 2.0)
(s8093 4.0)
(s8094 5.0)
(s8095 5.0)
(s8096 2.0)
(s8098 4.0)
(s8099 5.0)
(s8100 5.0)
(s8101 2.0)
(s8103 4.0)
(s8104 5.0)
(s8105 5.0)
(s8106 2.0)
(s8108 4.0)
(s8109 5.0)
(s8110 5.0)
(s8111 2.0)
(s8113 4.0)
(s8114 5.0)
(s8115 5.0)
(s8116 2.0)
(s8118 4.0)
(s8119 5.0)
(s8120 5.0)
(s8121 2.0)
(s8123 4.0)
(s8124 5.0)
(s8125 5.0)
(s8126 2.0)
(s8128 4.0)
(s8129 5.0)
(s8130 5.0)
(s8131 2.0)
(s8133 4.0)
(s8134 5.0)
(s8135 5.0)
(s8136 2.0)
(s8138 4.0)
(s8139 5.0)
(s8140 5.0)
(s8141 2.0)
(s8143 4.0)
(s8144 5.0)
(s8145 5.0)
(s8146 2.0)
(s8148 4.0)
(s8149 5.0)
(s8150 5.0)
(s8151 2.0)
(s8153 4.0)
(s8154 5.0)
(s8155 timeout
5.0 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20158 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56482ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56506ms
[2025-06-02 08:08:10] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:08:12] [INFO ] Implicit Places using invariants in 2732 ms returned []
Implicit Place search using SMT only with invariants took 2733 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:08:12] [INFO ] Invariant cache hit.
[2025-06-02 08:08:13] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)timeout
(s2906 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30147 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76144ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76162ms
Finished structural reductions in LTL mode , in 1 iterations and 136608 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 276 ms :[true, (NOT p0), (NOT p0), (NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-00
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 5 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-00 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-00 finished in 136989 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!((F(p0)&&F(p1)&&X(F(p2))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 702 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:09:30] [INFO ] Invariant cache hit.
[2025-06-02 08:09:30] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20149 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55720ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55740ms
[2025-06-02 08:10:25] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:10:28] [INFO ] Implicit Places using invariants in 2549 ms returned []
Implicit Place search using SMT only with invariants took 2557 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:10:28] [INFO ] Invariant cache hit.
[2025-06-02 08:10:28] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75828ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75848ms
Finished structural reductions in LTL mode , in 1 iterations and 134884 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 171 ms :[(OR (NOT p0) (NOT p1) (NOT p2)), (NOT p0), (NOT p1), (NOT p2)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-01
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 2 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-01 finished in 135102 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G((F(p0)&&F(!p0))))'
Support contains 1 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2697 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:11:47] [INFO ] Invariant cache hit.
[2025-06-02 08:11:47] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20143 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20132 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56184ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56199ms
[2025-06-02 08:12:43] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:12:45] [INFO ] Implicit Places using invariants in 2529 ms returned []
Implicit Place search using SMT only with invariants took 2534 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:12:46] [INFO ] Invariant cache hit.
[2025-06-02 08:12:46] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30170 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75896ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75910ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 137379 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 96 ms :[true, (NOT p0), p0]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-03
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 2 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-03 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-03 finished in 137524 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(F(p0))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2038 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:14:04] [INFO ] Invariant cache hit.
[2025-06-02 08:14:04] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20147 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20145 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56351ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56364ms
[2025-06-02 08:15:00] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:15:03] [INFO ] Implicit Places using invariants in 2738 ms returned []
Implicit Place search using SMT only with invariants took 2740 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:15:03] [INFO ] Invariant cache hit.
[2025-06-02 08:15:03] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30145 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30176 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76224ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76240ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 137410 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 45 ms :[(NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-04
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 3 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-04 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-04 finished in 137499 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(F(G(p0)))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2053 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:16:21] [INFO ] Invariant cache hit.
[2025-06-02 08:16:21] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20138 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55828ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55842ms
[2025-06-02 08:17:17] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:17:20] [INFO ] Implicit Places using invariants in 2657 ms returned []
Implicit Place search using SMT only with invariants took 2660 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:17:20] [INFO ] Invariant cache hit.
[2025-06-02 08:17:20] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30130 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30143 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76150ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76164ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 136747 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 39 ms :[(NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-06
Product exploration timeout after 13420 steps with 0 reset in 10007 ms.
Product exploration timeout after 12960 steps with 0 reset in 10009 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [p0, (X p0)]
False Knowledge obtained : []
Knowledge based reduction with 2 factoid took 77 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 35 ms :[(NOT p0)]
RANDOM walk for 41034 steps (8 resets) in 3497 ms. (11 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4211 ms. (9 steps per ms) remains 1/1 properties
Probabilistic random walk after 46034 steps, saw 46017 distinct states, run finished after 6116 ms. (steps per millisecond=7 ) properties seen :0
[2025-06-02 08:19:05] [INFO ] Invariant cache hit.
[2025-06-02 08:19:05] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:19:05] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 0/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (OVERLAPS) 0/26 variables, 0/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 15 constraints, problems are : Problem set: 0 solved, 1 unsolved in 182 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:19:06] [INFO ] Deduced a trap composed of 3 places in 40 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:19:06] [INFO ] Deduced a trap composed of 3 places in 37 ms of which 1 ms to minimize.
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 2/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/10 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (OVERLAPS) 16/26 variables, 10/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 2/17 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 1/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 9 (OVERLAPS) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 18 constraints, problems are : Problem set: 0 solved, 1 unsolved in 250 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 501ms problems are : Problem set: 0 solved, 1 unsolved
Finished Parikh walk after 4 steps, including 0 resets, run visited all 1 properties in 2 ms. (steps per millisecond=2 )
Parikh walk visited 1 properties in 9 ms.
Knowledge obtained : [p0, (X p0)]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 2 factoid took 96 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 35 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 43 ms :[(NOT p0)]
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2401 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:19:08] [INFO ] Invariant cache hit.
[2025-06-02 08:19:08] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20152 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20164 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 59596ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 59655ms
[2025-06-02 08:20:08] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:20:11] [INFO ] Implicit Places using invariants in 2920 ms returned []
Implicit Place search using SMT only with invariants took 2925 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:20:11] [INFO ] Invariant cache hit.
[2025-06-02 08:20:11] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30147 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 5)
(s2865 5)
(s2866 2)
(s2868 4)
(s2869 5)
(s2870 5)
(s2871 2)
(s2873 4)
(s2874 5)
(s2875 5)
(s2876 2)
(s2878 4)
(s2879 5)
(s2880 5)
(s2881 2)
(s2883 4)
(s2884 5)
(s2885 5)
(s2886 2)
(s2888 4)
(s2889 5)
(s2890 5)
(s2891 2)
(s2893 4)
(s2894 5)
(s2895 5)
(s2896 2)
(s2898 4)
(s2899 5)
(s2900 5)
(s2901 2)
(s2903 4)
(s2904 5)
(s2905 5)
(s2906 2)
(s2908 4)
(s2909 5)
(s2910 5)
(s2911 2)
(s2913 4)
(s2914 5)
(s2915 5)
(s2916 2)
(s2918 4)
(s2919 5)
(s2920 5)
(s2921 2)
(s2923 4)
(s2924 5)
(s2925 5)
(s2926 2)
(s2928 4)
(s2929 5)
(s2930 5)
(s2931 2)
(s2933 4)
(s2934 5)
(s2935 5)
(s2936 2)
(s2938 4)
(s2939 5)
(s2940 5)
(s2941 2)
(s2943 4)
(s2944 5)
(s2945 5)
(s2946 2)
(s2948 4)
(s2949 5)
(s2950 5)
(s2951 2)
(s2953 4)
(s2954 5)
(s2955 5)
(s2956 2)
(s2958 4)
(s2959 5)
(s2960 5)
(s2961 2)
(s2963 4)
(s2964 5)
(s2965 5)
(s2966 2)
(s2968 4)
(s2969 5)
(s2970 5)
(s2971 2)
(s2973 4)
(s2974 5)
(s2975 5)
(s2976 2)
(s2978 4)
(s2979 5)
(s2980 5)
(s2981 2)
(s2983 4)
(s2984 5)
(s2985 5)
(s2986 2)
(s2988 4)
(s2989 5)
(s2990 5)
(s2991 2)
(s2993 4)
(s2994 5)
(s2995 5)
(s2996 2)
(s2998 4)
(s2999 5)
(s3000 5)
(s3001 2)
(s3003 4)
(s3004 5)
(s3005 5)
(s3006 2)
(s3008 4)
(s3009 5)
(s3010 5)
(s3011 2)
(s3013 4)
(s3014 5)
(s3015 5)
(s3016 2)
(s3018 4)
(s3019 5)
(s3020 5)
(s3021 2)
(s3023 4)
(s3024 5)
(s3025 5)
(s3026 2)
(s3028 4)
(s3029 5)
(s3030 5)
(s3031 2)
(s3033 4)
(s3034 5)
(s3035 5)
(s3036 2)
(s3038 4)
(s3039 5)
(s3040 5)
(s3041 2)
(s3043 4)
(s3044 5)
(s3045 5)
(s3046 2)
(s3048 4)
(s3049 5)
(s3050 5)
(s3051 2)
(s3053 4)
(s3054 5)
(s3055 5)
(s3056 2)
(s3058 4)
(s3059 5)
(s3060 5)
(s3061 2)
(s3063 4)
(s3064 5)
(s3065 5)
(s3066 2)
(s3068 4)
(s3069 5)
(s3070 5)
(s3071 2)
(s3073 4)
(s3074 5)
(s3075 5)
(s3076 2)
(s3078 4)
(s3079 5)
(s3080 5)
(s3081 2)
(s3083 4)
(s3084 5)
(s3085 5)
(s3086 2)
(s3088 4)
(s3089 5)
(s3090 5)
(s3091 2)
(s3093 4)
(s3094 5)
(s3095 5)
(s3096 2)
(s3098 4)
(s3099 5)
(s3100 5)
(s3101 2)
(s3103 4)
(s3104 5)
(s3105 5)
(s3106 2)
(s3108 4)
(s3109 5)
(s3110 5)
(s3111 2)
(s3113 4)
(s3114 5)
(s3115 5)
(s3116 2)
(s3118 4)
(s3119 5)
(s3120 5)
(s3121 2)
(s3123 4)
(s3124 5)
(s3125 5)
(s3126 2)
(s3128 4)
(s3129 5)
(s3130 5)
(s3131 2)
(s3133 4)
(s3134 5)
(s3135 5)
(s3136 2)
(s3138 4)
(s3139 5)
(s3140 5)
(s3141 2)
(s3143 4)
(s3144 5)
(s3145 5)
(s3146 2)
(s3148 4)
(s3149 5)
(s3150 5)
(s3151 2)
(s3153 4)
(s3154 5)
(s3155 5)
(s3156 2)
(s3158 4)
(s3159 5)
(s3160 5)
(s3161 2)
(s3163 4)
(s3164 5)
(s3165 5)
(s3166 2)
(s3168 4)
(s3169 5)
(s3170 5)
(s3171 2)
(s3173 4)
(s3174 5)
(s3175 5)
(s3176 2)
(s3178 4)
(s3179 5)
(s3180 5)
(s3181 2)
(s3183 4)
(s3184 5)
(s3185 5)
(s3186 2)
(s3188 4)
(s3189 5)
(s3190 5)
(s3191 2)
(s3193 4)
(s3194 5)
(s3195 5)
(s3196 2)
(s3198 4)
(s3199 5)
(s3200 5)
(s3201 2)
(s3203 4)
(s3204 5)
(s3205 5)
(s3206 2)
(s3208 4)
(s3209 5)
(s3210 5)
(s3211 2)
(s3213 4)
(s3214 5)
(s3215 5)
(s3216 2)
(s3218 4)
(s3219 5)
(s3220 5)
(s3221 2)
(s3223 4)
(s3224 5)
(s3225 5)
(s3226 2)
(s3228 4)
(s3229 5)
(s3230 5)
(s3231 2)
(s3233 4)
(s3234 5)
(s3235 5)
(s3236 2)
(s3238 4)
(s3239 5)
(s3240 5)
(s3241 2)
(s3243 4)
(s3244 5)
(s3245 5)
(s3246 2)
(s3248 4)
(s3249 5)
(s3250 5)
(s3251 2)
(s3253 4)
(s3254 5)
(s3255 5)
(s3256 2)
(s3258 4)
(s3259 5)
(s3260 5)
(s3261 2)
(s3263 4)
(s3264 5)
(s3265 5)
(s3266 2)
(s3268 4)
(s3269 5)
(s3270 5)
(s3271 2)
(s3273 4)
(s3274 5)
(s3275 5)
(s3276 2)
(s3278 4)
(s3279 5)
(s3280 5)
(s3281 2)
(s3283 4)
(s3284 5)
(s3285 5)
(s3286 2)
(s3288 4)
(s3289 5)
(s3290 5)
(s3291 2)
(s3293 4)
(s3294 5)
(s3295 5)
(s3296 2)
(s3298 4)
(s3299 5)
(s3300 5)
(s3301 2)
(s3303 4)
(s3304 5)
(s3305 5)
(s3306 2)
(s3308 4)
(s3309 5)
(s3310 5)
(s3311 2)
(s3313 4)
(s3314 5)
(s3315 5)
(s3316 2)
(s3318 4)
(s3319 5)
(s3320 5)
(s3321 2)
(s3323 4)
(s3324 5)
(s3325 5)
(s3326 2)
(s3328 4)
(s3329 5)
(s3330 5)
(s3331 2)
(s3333 4)
(s3334 5)
(s3335 5)
(s3336 2)
(s3338 4)
(s3339 5)
(s3340 5)
(s3341 2)
(s3343 4)
(s3344 5)
(s3345 5)
(s3346 2)
(s3348 4)
(s3349 5)
(s3350 5)
(s3351 2)
(s3353 4)
(s3354 5)
(s3355 5)
(s3356 2)
(s3358 4)
(s3359 5)
(s3360 5)
(s3361 2)
(s3363 4)
(s3364 5)
(s3365 5)
(s3366 2)
(s3368 4)
(s3369 5)
(s3370 5)
(s3371 2)
(s3373 4)
(s3374 5)
(s3375 5)
(s3376 2)
(s3378 4)
(s3379 5)
(s3380 5)
(s3381 2)
(s3383 4)
(s3384 5)
(s3385 5)
(s3386 2)
(s3388 4)
(s3389 5)
(s3390 5)
(s3391 2)
(s3393 4)
(s3394 5)
(s3395 5)
(s3396 2)
(s3398 4)
(s3399 5)
(s3400 5)
(s3401 2)
(s3403 4)
(s3404 5)
(s3405 5)
(s3406 2)
(s3408 4)
(s3409 5)
(s3410 5)
(s3411 2)
(s3413 4)
(s3414 5)
(s3415 5)
(s3416 2)
(s3418 4)
(s3419 5)
(s3420 5)
(s3421 2)
(s3423 4)
(s3424 5)
(s3425 5)
(s3426 2)
(s3428 4)
(s3429 5)
(s3430 5)
(s3431 2)
(s3433 4)
(s3434 5)
(s3435 5)
(s3436 2)
(s3438 4)
(s3439 5)
(s3440 5)
(s3441 2)
(s3443 4)
(s3444 5)
(s3445 5)
(s3446 2)
(s3448 4)
(s3449 5)
(s3450 5)
(s3451 2)
(s3453 4)
(s3454 5)
(s3455 5)
(s3456 2)
(s3458 4)
(s3459 5)
(s3460 5)
(s3461 2)
(s3463 4)
(s3464 5)
(s3465 5)
(s3466 2)
(s3468 4)
(s3469 5)
(s3470 5)
(s3471 2)
(s3473 4)
(s3474 5)
(s3475 5)
(s3476 2)
(s3478 4)
(s3479 5)
(s3480 5)
(s3481 2)
(s3483 4)
(s3484 5)
(s3485 5)
(s3486 2)
(s3488 4)
(s3489 5)
(s3490 5)
(s3491 2)
(s3493 4)
(s3494 5)
(s3495 5)
(s3496 2)
(s3498 4)
(s3499 5)
(s3500 5)
(s3501 2)
(s3503 4)
(s3504 5)
(s3505 5)
(s3506 2)
(s3508 4)
(s3509 5)
(s3510 5)
(s3511 2)
(s3513 4)
(s3514 5)
(s3515 5)
(s3516 2)
(s3518 4)
(s3519 5)
(s3520 5)
(s3521 2)
(s3523 4)
(s3524 5)
(s3525 5)
(s3526 2)
(s3528 4)
(s3529 5)
(s3530 5)
(s3531 2)
(s3533 4)
(s3534 5)
(s3535 5)
(s3536 2)
(s3538 4)
(s3539 5)
(s3540 5)
(s3541 2)
(s3543 4)
(s3544 5)
(s3545 5)
(s3546 2)
(s3548 4)
(s3549 5)
(s3550 5)
(s3551 2)
(s3553 4)
(s3554 5)
(s3555 5)
(s3556 2)
(s3558 4)
(s3559 5)
(s3560 5)
(s3561 2)
(s3563 4)
(s3564 5)
(s3565 5)
(s3566 2)
(s3568 4)
(s3569 5)
(s3570 5)
(s3571 2)
(s3573 4)
(s3574 5)
(s3575 5)
(s3576 2)
(s3578 4)
(s3579 5)
(s3580 5)
(s3581 2)
(s3583 4)
(s3584 5)
(s3585 5)
(s3586 2)
(s3588 4)
(s3589 5)
(s3590 5)
(s3591 2)
(s3593 4)
(s3594 5)
(s3595 5)
(s3596 2)
(s3598 4)
(s3599 5)
(s3600 5)
(s3601 2)
(s3603 4)
(s3604 5)
(s3605 5)
(s3606 2)
(s3608 4)
(s3609 5)
(s3610 5)
(s3611 2)
(s3613 4)
(s3614 5)
(s3615 5)
(s3616 2)
(s3618 4)
(s3619 5)
(s3620 5)
(s3621 2)
(s3623 4)
(s3624 5)
(s3625 5)
(s3626 2)
(s3628 4)
(s3629 5)
(s3630 5)
(s3631 2)
(s3633 4)
(s3634 5)
(s3635 5)
(s3636 2)
(s3638 4)
(s3639 5)
(s3640 5)
(s3641 2)
(s3643 4)
(s3644 5)
(s3645 5)
(s3646 2)
(s3648 4)
(s3649 5)
(s3650 5)
(s3651 2)
(s3653 4)
(s3654 5)
(s3655 5)
(s3656 2)
(s3658 4)
(s3659 5)
(s3660 5)
(s3661 2)
(s3663 4)
(s3664 5)
(s3665 5)
(s3666 2)
(s3668 4)
(s3669 5)
(s3670 5)
(s3671 2)
(s3673 4)
(s3674 5)
(s3675 5)
(s3676 2)
(s3678 4)
(s3679 5)
(s3680 5)
(s3681 2)
(s3683 4)
(s3684 5)
(s3685 5)
(s3686 2)
(s3688 4)
(s3689 5)
(s3690 5)
(s3691 2)
(s3693 4)
(s3694 5)
(s3695 5)
(s3696 2)
(s3698 4)
(s3699 5)
(s3700 5)
(s3701 2)
(s3703 4)
(s3704 5)
(s3705 5)
(s3706 2)
(s3708 4)
(s3709 5)
(s3710 5)
(s3711 2)
(s3713 4)
(s3714 5)
(s3715 5)
(s3716 2)
(s3718 4)
(s3719 5)
(s3720 5)
(s3721 2)
(s3723 4)
(s3724 5)
(s3725 5)
(s3726 2)
(s3728 4)
(s3729 5)
(s3730 5)
(s3731 2)
(s3733 4)
(s3734 5)
(s3735 5)
(s3736 2)
(s3738 4)
(s3739 5)
(s3740 5)
(s3741 2)
(s3743 4)
(s3744 5)
(s3745 5)
(s3746 2)
(s3748 4)
(s3749 5)
(s3750 5)
(s3751 2)
(s3753 4)
(s3754 5)
(s3755 5)
(s3756 2)
(s3758 4)
(s3759 5)
(s3760 5)
(s3761 2)
(s3763 4)
(s3764 5)
(s3765 5)
(s3766 2)
(s3768 4)
(s3769 5)
(s3770 5)
(s3771 2)
(s3773 4)
(s3774 5)
(s3775 5)
(s3776 2)
(s3778 4)
(s3779 5)
(s3780 5)
(s3781 2)
(s3783 4)
(s3784 5)
(s3785 5)
(s3786 2)
(s3788 4)
(s3789 5)
(s3790 5)
(s3791 2)
(s3793 4)
(s3794 5)
(s3795 5)
(s3796 2)
(s3798 4)
(s3799 5)
(s3800 5)
(s3801 2)
(s3803 4)
(s3804 5)
(s3805 5)
(s3806 2)
(s3808 4)
(s3809 5)
(s3810 5)
(s3811 2)
(s3813 4)
(s3814 5)
(s3815 5)
(s3816 2)
(s3818 4)
(s3819 5)
(s3820 5)
(s3821 2)
(s3823 4)
(s3824 5)
(s3825 5)
(s3826 2)
(s3828 4)
(s3829 5)
(s3830 5)
(s3831 2)
(s3833 4)
(s3834 5)
(s3835 5)
(s3836 2)
(s3838 4)
(s3839 5)
(s3840 5)
(s3841 2)
(s3843 4)
(s3844 5)
(s3845 5)
(s3846 2)
(s3848 4)
(s3849 5)
(s3850 5)
(s3851 2)
(s3853 4)
(s3854 5)
(s3855 5)
(s3856 2)
(s3858 4)
(s3859 5)
(s3860 5)
(s3861 2)
(s3863 4)
(s3864 5)
(s3865 5)
(s3866 2)
(s3868 4)
(s3869 5)
(s3870 5)
(s3871 2)
(s3873 4)
(s3874 5)
(s3875 5)
(s3876 2)
(s3878 4)
(s3879 5)
(s3880 5)
(s3881 2)
(s3883 4)
(s3884 5)
(s3885 5)
(s3886 2)
(s3888 4)
(s3889 5)
(s3890 5)
(s3891 2)
(s3893 4)
(s3894 5)
(s3895 5)
(s3896 2)
(s3898 4)
(s3899 5)
(s3900 5)
(s3901 2)
(s3903 4)
(s3904 5)
(s3905 5)
(s3906 2)
(s3908 4)
(s3909 5)
(s3910 5)
(s3911 2)
(s3913 4)
(s3914 5)
(s3915 5)
(s3916 2)
(s3918 4)
(s3919 5)
(s3920 5)
(s3921 2)
(s3923 4)
(s3924 5)
(s3925 5)
(s3926 2)
(s3928 4)
(s3929 5)
(s3930 5)
(s3931 2)
(s3933 4)
(s3934 5)
(s3935 5)
(s3936 2)
(s3938 4)
(s3939 5)
(s3940 5)
(s3941 2)
(s3943 4)
(s3944 5)
(s3945 5)
(s3946 2)
(s3948 4)
(s3949 5)
(s3950 5)
(s3951 2)
(s3953 4)
(s3954 5)
(s3955 5)
(s3956 2)
(s3958 4)
(s3959 5)
(s3960 5)
(s3961 2)
(s3963 4)
(s3964 5)
(s3965 5)
(s3966 2)
(s3968 4)
(s3969 5)
(s3970 5)
(s3971 2)
(s3973 4)
(s3974 5)
(s3975 5)
(s3976 2)
(s3978 4)
(s3979 5)
(s3980 5)
(s3981 2)
(s3983 4)
(s3984 5)
(s3985 5)
(s3986 2)
(s3988 4)
(s3989 5)
(s3990 5)
(s3991 2)
(s3993 4)
(s3994 5)
(s3995 5)
(s3996 2)
(s3998 4)
(s3999 5)
(s4000 5)
(s4001 2)
(s4003 4)
(s4004 5)
(s4005 5)
(s4006 2)
(s4008 4)
(s4009 5)
(s4010 5)
(s4011 2)
(s4013 4)
(s4014 5)
(s4015 5)
(s4016 2)
(s4018 4)
(s4019 5)
(s4020 5)
(s4021 2)
(s4023 4)
(s4024 5)
(s4025 5)
(s4026 2)
(s4028 4)
(s4029 5)
(s4030 5)
(s4031 2)
(s4033 4)
(s4034 5)
(s4035 5)
(s4036 2)
(s4038 4)
(s4039 5)
(s4040 5)
(s4041 2)
(s4043 4)
(s4044 5)
(s4045 5)
(s4046 2)
(s4048 4)
(s4049 5)
(s4050 5)
(s4051 2)
(s4053 4)
(s4054 5)
(s4055 5)
(s4056 2)
(s4058 4)
(s4059 5)
(s4060 5)
(s4061 2)
(s4063 4)
(s4064 5)
(s4065 5)
(s4066 2)
(s4068 4)
(s4069 5)
(s4070 5)
(s4071 2)
(s4073 4)
(s4074 5)
(s4075 5)
(s4076 2)
(s4078 4)
(s4079 5)
(s4080 5)
(s4081 2)
(s4083 4)
(s4084 5)
(s4085 5)
(s4086 2)
(s4088 4)
(s4089 5)
(s4090 5)
(s4091 2)
(s4093 4)
(s4094 5)
(s4095 5)
(s4096 2)
(s4098 4)
(s4099 5)
(s4100 5)
(s4101 2)
(s4103 4)
(s4104 5)
(s4105 5)
(s4106 2)
(s4108 4)
(s4109 5)
(s4110 5)
(s4111 2)
(s4113 4)
(s4114 5)
(s4115 5)
(s4116 2)
(s4118 4)
(s4119 5)
(s4120 5)
(s4121 2)
(s4123 4)
(s4124 5)
(s4125 5)
(s4126 2)
(s4128 4)
(s4129 5)
(s4130 5)
(s4131 2)
(s4133 4)
(s4134 5)
(s4135 5)
(s4136 2)
(s4138 4)
(s4139 5)
(s4140 5)
(s4141 2)
(s4143 4)
(s4144 5)
(s4145 5)
(s4146 2)
(s4148 4)
(s4149 5)
(s4150 5)
(s4151 2)
(s4153 4)
(s4154 5)
(s4155 5)
(s4156 2)
(s4158 4)
(s4159 5)
(s4160 5)
(s4161 2)
(s4163 4)
(s4164 5)
(s4165 5)
(s4166 2)
(s4168 4)
(s4169 5)
(s4170 5)
(s4171 2)
(s4173 4)
(s4174 5)
(s4175 5)
(s4176 2)
(s4178 4)
(s4179 5)
(s4180 5)
(s4181 2)
(s4183 4)
(s4184 5)
(s4185 5)
(s4186 2)
(s4188 4)
(s4189 5)
(s4190 5)
(s4191 2)
(s4193 4)
(s4194 5)
(s4195 5)
(s4196 2)
(s4198 4)
(s4199 5)
(s4200 5)
(s4201 2)
(s4203 4)
(s4204 5)
(s4205 5)
(s4206 2)
(s4208 4)
(s4209 5)
(s4210 5)
(s4211 2)
(s4213 4)
(s4214 5)
(s4215 5)
(s4216 2)
(s4218 4)
(s4219 5)
(s4220 5)
(s4221 2)
(s4223 4)
(s4224 5)
(s4225 5)
(s4226 2)
(s4228 4)
(s4229 5)
(s4230 5)
(s4231 2)
(s4233 4)
(s4234 5)
(s4235 5)
(s4236 2)
(s4238 4)
(s4239 5)
(s4240 5)
(s4241 2)
(s4243 4)
(s4244 5)
(s4245 5)
(s4246 2)
(s4248 4)
(s4249 5)
(s4250 5)
(s4251 2)
(s4253 4)
(s4254 5)
(s4255 5)
(s4256 2)
(s4258 4)
(s4259 5)
(s4260 5)
(s4261 2)
(s4263 4)
(s4264 5)
(s4265 5)
(s4266 2)
(s4268 4)
(s4269 5)
(s4270 5)
(s4271 2)
(s4273 4)
(s4274 5)
(s4275 5)
(s4276 2)
(s4278 4)
(s4279 5)
(s4280 5)
(s4281 2)
(s4283 4)
(s4284 5)
(s4285 5)
(s4286 2)
(s4288 4)
(s4289 5)
(s4290 5)
(s4291 2)
(s4293 4)
(s4294 5)
(s4295 5)
(s4296 2)
(s4298 4)
(s4299 5)
(s4300 5)
(s4301 2)
(s4303 4)
(s4304 5)
(s4305 5)
(s4306 2)
(s4308 4)
(s4309 5)
(s4310 5)
(s4311 2)
(s4313 4)
(s4314 5)
(s4315 5)
(s4316 2)
(s4318 4)
(s4319 5)
(s4320 5)
(s4321 2)
(s4323 4)
(s4324 5)
(s4325 5)
(s4326 2)
(s4328 4)
(s4329 5)
(s4330 5)
(s4331 2)
(s4333 4)
(s4334 5)
(s4335 5)
(s4336 2)
(s4338 4)
(s4339 5)
(s4340 5)
(s4341 2)
(s4343 4)
(s4344 5)
(s4345 5)
(s4346 2)
(s4348 4)
(s4349 5)
(s4350 5)
(s4351 2)
(s4353 4)
(s4354 5)
(s4355 5)
(s4356 2)
(s4358 4)
(s4359 5)
(s4360 5)
(s4361 2)
(s4363 4)
(s4364 5)
(s4365 5)
(s4366 2)
(s4368 4)
(s4369 5)
(s4370 5)
(s4371 2)
(s4373 4)
(s4374 5)
(s4375 5)
(s4376 2)
(s4378 4)
(s4379 5)
(s4380 5)
(s4381 2)
(s4383 4)
(s4384 5)
(s4385 5)
(s4386 2)
(s4388 4)
(s4389 5)
(s4390 5)
(s4391 2)
(s4393 4)
(s4394 5)
(s4395 5)
(s4396 2)
(s4398 4)
(s4399 5)
(s4400 5)
(s4401 2)
(s4403 4)
(s4404 5)
(s4405 5)
(s4406 2)
(s4408 4)
(s4409 5)
(s4410 5)
(s4411 2)
(s4413 4)
(s4414 5)
(s4415 5)
(s4416 2)
(s4418 4)
(s4419 5)
(s4420 5)
(s4421 2)
(s4423 4)
(s4424 5)
(s4425 5)
(s4426 2)
(s4428 4)
(s4429 5)
(s4430 5)
(s4431 2)
(s4433 4)
(s4434 5)
(s4435 5)
(s4436 2)
(s4438 4)
(s4439 5)
(s4440 5)
(s4441 2)
(s4443 4)
(s4444 5)
(s4445 5)
(s4446 2)
(s4448 4)
(s4449 5)
(s4450 5)
(s4451 2)
(s4453 4)
(s4454 5)
(s4455 5)
(s4456 2)
(s4458 4)
(s4459 5)
(s4460 5)
(s4461 2)
(s4463 4)
(s4464 5)
(s4465 5)
(s4466 2)
(s4468 4)
(s4469 5)
(s4470 5)
(s4471 2)
(s4473 4)
(s4474 5)
(s4475 5)
(s4476 2)
(s4478 4)
(s4479 5)
(s4480 5)
(s4481 2)
(s4483 4)
(s4484 5)
(s4485 5)
(s4486 2)
(s4488 4)
(s4489 5)
(s4490 5)
(s4491 2)
(s4493 4)
(s4494 5)
(s4495 5)
(s4496 2)
(s4498 4)
(s4499 5)
(s4500 5)
(s4501 2)
(s4503 4)
(s4504 5)
(s4505 5)
(s4506 2)
(s4508 4)
(s4509 5)
(s4510 5)
(s4511 2)
(s4513 4)
(s4514 5)
(s4515 5)
(s4516 2)
(s4518 4)
(s4519 5)
(s4520 5)
(s4521 2)
(s4523 4)
(s4524 5)
(s4525 5)
(s4526 2)
(s4528 4)
(s4529 5)
(s4530 5)
(s4531 2)
(s4533 4)
(s4534 5)
(s4535 5)
(s4536 2)
(s4538 4)
(s4539 5)
(s4540 5)
(s4541 2)
(s4543 4)
(s4544 5)
(s4545 5)
(s4546 2)
(s4548 4)
(s4549 5)
(s4550 5)
(s4551 2)
(s4553 4)
(s4554 5)
(s4555 5)
(s4556 2)
(s4558 4)
(s4559 5)
(s4560 5)
(s4561 2)
(s4563 4)
(s4564 5)
(s4565 5)
(s4566 2)
(s4568 4)
(s4569 5)
(s4570 5)
(s4571 2)
(s4573 4)
(s4574 5)
(s4575 5)
(s4576 2)
(s4578 4)
(s4579 5)
(s4580 5)
(s4581 2)
(s4583 4)
(s4584 5)
(s4585 5)
(s4586 2)
(s4588 4)
(s4589 5)
(s4590 5)
(s4591 2)
(s4593 4)
(s4594 5)
(s4595 5)
(s4596 2)
(s4598 4)
(s4599 5)
(s4600 5)
(s4601 2)
(s4603 4)
(s4604 5)
(s4605 5)
(s4606 2)
(s4608 4)
(s4609 5)
(s4610 5)
(s4611 2)
(s4613 4)
(s4614 5)
(s4615 5)
(s4616 2)
(s4618 4)
(s4619 5)
(s4620 5)
(s4621 2)
(s4623 4)
(s4624 5)
(s4625 5)
(s4626 2)
(s4628 4)
(s4629 5)
(s4630 5)
(s4631 2)
(s4633 4)
(s4634 5)
(s4635 5)
(s4636 2)
(s4638 4)
(s4639 5)
(s4640 5)
(s4641 2)
(s4643 4)
(s4644 5)
(s4645 5)
(s4646 2)
(s4648 4)
(s4649 5)
(s4650 5)
(s4651 2)
(s4653 4)
(s4654 5)
(s4655 5)
(s4656 2)
(s4658 4)
(s4659 5)
(s4660 5)
(s4661 2)
(s4663 4)
(s4664 5)
(s4665 5)
(s4666 2)
(s4668 4)
(s4669 5)
(s4670 5)
(s4671 2)
(s4673 4)
(s4674 5)
(s4675 5)
(s4676 2)
(s4678 4)
(s4679 5)
(s4680 5)
(s4681 2)
(s4683 4)
(s4684 5)
(s4685 5)
(s4686 2)
(s4688 4)
(s4689 5)
(s4690 5)
(s4691 2)
(s4693 4)
(s4694 5)
(s4695 5)
(s4696 2)
(s4698 4)
(s4699 5)
(s4700 5)
(s4701 2)
(s4703 4)
(s4704 5)
(s4705 5)
(s4706 2)
(s4708 4)
(s4709 5)
(s4710 5)
(s4711 2)
(s4713 4)
(s4714 5)
(s4715 5)
(s4716 2)
(s4718 4)
(s4719 5)
(s4720 5)
(s4721 2)
(s4723 4)
(s4724 5)
(s4725 5)
(s4726 2)
(s4728 4)
(s4729 5)
(s4730 5)
(s4731 2)
(s4733 4)
(s4734 5)
(s4735 5)
(s4736 2)
(s4738 4)
(s4739 5)
(s4740 5)
(s4741 2)
(s4743 4)
(s4744 5)
(s4745 5)
(s4746 2)
(s4748 4)
(s4749 5)
(s4750 5)
(s4751 2)
(s4753 4)
(s4754 5)
(s4755 5)
(s4756 2)
(s4758 4)
(s4759 5)
(s4760 5)
(s4761 2)
(s4763 4)
(s4764 5)
(s4765 5)
(s4766 2)
(s4768 4)
(s4769 5)
(s4770 5)
(s4771 2)
(s4773 4)
(s4774 5)
(s4775 5)
(s4776 2)
(s4778 4)
(s4779 5)
(s4780 5)
(s4781 2)
(s4783 4)
(s4784 5)
(s4785 5)
(s4786 2)
(s4788 4)
(s4789 5)
(s4790 5)
(s4791 2)
(s4793 4)
(s4794 5)
(s4795 5)
(s4796 2)
(s4798 4)
(s4799 5)
(s4800 5)
(s4801 2)
(s4803 4)
(s4804 5)
(s4805 5)
(s4806 2)
(s4808 4)
(s4809 5)
(s4810 5)
(s4811 2)
(s4813 4)
(s4814 5)
(s4815 5)
(s4816 2)
(s4818 4)
(s4819 5)
(s4820 5)
(s4821 2)
(s4823 4)
(s4824 5)
(s4825 5)
(s4826 2)
(s4828 4)
(s4829 5)
(s4830 5)
(s4831 2)
(s4833 4)
(s4834 5)
(s4835 5)
(s4836 2)
(s4838 4)
(s4839 5)
(s4840 5)
(s4841 2)
(s4843 4)
(s4844 5)
(s4845 5)
(s4846 2)
(s4848 4)
(s4849 5)
(s4850 5)
(s4851 2)
(s4853 4)
(s4854 5)
(s4855 5)
(s4856 2)
(s4858 4)
(s4859 5)
(s4860 5)
(s4861 2)
(s4863 4)
(s4864 5)
(s4865 5)
(s4866 2)
(s4868 4)
(s4869 5)
(s4870 5)
(s4871 2)
(s4873 4)
(s4874 5)
(s4875 5)
(s4876 2)
(s4878 4)
(s4879 5)
(s4880 5)
(s4881 2)
(s4883 4)
(s4884 5)
(s4885 5)
(s4886 2)
(s4888 4)
(s4889 5)
(s4890 5)
(s4891 2)
(s4893 4)
(s4894 5)
(s4895 5)
(s4896 2)
(s4898 4)
(s4899 5)
(s4900 5)
(s4901 2)
(s4903 4)
(s4904 5)
(s4905 5)
(s4906 2)
(s4908 4)
(s4909 5)
(s4910 5)
(s4911 2)
(s4913 4)
(s4914 5)
(s4915 5)
(s4916 2)
(s4918 4)
(s4919 5)
(s4920 5)
(s4921 2)
(s4923 4)
(s4924 5)
(s4925 5)
(s4926 2)
(s4928 4)
(s4929 5)
(s4930 5)
(s4931 2)
(s4933 4)
(s4934 5)
(s4935 5)
(s4936 2)
(s4938 4)
(s4939 5)
(s4940 5)
(s4941 2)
(s4943 4)
(s4944 5)
(s4945 5)
(s4946 2)
(s4948 4)
(s4949 5)
(s4950 5)
(s4951 2)
(s4953 4)
(s4954 5)
(s4955 5)
(s4956 2)
(s4958 4)
(s4959 5)
(s4960 5)
(s4961 2)
(s4963 4)
(s4964 5)
(s4965 5)
(s4966 2)
(s4968 4)
(s4969 5)
(s4970 5)
(s4971 2)
(s4973 4)
(s4974 5)
(s4975 5)
(s4976 2)
(s4978 4)
(s4979 5)
(s4980 5)
(s4981 2)
(s4983 4)
(s4984 5)
(s4985 5)
(s4986 2)
(s4988 4)
(s4989 5)
(s4990 5)
(s4991 2)
(s4993 4)
(s4994 5)
(s4995 5)
(s4996 2)
(s4998 4)
(s4999 5)
(s5000 5)
(s5001 2)
(s5003 4)
(s5004 5)
(s5005 5)
(s5006 2)
(s5008 4)
(s5009 5)
(s5010 5)
(s5011 2)
(s5013 4)
(s5014 5)
(s5015 5)
(s5016 2)
(s5018 4)
(s5019 5)
(s5020 5)
(s5021 2)
(s5023 4)
(s5024 5)
(s5025 5)
(s5026 2)
(s5028 4)
(s5029 5)
(s5030 5)
(s5031 2)
(s5033 4)
(s5034 5)
(s5035 5)
(s5036 2)
(s5038 4)
(s5039 5)
(s5040 5)
(s5041 2)
(s5043 4)
(s5044 5)
(s5045 5)
(s5046 2)
(s5048 4)
(s5049 5)
(s5050 5)
(s5051 2)
(s5053 4)
(s5054 5)
(s5055 5)
(s5056 2)
(s5058 4)
(s5059 5)
(s5060 5)
(s5061 2)
(s5063 4)
(s5064 5)
(s5065 5)
(s5066 2)
(s5068 4)
(s5069 5)
(s5070 5)
(s5071 2)
(s5073 4)
(s5074 5)
(s5075 5)
(s5076 2)
(s5078 4)
(s5079 5)
(s5080 5)
(s5081 2)
(s5083 4)
(s5084 5)
(s5085 5)
(s5086 2)
(s5088 4)
(s5089 5)
(s5090 5)
(s5091 2)
(s5093 4)
(s5094 5)
(s5095 5)
(s5096 2)
(s5098 4)
(s5099 5)
(s5100 5)
(s5101 2)
(s5103 4)
(s5104 5)
(s5105 5)
(s5106 2)
(s5108 4)
(s5109 5)
(s5110 5)
(s5111 2)
(s5113 4)
(s5114 5)
(s5115 5)
(s5116 2)
(s5118 4)
(s5119 5)
(s5120 5)
(s5121 2)
(s5123 4)
(s5124 5)
(s5125 5)
(s5126 2)
(s5128 4)
(s5129 5)
(s5130 5)
(s5131 2)
(s5133 4)
(s5134 5)
(s5135 5)
(s5136 2)
(s5138 4)
(s5139 5)
(s5140 5)
(s5141 2)
(s5143 4)
(s5144 5)
(s5145 5)
(s5146 2)
(s5148 4)
(s5149 5)
(s5150 5)
(s5151 2)
(s5153 4)
(s5154 5)
(s5155 5)
(s5156 2)
(s5158 4)
(s5159 5)
(s5160 5)
(s5161 2)
(s5163 4)
(s5164 5)
(s5165 5)
(s5166 2)
(s5168 4)
(s5169 5)
(s5170 5)
(s5171 2)
(s5173 4)
(s5174 5)
(s5175 5)
(s5176 2)
(s5178 4)
(s5179 5)
(s5180 5)
(s5181 2)
(s5183 4)
(s5184 5)
(s5185 5)
(s5186 2)
(s5188 4)
(s5189 5)
(s5190 5)
(s5191 2)
(s5193 4)
(s5194 5)
(s5195 5)
(s5196 2)
(s5198 4)
(s5199 5)
(s5200 5)
(s5201 2)
(s5203 4)
(s5204 5)
(s5205 5)
(s5206 2)
(s5208 4)
(s5209 5)
(s5210 5)
(s5211 2)
(s5213 4)
(s5214 5)
(s5215 5)
(s5216 2)
(s5218 4)
(s5219 5)
(s5220 5)
(s5221 2)
(s5223 4)
(s5224 5)
(s5225 5)
(s5226 2)
(s5228 4)
(s5229 5)
(s5230 5)
(s5231 2)
(s5233 4)
(s5234 5)
(s5235 5)
(s5236 2)
(s5238 4)
(s5239 5)
(s5240 5)
(s5241 2)
(s5243 4)
(s5244 5)
(s5245 5)
(s5246 2)
(s5248 4)
(s5249 5)
(s5250 5)
(s5251 2)
(s5253 4)
(s5254 5)
(s5255 5)
(s5256 2)
(s5258 4)
(s5259 5)
(s5260 5)
(s5261 2)
(s5263 4)
(s5264 5)
(s5265 5)
(s5266 2)
(s5268 4)
(s5269 5)
(s5270 5)
(s5271 2)
(s5273 4)
(s5274 5)
(s5275 5)
(s5276 2)
(s5278 4)
(s5279 5)
(s5280 5)
(s5281 2)
(s5283 4)
(s5284 5)
(s5285 5)
(s5286 2)
(s5288 4)
(s5289 5)
(s5290 5)
(s5291 2)
(s5293 4)
(s5294 5)
(s5295 5)
(s5296 2)
(s5298 4)
(s5299 5)
(s5300 5)
(s5301 2)
(s5303 4)
(s5304 5)
(s5305 5)
(s5306 2)
(s5308 4)
(s5309 5)
(s5310 5)
(s5311 2)
(s5313 4)
(s5314 5)
(s5315 5)
(s5316 2)
(s5318 4)
(s5319 5)
(s5320 5)
(s5321 2)
(s5323 4)
(s5324 5)
(s5325 5)
(s5326 2)
(s5328 4)
(s5329 5)
(s5330 5)
(s5331 2)
(s5333 4)
(s5334 5)
(s5335 5)
(s5336 2)
(s5338 4)
(s5339 5)
(s5340 5)
(s5341 2)
(s5343 4)
(s5344 5)
(s5345 5)
(s5346 2)
(s5348 4)
(s5349 5)
(s5350 5)
(s5351 2)
(s5353 4)
(s5354 5)
(s5355 5)
(s5356 2)
(s5358 4)
(s5359 5)
(s5360 5)
(s5361 2)
(s5363 4)
(s5364 5)
(s5365 5)
(s5366 2)
(s5368 4)
(s5369 5)
(s5370 5)
(s5371 2)
(s5373 4)
(s5374 5)
(s5375 5)
(s5376 2)
(s5378 4)
(s5379 5)
(s5380 5)
(s5381 2)
(s5383 4)
(s5384 5)
(s5385 5)
(s5386 2)
(s5388 4)
(s5389 5)
(s5390 5)
(s5391 2)
(s5393 4)
(s5394 5)
(s5395 5)
(s5396 2)
(s5398 4)
(s5399 5)
(s5400 5)
(s5401 2)
(s5403 4)
(s5404 5)
(s5405 5)
(s5406 2)
(s5408 4)
(s5409 5)
(s5410 5)
(s5411 2)
(s5413 4)
(s5414 5)
(s5415 5)
(s5416 2)
(s5418 4)
(s5419 5)
(s5420 5)
(s5421 2)
(s5423 4)
(s5424 5)
(s5425 5)
(s5426 2)
(s5428 4)
(s5429 5)
(s5430 5)
(s5431 2)
(s5433 4)
(s5434 5)
(s5435 5)
(s5436 2)
(s5438 4)
(s5439 5)
(s5440 5)
(s5441 2)
(s5443 4)
(s5444 5)
(s5445 5)
(s5446 2)
(s5448 4)
(s5449 5)
(s5450 5)
(s5451 2)
(s5453 4)
(s5454 5)
(s5455 5)
(s5456 2)
(s5458 4)
(s5459 5)
(s5460 5)
(s5461 2)
(s5463 4)
(s5464 5)
(s5465 5)
(s5466 2)
(s5468 4)
(s5469 5)
(s5470 5)
(s5471 2)
(s5473 4)
(s5474 5)
(s5475 5)
(s5476 2)
(s5478 4)
(s5479 5)
(s5480 5)
(s5481 2)
(s5483 4)
(s5484 5)
(s5485 5)
(s5486 2)
(s5488 4)
(s5489 5)
(s5490 5)
(s5491 2)
(s5493 4)
(s5494 5)
(s5495 5)
(s5496 2)
(s5498 4)
(s5499 5)
(s5500 5)
(s5501 2)
(s5503 4)
(s5504 5)
(s5505 5)
(s5506 2)
(s5508 4)
(s5509 5)
(s5510 5)
(s5511 2)
(s5513 4)
(s5514 5)
(s5515 5)
(s5516 2)
(s5518 4)
(s5519 5)
(s5520 5)
(s5521 2)
(s5523 4)
(s5524 5)
(s5525 5)
(s5526 2)
(s5528 4)
(s5529 5)
(s5530 5)
(s5531 2)
(s5533 4)
(s5534 5)
(s5535 5)
(s5536 2)
(s5538 4)
(s5539 5)
(s5540 5)
(s5541 2)
(s5543 4)
(s5544 5)
(s5545 5)
(s5546 2)
(s5548 4)
(s5549 5)
(s5550 5)
(s5551 2)
(s5553 4)
(s5554 5)
(s5555 5)
(s5556 2)
(s5558 4)
(s5559 5)
(s5560 5)
(s5561 2)
(s5563 4)
(s5564 5)
(s5565 5)
(s5566 2)
(s5568 4)
(s5569 5)
(s5570 5)
(s5571 2)
(s5573 4)
(s5574 5)
(s5575 5)
(s5576 2)
(s5578 4)
(s5579 5)
(s5580 5)
(s5581 2)
(s5583 4)
(s5584 5)
(s5585 5)
(s5586 2)
(s5588 4)
(s5589 5)
(s5590 5)
(s5591 2)
(s5593 4)
(s5594 5)
(s5595 5)
(s5596 2)
(s5598 4)
(s5599 5)
(s5600 5)
(s5601 2)
(s5603 4)
(s5604 5)
(s5605 5)
(s5606 2)
(s5608 4)
(s5609 5)
(s5610 5)
(s5611 2)
(s5613 4)
(s5614 5)
(s5615 5)
(s5616 2)
(s5618 4)
(s5619 5)
(s5620 5)
(s5621 2)
(s5623 4)
(s5624 5)
(s5625 5)
(s5626 2)
(s5628 4)
(s5629 5)
(s5630 5)
(s5631 2)
(s5633 4)
(s5634 5)
(s5635 5)
(s5636 2)
(s5638 4)
(s5639 5)
(s5640 5)
(s5641 2)
(s5643 4)
(s5644 5)
(s5645 5)
(s5646 2)
(s5648 4)
(s5649 5)
(s5650 5)
(s5651 2)
(s5653 4)
(s5654 5)
(s5655 5)
(s5656 2)
(s5658 4)
(s5659 5)
(s5660 5)
(s5661 2)
(s5663 4)
(s5664 5)
(s5665 5)
(s5666 2)
(s5668 4)
(s5669 5)
(s5670 5)
(s5671 2)
(s5673 4)
(s5674 5)
(s5675 5)
(s5676 2)
(s5678 4)
(s5679 5)
(s5680 5)
(s5681 2)
(s5683 4)
(s5684 5)
(s5685 5)
(s5686 2)
(s5688 4)
(s5689 5)
(s5690 5)
(s5691 2)
(s5693 4)
(s5694 5)
(s5695 5)
(s5696 2)
(s5698 4)
(s5699 5)
(s5700 5)
(s5701 2)
(s5703 4)
(s5704 5)
(s5705 5)
(s5706 2)
(s5708 4)
(s5709 5)
(s5710 5)
(s5711 2)
(s5713 4)
(s5714 5)
(s5715 5)
(s5716 2)
(s5718 4)
(s5719 5)
(s5720 5)
(s5721 2)
(s5723 4)
(s5724 5)
(s5725 5)
(s5726 2)
(s5728 4)
(s5729 5)
(s5730 5)
(s5731 2)
(s5733 4)
(s5734 5)
(s5735 5)
(s5736 2)
(s5738 4)
(s5739 5)
(s5740 5)
(s5741 2)
(s5743 4)
(s5744 5)
(s5745 5)
(s5746 2)
(s5748 4)
(s5749 5)
(s5750 5)
(s5751 2)
(s5753 4)
(s5754 5)
(s5755 5)
(s5756 2)
(s5758 4)
(s5759 5)
(s5760 5)
(s5761 2)
(s5763 4)
(s5764 5)
(s5765 5)
(s5766 2)
(s5768 4)
(s5769 5)
(s5770 5)
(s5771 2)
(s5773 4)
(s5774 5)
(s5775 5)
(s5776 2)
(s5778 4)
(s5779 5)
(s5780 5)
(s5781 2)
(s5783 4)
(s5784 5)
(s5785 5)
(s5786 2)
(s5788 4)
(s5789 5)
(s5790 5)
(s5791 2)
(s5793 4)
(s5794 5)
(s5795 5)
(s5796 2)
(s5798 4)
(s5799 5)
(s5800 5)
(s5801 2)
(s5803 4)
(s5804 5)
(s5805 5)
(s5806 2)
(s5808 4)
(s5809 5)
(s5810 5)
(s5811 2)
(s5813 4)
(s5814 5)
(s5815 5)
(s5816 2)
(s5818 4)
(s5819 5)
(s5820 5)
(s5821 2)
(s5823 4)
(s5824 5)
(s5825 5)
(s5826 2)
(s5828 4)
(s5829 5)
(s5830 5)
(s5831 2)
(s5833 4)
(s5834 5)
(s5835 5)
(s5836 2)
(s5838 4)
(s5839 5)
(s5840 5)
(s5841 2)
(s5843 4)
(s5844 5)
(s5845 5)
(s5846 2)
(s5848 4)
(s5849 5)
(s5850 5)
(s5851 2)
(s5853 4)
(s5854 5)
(s5855 5)
(s5856 2)
(s5858 4)
(s5859 5)
(s5860 5)
(s5861 2)
(s5863 4)
(s5864 5)
(s5865 5)
(s5866 2)
(s5868 4)
(s5869 5)
(s5870 5)
(s5871 2)
(s5873 4)
(s5874 5)
(s5875 5)
(s5876 2)
(s5878 4)
(s5879 5)
(s5880 5)
(s5881 2)
(s5883 4)
(s5884 5)
(s5885 5)
(s5886 2)
(s5888 4)
(s5889 5)
(s5890 5)
(s5891 2)
(s5893 4)
(s5894 5)
(s5895 5)
(s5896 2)
(s5898 4)
(s5899 5)
(s5900 5)
(s5901 2)
(s5903 4)
(s5904 5)
(s5905 5)
(s5906 2)
(s5908 4)
(s5909 5)
(s5910 5)
(s5911 2)
(s5913 4)
(s5914 5)
(s5915 5)
(s5916 2)
(s5918 4)
(s5919 5)
(s5920 5)
(s5921 2)
(s5923 4)
(s5924 5)
(s5925 5)
(s5926 2)
(s5928 4)
(s5929 5)
(s5930 5)
(s5931 2)
(s5933 4)
(s5934 5)
(s5935 5)
(s5936 2)
(s5938 4)
(s5939 5)
(s5940 5)
(s5941 2)
(s5943 4)
(s5944 5)
(s5945 5)
(s5946 2)
(s5948 4)
(s5949 5)
(s5950 5)
(s5951 2)
(s5953 4)
(s5954 5)
(s5955 5)
(s5956 2)
(s5958 4)
(s5959 5)
(s5960 5)
(s5961 2)
(s5963 4)
(s5964 5)
(s5965 5)
(s5966 2)
(s5968 4)
(s5969 5)
(s5970 5)
(s5971 2)
(s5973 4)
(s5974 5)
(s5975 5)
(s5976 2)
(s5978 4)
(s5979 5)
(s5980 5)
(s5981 2)
(s5983 4)
(s5984 5)
(s5985 5)
(s5986 2)
(s5988 4)
(s5989 5)
(s5990 5)
(s5991 2)
(s5993 4)
(s5994 5)
(s5995 5)
(s5996 2)
(s5998 4)
(s5999 5)
(s6000 5)
(s6001 2)
(s6003 4)
(s6004 5)
(s6005 5)
(s6006 2)
(s6008 4)
(s6009 5)
(s6010 5)
(s6011 2)
(s6013 4)
(s6014 5)
(s6015 5)
(s6016 2)
(s6018 4)
(s6019 5)
(s6020 5)
(s6021 2)
(s6023 4)
(s6024 5)
(s6025 5)
(s6026 2)
(s6028 4)
(s6029 5)
(s6030 5)
(s6031 2)
(s6033 4)
(s6034 5)
(s6035 5)
(s6036 2)
(s6038 4)
(s6039 5)
(s6040 5)
(s6041 2)
(s6043 4)
(s6044 5)
(s6045 5)
(s6046 2)
(s6048 4)
(s6049 5)
(s6050 5)
(s6051 2)
(s6053 4)
(s6054 5)
(s6055 5)
(s6056 2)
(s6058 4)
(s6059 5)
(s6060 5)
(s6061 2)
(s6063 4)
(s6064 5)
(s6065 5)
(s6066 2)
(s6068 4)
(s6069 5)
(s6070 5)
(s6071 2)
(s6073 4)
(s6074 5)
(s6075 5)
(s6076 2)
(s6078 4)
(s6079 5)
(s6080 5)
(s6081 2)
(s6083 4)
(s6084 5)
(s6085 5)
(s6086 2)
(s6088 4)
(s6089 5)
(s6090 5)
(s6091 2)
(s6093 4)
(s6094 5)
(s6095 5)
(s6096 2)
(s6098 4)
(s6099 5)
(s6100 5)
(s6101 2)
(s6103 4)
(s6104 5)
(s6105 5)
(s6106 2)
(s6108 4)
(s6109 5)
(s6110 5)
(s6111 2)
(s6113 4)
(s6114 5)
(s6115 5)
(s6116 2)
(s6118 4)
(s6119 5)
(s6120 5)
(s6121 2)
(s6123 4)
(s6124 5)
(s6125 5)
(s6126 2)
(s6128 4)
(s6129 5)
(s6130 5)
(s6131 2)
(s6133 4)
(s6134 5)
(s6135 5)
(s6136 2)
(s6138 4)
(s6139 5)
(s6140 5)
(s6141 2)
(s6143 4)
(s6144 5)
(s6145 5)
(s6146 2)
(s6148 4)
(s6149 5)
(s6150 5)
(s6151 2)
(s6153 4)
(s6154 5)
(s6155 5)
(s6156 2)
(s6158 4)
(s6159 5)
(s6160 5)
(s6161 2)
(s6163 4)
(s6164 5)
(s6165 5)
(s6166 2)
(s6168 4)
(s6169 5)
(s6170 5)
(s6171 2)
(s6173 4)
(s6174 5)
(s6175 5)
(s6176 2)
(s6178 4)
(s6179 5)
(s6180 5)
(s6181 2)
(s6183 4)
(s6184 5)
(s6185 5)
(s6186 2)
(s6188 4)
(s6189 5)
(s6190 5)
(s6191 2)
(s6193 4)
(s6194 5)
(s6195 5)
(s6196 2)
(s6198 4)
(s6199 5)
(s6200 5)
(s6201 2)
(s6203 4)
(s6204 5)
(s6205 5)
(s6206 2)
(s6208 4)
(s6209 5)
(s6210 5)
(s6211 2)
(s6213 4)
(s6214 5)
(s6215 5)
(s6216 2)
(s6218 4)
(s6219 5)
(s6220 5)
(s6221 2)
(s6223 4)
(s6224 5)
(s6225 5)
(s6226 2)
(s6228 4)
(s6229 5)
(s6230 5)
(s6231 2)
(s6233 4)
(s6234 5)
(s6235 5)
(s6236 2)
(s6238 4)
(s6239 5)
(s6240 5)
(s6241 2)
(s6243 4)
(s6244 5)
(s6245 5)
(s6246 2)
(s6248 4)
(s6249 5)
(s6250 5)
(s6251 2)
(s6253 4)
(s6254 5)
(s6255 5)
(s6256 2)
(s6258 4)
(s6259 5)
(s6260 5)
(s6261 2)
(s6263 4)
(s6264 5)
(s6265 5)
(s6266 2)
(s6268 4)
(s6269 5)
(s6270 5)
(s6271 2)
(s6273 4)
(s6274 5)
(s6275 5)
(s6276 2)
(s6278 4)
(s6279 5)
(s6280 5)
(s6281 2)
(s6283 4)
(s6284 5)
(s6285 5)
(s6286 2)
(s6288 4)
(s6289 5)
(s6290 5)
(s6291 2)
(s6293 4)
(s6294 5)
(s6295 5)
(s6296 2)
(s6298 4)
(s6299 5)
(s6300 5)
(s6301 2)
(s6303 4)
(s6304 5)
(s6305 5)
(s6306 2)
(s6308 4)
(s6309 5)
(s6310 5)
(s6311 2)
(s6313 4)
(s6314 5)
(s6315 5)
(s6316 2)
(s6318 4)
(s6319 5)
(s6320 5)
(s6321 2)
(s6323 4)
(s6324 5)
(s6325 5)
(s6326 2)
(s6328 4)
(s6329 5)
(s6330 5)
(s6331 2)
(s6333 4)
(s6334 5)
(s6335 5)
(s6336 2)
(s6338 4)
(s6339 5)
(s6340 5)
(s6341 2)
(s6343 4)
(s6344 5)
(s6345 5)
(s6346 2)
(s6348 4)
(s6349 5)
(s6350 5)
(s6351 2)
(s6353 4)
(s6354 5)
(s6355 5)
(s6356 2)
(s6358 4)
(s6359 5)
(s6360 5)
(s6361 2)
(s6363 4)
(s6364 5)
(s6365 5)
(s6366 2)
(s6368 4)
(s6369 5)
(s6370 5)
(s6371 2)
(s6373 4)
(s6374 5)
(s6375 5)
(s6376 2)
(s6378 4)
(s6379 5)
(s6380 5)
(s6381 2)
(s6383 4)
(s6384 5)
(s6385 5)
(s6386 2)
(s6388 4)
(s6389 5)
(s6390 5)
(s6391 2)
(s6393 4)
(s6394 5)
(s6395 5)
(s6396 2)
(s6398 4)
(s6399 5)
(s6400 5)
(s6401 2)
(s6403 4)
(s6404 5)
(s6405 5)
(s6406 2)
(s6408 4)
(s6409 5)
(s6410 5)
(s6411 2)
(s6413 4)
(s6414 5)
(s6415 5)
(s6416 2)
(s6418 4)
(s6419 5)
(s6420 5)
(s6421 2)
(s6423 4)
(s6424 5)
(s6425 5)
(s6426 2)
(s6428 4)
(s6429 5)
(s6430 5)
(s6431 2)
(s6433 4)
(s6434 5)
(s6435 5)
(s6436 2)
(s6438 4)
(s6439 5)
(s6440 5)
(s6441 2)
(s6443 4)
(s6444 5)
(s6445 5)
(s6446 2)
(s6448 4)
(s6449 5)
(s6450 5)
(s6451 2)
(s6453 4)
(s6454 5)
(s6455 5)
(s6456 2)
(s6458 4)
(s6459 5)
(s6460 5)
(s6461 2)
(s6463 4)
(s6464 5)
(s6465 5)
(s6466 2)
(s6468 4)
(s6469 5)
(s6470 5)
(s6471 2)
(s6473 4)
(s6474 5)
(s6475 5)
(s6476 2)
(s6478 4)
(s6479 5)
(s6480 5)
(s6481 2)
(s6483 4)
(s6484 5)
(s6485 5)
(s6486 2)
(s6488 4)
(s6489 5)
(s6490 5)
(s6491 2)
(s6493 4)
(s6494 5)
(s6495 5)
(s6496 2)
(s6498 4)
(s6499 5)
(s6500 5)
(s6501 2)
(s6503 4)
(s6504 5)
(s6505 5)
(s6506 2)
(s6508 4)
(s6509 5)
(s6510 5)
(s6511 2)
(s6513 4)
(s6514 5)
(s6515 5)
(s6516 2)
(s6518 4)
(s6519 5)
(s6520 5)
(s6521 2)
(s6523 4)
(s6524 5)
(s6525 5)
(s6526 2)
(s6528 4)
(s6529 5)
(s6530 5)
(s6531 2)
(s6533 4)
(s6534 5)
(s6535 5)
(s6536 2)
(s6538 4)
(s6539 5)
(s6540 5)
(s6541 2)
(s6543 4)
(s6544 5)
(s6545 5)
(s6546 2)
(s6548 4)
(s6549 5)
(s6550 5)
(s6551 2)
(s6553 4)
(s6554 5)
(s6555 5)
(s6556 2)
(s6558 4)
(s6559 5)
(s6560 5)
(s6561 2)
(s6563 4)
(s6564 5)
(s6565 5)
(s6566 2)
(s6568 4)
(s6569 5)
(s6570 5)
(s6571 2)
(s6573 4)
(s6574 5)
(s6575 5)
(s6576 2)
(s6578 4)
(s6579 5)
(s6580 5)
(s6581 2)
(s6583 4)
(s6584 5)
(s6585 5)
(s6586 2)
(s6588 4)
(s6589 5)
(s6590 5)
(s6591 2)
(s6593 4)
(s6594 5)
(s6595 5)
(s6596 2)
(s6598 4)
(s6599 5)
(s6600 5)
(s6601 2)
(s6603 4)
(s6604 5)
(s6605 5)
(s6606 2)
(s6608 4)
(s6609 5)
(s6610 5)
(s6611 2)
(s6613 4)
(s6614 5)
(s6615 5)
(s6616 2)
(s6618 4)
(s6619 5)
(s6620 5)
(s6621 2)
(s6623 4)
(s6624 5)
(s6625 5)
(s6626 2)
(s6628 4)
(s6629 5)
(s6630 5)
(s6631 2)
(s6633 4)
(s6634 5)
(s6635 5)
(s6636 2)
(s6638 4)
(s6639 5)
(s6640 5)
(s6641 2)
(s6643 4)
(s6644 5)
(s6645 5)
(s6646 2)
(s6648 4)
(s6649 5)
(s6650 5)
(s6651 2)
(s6653 4)
(s6654 5)
(s6655 5)
(s6656 2)
(s6658 4)
(s6659 5)
(s6660 5)
(s6661 2)
(s6663 4)
(s6664 5)
(s6665 5)
(s6666 2)
(s6668 4)
(s6669 5)
(s6670 5)
(s6671 2)
(s6673 4)
(s6674 5)
(s6675 5)
(s6676 2)
(s6678 4)
(s6679 5)
(s6680 5)
(s6681 2)
(s6683 4)
(s6684 5)
(s6685 5)
(s6686 2)
(s6688 4)
(s6689 5)
(s6690 5)
(s6691 2)
(s6693 4)
(s6694 5)
(s6695 5)
(s6696 2)
(s6698 4)
(s6699 5)
(s6700 5)
(s6701 2)
(s6703 4)
(s6704 5)
(s6705 5)
(s6706 2)
(s6708 4)
(s6709 5)
(s6710 5)
(s6711 2)
(s6713 4)
(s6714 5)
(s6715 5)
(s6716 2)
(s6718 4)
(s6719 5)
(s6720 5)
(s6721 2)
(s6723 4)
(s6724 5)
(s6725 5)
(s6726 2)
(s6728 4)
(s6729 5)
(s6730 5)
(s6731 2)
(s6733 4)
(s6734 5)
(s6735 5)
(s6736 2)
(s6738 4)
(s6739 5)
(s6740 5)
(s6741 2)
(s6743 4)
(s6744 5)
(s6745 5)
(s6746 2)
(s6748 4)
(s6749 5)
(s6750 5)
(s6751 2)
(s6753 4)
(s6754 5)
(s6755 5)
(s6756 2)
(s6758 4)
(s6759 5)
(s6760 5)
(s6761 2)
(s6763 4)
(s6764 5)
(s6765 5)
(s6766 2)
(s6768 4)
(s6769 5)
(s6770 5)
(s6771 2)
(s6773 4)
(s6774 5)
(s6775 5)
(s6776 2)
(s6778 4)
(s6779 5)
(s6780 5)
(s6781 2)
(s6783 4)
(s6784 5)
(s6785 5)
(s6786 2)
(s6788 4)
(s6789 5)
(s6790 5)
(s6791 2)
(s6793 4)
(s6794 5)
(s6795 5)
(s6796 2)
(s6798 4)
(s6799 5)
(s6800 5)
(s6801 2)
(s6803 4)
(s6804 5)
(s6805 5)
(s6806 2)
(s6808 4)
(s6809 5)
(s6810 5)
(s6811 2)
(s6813 4)
(s6814 5)
(s6815 5)
(s6816 2)
(s6818 4)
(s6819 5)
(s6820 5)
(s6821 2)
(s6823 4)
(s6824 5)
(s6825 5)
(s6826 2)
(s6828 4)
(s6829 5)
(s6830 5)
(s6831 2)
(s6833 4)
(s6834 5)
(s6835 5)
(s6836 2)
(s6838 4)
(s6839 5)
(s6840 5)
(s6841 2)
(s6843 4)
(s6844 5)
(s6845 5)
(s6846 2)
(s6848 4)
(s6849 5)
(s6850 5)
(s6851 2)
(s6853 4)
(s6854 5)
(s6855 5)
(s6856 2)
(s6858 4)
(s6859 5)
(s6860 5)
(s6861 2)
(s6863 4)
(s6864 5)
(s6865 5)
(s6866 2)
(s6868 4)
(s6869 5)
(s6870 5)
(s6871 2)
(s6873 4)
(s6874 5)
(s6875 5)
(s6876 2)
(s6878 4)
(s6879 5)
(s6880 5)
(s6881 2)
(s6883 4)
(s6884 5)
(s6885 5)
(s6886 2)
(s6888 4)
(s6889 5)
(s6890 5)
(s6891 2)
(s6893 4)
(s6894 5)
(s6895 5)
(s6896 2)
(s6898 4)
(s6899 5)
(s6900 5)
(s6901 2)
(s6903 4)
(s6904 5)
(s6905 5)
(s6906 2)
(s6908 4)
(s6909 5)
(s6910 5)
(s6911 2)
(s6913 4)
(s6914 5)
(s6915 5)
(s6916 2)
(s6918 4)
(s6919 5)
(s6920 5)
(s6921 2)
(s6923 4)
(s6924 5)
(s6925 5)
(s6926 2)
(s6928 4)
(s6929 5)
(s6930 5)
(s6931 2)
(s6933 4)
(s6934 5)
(s6935 5)
(s6936 2)
(s6938 4)
(s6939 5)
(s6940 5)
(s6941 2)
(s6943 4)
(s6944 5)
(s6945 5)
(s6946 2)
(s6948 4)
(s6949 5)
(s6950 5)
(s6951 2)
(s6953 4)
(s6954 5)
(s6955 5)
(s6956 2)
(s6958 4)
(s6959 5)
(s6960 5)
(s6961 2)
(s6963 4)
(s6964 5)
(s6965 5)
(s6966 2)
(s6968 4)
(s6969 5)
(s6970 5)
(s6971 2)
(s6973 4)
(s6974 5)
(s6975 5)
(s6976 2)
(s6978 4)
(s6979 5)
(s6980 5)
(s6981 2)
(s6983 4)
(s6984 5)
(s6985 5)
(s6986 2)
(s6988 4)
(s6989 5)
(s6990 5)
(s6991 2)
(s6993 4)
(s6994 5)
(s6995 5)
(s6996 2)
(s6998 4)
(s6999 5)
(s7000 5)
(s7001 2)
(s7003 4)
(s7004 5)
(s7005 5)
(s7006 2)
(s7008 4)
(s7009 5)
(s7010 5)
(s7011 2)
(s7013 4)
(s7014 5)
(s7015 5)
(s7016 2)
(s7018 4)
(s7019 5)
(s7020 5)
(s7021 2)
(s7023 4)
(s7024 5)
(s7025 5)
(s7026 2)
(s7028 4)
(s7029 5)
(s7030 5)
(s7031 2)
(s7033 4)
(s7034 5)
(s7035 5)
(s7036 2)
(s7038 4)
(s7039 5)
(s7040 5)
(s7041 2)
(s7043 4)
(s7044 5)
(s7045 5)
(s7046 2)
(s7048 4)
(s7049 5)
(s7050 5)
(s7051 2)
(s7053 4)
(s7054 5)
(s7055 5)
(s7056 2)
(s7058 4)
(s7059 5)
(s7060 5)
(s7061 2)
(s7063 4)
(s7064 5)
(s7065 5)
(s7066 2)
(s7068 4)
(s7069 5)
(s7070 5)
(s7071 2)
(s7073 4)
(s7074 5)
(s7075 5)
(s7076 2)
(s7078 4)
(s7079 5)
(s7080 5)
(s7081 2)
(s7083 4)
(s7084 5)
(s7085 5)
(s7086 2)
(s7088 4)
(s7089 5)
(s7090 5)
(s7091 2)
(s7093 4)
(s7094 5)
(s7095 5)
(s7096 2)
(s7098 4)
(s7099 5)
(s7100 5)
(s7101 2)
(s7103 4)
(s7104 5)
(s7105 5)
(s7106 2)
(s7108 4)
(s7109 5)
(s7110 5)
(s7111 2)
(s7113 4)
(s7114 5)
(s7115 5)
(s7116 2)
(s7118 4)
(s7119 5)
(s7120 5)
(s7121 2)
(s7123 4)
(s7124 5)
(s7125 5)
(s7126 2)
(s7128 4)
(s7129 5)
(s7130 5)
(s7131 2)
(s7133 4)
(s7134 5)
(s7135 5)
(s7136 2)
(s7138 4)
(s7139 5)
(s7140 5)
(s7141 2)
(s7143 4)
(s7144 5)
(s7145 5)
(s7146 2)
(s7148 4)
(s7149 5)
(s7150 5)
(s7151 2)
(s7153 4)
(s7154 5)
(s7155 5)
(s7156 2)
(s7158 4)
(s7159 5)
(s7160 5)
(s7161 2)
(s7163 4)
(s7164 5)
(s7165 5)
(s7166 2)
(s7168 4)
(s7169 5)
(s7170 5)
(s7171 2)
(s7173 4)
(s7174 5)
(s7175 5)
(s7176 2)
(s7178 4)
(s7179 5)
(s7180 5)
(s7181 2)
(s7183 4)
(s7184 5)
(s7185 5)
(s7186 2)
(s7188 4)
(s7189 5)
(s7190 5)
(s7191 2)
(s7193 4)
(s7194 5)
(s7195 5)
(s7196 2)
(s7198 4)
(s7199 5)
(s7200 5)
(s7201 2)
(s7203 4)
(s7204 5)
(s7205 5)
(s7206 2)
(s7208 4)
(s7209 5)
(s7210 5)
(s7211 2)
(s7213 4)
(s7214 5)
(s7215 5)
(s7216 2)
(s7218 4)
(s7219 5)
(s7220 5)
(s7221 2)
(s7223 4)
(s7224 5)
(s7225 5)
(s7226 2)
(s7228 4)
(s7229 5)
(s7230 5)
(s7231 2)
(s7233 4)
(s7234 5)
(s7235 5)
(s7236 2)
(s7238 4)
(s7239 5)
(s7240 5)
(s7241 2)
(s7243 4)
(s7244 5)
(s7245 5)
(s7246 2)
(s7248 4)
(s7249 5)
(s7250 5)
(s7251 2)
(s7253 4)
(s7254 5)
(s7255 5)
(s7256 2)
(s7258 4)
(s7259 5)
(s7260 5)
(s7261 2)
(s7263 4)
(s7264 5)
(s7265 5)
(s7266 2)
(s7268 4)
(s7269 5)
(s7270 5)
(s7271 2)
(s7273 4)
(s7274 5)
(s7275 5)
(s7276 2)
(s7278 4)
(s7279 5)
(s7280 5)
(s7281 2)
(s7283 4)
(s7284 5)
(s7285 5)
(s7286 2)
(s7288 4)
(s7289 5)
(s7290 5)
(s7291 2)
(s7293 4)
(s7294 5)
(s7295 5)
(s7296 2)
(s7298 4)
(s7299 5)
(s7300 5)
(s7301 2)
(s7303 4)
(s7304 5)
(s7305 5)
(s7306 2)
(s7308 4)
(s7309 5)
(s7310 5)
(s7311 2)
(s7313 4)
(s7314 5)
(s7315 5)
(s7316 2)
(s7318 4)
(s7319 5)
(s7320 5)
(s7321 2)
(s7323 4)
(s7324 5)
(s7325 5)
(s7326 2)
(s7328 4)
(s7329 5)
(s7330 5)
(s7331 2)
(s7333 4)
(s7334 5)
(s7335 5)
(s7336 2)
(s7338 4)
(s7339 5)
(s7340 5)
(s7341 2)
(s7343 4)
(s7344 5)
(s7345 5)
(s7346 2)
(s7348 4)
(s7349 5)
(s7350 5)
(s7351 2)
(s7353 4)
(s7354 5)
(s7355 5)
(s7356 2)
(s7358 4)
(s7359 5)
(s7360 5)
(s7361 2)
(s7363 4)
(s7364 5)
(s7365 5)
(s7366 2)
(s7368 4)
(s7369 5)
(s7370 5)
(s7371 2)
(s7373 4)
(s7374 5)
(s7375 5)
(s7376 2)
(s7378 4)
(s7379 5)
(s7380 5)
(s7381 2)
(s7383 4)
(s7384 5)
(s7385 5)
(s7386 2)
(s7388 4)
(s7389 5)
(s7390 5)
(s7391 2)
(s7393 4)
(s7394 5)
(s7395 5)
(s7396 2)
(s7398 4)
(s7399 5)
(s7400 5)
(s7401 2)
(s7403 4)
(s7404 5)
(s7405 5)
(s7406 2)
(s7408 4)
(s7409 5)
(s7410 5)
(s7411 2)
(s7413 4)
(s7414 5)
(s7415 5)
(s7416 2)
(s7418 4)
(s7419 5)
(s7420 5)
(s7421 2)
(s7423 4)
(s7424 5)
(s7425 5)
(s7426 2)
(s7428 4)
(s7429 5)
(s7430 5)
(s7431 2)
(s7433 4)
(s7434 5)
(s7435 5)
(s7436 2)
(s7438 4)
(s7439 5)
(s7440 5)
(s7441 2)
(s7443 4)
(s7444 5)
(s7445 5)
(s7446 2)
(s7448 4)
(s7449 5)
(s7450 5)
(s7451 2)
(s7453 4)
(s7454 5)
(s7455 5)
(s7456 2)
(s7458 4)
(s7459 5)
(s7460 5)
(s7461 2)
(s7463 4)
(s7464 5)
(s7465 5)
(s7466 2)
(s7468 4)
(s7469 5)
(s7470 5)
(s7471 2)
(s7473 4)
(s7474 5)
(s7475 5)
(s7476 2)
(s7478 4)
(s7479 5)
(s7480 5)
(s7481 2)
(s7483 4)
(s7484 5)
(s7485 5)
(s7486 2)
(s7488 4)
(s7489 5)
(s7490 5)
(s7491 2)
(s7493 4)
(s7494 5)
(s7495 5)
(s7496 2)
(s7498 4)
(s7499 5)
(s7500 5)
(s7501 2)
(s7503 4)
(s7504 5)
(s7505 5)
(s7506 2)
(s7508 4)
(s7509 5)
(s7510 5)
(s7511 2)
(s7513 4)
(s7514 5)
(s7515 5)
(s7516 2)
(s7518 4)
(s7519 5)
(s7520 5)
(s7521 2)
(s7523 4)
(s7524 5)
(s7525 5)
(s7526 2)
(s7528 4)
(s7529 5)
(s7530 5)
(s7531 2)
(s7533 4)
(s7534 5)
(s7535 5)
(s7536 2)
(s7538 4)
(s7539 5)
(s7540 5)
(s7541 2)
(s7543 4)
(s7544 5)
(s7545 5)
(s7546 2)
(s7548 4)
(s7549 5)
(s7550 5)
(s7551 2)
(s7553 4)
(s7554 5)
(s7555 5)
(s7556 2)
(s7558 4)
(s7559 5)
(s7560 5)
(s7561 2)
(s7563 4)
(s7564 5)
(s7565 5)
(s7566 2)
(s7568 4)
(s7569 5)
(s7570 5)
(s7571 2)
(s7573 4)
(s7574 5)
(s7575 5)
(s7576 2)
(s7578 4)
(s7579 5)
(s7580 5)
(s7581 2)
(s7583 4)
(s7584 5)
(s7585 5)
(s7586 2)
(s7588 4)
(s7589 5)
(s7590 5)
(s7591 2)
(s7593 4)
(s7594 5)
(s7595 5)
(s7596 2)
(s7598 4)
(s7599 5)
(s7600 5)
(s7601 2)
(s7603 4)
(s7604 5)
(s7605 5)
(s7606 2)
(s7608 4)
(s7609 5)
(s7610 5)
(s7611 2)
(s7613 4)
(s7614 5)
(s7615 5)
(s7616 2)
(s7618 4)
(s7619 5)
(s7620 5)
(s7621 2)
(s7623 4)
(s7624 5)
(s7625 5)
(s7626 2)
(s7628 4)
(s7629 5)
(s7630 5)
(s7631 2)
(s7633 4)
(s7634 5)
(s7635 5)
(s7636 2)
(s7638 4)
(s7639 5)
(s7640 5)
(s7641 2)
(s7643 4)
(s7644 5)
(s7645 5)
(s7646 2)
(s7648 4)
(s7649 5)
(s7650 5)
(s7651 2)
(s7653 4)
(s7654 5)
(s7655 5)
(s7656 2)
(s7658 4)
(s7659 5)
(s7660 5)
(s7661 2)
(s7663 4)
(s7664 5)
(s7665 5)
(s7666 2)
(s7668 4)
(s7669 5)
(s7670 5)
(s7671 2)
(s7673 4)
(s7674 5)
(s7675 5)
(s7676 2)
(s7678 4)
(s7679 5)
(s7680 5)
(s7681 2)
(s7683 4)
(s7684 5)
(s7685 5)
(s7686 2)
(s7688 4)
(s7689 5)
(s7690 5)
(s7691 2)
(s7693 4)
(s7694 5)
(s7695 5)
(s7696 2)
(s7698 4)
(s7699 5)
(s7700 5)
(s7701 2)
(s7703 4)
(s7704 5)
(s7705 5)
(s7706 2)
(s7708 4)
(s7709 5)
(s7710 5)
(s7711 2)
(s7713 4)
(s7714 5)
(s7715 5)
(s7716 2)
(s7718 4)
(s7719 5)
(s7720 5)
(s7721 2)
(s7723 4)
(s7724 5)
(s7725 5)
(s7726 2)
(s7728 4)
(s7729 5)
(s7730 5)
(s7731 2)
(s7733 4)
(s7734 5)
(s7735 5)
(s7736 2)
(s7738 4)
(s7739 5)
(s7740 5)
(s7741 2)
(s7743 4)
(s7744 5)
(s7745 5)
(s7746 2)
(s7748 4)
(s7749 5)
(s7750 5)
(s7751 2)
(s7753 4)
(s7754 5)
(s7755 5)
(s7756 2)
(s7758 4)
(s7759 5)
(s7760 5)
(s7761 2)
(s7763 4)
(s7764 5)
(s7765 5)
(s7766 2)
(s7768 4)
(s7769 5)
(s7770 5)
(s7771 2)
(s7773 4)
(s7774 5)
(s7775 5)
(s7776 2)
(s7778 4)
(s7779 5)
(s7780 5)
(s7781 2)
(s7783 4)
(s7784 5)
(s7785 5)
(s7786 2)
(s7788 4)
(s7789 5)
(s7790 5)
(s7791 2)
(s7793 4)
(s7794 5)
(s7795 5)
(s7796 2)
(s7798 4)
(s7799 5)
(s7800 5)
(s7801 2)
(s7803 4)
(s7804 5)
(s7805 5)
(s7806 2)
(s7808 4)
(s7809 5)
(s7810 5)
(s7811 2)
(s7813 4)
(s7814 5)
(s7815 5)
(s7816 2)
(s7818 4)
(s7819 5)
(s7820 5)
(s7821 2)
(s7823 4)
(s7824 5)
(s7825 5)
(s7826 2)
(s7828 4)
(s7829 5)
(s7830 5)
(s7831 2)
(s7833 4)
(s7834 5)
(s7835 5)
(s7836 2)
(s7838 4)
(s7839 5)
(s7840 5)
(s7841 2)
(s7843 4)
(s7844 5)
(s7845 5)
(s7846 2)
(s7848 4)
(s7849 5)
(s7850 5)
(s7851 2)
(s7853 4)
(s7854 5)
(s7855 5)
(s7856 2)
(s7858 4)
(s7859 5)
(s7860 5)
(s7861 2)
(s7863 4)
(s7864 5)
(s7865 5)
(s7866 2)
(s7868 4)
(s7869 5)
(s7870 5)
(s7871 2)
(s7873 4)
(s7874 5)
(s7875 5)
(s7876 2)
(s7878 4)
(s7879 5)
(s7880 5)
(s7881 2)
(s7883 4)
(s7884 5)
(s7885 5)
(s7886 2)
(s7888 4)
(s7889 5)
(s7890 5)
(s7891 2)
(s7893 4)
(s7894 5)
(s7895 5)
(s7896 2)
(s7898 4)
(s7899 5)
(s7900 5)
(s7901 2)
(s7903 4)
(s7904 5)
(s7905 5)
(s7906 2)
(s7908 4)
(s7909 5)
(s7910 5)
(s7911 2)
(s7913 4)
(s7914 5)
(s7915 5)
(s7916 2)
(s7918 4)
(s7919 5)
(s7920 5)
(s7921 2)
(s7923 4)
(s7924 5)
(s7925 5)
(s7926 2)
(s7928 4)
(s7929 5)
(s7930 5)
(s7931 2)
(s7933 4)
(s7934 5)
(s7935 5)
(s7936 2)
(s7938 4)
(s7939 5)
(s7940 5)
(s7941 2)
(s7943 4)
(s7944 5)
(s7945 5)
(s7946 2)
(s7948 4)
(s7949 5)
(s7950 5)
(s7951 2)
(s7953 4)
(s7954 5)
(s7955 5)
(s7956 2)
(s7958 4)
(s7959 5)
(s7960 5)
(s7961 2)
(s7963 4)
(s7964 5)
(s7965 5)
(s7966 2)
(s7968 4)
(s7969 5)
(s7970 5)
(s7971 2)
(s7973 4)
(s7974 5)
(s7975 5)
(s7976 2)
(s7978 4)
(s7979 5)
(s7980 5)
(s7981 2)
(s7983 4)
(s7984 5)
(s7985 5)
(s7986 2)
(s7988 4)
(s7989 5)
(s7990 5)
(s7991 2)
(s7993 4)
(s7994 5)
(s7995 5)
(s7996 2)
(s7998 4)
(s7999 5)
(s8000 5)
(s8001 2)
(s8003 4)
(s8004 5)
(s8005 5)
(s8006 2)
(s8008 4)
(s8009 5)
(s8010 5)
(s8011 2)
(s8013 4)
(s8014 5)
(s8015 5)
(s8016 2)
(s8018 4)
(s8019 5)
(s8020 5)
(s8021 2)
(s8023 4)
(s8024 5)
(s8025 5)
(s8026 2)
(s8028 4)
(s8029 5)
(s8030 5)
(s8031 2)
(s8033 4)
(s8034 5)
(s8035 5)
(s8036 2)
(s8038 4)
(s8039 5)
(s8040 5)
(s8041 2)
(s8043 4)
(s8044 5)
(s8045 5)
(s8046 2)
(s8048 4)
(s8049 5)
(s8050 5)
(s8051 2)
(s8053 4)
(s8054 5)
(s8055 5)
(s8056 2)
(s8058 4)
(s8059 5)
(s8060 5)
(s8061 2)
(s8063 4)
(s8064 5)
(s8065 5)
(s8066 2)
(s8068 4)
(s8069 5)
(s8070 5)
(s8071 2)
(s8073 4)
(s8074 5)
(s8075 5)
(s8076 2)
(s8078 4)
(s8079 5)
(s8080 5)
(s8081 2)
(s8083 4)
(s8084 5)
(s8085 5)
(s8086 2)
(s8088 4)
(s8089 5)
(s8090 5)
(s8091 2)
(s8093 4)
(s8094 5)
(s8095 5)
(s8096 2)
(s8098 4)
(s8099 5)
(s8100 5)
(s8101 2)
(s8103 4)
(s8104 5)
(s8105 5)
(s8106 2)
(s8108 4)
(s8109 5)
(s8110 5)
(s8111 2)
(s8113 4)
(s8114 5)
(s8115 5)
(s8116 2)
(s8118 4)
(s8119 5)
(s8120 5)
(s8121 2)
(s8123 4)
(s8124 5)
(s8125 5)
(s8126 2)
(s8128 4)
(s8129 5)
(s8130 5)
(s8131 2)
(s8133 4)
(s8134 5)
(s8135 5)
(s8136 2)
(s8138 4)
(s8139 5)
(s8140 5)
(s8141 2)
(s8143 4)
(s8144 5)
(s8145 5)
(s8146 2)
(s8148 4)
(s8149 5)
(s8150 5)
(s8151 2)
(s8153 4)
(s8154 5)
(s8155 5)
(s8156 2)
(s8158 4)
(s8159 5)
(s8160 5)
(s8161 2)
(s8163 4)
(s8164 5)
(s8165 5)
(s8166 2)
(s8168 4)
(s8169 5)
(s8170 5)
(s8171 2)
(s8173 4)
(s8174 5)
(s8175 5)
(s8176 2)
(s8178 4)
(s8179 5)
(s8180 5)
(s8181 2)
(s8183 4)
(s8184 5)
(s8185 5)
(s8186 2)
(s8188 4)
(s8189 5)
(s8190 5)
(s8191 2)
(s8193 4)
(s8194 5)
(s8195 5)
(s8196 2)
(s8198 4)
(s8199 5)
(s8200 5)
(s8201 2)
(s8203 4)
(s8204 5)
(s8205 5)
(s8206 2)
(s8208 4)
(s8209 5)
(s8210 5)
(s8211 2)
(s8213 4)
(s8214 5)
(s8215 5)
(s8216 2)
(s8218 4)
(s8219 5)
(s8220 5)
(s8221 2)
(s8223 4)
(s8224 5)
(s8225 5)
(s8226 2)
(s8228 4)
(s8229 5)
(s8230 5)
(s8231 2)
(s8233 4)
(s8234 5)
(s8235 5)
(s8236 2)
(s8238 4)
(s8239 5)
(s8240 5)
(s8241 2)
(s8243 4)
(s8244 5)
(s8245 5)
(s8246 2)
(s8248 4)
(s8249 5)
(s8250 5)
(s8251 2)
(s8253 4)
(s8254 5)
(s8255 5)
(s8256 2)
(s8258 4)
(s8259 5)
(s8260 5)
(s8261 2)
(s8263 4)
(s8264 5)
(s8265 5)
(s8266 2)
(s8268 4)
(s8269 5)
(s8270 5)
(s8271 2)
(s8273 4)
(s8274 5)
(s8275 5)
(s8276 2)
(s8278 4)
(s8279 5)
(s8280 5)
(s8281 2)
(s8283 4)
(s8284 5)
(s8285 5)
(s8286 2)
(s8288 4)
(s8289 5)
(s8290 5)
(s8291 2)
(s8293 4)
(s8294 5)
(s8295 5)
(s8296 2)
(s8298 4)
(s8299 5)
(s8300 5)
(s8301 2)
(s8303 4)
(s8304 5)
(s8305 5)
(s8306 2)
(s8308 4)
(s8309 5)
(s8310 5)
(s8311 2)
(s8313 4)
(s8314 5)
(s8315 5)
(s8316 2)
(s8318 4)
(s8319 5)
(s8320 5)
(s8321 2)
(s8323 4)
(s8324 5)
(s8325 5)
(s8326 2)
(s8328 4)
(s8329 5)
(s8330 5)
(s8331 2)
(s8333 4)
(s8334 5)
(s8335 5)
(s8336 2)
(s8338 4)
(s8339 5)
(s8340 5)
(s8341 2)
(s8343 4)
(s8344 5)
(s8345 5)
(s8346 2)
(s8348 4)
(s8349 5)
(s8350 5)
(s8351 2)
(s8353 4)
(s8354 5)
(s8355 5)
(s8356 2)
(s8358 4)
(s8359 5)
(s8360 5)
(s8361 2)
(s8363 4)
(s8364 5)
(s8365 5)
(s8366 2)
(s8368 4)
(s8369 5)
(s8370 5)
(s8371 2)
(s8373 4)
(s8374 5)
(s8375 5)
(s8376 2)
(s8378 4)
(s8379 5)
(s8380 5)
(s8381 2)
(s8383 4)
(s8384 5)
(s8385 5)
(s8386 2)
(s8388 4)
(s8389 5)
(s8390 5)
(s8391 2)
(s8393 4)
(s8394 5)
(s8395 5)
(s8396 2)
(s8398 4)
(s8399 5)
(s8400 5)
(s8401 2)
(s8403 4)
(s8404 5)
(s8405 5)
(s8406 2)
(s8408 4)
(s8409 5)
(s8410 5)
(s8411 2)
(s8413 4)
(s8414 5)
(s8415 5)
(s8416 2)
(s8418 4)
(s8419 5)
(s8420 5)
(s8421 2)
(s8423 4)
(s8424 5)
(s8425 5)
(s8426 2)
(s8428 4)
(s8429 5)
(s8430 5)
(s8431 2)
(s8433 4)
(s8434 5)
(s8435 5)
(s8436 2)
(s8438 4)
(s8439 5)
(s8440 5)
(s8441 2)
(s8443 4)
(s8444 5)
(s8445 5)
(s8446 2)
(s8448 4)
(s8449 5)
(s8450 5)
(s8451 2)
(s8453 4)
(s8454 5)
(s8455 5)
(s8456 2)
(s8458 4)
(s8459 5)
(s8460 5)
(s8461 2)
(s8463 4)
(s8464 5)
(s8465 5)
(s8466 2)
(s8468 4)
(s8469 5)
(s8470 5)
(s8471 2)
(s8473 4)
(s8474 5)
(s8475 5)
(s8476 2)
(s8478 4)
(s8479 5)
(s8480 5)
(s8481 2)
(s8483 4)
(s8484 5)
(s8485 5)
(s8486 2)
(s8488 4)
(s8489 5)
(s8490 5)
(s8491 2)
(s8493 4)
(s8494 5)
(s8495 5)
(s8496 2)
(s8498 4)
(s8499 5)
(s8500 5)
(s8501 2)
(s8503 4)
(s8504 5)
(s8505 5)
(s8506 2)
(s8508 4)
(s8509 5)
(s8510 5)
(s8511 2)
(s8513 4)
(s8514 5)
(s8515 5)
(s8516 2)
(s8518 4)
(s8519 5)
(s8520 5)
(s8521 2)
(s8523 4)
(s8524 5)
(s8525 5)
(s8526 2)
(s8528 4)
(s8529 5)
(s8530 5)
(s8531 2)
(s8533 4)
(s8534 5)
(s8535 5)
(s8536 2)
(s8538 4)
(s8539 5)
(s8540 5)
(s8541 2)
(s8543 4)
(s8544 5)
(s8545 5)
(s8546 2)
(s8548 4)
(s8549 5)
(s8550 5)
(s8551 2)
(s8553 4)
(s8554 5)
(s8555 5)
(s8556 2)
(s8558 4)
(s8559 5)
(s8560 5)
(s8561 2)
(s8563 4)
(s8564 5)
(s8565 5)
(s8566 2)
(s8568 4)
(s8569 5)
(s8570 5)
(s8571 2)
(s8573 4)
(s8574 5)
(s8575 5)
(s8576 2)
(s8578 4)
(s8579 5)
(s8580 5)
(s8581 2)
(s8583 4)
(s8584 5)
(s8585 5)
(s8586 2)
(s8588 4)
(s8589 5)
(s8590 5)
(s8591 2)
(s8593 4)
(s8594 5)
(s8595 5)
(s8596 2)
(s8598 4)
(s8599 5)
(s8600 5)
(s8601 2)
(s8603 4)
(s8604 5)
(s8605 5)
(s8606 2)
(s8608 4)
(s8609 5)
(s8610 5)
(s8611 2)
(s8613 4)
(s8614 5)
(s8615 5)
(s8616 2)
(s8618 4)
(s8619 5)
(s8620 5)
(s8621 2)
(s8623 4)
(s8624 5)
(s8625 5)
(s8626 2)
(s8628 4)
(s8629 5)
(s8630 5)
(s8631 2)
(s8633 4)
(s8634 5)
(s8635 5)
(s8636 2)
(s8638 4)
(s8639 5)
(s8640 5)
(s8641 2)
(s8643 4)
(s8644 5)
(s8645 5)
(s8646 2)
(s8648 4)
(s8649 5)
(s8650 5)
(s8651 2)
(s8653 4)
(s8654 5)
(s8655 5)
(s8656 2)
(s8658 4)
(s8659 5)
(s8660 5)
(s8661 2)
(s8663 4)
(s8664 5)
(s8665 5)
(s8666 2)
(s8668 4)
(s8669 5)
(s8670 5)
(s8671 2)
(s8673 4)
(s8674 5)
(s8675 5)
(s8676 2)
(s8678 4)
(s8679 5)
(s8680 5)
(s8681 2)
(s8683 4)
(s8684 5)
(s8685 5)
(s8686 2)
(s8688 4)
(s8689 5)
(s8690 5)
(s8691 2)
(s8693 4)
(s8694 5)
(s8695 5)
(s8696 2)
(s8698 4)
(s8699 5)
(s8700 5)
(s8701 2)
(s8703 4)
(s8704 5)
(s8705 5)
(s8706 2)
(s8708 4)
(s8709 5)
(s8710 5)
(s8711 2)
(s8713 4)
(s8714 5)
(s8715 5)
(s8716 2)
(s8718 4)
(s8719 5)
(s8720 5)
(s8721 2)
(s8723 4)
(s8724 5)
(s8725 5)
(s8726 2)
(s8728 4)
(s8729 5)
(s8730 5)
(s8731 2)
(s8733 4)
(s8734 5)
(s8735 5)
(s8736 2)
(s8738 4)
(s8739 5)
(s8740 5)
(s8741 2)
(s8743 4)
(s8744 5)
(s8745 5)
(s8746 2)
(s8748 4)
(s8749 5)
(s8750 5)
(s8751 2)
(s8753 4)
(s8754 5)
(s8755 5)
(s8756 2)
(s8758 4)
(s8759 5)
(s8760 5)
(s8761 2)
(s8763 4)
(s8764 5)
(s8765 5)
(s8766 2)
(s8768 4)
(s8769 5)
(s8770 5)
(s8771 2)
(s8773 4)
(s8774 5)
(s8775 5)
(s8776 2)
(s8778 4)
(s8779 5)
(s8780 5)
(s8781 2)
(s8783 4)
(s8784 5)
(s8785 5)
(s8786 2)
(s8788 4)
(s8789 5)
(s8790 5)
(s8791 2)
(s8793 4)
(s8794 5)
(s8795 5)
(s8796 2)
(s8798 4)
(s8799 5)
(s8800 5)
(s8801 2)
(s8803 4)
(s8804 5)
(s8805 5)
(s8806 2)
(s8808 4)
(s8809 5)
(s8810 5)
(s8811 2)
(s8813 4)
(s8814 5)
(s8815 5)
(s8816 2)
(s8818 4)
(s8819 5)
(s8820 5)
(s8821 2)
(s8823 4)
(s8824 5)
(s8825 5)
(s8826 2)
(s8828 4)
(s8829 5)
(s8830 5)
(s8831 2)
(s8833 4)
(s8834 5)
(s8835 5)
(s8836 2)
(s8838 4)
(s8839 5)
(s8840 5)
(s8841 2)
(s8843 4)
(s8844 5)
(s8845 5)
(s8846 2)
(s8848 4)
(s8849 5)
(s8850 5)
(s8851 2)
(s8853 4)
(s8854 5)
(s8855 5)
(s8856 2)
(s8858 4)
(s8859 5)
(s8860 5)
(s8861 2)
(s8863 4)
(s8864 5)
(s8865 5)
(s8866 2)
(s8868 4)
(s8869 5)
(s8870 5)
(s8871 2)
(s8873 4)
(s8874 5)
(s8875 5)
(s8876 2)
(s8878 4)
(s8879 5)
(s8880 5)
(s8881 2)
(s8883 4)
(s8884 5)
(s8885 5)
(s8886 2)
(s8888 4)
(s8889 5)
(s8890 5)
(s8891 2)
(s8893 4)
(s8894 5)
(s8895 5)
(s8896 2)
(s8898 4)
(s8899 5)
(s8900 5)
(s8901 2)
(s8903 4)
(s8904 5)
(s8905 5)
(s8906 2)
(s8908 4)
(s8909 5)
(s8910 5)
(s8911 2)
(s8913 4)
(s8914 5)
(s8915 5)
(s8916 2)
(s8918 4)
(s8919 5)
(s8920 5)
(s8921 2)
(s8923 4)
(s8924 5)
(s8925 5)
(s8926 2)
(s8928 4)
(s8929 5)
(s8930 5)
(s8931 2)
(s8933 4)
(s8934 5)
(s8935 5)
(s8936 2)
(s8938 4)
(s8939 5)
(s8940 5)
(s8941 2)
(s8943 4)
(s8944 5)
(s8945 5)
(s8946 2)
(s8948 4)
(s8949 5)
(s8950 5)
(s8951 2)
(s8953 4)
(s8954 5)
(s8955 5)
(s8956 2)
(s8958 4)
(s8959 5)
(s8960 5)
(s8961 2)
(s8963 4)
(s8964 5)
(s8965 5)
(s8966 2)
(s8968 4)
(s8969 5)
(s8970 5)
(s8971 2)
(s8973 4)
(s8974 5)
(s8975 5)
(s8976 2)
(s8978 4)
(s8979 5)
(s8980 5)
(s8981 2)
(s8983 4)
(s8984 5)
(s8985 5)
(s8986 2)
(s8988 4)
(s8989 5)
(s8990 5)
(s8991 2)
(s8993 4)
(s8994 5)
(s8995 5)
(s8996 2)
(s8998 4)
(s8999 5)
(s9000 5)
(s9001 2)
(s9003 timeout
4) org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30156 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 78834ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78861ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 143903 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [p0, (X p0)]
False Knowledge obtained : []
Knowledge based reduction with 2 factoid took 74 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 34 ms :[(NOT p0)]
RANDOM walk for 42036 steps (8 resets) in 5662 ms. (7 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5220 ms. (7 steps per ms) remains 1/1 properties
Probabilistic random walk after 66058 steps, saw 66033 distinct states, run finished after 9012 ms. (steps per millisecond=7 ) properties seen :0
[2025-06-02 08:21:44] [INFO ] Invariant cache hit.
[2025-06-02 08:21:44] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:21:44] [INFO ] Deduced a trap composed of 3 places in 81 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 0/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (OVERLAPS) 0/26 variables, 0/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 15 constraints, problems are : Problem set: 0 solved, 1 unsolved in 405 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:21:45] [INFO ] Deduced a trap composed of 3 places in 299 ms of which 28 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:21:45] [INFO ] Deduced a trap composed of 3 places in 152 ms of which 2 ms to minimize.
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 2/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/10 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (OVERLAPS) 16/26 variables, 10/15 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 2/17 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 1/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 9 (OVERLAPS) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 18 constraints, problems are : Problem set: 0 solved, 1 unsolved in 786 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 1353ms problems are : Problem set: 0 solved, 1 unsolved
Finished Parikh walk after 4 steps, including 0 resets, run visited all 1 properties in 3 ms. (steps per millisecond=1 )
Parikh walk visited 1 properties in 9 ms.
Knowledge obtained : [p0, (X p0)]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 2 factoid took 104 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 30 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 29 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 34 ms :[(NOT p0)]
Product exploration timeout after 13160 steps with 0 reset in 10005 ms.
Product exploration timeout after 12730 steps with 0 reset in 10002 ms.
Built C files in :
/tmp/ltsmin5366506453074461607
[2025-06-02 08:22:05] [INFO ] Too many transitions (16001) to apply POR reductions. Disabling POR matrices.
[2025-06-02 08:22:06] [INFO ] Built C files in 188ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin5366506453074461607
Running compilation step : cd /tmp/ltsmin5366506453074461607;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin5366506453074461607;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin5366506453074461607;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 3129 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:22:12] [INFO ] Invariant cache hit.
[2025-06-02 08:22:12] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20165 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 57002ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 57030ms
[2025-06-02 08:23:09] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:23:12] [INFO ] Implicit Places using invariants in 2821 ms returned []
Implicit Place search using SMT only with invariants took 2824 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:23:12] [INFO ] Invariant cache hit.
[2025-06-02 08:23:12] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30141 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76031ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76044ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 139056 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Built C files in :
/tmp/ltsmin15325844080793425431
[2025-06-02 08:24:28] [INFO ] Too many transitions (16001) to apply POR reductions. Disabling POR matrices.
[2025-06-02 08:24:28] [INFO ] Built C files in 159ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin15325844080793425431
Running compilation step : cd /tmp/ltsmin15325844080793425431;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin15325844080793425431;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin15325844080793425431;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
[2025-06-02 08:24:32] [INFO ] Flatten gal took : 556 ms
[2025-06-02 08:24:32] [INFO ] Flatten gal took : 303 ms
[2025-06-02 08:24:32] [INFO ] Time to serialize gal into /tmp/LTL204722944502159864.gal : 108 ms
[2025-06-02 08:24:32] [INFO ] Time to serialize properties into /tmp/LTL13571817094842646648.prop : 0 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL204722944502159864.gal' '-t' 'CGAL' '-hoa' '/tmp/aut1565059258826651532.hoa' '-atoms' '/tmp/LTL13571817094842646648.prop' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...317
Loading property file /tmp/LTL13571817094842646648.prop.
Loaded 1 atomic propositions.
Checking formula 0 provided in automaton : /tmp/aut1565059258826651532.hoa
Detected timeout of ITS tools.
[2025-06-02 08:24:48] [INFO ] Flatten gal took : 296 ms
[2025-06-02 08:24:48] [INFO ] Flatten gal took : 322 ms
[2025-06-02 08:24:48] [INFO ] Time to serialize gal into /tmp/LTL6129040271011644208.gal : 65 ms
[2025-06-02 08:24:48] [INFO ] Time to serialize properties into /tmp/LTL11824009329620794949.ltl : 4 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL6129040271011644208.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL11824009329620794949.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...276
Read 1 LTL properties
Checking formula 0 : !((F(G("((p9621>=2)&&(p8286<3))"))))
Formula 0 simplified : GF!"((p9621>=2)&&(p8286<3))"
Detected timeout of ITS tools.
[2025-06-02 08:25:04] [INFO ] Flatten gal took : 268 ms
[2025-06-02 08:25:04] [INFO ] Applying decomposition
[2025-06-02 08:25:04] [INFO ] Flatten gal took : 271 ms
Converted graph to binary with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/convert-linux64' '-i' '/tmp/graph16918882432599833349.txt' '-o' '/tmp/graph16918882432599833349.bin' '-w' '/tmp/graph16918882432599833349.weights'
Built communities with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/louvain-linux64' '/tmp/graph16918882432599833349.bin' '-l' '-1' '-v' '-w' '/tmp/graph16918882432599833349.weights' '-q' '0' '-e' '0.001'
[2025-06-02 08:25:05] [INFO ] Decomposing Gal with order
[2025-06-02 08:25:06] [INFO ] Rewriting arrays to variables to allow decomposition.
[2025-06-02 08:25:11] [INFO ] Flatten gal took : 388 ms
[2025-06-02 08:25:12] [INFO ] Fuse similar labels procedure discarded/fused a total of 0 labels/synchronizations in 528 ms.
[2025-06-02 08:25:12] [INFO ] Time to serialize gal into /tmp/LTL5419007097921230326.gal : 76 ms
[2025-06-02 08:25:12] [INFO ] Time to serialize properties into /tmp/LTL8418714051468736756.ltl : 0 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL5419007097921230326.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL8418714051468736756.ltl' '-c' '-stutter-deadlock'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...254
Read 1 LTL properties
Checking formula 0 : !((F(G("((u1924.p9621>=2)&&(u1657.p8286<3))"))))
Formula 0 simplified : GF!"((u1924.p9621>=2)&&(u1657.p8286<3))"
Detected timeout of ITS tools.
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-06 finished in 548085 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G((p0||(p1 U X((X(p2) U ((X(p2)&&G(p3))||X(G(p2)))))))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 683 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:25:28] [INFO ] Invariant cache hit.
[2025-06-02 08:25:28] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20139 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55885ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55907ms
[2025-06-02 08:26:24] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:26:26] [INFO ] Implicit Places using invariants in 2681 ms returned []
Implicit Place search using SMT only with invariants took 2682 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:26:27] [INFO ] Invariant cache hit.
[2025-06-02 08:26:27] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30148 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75699ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75712ms
Finished structural reductions in LTL mode , in 1 iterations and 135010 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 373 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-07
Product exploration timeout after 16230 steps with 7 reset in 10003 ms.
Product exploration timeout after 12850 steps with 0 reset in 10008 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND (NOT p0) p1 p3 p2), (X p2), (X p3), (X (NOT (AND (NOT p1) (NOT p3)))), (X (NOT (AND (NOT p3) p2))), (X (NOT (AND p1 (NOT p3) p2))), (X (NOT (AND p3 (NOT p2)))), (X (NOT (AND p1 (NOT p3) (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p2)))), (X (AND p1 p3 p2)), (X (AND p3 p2)), (X (NOT (AND (NOT p1) p3))), (X (NOT (AND p1 p3 (NOT p2)))), (X p1)]
False Knowledge obtained : []
Knowledge based reduction with 14 factoid took 245 ms. Reduced automaton from 11 states, 42 edges and 4 AP (stutter sensitive) to 11 states, 42 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 392 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
RANDOM walk for 41035 steps (8 resets) in 3609 ms. (11 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 409 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 408 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 400 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 406 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 513 ms. (7 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 386 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 465 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 391 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 487 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 378 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 391 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 395 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
Probabilistic random walk after 39023 steps, saw 39012 distinct states, run finished after 6041 ms. (steps per millisecond=6 ) properties seen :2
[2025-06-02 08:28:13] [INFO ] Invariant cache hit.
[2025-06-02 08:28:13] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:28:13] [INFO ] Deduced a trap composed of 3 places in 36 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/31 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 0/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 7 (OVERLAPS) 0/65 variables, 0/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/26001 variables, and 36 constraints, problems are : Problem set: 0 solved, 16 unsolved in 278 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 16/16 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:28:14] [INFO ] Deduced a trap composed of 3 places in 35 ms of which 2 ms to minimize.
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 1/7 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/25 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 5 (OVERLAPS) 40/65 variables, 25/32 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 5/37 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 16/53 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:28:15] [INFO ] Deduced a trap composed of 3 places in 38 ms of which 1 ms to minimize.
At refinement iteration 8 (INCLUDED_ONLY) 0/65 variables, 1/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 9 (INCLUDED_ONLY) 0/65 variables, 0/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 10 (OVERLAPS) 0/65 variables, 0/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/26001 variables, and 54 constraints, problems are : Problem set: 0 solved, 16 unsolved in 2424 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 16/16 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 2775ms problems are : Problem set: 0 solved, 16 unsolved
Fused 16 Parikh solutions to 9 different solutions.
Finished Parikh walk after 8287 steps, including 0 resets, run visited all 1 properties in 826 ms. (steps per millisecond=10 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 16 properties in 5850 ms.
Knowledge obtained : [(AND (NOT p0) p1 p3 p2), (X p2), (X p3), (X (NOT (AND (NOT p1) (NOT p3)))), (X (NOT (AND (NOT p3) p2))), (X (NOT (AND p1 (NOT p3) p2))), (X (NOT (AND p3 (NOT p2)))), (X (NOT (AND p1 (NOT p3) (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p2)))), (X (AND p1 p3 p2)), (X (AND p3 p2)), (X (NOT (AND (NOT p1) p3))), (X (NOT (AND p1 p3 (NOT p2)))), (X p1)]
False Knowledge obtained : [(F (NOT (OR (NOT p3) p2))), (F (NOT (AND p1 (NOT p0)))), (F (NOT (OR (NOT p1) p3 p2))), (F (NOT (OR (NOT p1) (NOT p3) p2))), (F (NOT (OR p3 (NOT p2)))), (F (NOT (OR p1 (NOT p3)))), (F (NOT (OR p1 p3 p2))), (F (NOT (AND p3 p2))), (F (NOT (OR p1 (NOT p3) p2))), (F (NOT (AND p1 p3 p2))), (F (NOT (OR (NOT p1) p3 (NOT p2)))), (F (NOT p2)), (F (NOT p1)), (F (NOT (OR p1 p3))), (F p0), (F (NOT p3)), (F (NOT (OR p3 p2))), (F (NOT (OR p1 p0)))]
Knowledge based reduction with 14 factoid took 897 ms. Reduced automaton from 11 states, 42 edges and 4 AP (stutter sensitive) to 11 states, 42 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 490 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Stuttering acceptance computed with spot in 470 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 686 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:28:24] [INFO ] Invariant cache hit.
[2025-06-02 08:28:25] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20156 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20149 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 59468ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 59481ms
[2025-06-02 08:29:24] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:29:27] [INFO ] Implicit Places using invariants in 2620 ms returned []
Implicit Place search using SMT only with invariants took 2623 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:29:27] [INFO ] Invariant cache hit.
[2025-06-02 08:29:27] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30169 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 77407ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 77421ms
Finished structural reductions in LTL mode , in 1 iterations and 140240 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p1 (NOT p0) p3 p2), (X p2), (X p3), (X (NOT (AND (NOT p1) (NOT p3)))), (X (NOT (AND (NOT p3) p2))), (X (NOT (AND p1 (NOT p3) p2))), (X (NOT (AND p3 (NOT p2)))), (X (NOT (AND p1 (NOT p3) (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p2)))), (X (AND p1 p3 p2)), (X (AND p3 p2)), (X (NOT (AND (NOT p1) p3))), (X (NOT (AND p1 p3 (NOT p2)))), (X p1)]
False Knowledge obtained : []
Knowledge based reduction with 14 factoid took 256 ms. Reduced automaton from 11 states, 42 edges and 4 AP (stutter sensitive) to 11 states, 42 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 408 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
RANDOM walk for 42033 steps (8 resets) in 3801 ms. (11 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 394 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 374 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 397 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 590 ms. (6 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 375 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 543 ms. (7 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 463 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 383 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 610 ms. (6 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 387 ms. (10 steps per ms) remains 18/18 properties
Probabilistic random walk after 57049 steps, saw 57028 distinct states, run finished after 9020 ms. (steps per millisecond=6 ) properties seen :2
[2025-06-02 08:30:58] [INFO ] Invariant cache hit.
[2025-06-02 08:30:58] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:30:58] [INFO ] Deduced a trap composed of 3 places in 37 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/31 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 0/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 7 (OVERLAPS) 0/65 variables, 0/36 constraints. Problems are: Problem set: 0 solved, 16 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/26001 variables, and 36 constraints, problems are : Problem set: 0 solved, 16 unsolved in 272 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 16/16 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:30:58] [INFO ] Deduced a trap composed of 3 places in 34 ms of which 1 ms to minimize.
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 1/7 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/25 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 5 (OVERLAPS) 40/65 variables, 25/32 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 5/37 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 16/53 constraints. Problems are: Problem set: 0 solved, 16 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:30:59] [INFO ] Deduced a trap composed of 3 places in 34 ms of which 1 ms to minimize.
At refinement iteration 8 (INCLUDED_ONLY) 0/65 variables, 1/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 9 (INCLUDED_ONLY) 0/65 variables, 0/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
At refinement iteration 10 (OVERLAPS) 0/65 variables, 0/54 constraints. Problems are: Problem set: 0 solved, 16 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/26001 variables, and 54 constraints, problems are : Problem set: 0 solved, 16 unsolved in 2378 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 16/16 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 2719ms problems are : Problem set: 0 solved, 16 unsolved
Fused 16 Parikh solutions to 9 different solutions.
Finished Parikh walk after 8176 steps, including 0 resets, run visited all 1 properties in 806 ms. (steps per millisecond=10 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 16 properties in 5821 ms.
Knowledge obtained : [(AND p1 (NOT p0) p3 p2), (X p2), (X p3), (X (NOT (AND (NOT p1) (NOT p3)))), (X (NOT (AND (NOT p3) p2))), (X (NOT (AND p1 (NOT p3) p2))), (X (NOT (AND p3 (NOT p2)))), (X (NOT (AND p1 (NOT p3) (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p2)))), (X (AND p1 p3 p2)), (X (AND p3 p2)), (X (NOT (AND (NOT p1) p3))), (X (NOT (AND p1 p3 (NOT p2)))), (X p1)]
False Knowledge obtained : [(F (NOT (OR (NOT p3) p2))), (F (NOT (AND p1 (NOT p0)))), (F (NOT (OR (NOT p1) p3 p2))), (F (NOT (OR (NOT p1) (NOT p3) p2))), (F (NOT (OR p3 (NOT p2)))), (F (NOT (OR p1 (NOT p3)))), (F (NOT (OR p1 p3 p2))), (F (NOT (AND p3 p2))), (F (NOT (OR p1 (NOT p3) p2))), (F (NOT (AND p1 p3 p2))), (F (NOT (OR (NOT p1) p3 (NOT p2)))), (F (NOT p2)), (F (NOT p1)), (F (NOT (OR p1 p3))), (F p0), (F (NOT p3)), (F (NOT (OR p3 p2))), (F (NOT (OR p1 p0)))]
Knowledge based reduction with 14 factoid took 909 ms. Reduced automaton from 11 states, 42 edges and 4 AP (stutter sensitive) to 11 states, 42 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 484 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Stuttering acceptance computed with spot in 479 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Stuttering acceptance computed with spot in 478 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Product exploration timeout after 15040 steps with 2 reset in 10001 ms.
Product exploration timeout after 12830 steps with 4 reset in 10010 ms.
Applying partial POR strategy [false, false, true, false, false, false, false, false, true, true, true]
Stuttering acceptance computed with spot in 433 ms :[(AND (NOT p0) (NOT p2)), (NOT p2), (NOT p2), (AND (NOT p3) (NOT p2)), (AND (NOT p2) p3), (NOT p2), (NOT p2), (AND (NOT p2) (NOT p3)), true, (AND (NOT p3) (NOT p2)), (AND (NOT p3) p2)]
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2845 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:31:32] [INFO ] Invariant cache hit.
[2025-06-02 08:31:32] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)
(s3705 5.0)
(s3706 2.0)
(s3708 4.0)
(s3709 5.0)
(s3710 5.0)
(s3711 2.0)
(s3713 4.0)
(s3714 5.0)
(s3715 5.0)
(s3716 2.0)
(s3718 4.0)
(s3719 5.0)
(s3720 5.0)
(s3721 2.0)
(s3723 4.0)
(s3724 5.0)
(s3725 5.0)
(s3726 2.0)
(s3728 4.0)
(s3729 5.0)
(s3730 5.0)
(s3731 2.0)
(s3733 4.0)
(s3734 5.0)
(s3735 5.0)
(s3736 2.0)
(s3738 4.0)
(s3739 5.0)
(s3740 5.0)
(s3741 2.0)
(s3743 4.0)
(s3744 5.0)
(s3745 5.0)
(s3746 2.0)
(s3748 4.0)
(s3749 5.0)
(s3750 5.0)
(s3751 2.0)
(s3753 4.0)
(s3754 5.0)
(s3755 5.0)
(s3756 2.0)
(s3758 4.0)
(s3759 5.0)
(s3760 5.0)
(s3761 2.0)
(s3763 4.0)
(s3764 5.0)
(s3765 5.0)
(s3766 2.0)
(s3768 4.0)
(s3769 5.0)
(s3770 5.0)
(s3771 2.0)
(s3773 4.0)
(s3774 5.0)
(s3775 5.0)
(s3776 2.0)
(s3778 4.0)
(s3779 5.0)
(s3780 5.0)
(s3781 2.0)
(s3783 4.0)
(s3784 5.0)
(s3785 5.0)
(s3786 2.0)
(s3788 4.0)
(s3789 5.0)
(s3790 5.0)
(s3791 2.0)
(s3793 4.0)
(s3794 5.0)
(s3795 5.0)
(s3796 2.0)
(s3798 4.0)
(s3799 5.0)
(s3800 5.0)
(s3801 2.0)
(s3803 4.0)
(s3804 5.0)
(s3805 5.0)
(s3806 2.0)
(s3808 4.0)
(s3809 5.0)
(s3810 5.0)
(s3811 2.0)
(s3813 4.0)
(s3814 5.0)
(s3815 5.0)
(s3816 2.0)
(s3818 4.0)
(s3819 5.0)
(s3820 5.0)
(s3821 2.0)
(s3823 4.0)
(s3824 5.0)
(s3825 5.0)
(s3826 2.0)
(s3828 4.0)
(s3829 5.0)
(s3830 5.0)
(s3831 2.0)
(s3833 4.0)
(s3834 5.0)
(s3835 5.0)
(s3836 2.0)
(s3838 4.0)
(s3839 5.0)
(s3840 5.0)
(s3841 2.0)
(s3843 4.0)
(s3844 5.0)
(s3845 5.0)
(s3846 2.0)
(s3848 4.0)
(s3849 5.0)
(s3850 5.0)
(s3851 2.0)
(s3853 4.0)
(s3854 5.0)
(s3855 5.0)
(s3856 2.0)
(s3858 4.0)
(s3859 5.0)
(s3860 5.0)
(s3861 2.0)
(s3863 4.0)
(s3864 5.0)
(s3865 5.0)
(s3866 2.0)
(s3868 4.0)
(s3869 5.0)
(s3870 5.0)
(s3871 2.0)
(s3873 4.0)
(s3874 5.0)
(s3875 5.0)
(s3876 2.0)
(s3878 4.0)
(s3879 5.0)
(s3880 5.0)
(s3881 2.0)
(s3883 4.0)
(s3884 5.0)
(s3885 5.0)
(s3886 2.0)
(s3888 4.0)
(s3889 5.0)
(s3890 5.0)
(s3891 2.0)
(s3893 4.0)
(s3894 5.0)
(s3895 5.0)
(s3896 2.0)
(s3898 4.0)
(s3899 5.0)
(s3900 5.0)
(s3901 2.0)
(s3903 4.0)
(s3904 5.0)
(s3905 5.0)
(s3906 2.0)
(s3908 4.0)
(s3909 5.0)
(s3910 5.0)
(s3911 2.0)
(s3913 4.0)
(s3914 5.0)
(s3915 5.0)
(s3916 2.0)
(s3918 4.0)
(s3919 5.0)
(s3920 5.0)
(s3921 2.0)
(s3923 4.0)
(s3924 5.0)
(s3925 5.0)
(s3926 2.0)
(s3928 4.0)
(s3929 5.0)
(s3930 5.0)
(s3931 2.0)
(s3933 4.0)
(s3934 5.0)
(s3935 5.0)
(s3936 2.0)
(s3938 4.0)
(s3939 5.0)
(s3940 5.0)
(s3941 2.0)
(s3943 4.0)
(s3944 5.0)
(s3945 5.0)
(s3946 2.0)
(s3948 4.0)
(s3949 5.0)
(s3950 5.0)
(s3951 2.0)
(s3953 4.0)
(s3954 5.0)
(s3955 5.0)
(s3956 2.0)
(s3958 4.0)
(s3959 5.0)
(s3960 5.0)
(s3961 2.0)
(s3963 4.0)
(s3964 5.0)
(s3965 5.0)
(s3966 2.0)
(s3968 4.0)
(s3969 5.0)
(s3970 5.0)
(s3971 2.0)
(s3973 4.0)
(s3974 5.0)
(s3975 5.0)
(s3976 2.0)
(s3978 4.0)
(s3979 5.0)
(s3980 5.0)
(s3981 2.0)
(s3983 4.0)
(s3984 5.0)
(s3985 5.0)
(s3986 2.0)
(s3988 4.0)
(s3989 5.0)
(s3990 5.0)
(s3991 2.0)
(s3993 4.0)
(s3994 5.0)
(s3995 5.0)
(s3996 2.0)
(s3998 4.0)
(s3999 5.0)
(s4000 5.0)
(s4001 2.0)
(s4003 4.0)
(s4004 5.0)
(s4005 5.0)
(s4006 2.0)
(s4008 4.0)
(s4009 5.0)
(s4010 5.0)
(s4011 2.0)
(s4013 4.0)
(s4014 5.0)
(s4015 5.0)
(s4016 2.0)
(s4018 4.0)
(s4019 5.0)
(s4020 5.0)
(s4021 2.0)
(s4023 4.0)
(s4024 5.0)
(s4025 5.0)
(s4026 2.0)
(s4028 4.0)
(s4029 5.0)
(s4030 5.0)
(s4031 2.0)
(s4033 4.0)
(s4034 5.0)
(s4035 5.0)
(s4036 2.0)
(s4038 4.0)
(s4039 5.0)
(s4040 5.0)
(s4041 2.0)
(s4043 4.0)
(s4044 5.0)
(s4045 5.0)
(s4046 2.0)
(s4048 4.0)
(s4049 5.0)
(s4050 5.0)
(s4051 2.0)
(s4053 4.0)
(s4054 5.0)
(s4055 5.0)
(s4056 2.0)
(s4058 4.0)
(s4059 5.0)
(s4060 5.0)
(s4061 2.0)
(s4063 4.0)
(s4064 5.0)
(s4065 5.0)
(s4066 2.0)
(s4068 4.0)
(s4069 5.0)
(s4070 5.0)
(s4071 2.0)
(s4073 4.0)
(s4074 5.0)
(s4075 5.0)
(s4076 2.0)
(s4078 4.0)
(s4079 5.0)
(s4080 5.0)
(s4081 2.0)
(s4083 4.0)
(s4084 5.0)
(s4085 5.0)
(s4086 2.0)
(s4088 4.0)
(s4089 5.0)
(s4090 5.0)
(s4091 2.0)
(s4093 4.0)
(s4094 5.0)
(s4095 5.0)
(s4096 2.0)
(s4098 4.0)
(s4099 5.0)
(s4100 5.0)
(s4101 2.0)
(s4103 4.0)
(s4104 5.0)
(s4105 5.0)
(s4106 2.0)
(s4108 4.0)
(s4109 5.0)
(s4110 5.0)
(s4111 2.0)
(s4113 4.0)
(s4114 5.0)
(s4115 5.0)
(s4116 2.0)
(s4118 4.0)
(s4119 5.0)
(s4120 5.0)
(s4121 2.0)
(s4123 4.0)
(s4124 5.0)
(s4125 5.0)
(s4126 2.0)
(s4128 4.0)
(s4129 5.0)
(s4130 5.0)
(s4131 2.0)
(s4133 4.0)
(s4134 5.0)
(s4135 5.0)
(s4136 2.0)
(s4138 4.0)
(s4139 5.0)
(s4140 5.0)
(s4141 2.0)
(s4143 4.0)
(s4144 5.0)
(s4145 5.0)
(s4146 2.0)
(s4148 4.0)
(s4149 5.0)
(s4150 5.0)
(s4151 2.0)
(s4153 4.0)
(s4154 5.0)
(s4155 5.0)
(s4156 2.0)
(s4158 4.0)
(s4159 5.0)
(s4160 5.0)
(s4161 2.0)
(s4163 4.0)
(s4164 5.0)
(s4165 5.0)
(s4166 2.0)
(s4168 4.0)
(s4169 5.0)
(s4170 5.0)
(s4171 2.0)
(s4173 4.0)
(s4174 5.0)
(s4175 5.0)
(s4176 2.0)
(s4178 4.0)
(s4179 5.0)
(s4180 5.0)
(s4181 2.0)
(s4183 4.0)
(s4184 5.0)
(s4185 5.0)
(s4186 2.0)
(s4188 4.0)
(s4189 5.0)
(s4190 5.0)
(s4191 2.0)
(s4193 4.0)
(s4194 5.0)
(s4195 5.0)
(s4196 2.0)
(s4198 4.0)
(s4199 5.0)
(s4200 5.0)
(s4201 2.0)
(s4203 4.0)
(s4204 5.0)
(s4205 5.0)
(s4206 2.0)
(s4208 4.0)
(s4209 5.0)
(s4210 5.0)
(s4211 2.0)
(s4213 4.0)
(s4214 5.0)
(s4215 5.0)
(s4216 2.0)
(s4218 4.0)
(s4219 5.0)
(s4220 5.0)
(s4221 2.0)
(s4223 4.0)
(s4224 5.0)
(s4225 5.0)
(s4226 2.0)
(s4228 4.0)
(s4229 5.0)
(s4230 5.0)
(s4231 2.0)
(s4233 4.0)
(s4234 5.0)
(s4235 5.0)
(s4236 2.0)
(s4238 4.0)
(s4239 5.0)
(s4240 5.0)
(s4241 2.0)
(s4243 4.0)
(s4244 5.0)
(s4245 5.0)
(s4246 2.0)
(s4248 4.0)
(s4249 5.0)
(s4250 5.0)
(s4251 2.0)
(s4253 4.0)
(s4254 5.0)
(s4255 5.0)
(s4256 2.0)
(s4258 4.0)
(s4259 5.0)
(s4260 5.0)
(s4261 2.0)
(s4263 4.0)
(s4264 5.0)
(s4265 5.0)
(s4266 2.0)
(s4268 4.0)
(s4269 5.0)
(s4270 5.0)
(s4271 2.0)
(s4273 4.0)
(s4274 5.0)
(s4275 5.0)
(s4276 2.0)
(s4278 4.0)
(s4279 5.0)
(s4280 5.0)
(s4281 2.0)
(s4283 4.0)
(s4284 5.0)
(s4285 5.0)
(s4286 2.0)
(s4288 4.0)
(s4289 5.0)
(s4290 5.0)
(s4291 2.0)
(s4293 4.0)
(s4294 5.0)
(s4295 5.0)
(s4296 2.0)
(s4298 4.0)
(s4299 5.0)
(s4300 5.0)
(s4301 2.0)
(s4303 4.0)
(s4304 5.0)
(s4305 5.0)
(s4306 2.0)
(s4308 4.0)
(s4309 5.0)
(s4310 5.0)
(s4311 2.0)
(s4313 4.0)
(s4314 5.0)
(s4315 5.0)
(s4316 2.0)
(s4318 4.0)
(s4319 5.0)
(s4320 5.0)
(s4321 2.0)
(s4323 4.0)
(s4324 5.0)
(s4325 5.0)
(s4326 2.0)
(s4328 4.0)
(s4329 5.0)
(s4330 5.0)
(s4331 2.0)
(s4333 4.0)
(s4334 5.0)
(s4335 5.0)
(s4336 2.0)
(s4338 4.0)
(s4339 5.0)
(s4340 5.0)
(s4341 2.0)
(s4343 4.0)
(s4344 5.0)
(s4345 5.0)
(s4346 2.0)
(s4348 4.0)
(s4349 5.0)
(s4350 5.0)
(s4351 2.0)
(s4353 4.0)
(s4354 5.0)
(s4355 5.0)
(s4356 2.0)
(s4358 4.0)
(s4359 5.0)
(s4360 5.0)
(s4361 2.0)
(s4363 4.0)
(s4364 5.0)
(s4365 5.0)
(s4366 2.0)
(s4368 4.0)
(s4369 5.0)
(s4370 5.0)
(s4371 2.0)
(s4373 4.0)
(s4374 5.0)
(s4375 5.0)
(s4376 2.0)
(s4378 4.0)
(s4379 5.0)
(s4380 5.0)
(s4381 2.0)
(s4383 4.0)
(s4384 5.0)
(s4385 5.0)
(s4386 2.0)
(s4388 4.0)
(s4389 5.0)
(s4390 5.0)
(s4391 2.0)
(s4393 4.0)
(s4394 5.0)
(s4395 5.0)
(s4396 2.0)
(s4398 4.0)
(s4399 5.0)
(s4400 5.0)
(s4401 2.0)
(s4403 4.0)
(s4404 5.0)
(s4405 5.0)
(s4406 2.0)
(s4408 4.0)
(s4409 5.0)
(s4410 5.0)
(s4411 2.0)
(s4413 4.0)
(s4414 5.0)
(s4415 5.0)
(s4416 2.0)
(s4418 4.0)
(s4419 5.0)
(s4420 5.0)
(s4421 2.0)
(s4423 4.0)
(s4424 5.0)
(s4425 5.0)
(s4426 2.0)
(s4428 4.0)
(s4429 5.0)
(s4430 5.0)
(s4431 2.0)
(s4433 4.0)
(s4434 5.0)
(s4435 5.0)
(s4436 2.0)
(s4438 4.0)
(s4439 5.0)
(s4440 5.0)
(s4441 2.0)
(s4443 4.0)
(s4444 5.0)
(s4445 5.0)
(s4446 2.0)
(s4448 4.0)
(s4449 5.0)
(s4450 5.0)
(s4451 2.0)
(s4453 4.0)
(s4454 5.0)
(s4455 5.0)
(s4456 2.0)
(s4458 4.0)
(s4459 5.0)
(s4460 5.0)
(s4461 2.0)
(s4463 4.0)
(s4464 5.0)
(s4465 5.0)
(s4466 2.0)
(s4468 4.0)
(s4469 5.0)
(s4470 5.0)
(s4471 2.0)
(s4473 4.0)
(s4474 5.0)
(s4475 5.0)
(s4476 2.0)
(s4478 4.0)
(s4479 5.0)
(s4480 5.0)
(s4481 2.0)
(s4483 4.0)
(s4484 5.0)
(s4485 5.0)
(s4486 2.0)
(s4488 4.0)
(s4489 5.0)
(s4490 5.0)
(s4491 2.0)
(s4493 4.0)
(s4494 5.0)
(s4495 5.0)
(s4496 2.0)
(s4498 4.0)
(s4499 5.0)
(s4500 5.0)
(s4501 2.0)
(s4503 4.0)
(s4504 5.0)
(s4505 5.0)
(s4506 2.0)
(s4508 4.0)
(s4509 5.0)
(s4510 5.0)
(s4511 2.0)
(s4513 4.0)
(s4514 5.0)
(s4515 5.0)
(s4516 2.0)
(s4518 4.0)
(s4519 5.0)
(s4520 5.0)
(s4521 2.0)
(s4523 4.0)
(s4524 5.0)
(s4525 5.0)
(s4526 2.0)
(s4528 4.0)
(s4529 5.0)
(s4530 5.0)
(s4531 2.0)
(s4533 4.0)
(s4534 5.0)
(s4535 5.0)
(s4536 2.0)
(s4538 4.0)
(s4539 5.0)
(s4540 5.0)
(s4541 2.0)
(s4543 4.0)
(s4544 5.0)
(s4545 5.0)
(s4546 2.0)
(s4548 4.0)
(s4549 5.0)
(s4550 5.0)
(s4551 2.0)
(s4553 4.0)
(s4554 5.0)
(s4555 5.0)
(s4556 2.0)
(s4558 4.0)
(s4559 5.0)
(s4560 5.0)
(s4561 2.0)
(s4563 4.0)
(s4564 5.0)
(s4565 5.0)
(s4566 2.0)
(s4568 4.0)
(s4569 5.0)
(s4570 5.0)
(s4571 2.0)
(s4573 4.0)
(s4574 5.0)
(s4575 5.0)
(s4576 2.0)
(s4578 4.0)
(s4579 5.0)
(s4580 5.0)
(s4581 2.0)
(s4583 4.0)
(s4584 5.0)
(s4585 5.0)
(s4586 2.0)
(s4588 4.0)
(s4589 5.0)
(s4590 5.0)
(s4591 2.0)
(s4593 4.0)
(s4594 5.0)
(s4595 5.0)
(s4596 2.0)
(s4598 4.0)
(s4599 5.0)
(s4600 5.0)
(s4601 2.0)
(s4603 4.0)
(s4604 5.0)
(s4605 5.0)
(s4606 2.0)
(s4608 4.0)
(s4609 5.0)
(s4610 5.0)
(s4611 2.0)
(s4613 4.0)
(s4614 5.0)
(s4615 5.0)
(s4616 2.0)
(s4618 4.0)
(s4619 5.0)
(s4620 5.0)
(s4621 2.0)
(s4623 4.0)
(s4624 5.0)
(s4625 5.0)
(s4626 2.0)
(s4628 4.0)
(s4629 5.0)
(s4630 5.0)
(s4631 2.0)
(s4633 4.0)
(s4634 5.0)
(s4635 5.0)
(s4636 2.0)
(s4638 4.0)
(s4639 5.0)
(s4640 5.0)
(s4641 2.0)
(s4643 4.0)
(s4644 5.0)
(s4645 5.0)
(s4646 2.0)
(s4648 4.0)
(s4649 5.0)
(s4650 5.0)
(s4651 2.0)
(s4653 4.0)
(s4654 5.0)
(s4655 5.0)
(s4656 2.0)
(s4658 4.0)
(s4659 5.0)
(s4660 5.0)
(s4661 2.0)
(s4663 4.0)
(s4664 5.0)
(s4665 5.0)
(s4666 2.0)
(s4668 4.0)
(s4669 5.0)
(s4670 5.0)
(s4671 2.0)
(s4673 4.0)
(s4674 5.0)
(s4675 5.0)
(s4676 2.0)
(s4678 4.0)
(s4679 5.0)
(s4680 5.0)
(s4681 2.0)
(s4683 4.0)
(s4684 5.0)
(s4685 5.0)
(s4686 2.0)
(s4688 4.0)
(s4689 5.0)
(s4690 5.0)
(s4691 2.0)
(s4693 4.0)
(s4694 5.0)
(s4695 5.0)
(s4696 2.0)
(s4698 4.0)
(s4699 5.0)
(s4700 5.0)
(s4701 2.0)
(s4703 4.0)
(s4704 5.0)
(s4705 5.0)
(s4706 2.0)
(s4708 4.0)
(s4709 5.0)
(s4710 5.0)
(s4711 2.0)
(s4713 4.0)
(s4714 5.0)
(s4715 5.0)
(s4716 2.0)
(s4718 4.0)
(s4719 5.0)
(s4720 5.0)
(s4721 2.0)
(s4723 4.0)
(s4724 5.0)
(s4725 5.0)
(s4726 2.0)
(s4728 4.0)
(s4729 5.0)
(s4730 5.0)
(s4731 2.0)
(s4733 4.0)
(s4734 5.0)
(s4735 5.0)
(s4736 2.0)
(s4738 4.0)
(s4739 5.0)
(s4740 5.0)
(s4741 2.0)
(s4743 4.0)
(s4744 5.0)
(s4745 5.0)
(s4746 2.0)
(s4748 4.0)
(s4749 5.0)
(s4750 5.0)
(s4751 2.0)
(s4753 4.0)
(s4754 5.0)
(s4755 5.0)
(s4756 2.0)
(s4758 4.0)
(s4759 5.0)
(s4760 5.0)
(s4761 2.0)
(s4763 4.0)
(s4764 5.0)
(s4765 5.0)
(s4766 2.0)
(s4768 4.0)
(s4769 5.0)
(s4770 5.0)
(s4771 2.0)
(s4773 4.0)
(s4774 5.0)
(s4775 5.0)
(s4776 2.0)
(s4778 4.0)
(s4779 5.0)
(s4780 5.0)
(s4781 2.0)
(s4783 4.0)
(s4784 5.0)
(s4785 5.0)
(s4786 2.0)
(s4788 4.0)
(s4789 5.0)
(s4790 5.0)
(s4791 2.0)
(s4793 4.0)
(s4794 5.0)
(s4795 5.0)
(s4796 2.0)
(s4798 4.0)
(s4799 5.0)
(s4800 5.0)
(s4801 2.0)
(s4803 4.0)
(s4804 5.0)
(s4805 5.0)
(s4806 2.0)
(s4808 4.0)
(s4809 5.0)
(s4810 5.0)
(s4811 2.0)
(s4813 4.0)
(s4814 5.0)
(s4815 5.0)
(s4816 2.0)
(s4818 4.0)
(s4819 5.0)
(s4820 5.0)
(s4821 2.0)
(s4823 4.0)
(s4824 5.0)
(s4825 5.0)
(s4826 2.0)
(s4828 4.0)
(s4829 5.0)
(s4830 5.0)
(s4831 2.0)
(s4833 4.0)
(s4834 5.0)
(s4835 5.0)
(s4836 2.0)
(s4838 4.0)
(s4839 5.0)
(s4840 5.0)
(s4841 2.0)
(s4843 4.0)
(s4844 5.0)
(s4845 5.0)
(s4846 2.0)
(s4848 4.0)
(s4849 5.0)
(s4850 5.0)
(s4851 2.0)
(s4853 4.0)
(s4854 5.0)
(s4855 5.0)
(s4856 2.0)
(s4858 4.0)
(s4859 5.0)
(s4860 5.0)
(s4861 2.0)
(s4863 4.0)
(s4864 5.0)
(s4865 5.0)
(s4866 2.0)
(s4868 4.0)
(s4869 5.0)
(s4870 5.0)
(s4871 2.0)
(s4873 4.0)
(s4874 5.0)
(s4875 5.0)
(s4876 2.0)
(s4878 4.0)
(s4879 5.0)
(s4880 5.0)
(s4881 2.0)
(s4883 4.0)
(s4884 5.0)
(s4885 5.0)
(s4886 2.0)
(s4888 4.0)
(s4889 5.0)
(s4890 5.0)
(s4891 2.0)
(s4893 4.0)
(s4894 5.0)
(s4895 5.0)
(s4896 2.0)
(s4898 4.0)
(s4899 5.0)
(s4900 5.0)
(s4901 2.0)
(s4903 4.0)
(s4904 5.0)
(s4905 5.0)
(s4906 2.0)
(s4908 4.0)
(s4909 5.0)
(s4910 5.0)
(s4911 2.0)
(s4913 4.0)
(s4914 5.0)
(s4915 5.0)
(s4916 2.0)
(s4918 4.0)
(s4919 5.0)
(s4920 5.0)
(s4921 2.0)
(s4923 4.0)
(s4924 5.0)
(s4925 5.0)
(s4926 2.0)
(s4928 4.0)
(s4929 5.0)
(s4930 5.0)
(s4931 2.0)
(s4933 4.0)
(s4934 5.0)
(s4935 5.0)
(s4936 2.0)
(s4938 4.0)
(s4939 5.0)
(s4940 5.0)
(s4941 2.0)
(s4943 4.0)
(s4944 5.0)
(s4945 5.0)
(s4946 2.0)
(s4948 4.0)
(s4949 5.0)
(s4950 5.0)
(s4951 2.0)
(s4953 4.0)
(s4954 5.0)
(s4955 5.0)
(s4956 2.0)
(s4958 4.0)
(s4959 5.0)
(s4960 5.0)
(s4961 2.0)
(s4963 4.0)
(s4964 5.0)
(s4965 5.0)
(s4966 2.0)
(s4968 4.0)
(s4969 5.0)
(s4970 5.0)
(s4971 2.0)
(s4973 4.0)
(s4974 5.0)
(s4975 5.0)
(s4976 2.0)
(s4978 4.0)
(s4979 5.0)
(s4980 5.0)
(s4981 2.0)
(s4983 4.0)
(s4984 5.0)
(s4985 5.0)
(s4986 2.0)
(s4988 4.0)
(s4989 5.0)
(s4990 5.0)
(s4991 2.0)
(s4993 4.0)
(s4994 5.0)
(s4995 5.0)
(s4996 2.0)
(s4998 4.0)
(s4999 5.0)
(s5000 5.0)
(s5001 2.0)
(s5003 4.0)
(s5004 5.0)
(s5005 5.0)
(s5006 2.0)
(s5008 4.0)
(s5009 5.0)
(s5010 5.0)
(s5011 2.0)
(s5013 4.0)
(s5014 5.0)
(s5015 5.0)
(s5016 2.0)
(s5018 4.0)
(s5019 5.0)
(s5020 5.0)
(s5021 2.0)
(s5023 4.0)
(s5024 5.0)
(s5025 5.0)
(s5026 2.0)
(s5028 4.0)
(s5029 5.0)
(s5030 5.0)
(s5031 2.0)
(s5033 4.0)
(s5034 5.0)
(s5035 5.0)
(s5036 2.0)
(s5038 4.0)
(s5039 5.0)
(s5040 5.0)
(s5041 2.0)
(s5043 4.0)
(s5044 5.0)
(s5045 5.0)
(s5046 2.0)
(s5048 4.0)
(s5049 5.0)
(s5050 5.0)
(s5051 2.0)
(s5053 4.0)
(s5054 5.0)
(s5055 5.0)
(s5056 2.0)
(s5058 4.0)
(s5059 5.0)
(s5060 5.0)
(s5061 2.0)
(s5063 4.0)
(s5064 5.0)
(s5065 5.0)
(s5066 2.0)
(s5068 4.0)
(s5069 5.0)
(s5070 5.0)
(s5071 2.0)
(s5073 4.0)
(s5074 5.0)
(s5075 5.0)
(s5076 2.0)
(s5078 4.0)
(s5079 5.0)
(s5080 5.0)
(s5081 2.0)
(s5083 4.0)
(s5084 5.0)
(s5085 5.0)
(s5086 2.0)
(s5088 4.0)
(s5089 5.0)
(s5090 5.0)
(s5091 2.0)
(s5093 4.0)
(s5094 5.0)
(s5095 5.0)
(s5096 2.0)
(s5098 4.0)
(s5099 5.0)
(s5100 5.0)
(s5101 2.0)
(s5103 4.0)
(s5104 5.0)
(s5105 5.0)
(s5106 2.0)
(s5108 4.0)
(s5109 5.0)
(s5110 5.0)
(s5111 2.0)
(s5113 4.0)
(s5114 5.0)
(s5115 5.0)
(s5116 2.0)
(s5118 4.0)
(s5119 5.0)
(s5120 5.0)
(s5121 2.0)
(s5123 4.0)
(s5124 5.0)
(s5125 5.0)
(s5126 2.0)
(s5128 4.0)
(s5129 5.0)
(s5130 5.0)
(s5131 2.0)
(s5133 4.0)
(s5134 5.0)
(s5135 5.0)
(s5136 2.0)
(s5138 4.0)
(s5139 5.0)
(s5140 5.0)
(s5141 2.0)
(s5143 4.0)
(s5144 5.0)
(s5145 5.0)
(s5146 2.0)
(s5148 4.0)
(s5149 5.0)
(s5150 5.0)
(s5151 2.0)
(s5153 4.0)
(s5154 5.0)
(s5155 5.0)
(s5156 2.0)
(s5158 4.0)
(s5159 5.0)
(s5160 5.0)
(s5161 2.0)
(s5163 4.0)
(s5164 5.0)
(s5165 5.0)
(s5166 2.0)
(s5168 4.0)
(s5169 5.0)
(s5170 5.0)
(s5171 2.0)
(s5173 4.0)
(s5174 5.0)
(s5175 5.0)
(s5176 2.0)
(s5178 4.0)
(s5179 5.0)
(s5180 5.0)
(s5181 2.0)
(s5183 4.0)
(s5184 5.0)
(s5185 5.0)
(s5186 2.0)
(s5188 4.0)
(s5189 5.0)
(s5190 5.0)
(s5191 2.0)
(s5193 4.0)
(s5194 5.0)
(s5195 5.0)
(s5196 2.0)
(s5198 4.0)
(s5199 5.0)
(s5200 5.0)
(s5201 2.0)
(s5203 4.0)
(s5204 5.0)
(s5205 5.0)
(s5206 2.0)
(s5208 4.0)
(s5209 5.0)
(s5210 5.0)
(s5211 2.0)
(s5213 4.0)
(s5214 5.0)
(s5215 5.0)
(s5216 2.0)
(s5218 4.0)
(s5219 5.0)
(s5220 5.0)
(s5221 2.0)
(s5223 4.0)
(s5224 5.0)
(s5225 5.0)
(s5226 2.0)
(s5228 4.0)
(s5229 5.0)
(s5230 5.0)
(s5231 2.0)
(s5233 4.0)
(s5234 5.0)
(s5235 5.0)
(s5236 2.0)
(s5238 4.0)
(s5239 5.0)
(s5240 5.0)
(s5241 2.0)
(s5243 4.0)
(s5244 5.0)
(s5245 5.0)
(s5246 2.0)
(s5248 4.0)
(s5249 5.0)
(s5250 5.0)
(s5251 2.0)
(s5253 4.0)
(s5254 5.0)
(s5255 5.0)
(s5256 2.0)
(s5258 4.0)
(s5259 5.0)
(s5260 5.0)
(s5261 2.0)
(s5263 4.0)
(s5264 5.0)
(s5265 5.0)
(s5266 2.0)
(s5268 4.0)
(s5269 5.0)
(s5270 5.0)
(s5271 2.0)
(s5273 4.0)
(s5274 5.0)
(s5275 5.0)
(s5276 2.0)
(s5278 4.0)
(s5279 5.0)
(s5280 5.0)
(s5281 2.0)
(s5283 4.0)
(s5284 5.0)
(s5285 5.0)
(s5286 2.0)
(s5288 4.0)
(s5289 5.0)
(s5290 5.0)
(s5291 2.0)
(s5293 4.0)
(s5294 5.0)
(s5295 5.0)
(s5296 2.0)
(s5298 4.0)
(s5299 5.0)
(s5300 5.0)
(s5301 2.0)
(s5303 4.0)
(s5304 5.0)
(s5305 5.0)
(s5306 2.0)
(s5308 4.0)
(s5309 5.0)
(s5310 5.0)
(s5311 2.0)
(s5313 4.0)
(s5314 5.0)
(s5315 5.0)
(s5316 2.0)
(s5318 4.0)
(s5319 5.0)
(s5320 5.0)
(s5321 2.0)
(s5323 4.0)
(s5324 5.0)
(s5325 5.0)
(s5326 2.0)
(s5328 4.0)
(s5329 5.0)
(s5330 5.0)
(s5331 2.0)
(s5333 4.0)
(s5334 5.0)
(s5335 5.0)
(s5336 2.0)
(s5338 4.0)
(s5339 5.0)
(s5340 5.0)
(s5341 2.0)
(s5343 4.0)
(s5344 5.0)
(s5345 5.0)
(s5346 2.0)
(s5348 4.0)
(s5349 5.0)
(s5350 5.0)
(s5351 2.0)
(s5353 4.0)
(s5354 5.0)
(s5355 5.0)
(s5356 2.0)
(s5358 4.0)
(s5359 5.0)
(s5360 5.0)
(s5361 2.0)
(s5363 4.0)
(s5364 5.0)
(s5365 5.0)
(s5366 2.0)
(s5368 4.0)
(s5369 5.0)
(s5370 5.0)
(s5371 2.0)
(s5373 4.0)
(s5374 5.0)
(s5375 5.0)
(s5376 2.0)
(s5378 4.0)
(s5379 5.0)
(s5380 5.0)
(s5381 2.0)
(s5383 4.0)
(s5384 5.0)
(s5385 5.0)
(s5386 2.0)
(s5388 4.0)
(s5389 5.0)
(s5390 5.0)
(s5391 2.0)
(s5393 4.0)
(s5394 5.0)
(s5395 5.0)
(s5396 2.0)
(s5398 4.0)
(s5399 5.0)
(s5400 5.0)
(s5401 2.0)
(s5403 4.0)
(s5404 5.0)
(s5405 5.0)
(s5406 2.0)
(s5408 4.0)
(s5409 5.0)
(s5410 5.0)
(s5411 2.0)
(s5413 4.0)
(s5414 5.0)
(s5415 5.0)
(s5416 2.0)
(s5418 4.0)
(s5419 5.0)
(s5420 5.0)
(s5421 2.0)
(s5423 4.0)
(s5424 5.0)
(s5425 5.0)
(s5426 2.0)
(s5428 4.0)
(s5429 5.0)
(s5430 5.0)
(s5431 2.0)
(s5433 4.0)
(s5434 5.0)
(s5435 5.0)
(s5436 2.0)
(s5438 4.0)
(s5439 5.0)
(s5440 5.0)
(s5441 2.0)
(s5443 4.0)
(s5444 5.0)
(s5445 5.0)
(s5446 2.0)
(s5448 4.0)
(s5449 5.0)
(s5450 5.0)
(s5451 2.0)
(s5453 4.0)
(s5454 5.0)
(s5455 5.0)
(s5456 2.0)
(s5458 4.0)
(s5459 5.0)
(s5460 5.0)
(s5461 2.0)
(s5463 4.0)
(s5464 5.0)
(s5465 5.0)
(s5466 2.0)
(s5468 4.0)
(s5469 5.0)
(s5470 5.0)
(s5471 2.0)
(s5473 4.0)
(s5474 5.0)
(s5475 5.0)
(s5476 2.0)
(s5478 4.0)
(s5479 5.0)
(s5480 5.0)
(s5481 2.0)
(s5483 4.0)
(s5484 5.0)
(s5485 5.0)
(s5486 2.0)
(s5488 4.0)
(s5489 5.0)
(s5490 5.0)
(s5491 2.0)
(s5493 4.0)
(s5494 5.0)
(s5495 5.0)
(s5496 2.0)
(s5498 4.0)
(s5499 5.0)
(s5500 5.0)
(s5501 2.0)
(s5503 4.0)
(s5504 5.0)
(s5505 5.0)
(s5506 2.0)
(s5508 4.0)
(s5509 5.0)
(s5510 5.0)
(s5511 2.0)
(s5513 4.0)
(s5514 5.0)
(s5515 5.0)
(s5516 2.0)
(s5518 4.0)
(s5519 5.0)
(s5520 5.0)
(s5521 2.0)
(s5523 4.0)
(s5524 5.0)
(s5525 5.0)
(s5526 2.0)
(s5528 4.0)
(s5529 5.0)
(s5530 5.0)
(s5531 2.0)
(s5533 4.0)
(s5534 5.0)
(s5535 5.0)
(s5536 2.0)
(s5538 4.0)
(s5539 5.0)
(s5540 5.0)
(s5541 2.0)
(s5543 4.0)
(s5544 5.0)
(s5545 5.0)
(s5546 2.0)
(s5548 4.0)
(s5549 5.0)
(s5550 5.0)
(s5551 2.0)
(s5553 4.0)
(s5554 5.0)
(s5555 5.0)
(s5556 2.0)
(s5558 4.0)
(s5559 5.0)
(s5560 5.0)
(s5561 2.0)
(s5563 4.0)
(s5564 5.0)
(s5565 5.0)
(s5566 2.0)
(s5568 4.0)
(s5569 5.0)
(s5570 5.0)
(s5571 2.0)
(s5573 4.0)
(s5574 5.0)
(s5575 5.0)
(s5576 2.0)
(s5578 4.0)
(s5579 5.0)
(s5580 5.0)
(s5581 2.0)
(s5583 4.0)
(s5584 5.0)
(s5585 5.0)
(s5586 2.0)
(s5588 4.0)
(s5589 5.0)
(s5590 5.0)
(s5591 2.0)
(s5593 4.0)
(s5594 5.0)
(s5595 5.0)
(s5596 2.0)
(s5598 4.0)
(s5599 5.0)
(s5600 5.0)
(s5601 2.0)
(s5603 4.0)
(s5604 5.0)
(s5605 5.0)
(s5606 2.0)
(s5608 4.0)
(s5609 5.0)
(s5610 5.0)
(s5611 2.0)
(s5613 4.0)
(s5614 5.0)
(s5615 5.0)
(s5616 2.0)
(s5618 4.0)
(s5619 5.0)
(s5620 5.0)
(s5621 2.0)
(s5623 4.0)
(s5624 5.0)
(s5625 5.0)
(s5626 2.0)
(s5628 4.0)
(s5629 5.0)
(s5630 5.0)
(s5631 2.0)
(s5633 4.0)
(s5634 5.0)
(s5635 5.0)
(s5636 2.0)
(s5638 4.0)
(s5639 5.0)
(s5640 5.0)
(s5641 2.0)
(s5643 4.0)
(s5644 5.0)
(s5645 5.0)
(s5646 2.0)
(s5648 4.0)
(s5649 5.0)
(s5650 5.0)
(s5651 2.0)
(s5653 4.0)
(s5654 5.0)
(s5655 5.0)
(s5656 2.0)
(s5658 4.0)
(s5659 5.0)
(s5660 5.0)
(s5661 2.0)
(s5663 4.0)
(s5664 5.0)
(s5665 5.0)
(s5666 2.0)
(s5668 4.0)
(s5669 5.0)
(s5670 5.0)
(s5671 2.0)
(s5673 4.0)
(s5674 5.0)
(s5675 5.0)
(s5676 2.0)
(s5678 4.0)
(s5679 5.0)
(s5680 5.0)
(s5681 2.0)
(s5683 4.0)
(s5684 5.0)
(s5685 5.0)
(s5686 2.0)
(s5688 4.0)
(s5689 5.0)
(s5690 5.0)
(s5691 2.0)
(s5693 4.0)
(s5694 5.0)
(s5695 5.0)
(s5696 2.0)
(s5698 4.0)
(s5699 5.0)
(s5700 5.0)
(s5701 2.0)
(s5703 4.0)
(s5704 5.0)
(s5705 5.0)
(s5706 2.0)
(s5708 4.0)
(s5709 5.0)
(s5710 5.0)
(s5711 2.0)
(s5713 4.0)
(s5714 5.0)
(s5715 5.0)
(s5716 2.0)
(s5718 4.0)
(s5719 5.0)
(s5720 5.0)
(s5721 2.0)
(s5723 4.0)
(s5724 5.0)
(s5725 5.0)
(s5726 2.0)
(s5728 4.0)
(s5729 5.0)
(s5730 5.0)
(s5731 2.0)
(s5733 4.0)
(s5734 5.0)
(s5735 5.0)
(s5736 2.0)
(s5738 4.0)
(s5739 5.0)
(s5740 5.0)
(s5741 2.0)
(s5743 4.0)
(s5744 5.0)
(s5745 5.0)
(s5746 2.0)
(s5748 4.0)
(s5749 5.0)
(s5750 5.0)
(s5751 2.0)
(s5753 4.0)
(s5754 5.0)
(s5755 5.0)
(s5756 2.0)
(s5758 4.0)
(s5759 5.0)
(s5760 5.0)
(s5761 2.0)
(s5763 4.0)
(s5764 5.0)
(s5765 5.0)
(s5766 2.0)
(s5768 4.0)
(s5769 5.0)
(s5770 5.0)
(s5771 2.0)
(s5773 4.0)
(s5774 5.0)
(s5775 5.0)
(s5776 2.0)
(s5778 4.0)
(s5779 5.0)
(s5780 5.0)
(s5781 2.0)
(s5783 4.0)
(s5784 5.0)
(s5785 5.0)
(s5786 2.0)
(s5788 4.0)
(s5789 5.0)
(s5790 5.0)
(s5791 2.0)
(s5793 4.0)
(s5794 5.0)
(s5795 5.0)
(s5796 2.0)
(s5798 4.0)
(s5799 5.0)
(s5800 5.0)
(s5801 2.0)
(s5803 4.0)
(s5804 5.0)
(s5805 5.0)
(s5806 2.0)
(s5808 4.0)
(s5809 5.0)
(s5810 5.0)
(s5811 2.0)
(s5813 4.0)
(s5814 5.0)
(s5815 5.0)
(s5816 2.0)
(s5818 4.0)
(s5819 5.0)
(s5820 5.0)
(s5821 2.0)
(s5823 4.0)
(s5824 5.0)
(s5825 5.0)
(s5826 2.0)
(s5828 4.0)
(s5829 5.0)
(s5830 5.0)
(s5831 2.0)
(s5833 4.0)
(s5834 5.0)
(s5835 5.0)
(s5836 2.0)
(s5838 4.0)
(s5839 5.0)
(s5840 5.0)
(s5841 2.0)
(s5843 4.0)
(s5844 5.0)
(s5845 5.0)
(s5846 2.0)
(s5848 4.0)
(s5849 5.0)
(s5850 5.0)
(s5851 2.0)
(s5853 4.0)
(s5854 5.0)
(s5855 5.0)
(s5856 2.0)
(s5858 4.0)
(s5859 5.0)
(s5860 5.0)
(s5861 2.0)
(s5863 4.0)
(s5864 5.0)
(s5865 5.0)
(s5866 2.0)
(s5868 4.0)
(s5869 5.0)
(s5870 5.0)
(s5871 2.0)
(s5873 4.0)
(s5874 5.0)
(s5875 5.0)
(s5876 2.0)
(s5878 4.0)
(s5879 5.0)
(s5880 5.0)
(s5881 2.0)
(s5883 4.0)
(s5884 5.0)
(s5885 5.0)
(s5886 2.0)
(s5888 4.0)
(s5889 5.0)
(s5890 5.0)
(s5891 2.0)
(s5893 4.0)
(s5894 5.0)
(s5895 5.0)
(s5896 2.0)
(s5898 4.0)
(s5899 5.0)
(s5900 5.0)
(s5901 2.0)
(s5903 4.0)
(s5904 5.0)
(s5905 5.0)
(s5906 2.0)
(s5908 4.0)
(s5909 5.0)
(s5910 5.0)
(s5911 2.0)
(s5913 4.0)
(s5914 5.0)
(s5915 5.0)
(s5916 2.0)
(s5918 4.0)
(s5919 5.0)
(s5920 5.0)
(s5921 2.0)
(s5923 4.0)
(s5924 5.0)
(s5925 5.0)
(s5926 2.0)
(s5928 4.0)
(s5929 5.0)
(s5930 5.0)
(s5931 2.0)
(s5933 4.0)
(s5934 5.0)
(s5935 5.0)
(s5936 2.0)
(s5938 4.0)
(s5939 5.0)
(s5940 5.0)
(s5941 2.0)
(s5943 4.0)
(s5944 5.0)
(s5945 5.0)
(s5946 2.0)
(s5948 4.0)
(s5949 5.0)
(s5950 5.0)
(s5951 2.0)
(s5953 4.0)
(s5954 5.0)
(s5955 5.0)
(s5956 2.0)
(s5958 4.0)
(s5959 5.0)
(s5960 5.0)
(s5961 2.0)
(s5963 4.0)
(s5964 5.0)
(s5965 5.0)
(s5966 2.0)
(s5968 4.0)
(s5969 5.0)
(s5970 5.0)
(s5971 2.0)
(s5973 4.0)
(s5974 5.0)
(s5975 5.0)
(s5976 2.0)
(s5978 4.0)
(s5979 5.0)
(s5980 5.0)
(s5981 2.0)
(s5983 4.0)
(s5984 5.0)
(s5985 5.0)
(s5986 2.0)
(s5988 4.0)
(s5989 5.0)
(s5990 5.0)
(s5991 2.0)
(s5993 4.0)
(s5994 5.0)
(s5995 5.0)
(s5996 2.0)
(s5998 4.0)
(s5999 5.0)
(s6000 5.0)
(s6001 2.0)
(s6003 4.0)
(s6004 5.0)
(s6005 5.0)
(s6006 2.0)
(s6008 4.0)
(s6009 5.0)
(s6010 5.0)
(s6011 2.0)
(s6013 4.0)
(s6014 5.0)
(s6015 5.0)
(s6016 2.0)
(s6018 4.0)
(s6019 5.0)
(s6020 5.0)
(s6021 2.0)
(s6023 4.0)
(s6024 5.0)
(s6025 5.0)
(s6026 2.0)
(s6028 4.0)
(s6029 5.0)
(s6030 5.0)
(s6031 2.0)
(s6033 4.0)
(s6034 5.0)
(s6035 5.0)
(s6036 2.0)
(s6038 4.0)
(s6039 5.0)
(s6040 5.0)
(s6041 2.0)
(s6043 4.0)
(s6044 5.0)
(s6045 5.0)
(s6046 2.0)
(s6048 4.0)
(s6049 5.0)
(s6050 5.0)
(s6051 2.0)
(s6053 4.0)
(s6054 5.0)
(s6055 5.0)
(s6056 2.0)
(s6058 4.0)
(s6059 5.0)
(s6060 5.0)
(s6061 2.0)
(s6063 4.0)
(s6064 5.0)
(s6065 5.0)
(s6066 2.0)
(s6068 4.0)
(s6069 5.0)
(s6070 5.0)
(s6071 2.0)
(s6073 4.0)
(s6074 5.0)
(s6075 5.0)
(s6076 2.0)
(s6078 4.0)
(s6079 5.0)
(s6080 5.0)
(s6081 2.0)
(s6083 4.0)
(s6084 5.0)
(s6085 5.0)
(s6086 2.0)
(s6088 4.0)
(s6089 5.0)
(s6090 5.0)
(s6091 2.0)
(s6093 4.0)
(s6094 5.0)
(s6095 5.0)
(s6096 2.0)
(s6098 4.0)
(s6099 5.0)
(s6100 5.0)
(s6101 2.0)
(s6103 4.0)
(s6104 5.0)
(s6105 5.0)
(s6106 2.0)
(s6108 4.0)
(s6109 5.0)
(s6110 5.0)
(s6111 2.0)
(s6113 4.0)
(s6114 5.0)
(s6115 5.0)
(s6116 2.0)
(s6118 4.0)
(s6119 5.0)
(s6120 5.0)
(s6121 2.0)
(s6123 4.0)
(s6124 5.0)
(s6125 5.0)
(s6126 2.0)
(s6128 4.0)
(s6129 5.0)
(s6130 5.0)
(s6131 2.0)
(s6133 4.0)
(s6134 5.0)
(s6135 5.0)
(s6136 2.0)
(s6138 4.0)
(s6139 5.0)
(s6140 5.0)
(s6141 2.0)
(s6143 4.0)
(s6144 5.0)
(s6145 5.0)
(s6146 2.0)
(s6148 4.0)
(s6149 5.0)
(s6150 5.0)
(s6151 2.0)
(s6153 4.0)
(s6154 5.0)
(s6155 5.0)
(s6156 2.0)
(s6158 4.0)
(s6159 5.0)
(s6160 5.0)
(s6161 2.0)
(s6163 4.0)
(s6164 5.0)
(s6165 5.0)
(s6166 2.0)
(s6168 4.0)
(s6169 5.0)
(s6170 5.0)
(s6171 2.0)
(s6173 4.0)
(s6174 5.0)
(s6175 5.0)
(s6176 2.0)
(s6178 4.0)
(s6179 5.0)
(s6180 5.0)
(s6181 2.0)
(s6183 4.0)
(s6184 5.0)
(s6185 5.0)
(s6186 2.0)
(s6188 4.0)
(s6189 5.0)
(s6190 5.0)
(s6191 2.0)
(s6193 4.0)
(s6194 5.0)
(s6195 5.0)
(s6196 2.0)
(s6198 4.0)
(s6199 5.0)
(s6200 5.0)
(s6201 2.0)
(s6203 4.0)
(s6204 5.0)
(s6205 5.0)
(s6206 2.0)
(s6208 4.0)
(s6209 5.0)
(s6210 5.0)
(s6211 2.0)
(s6213 4.0)
(s6214 5.0)
(s6215 5.0)
(s6216 2.0)
(s6218 4.0)
(s6219 5.0)
(s6220 5.0)
(s6221 2.0)
(s6223 4.0)
(s6224 5.0)
(s6225 5.0)
(s6226 2.0)
(s6228 4.0)
(s6229 5.0)
(s6230 5.0)
(s6231 2.0)
(s6233 4.0)
(s6234 5.0)
(s6235 5.0)
(s6236 2.0)
(s6238 4.0)
(s6239 5.0)
(s6240 5.0)
(s6241 2.0)
(s6243 4.0)
(s6244 5.0)
(s6245 5.0)
(s6246 2.0)
(s6248 4.0)
(s6249 5.0)
(s6250 5.0)
(s6251 2.0)
(s6253 4.0)
(s6254 5.0)
(s6255 5.0)
(s6256 2.0)
(s6258 4.0)
(s6259 5.0)
(s6260 5.0)
(s6261 2.0)
(s6263 4.0)
(s6264 5.0)
(s6265 5.0)
(s6266 2.0)
(s6268 4.0)
(s6269 5.0)
(s6270 5.0)
(s6271 2.0)
(s6273 4.0)
(s6274 5.0)
(s6275 5.0)
(s6276 2.0)
(s6278 4.0)
(s6279 5.0)
(s6280 5.0)
(s6281 2.0)
(s6283 4.0)
(s6284 5.0)
(s6285 5.0)
(s6286 2.0)
(s6288 4.0)
(s6289 5.0)
(s6290 5.0)
(s6291 2.0)
(s6293 4.0)
(s6294 5.0)
(s6295 5.0)
(s6296 2.0)
(s6298 4.0)
(s6299 5.0)
(s6300 5.0)
(s6301 2.0)
(s6303 4.0)
(s6304 5.0)
(s6305 5.0)
(s6306 2.0)
(s6308 4.0)
(s6309 5.0)
(s6310 5.0)
(s6311 2.0)
(s6313 4.0)
(s6314 5.0)
(s6315 5.0)
(s6316 2.0)
(s6318 4.0)
(s6319 5.0)
(s6320 5.0)
(s6321 2.0)
(s6323 4.0)
(s6324 5.0)
(s6325 5.0)
(s6326 2.0)
(s6328 4.0)
(s6329 5.0)
(s6330 5.0)
(s6331 2.0)
(s6333 4.0)
(s6334 5.0)
(s6335 5.0)
(s6336 2.0)
(s6338 4.0)
(s6339 5.0)
(s6340 5.0)
(s6341 2.0)
(s6343 4.0)
(s6344 5.0)
(s6345 5.0)
(s6346 2.0)
(s6348 4.0)
(s6349 5.0)
(s6350 5.0)
(s6351 2.0)
(s6353 4.0)
(s6354 5.0)
(s6355 5.0)
(s6356 2.0)
(s6358 4.0)
(s6359 5.0)
(s6360 5.0)
(s6361 2.0)
(s6363 4.0)
(s6364 5.0)
(s6365 5.0)
(s6366 2.0)
(s6368 4.0)
(s6369 5.0)
(s6370 5.0)
(s6371 2.0)
(s6373 4.0)
(s6374 5.0)
(s6375 5.0)
(s6376 2.0)
(s6378 4.0)
(s6379 5.0)
(s6380 5.0)
(s6381 2.0)
(s6383 4.0)
(s6384 5.0)
(s6385 5.0)
(s6386 2.0)
(s6388 4.0)
(s6389 5.0)
(s6390 5.0)
(s6391 2.0)
(s6393 4.0)
(s6394 5.0)
(s6395 5.0)
(s6396 2.0)
(s6398 4.0)
(s6399 5.0)
(s6400 5.0)
(s6401 2.0)
(s6403 4.0)
(s6404 5.0)
(s6405 5.0)
(s6406 2.0)
(s6408 4.0)
(s6409 5.0)
(s6410 5.0)
(s6411 2.0)
(s6413 4.0)
(s6414 5.0)
(s6415 5.0)
(s6416 2.0)
(s6418 4.0)
(s6419 5.0)
(s6420 5.0)
(s6421 2.0)
(s6423 4.0)
(s6424 5.0)
(s6425 5.0)
(s6426 2.0)
(s6428 4.0)
(s6429 5.0)
(s6430 5.0)
(s6431 2.0)
(s6433 4.0)
(s6434 5.0)
(s6435 5.0)
(s6436 2.0)
(s6438 4.0)
(s6439 5.0)
(s6440 5.0)
(s6441 2.0)
(s6443 4.0)
(s6444 5.0)
(s6445 5.0)
(s6446 2.0)
(s6448 4.0)
(s6449 5.0)
(s6450 5.0)
(s6451 2.0)
(s6453 4.0)
(s6454 5.0)
(s6455 5.0)
(s6456 2.0)
(s6458 4.0)
(s6459 5.0)
(s6460 5.0)
(s6461 2.0)
(s6463 4.0)
(s6464 5.0)
(s6465 5.0)
(s6466 2.0)
(s6468 4.0)
(s6469 5.0)
(s6470 5.0)
(s6471 2.0)
(s6473 4.0)
(s6474 5.0)
(s6475 5.0)
(s6476 2.0)
(s6478 4.0)
(s6479 5.0)
(s6480 5.0)
(s6481 2.0)
(s6483 4.0)
(s6484 5.0)
(s6485 5.0)
(s6486 2.0)
(s6488 4.0)
(s6489 5.0)
(s6490 5.0)
(s6491 2.0)
(s6493 4.0)
(s6494 5.0)
(s6495 5.0)
(s6496 2.0)
(s6498 4.0)
(s6499 5.0)
(s6500 5.0)
(s6501 2.0)
(s6503 4.0)
(s6504 5.0)
(s6505 5.0)
(s6506 2.0)
(s6508 4.0)
(s6509 5.0)
(s6510 5.0)
(s6511 2.0)
(s6513 4.0)
(s6514 5.0)
(s6515 5.0)
(s6516 2.0)
(s6518 4.0)
(s6519 5.0)
(s6520 5.0)
(s6521 2.0)
(s6523 4.0)
(s6524 5.0)
(s6525 5.0)
(s6526 2.0)
(s6528 4.0)
(s6529 5.0)
(s6530 5.0)
(s6531 2.0)
(s6533 4.0)
(s6534 5.0)
(s6535 5.0)
(s6536 2.0)
(s6538 4.0)
(s6539 5.0)
(s6540 5.0)
(s6541 2.0)
(s6543 4.0)
(s6544 5.0)
(s6545 5.0)
(s6546 2.0)
(s6548 4.0)
(s6549 5.0)
(s6550 5.0)
(s6551 2.0)
(s6553 4.0)
(s6554 5.0)
(s6555 5.0)
(s6556 2.0)
(s6558 4.0)
(s6559 5.0)
(s6560 5.0)
(s6561 2.0)
(s6563 4.0)
(s6564 5.0)
(s6565 5.0)
(s6566 2.0)
(s6568 4.0)
(s6569 5.0)
(s6570 5.0)
(s6571 2.0)
(s6573 4.0)
(s6574 5.0)
(s6575 5.0)
(s6576 2.0)
(s6578 4.0)
(s6579 5.0)
(s6580 5.0)
(s6581 2.0)
(s6583 4.0)
(s6584 5.0)
(s6585 5.0)
(s6586 2.0)
(s6588 4.0)
(s6589 5.0)
(s6590 5.0)
(s6591 2.0)
(s6593 4.0)
(s6594 5.0)
(s6595 5.0)
(s6596 2.0)
(s6598 4.0)
(s6599 5.0)
(s6600 5.0)
(s6601 2.0)
(s6603 4.0)
(s6604 5.0)
(s6605 5.0)
(s6606 2.0)
(s6608 4.0)
(s6609 5.0)
(s6610 5.0)
(s6611 2.0)
(s6613 4.0)
(s6614 5.0)
(s6615 5.0)
(s6616 2.0)
(s6618 4.0)
(s6619 5.0)
(s6620 5.0)
(s6621 2.0)
(s6623 4.0)
(s6624 5.0)
(s6625 5.0)
(s6626 2.0)
(s6628 4.0)
(s6629 5.0)
(s6630 5.0)
(s6631 2.0)
(s6633 4.0)
(s6634 5.0)
(s6635 5.0)
(s6636 2.0)
(s6638 4.0)
(s6639 5.0)
(s6640 5.0)
(s6641 2.0)
(s6643 4.0)
(s6644 5.0)
(s6645 5.0)
(s6646 2.0)
(s6648 4.0)
(s6649 5.0)
(s6650 5.0)
(s6651 2.0)
(s6653 4.0)
(s6654 5.0)
(s6655 5.0)
(s6656 2.0)
(s6658 4.0)
(s6659 5.0)
(s6660 5.0)
(s6661 2.0)
(s6663 4.0)
(s6664 5.0)
(s6665 5.0)
(s6666 2.0)
(s6668 4.0)
(s6669 5.0)
(s6670 5.0)
(s6671 2.0)
(s6673 4.0)
(s6674 5.0)
(s6675 5.0)
(s6676 2.0)
(s6678 4.0)
(s6679 5.0)
(s6680 5.0)
(s6681 2.0)
(s6683 4.0)
(s6684 5.0)
(s6685 5.0)
(s6686 2.0)
(s6688 4.0)
(s6689 5.0)
(s6690 5.0)
(s6691 2.0)
(s6693 4.0)
(s6694 5.0)
(s6695 5.0)
(s6696 2.0)
(s6698 4.0)
(s6699 5.0)
(s6700 5.0)
(s6701 2.0)
(s6703 4.0)
(s6704 5.0)
(s6705 5.0)
(s6706 2.0)
(s6708 4.0)
(s6709 5.0)
(s6710 5.0)
(s6711 2.0)
(s6713 4.0)
(s6714 5.0)
(s6715 5.0)
(s6716 2.0)
(s6718 4.0)
(s6719 5.0)
(s6720 5.0)
(s6721 2.0)
(s6723 4.0)
(s6724 5.0)
(s6725 5.0)
(s6726 2.0)
(s6728 4.0)
(s6729 5.0)
(s6730 5.0)
(s6731 2.0)
(s6733 4.0)
(s6734 5.0)
(s6735 5.0)
(s6736 2.0)
(s6738 4.0)
(s6739 5.0)
(s6740 5.0)
(s6741 2.0)
(s6743 4.0)
(s6744 5.0)
(s6745 5.0)
(s6746 2.0)
(s6748 4.0)
(s6749 5.0)
(s6750 5.0)
(s6751 2.0)
(s6753 4.0)
(s6754 5.0)
(s6755 5.0)
(s6756 2.0)
(s6758 4.0)
(s6759 5.0)
(s6760 5.0)
(s6761 2.0)
(s6763 4.0)
(s6764 5.0)
(s6765 5.0)
(s6766 2.0)
(s6768 4.0)
(s6769 5.0)
(s6770 5.0)
(s6771 2.0)
(s6773 4.0)
(s6774 5.0)
(s6775 5.0)
(s6776 2.0)
(s6778 4.0)
(s6779 5.0)
(s6780 5.0)
(s6781 2.0)
(s6783 4.0)
(s6784 5.0)
(s6785 5.0)
(s6786 2.0)
(s6788 4.0)
(s6789 5.0)
(s6790 5.0)
(s6791 2.0)
(s6793 4.0)
(s6794 5.0)
(s6795 5.0)
(s6796 2.0)
(s6798 4.0)
(s6799 5.0)
(s6800 5.0)
(s6801 2.0)
(s6803 4.0)
(s6804 5.0)
(s6805 5.0)
(s6806 2.0)
(s6808 4.0)
(s6809 5.0)
(s6810 5.0)
(s6811 2.0)
(s6813 4.0)
(s6814 5.0)
(s6815 5.0)
(s6816 2.0)
(s6818 4.0)
(s6819 5.0)
(s6820 5.0)
(s6821 2.0)
(s6823 4.0)
(s6824 5.0)
(s6825 5.0)
(s6826 2.0)
(s6828 4.0)
(s6829 5.0)
(s6830 5.0)
(s6831 2.0)
(s6833 4.0)
(s6834 5.0)
(s6835 5.0)
(s6836 2.0)
(s6838 4.0)
(s6839 5.0)
(s6840 5.0)
(s6841 2.0)
(s6843 4.0)
(s6844 5.0)
(s6845 5.0)
(s6846 2.0)
(s6848 4.0)
(s6849 5.0)
(s6850 5.0)
(s6851 2.0)
(s6853 4.0)
(s6854 5.0)
(s6855 5.0)
(s6856 2.0)
(s6858 4.0)
(s6859 5.0)
(s6860 5.0)
(s6861 2.0)
(s6863 4.0)
(s6864 5.0)
(s6865 5.0)
(s6866 2.0)
(s6868 4.0)
(s6869 5.0)
(s6870 5.0)
(s6871 2.0)
(s6873 4.0)
(s6874 5.0)
(s6875 5.0)
(s6876 2.0)
(s6878 4.0)
(s6879 5.0)
(s6880 5.0)
(s6881 2.0)
(s6883 4.0)
(s6884 5.0)
(s6885 5.0)
(s6886 2.0)
(s6888 4.0)
(s6889 5.0)
(s6890 5.0)
(s6891 2.0)
(s6893 4.0)
(s6894 5.0)
(s6895 5.0)
(s6896 2.0)
(s6898 4.0)
(s6899 5.0)
(s6900 5.0)
(s6901 2.0)
(s6903 4.0)
(s6904 5.0)
(s6905 5.0)
(s6906 2.0)
(s6908 4.0)
(s6909 5.0)
(s6910 5.0)
(s6911 2.0)
(s6913 4.0)
(s6914 5.0)
(s6915 5.0)
(s6916 2.0)
(s6918 4.0)
(s6919 5.0)
(s6920 5.0)
(s6921 2.0)
(s6923 4.0)
(s6924 5.0)
(s6925 5.0)
(s6926 2.0)
(s6928 4.0)
(s6929 5.0)
(s6930 5.0)
(s6931 2.0)
(s6933 4.0)
(s6934 5.0)
(s6935 5.0)
(s6936 2.0)
(s6938 4.0)
(s6939 5.0)
(s6940 5.0)
(s6941 2.0)
(s6943 4.0)
(s6944 5.0)
(s6945 5.0)
(s6946 2.0)
(s6948 4.0)
(s6949 5.0)
(s6950 5.0)
(s6951 2.0)
(s6953 4.0)
(s6954 5.0)
(s6955 5.0)
(s6956 2.0)
(s6958 4.0)
(s6959 5.0)
(s6960 5.0)
(s6961 2.0)
(s6963 4.0)
(s6964 5.0)
(s6965 5.0)
(s6966 2.0)
(s6968 4.0)
(s6969 5.0)
(s6970 5.0)
(s6971 2.0)
(s6973 4.0)
(s6974 5.0)
(s6975 5.0)
(s6976 2.0)
(s6978 4.0)
(s6979 5.0)
(s6980 5.0)
(s6981 2.0)
(s6983 4.0)
(s6984 5.0)
(s6985 5.0)
(s6986 2.0)
(s6988 4.0)
(s6989 5.0)
(s6990 5.0)
(s6991 2.0)
(s6993 4.0)
(s6994 5.0)
(s6995 5.0)
(s6996 2.0)
(s6998 4.0)
(s6999 5.0)
(s7000 5.0)
(s7001 2.0)
(s7003 4.0)
(s7004 5.0)
(s7005 5.0)
(s7006 2.0)
(s7008 4.0)
(s7009 5.0)
(s7010 5.0)
(s7011 2.0)
(s7013 4.0)
(s7014 5.0)
(s7015 5.0)
(s7016 2.0)
(s7018 4.0)
(s7019 5.0)
(s7020 5.0)
(s7021 2.0)
(s7023 4.0)
(s7024 5.0)
(s7025 5.0)
(s7026 2.0)
(s7028 4.0)
(s7029 5.0)
(s7030 5.0)
(s7031 2.0)
(s7033 4.0)
(s7034 5.0)
(s7035 5.0)
(s7036 2.0)
(s7038 4.0)
(s7039 5.0)
(s7040 5.0)
(s7041 2.0)
(s7043 4.0)
(s7044 5.0)
(s7045 5.0)
(s7046 2.0)
(s7048 4.0)
(s7049 5.0)
(s7050 5.0)
(s7051 2.0)
(s7053 4.0)
(s7054 5.0)
(s7055 5.0)
(s7056 2.0)
(s7058 4.0)
(s7059 5.0)
(s7060 5.0)
(s7061 2.0)
(s7063 4.0)
(s7064 5.0)
(s7065 5.0)
(s7066 2.0)
(s7068 4.0)
(s7069 5.0)
(s7070 5.0)
(s7071 2.0)
(s7073 4.0)
(s7074 5.0)
(s7075 5.0)
(s7076 2.0)
(s7078 4.0)
(s7079 5.0)
(s7080 5.0)
(s7081 2.0)
(s7083 4.0)
(s7084 5.0)
(s7085 5.0)
(s7086 2.0)
(s7088 4.0)
(s7089 5.0)
(s7090 5.0)
(s7091 2.0)
(s7093 4.0)
(s7094 5.0)
(s7095 5.0)
(s7096 2.0)
(s7098 4.0)
(s7099 5.0)
(s7100 5.0)
(s7101 2.0)
(s7103 4.0)
(s7104 5.0)
(s7105 5.0)
(s7106 2.0)
(s7108 4.0)
(s7109 5.0)
(s7110 5.0)
(s7111 2.0)
(s7113 4.0)
(s7114 5.0)
(s7115 5.0)
(s7116 2.0)
(s7118 4.0)
(s7119 5.0)
(s7120 5.0)
(s7121 2.0)
(s7123 4.0)
(s7124 5.0)
(s7125 5.0)
(s7126 2.0)
(s7128 4.0)
(s7129 5.0)
(s7130 5.0)
(s7131 2.0)
(s7133 4.0)
(s7134 5.0)
(s7135 5.0)
(s7136 2.0)
(s7138 4.0)
(s7139 5.0)
(s7140 5.0)
(s7141 2.0)
(s7143 4.0)
(s7144 5.0)
(s7145 5.0)
(s7146 2.0)
(s7148 4.0)
(s7149 5.0)
(s7150 5.0)
(s7151 2.0)
(s7153 4.0)
(s7154 5.0)
(s7155 5.0)
(s7156 2.0)
(s7158 4.0)
(s7159 5.0)
(s7160 5.0)
(s7161 2.0)
(s7163 4.0)
(s7164 5.0)
(s7165 5.0)
(s7166 2.0)
(s7168 4.0)
(s7169 5.0)
(s7170 5.0)
(s7171 2.0)
(s7173 4.0)
(s7174 5.0)
(s7175 5.0)
(s7176 2.0)
(s7178 4.0)
(s7179 5.0)
(s7180 5.0)
(s7181 2.0)
(s7183 4.0)
(s7184 5.0)
(s7185 5.0)
(s7186 2.0)
(s7188 4.0)
(s7189 5.0)
(s7190 5.0)
(s7191 2.0)
(s7193 4.0)
(s7194 5.0)
(s7195 5.0)
(s7196 2.0)
(s7198 4.0)
(s7199 5.0)
(s7200 5.0)
(s7201 2.0)
(s7203 4.0)
(s7204 5.0)
(s7205 5.0)
(s7206 2.0)
(s7208 4.0)
(s7209 5.0)
(s7210 5.0)
(s7211 2.0)
(s7213 4.0)
(s7214 5.0)
(s7215 5.0)
(s7216 2.0)
(s7218 4.0)
(s7219 5.0)
(s7220 5.0)
(s7221 2.0)
(s7223 4.0)
(s7224 5.0)
(s7225 5.0)
(s7226 2.0)
(s7228 4.0)
(s7229 5.0)
(s7230 5.0)
(s7231 2.0)
(s7233 4.0)
(s7234 5.0)
(s7235 5.0)
(s7236 2.0)
(s7238 4.0)
(s7239 5.0)
(s7240 5.0)
(s7241 2.0)
(s7243 4.0)
(s7244 5.0)
(s7245 5.0)
(s7246 2.0)
(s7248 4.0)
(s7249 5.0)
(s7250 5.0)
(s7251 2.0)
(s7253 4.0)
(s7254 5.0)
(s7255 5.0)
(s7256 2.0)
(s7258 4.0)
(s7259 5.0)
(s7260 5.0)
(s7261 2.0)
(s7263 4.0)
(s7264 5.0)
(s7265 5.0)
(s7266 2.0)
(s7268 4.0)
(s7269 5.0)
(s7270 5.0)
(s7271 2.0)
(s7273 4.0)
(s7274 5.0)
(s7275 5.0)
(s7276 2.0)
(s7278 4.0)
(s7279 5.0)
(s7280 5.0)
(s7281 2.0)
(s7283 4.0)
(s7284 5.0)
(s7285 5.0)
(s7286 2.0)
(s7288 4.0)
(s7289 5.0)
(s7290 5.0)
(s7291 2.0)
(s7293 4.0)
(s7294 5.0)
(s7295 5.0)
(s7296 2.0)
(s7298 4.0)
(s7299 5.0)
(s7300 5.0)
(s7301 2.0)
(s7303 4.0)
(s7304 5.0)
(s7305 5.0)
(s7306 2.0)
(s7308 4.0)
(s7309 5.0)
(s7310 5.0)
(s7311 2.0)
(s7313 4.0)
(s7314 5.0)
(s7315 5.0)
(s7316 2.0)
(s7318 4.0)
(s7319 5.0)
(s7320 5.0)
(s7321 2.0)
(s7323 4.0)
(s7324 5.0)
(s7325 5.0)
(s7326 2.0)
(s7328 4.0)
(s7329 5.0)
(s7330 5.0)
(s7331 2.0)
(s7333 4.0)
(s7334 5.0)
(s7335 5.0)
(s7336 2.0)
(s7338 4.0)
(s7339 5.0)
(s7340 5.0)
(s7341 2.0)
(s7343 4.0)
(s7344 5.0)
(s7345 5.0)
(s7346 2.0)
(s7348 4.0)
(s7349 5.0)
(s7350 5.0)
(s7351 2.0)
(s7353 4.0)
(s7354 5.0)
(s7355 5.0)
(s7356 2.0)
(s7358 4.0)
(s7359 5.0)
(s7360 5.0)
(s7361 2.0)
(s7363 4.0)
(s7364 5.0)
(s7365 5.0)
(s7366 2.0)
(s7368 4.0)
(s7369 5.0)
(s7370 5.0)
(s7371 2.0)
(s7373 4.0)
(s7374 5.0)
(s7375 5.0)
(s7376 2.0)
(s7378 4.0)
(s7379 5.0)
(s7380 5.0)
(s7381 2.0)
(s7383 4.0)
(s7384 5.0)
(s7385 5.0)
(s7386 2.0)
(s7388 4.0)
(s7389 5.0)
(s7390 5.0)
(s7391 2.0)
(s7393 4.0)
(s7394 5.0)
(s7395 5.0)
(s7396 2.0)
(s7398 4.0)
(s7399 5.0)
(s7400 5.0)
(s7401 2.0)
(s7403 4.0)
(s7404 5.0)
(s7405 5.0)
(s7406 2.0)
(s7408 4.0)
(s7409 5.0)
(s7410 5.0)
(s7411 2.0)
(s7413 4.0)
(s7414 5.0)
(s7415 5.0)
(s7416 2.0)
(s7418 4.0)
(s7419 5.0)
(s7420 5.0)
(s7421 2.0)
(s7423 4.0)
(s7424 5.0)
(s7425 5.0)
(s7426 2.0)
(s7428 4.0)
(s7429 5.0)
(s7430 5.0)
(s7431 2.0)
(s7433 4.0)
(s7434 5.0)
(s7435 5.0)
(s7436 2.0)
(s7438 4.0)
(s7439 5.0)
(s7440 5.0)
(s7441 2.0)
(s7443 4.0)
(s7444 5.0)
(s7445 5.0)
(s7446 2.0)
(s7448 4.0)
(s7449 5.0)
(s7450 5.0)
(s7451 2.0)
(s7453 4.0)
(s7454 5.0)
(s7455 5.0)
(s7456 2.0)
(s7458 4.0)
(s7459 5.0)
(s7460 5.0)
(s7461 2.0)
(s7463 4.0)
(s7464 5.0)
(s7465 5.0)
(s7466 2.0)
(s7468 4.0)
(s7469 5.0)
(s7470 5.0)
(s7471 2.0)
(s7473 4.0)
(s7474 5.0)
(s7475 5.0)
(s7476 2.0)
(s7478 4.0)
(s7479 5.0)
(s7480 5.0)
(s7481 2.0)
(s7483 4.0)
(s7484 5.0)
(s7485 5.0)
(s7486 2.0)
(s7488 4.0)
(s7489 5.0)
(s7490 5.0)
(s7491 2.0)
(s7493 4.0)
(s7494 5.0)
(s7495 5.0)
(s7496 2.0)
(s7498 4.0)
(s7499 5.0)
(s7500 5.0)
(s7501 2.0)
(s7503 4.0)
(s7504 5.0)
(s7505 5.0)
(s7506 2.0)
(s7508 4.0)
(s7509 5.0)
(s7510 5.0)
(s7511 2.0)
(s7513 4.0)
(s7514 5.0)
(s7515 5.0)
(s7516 2.0)
(s7518 4.0)
(s7519 5.0)
(s7520 5.0)
(s7521 2.0)
(s7523 4.0)
(s7524 5.0)
(s7525 5.0)
(s7526 2.0)
(s7528 4.0)
(s7529 5.0)
(s7530 5.0)
(s7531 2.0)
(s7533 4.0)
(s7534 5.0)
(s7535 5.0)
(s7536 2.0)
(s7538 4.0)
(s7539 5.0)
(s7540 5.0)
(s7541 2.0)
(s7543 4.0)
(s7544 5.0)
(s7545 5.0)
(s7546 2.0)
(s7548 4.0)
(s7549 5.0)
(s7550 5.0)
(s7551 2.0)
(s7553 4.0)
(s7554 5.0)
(s7555 5.0)
(s7556 2.0)
(s7558 4.0)
(s7559 5.0)
(s7560 5.0)
(s7561 2.0)
(s7563 4.0)
(s7564 5.0)
(s7565 5.0)
(s7566 2.0)
(s7568 4.0)
(s7569 5.0)
(s7570 5.0)
(s7571 2.0)
(s7573 4.0)
(s7574 5.0)
(s7575 5.0)
(s7576 2.0)
(s7578 4.0)
(s7579 5.0)
(s7580 5.0)
(s7581 2.0)
(s7583 4.0)
(s7584 5.0)
(s7585 5.0)
(s7586 2.0)
(s7588 4.0)
(s7589 5.0)
(s7590 5.0)
(s7591 2.0)
(s7593 4.0)
(s7594 5.0)
(s7595 5.0)
(s7596 2.0)
(s7598 4.0)
(s7599 5.0)
(s7600 5.0)
(s7601 2.0)
(s7603 4.0)
(s7604 5.0)
(s7605 5.0)
(s7606 2.0)
(s7608 4.0)
(s7609 5.0)
(s7610 5.0)
(s7611 2.0)
(s7613 4.0)
(s7614 5.0)
(s7615 5.0)
(s7616 2.0)
(s7618 4.0)
(s7619 5.0)
(s7620 5.0)
(s7621 2.0)
(s7623 4.0)
(s7624 5.0)
(s7625 5.0)
(s7626 2.0)
(s7628 4.0)
(s7629 5.0)
(s7630 5.0)
(s7631 2.0)
(s7633 4.0)
(s7634 5.0)
(s7635 5.0)
(s7636 2.0)
(s7638 4.0)
(s7639 5.0)
(s7640 5.0)
(s7641 2.0)
(s7643 4.0)
(s7644 5.0)
(s7645 5.0)
(s7646 2.0)
(s7648 4.0)
(s7649 5.0)
(s7650 5.0)
(s7651 2.0)
(s7653 4.0)
(s7654 5.0)
(s7655 5.0)
(s7656 2.0)
(s7658 4.0)
(s7659 5.0)
(s7660 5.0)
(s7661 2.0)
(s7663 4.0)
(s7664 5.0)
(s7665 5.0)
(s7666 2.0)
(s7668 4.0)
(s7669 5.0)
(s7670 5.0)
(s7671 2.0)
(s7673 4.0)
(s7674 5.0)
(s7675 5.0)
(s7676 2.0)
(s7678 4.0)
(s7679 5.0)
(s7680 5.0)
(s7681 2.0)
(s7683 4.0)
(s7684 5.0)
(s7685 5.0)
(s7686 2.0)
(s7688 4.0)
(s7689 5.0)
(s7690 5.0)
(s7691 2.0)
(s7693 4.0)
(s7694 5.0)
(s7695 5.0)
(s7696 2.0)
(s7698 4.0)
(s7699 5.0)
(s7700 5.0)
(s7701 2.0)
(s7703 4.0)
(s7704 5.0)
(s7705 5.0)
(s7706 2.0)
(s7708 4.0)
(s7709 5.0)
(s7710 5.0)
(s7711 2.0)
(s7713 4.0)
(s7714 5.0)
(s7715 5.0)
(s7716 2.0)
(s7718 4.0)
(s7719 5.0)
(s7720 5.0)
(s7721 2.0)
(s7723 4.0)
(s7724 5.0)
(s7725 5.0)
(s7726 2.0)
(s7728 4.0)
(s7729 5.0)
(s7730 5.0)
(s7731 2.0)
(s7733 4.0)
(s7734 5.0)
(s7735 5.0)
(s7736 2.0)
(s7738 4.0)
(s7739 5.0)
(s7740 5.0)
(s7741 2.0)
(s7743 4.0)
(s7744 5.0)
(s7745 5.0)
(s7746 2.0)
(s7748 4.0)
(s7749 5.0)
(s7750 5.0)
(s7751 2.0)
(s7753 4.0)
(s7754 5.0)
(s7755 5.0)
(s7756 2.0)
(s7758 4.0)
(s7759 5.0)
(s7760 5.0)
(s7761 2.0)
(s7763 4.0)
(s7764 5.0)
(s7765 5.0)
(s7766 2.0)
(s7768 4.0)
(s7769 5.0)
(s7770 5.0)
(s7771 2.0)
(s7773 4.0)
(s7774 5.0)
(s7775 5.0)
(s7776 2.0)
(s7778 4.0)
(s7779 5.0)
(s7780 5.0)
(s7781 2.0)
(s7783 4.0)
(s7784 5.0)
(s7785 5.0)
(s7786 2.0)
(s7788 4.0)
(s7789 5.0)
(s7790 5.0)
(s7791 2.0)
(s7793 4.0)
(s7794 5.0)
(s7795 5.0)
(s7796 2.0)
(s7798 4.0)
(s7799 5.0)
(s7800 5.0)
(s7801 2.0)
(s7803 4.0)
(s7804 5.0)
(s7805 5.0)
(s7806 2.0)
(s7808 4.0)
(s7809 5.0)
(s7810 5.0)
(s7811 2.0)
(s7813 4.0)
(s7814 5.0)
(s7815 5.0)
(s7816 2.0)
(s7818 4.0)
(s7819 5.0)
(s7820 5.0)
(s7821 2.0)
(s7823 4.0)
(s7824 5.0)
(s7825 5.0)
(s7826 2.0)
(s7828 4.0)
(s7829 5.0)
(s7830 5.0)
(s7831 2.0)
(s7833 4.0)
(s7834 5.0)
(s7835 5.0)
(s7836 2.0)
(s7838 4.0)
(s7839 5.0)
(s7840 5.0)
(s7841 2.0)
(s7843 4.0)
(s7844 5.0)
(s7845 5.0)
(s7846 2.0)
(s7848 4.0)
(s7849 5.0)
(s7850 5.0)
(s7851 2.0)
(s7853 4.0)
(s7854 5.0)
(s7855 5.0)
(s7856 2.0)
(s7858 4.0)
(s7859 5.0)
(s7860 5.0)
(s7861 2.0)
(s7863 4.0)
(s7864 5.0)
(s7865 5.0)
(s7866 2.0)
(s7868 4.0)
(s7869 5.0)
(s7870 5.0)
(s7871 2.0)
(s7873 4.0)
(s7874 5.0)
(s7875 5.0)
(s7876 2.0)
(s7878 4.0)
(s7879 5.0)
(s7880 5.0)
(s7881 2.0)
(s7883 4.0)
(s7884 5.0)
(s7885 5.0)
(s7886 2.0)
(s7888 4.0)
(s7889 5.0)
(s7890 5.0)
(s7891 2.0)
(s7893 4.0)
(s7894 5.0)
(s7895 5.0)
(s7896 2.0)
(s7898 4.0)
(s7899 5.0)
(s7900 5.0)
(s7901 2.0)
(s7903 4.0)
(s7904 5.0)
(s7905 5.0)
(s7906 2.0)
(s7908 4.0)
(s7909 5.0)
(s7910 5.0)
(s7911 2.0)
(s7913 4.0)
(s7914 5.0)
(s7915 5.0)
(s7916 2.0)
(s7918 4.0)
(s7919 5.0)
(s7920 5.0)
(s7921 2.0)
(s7923 4.0)
(s7924 5.0)
(s7925 5.0)
(s7926 2.0)
(s7928 4.0)
(s7929 5.0)
(s7930 5.0)
(s7931 2.0)
(s7933 4.0)
(s7934 5.0)
(s7935 5.0)
(s7936 2.0)
(s7938 4.0)
(s7939 5.0)
(s7940 5.0)
(s7941 2.0)
(s7943 4.0)
(s7944 5.0)
(s7945 5.0)
(s7946 2.0)
(s7948 4.0)
(s7949 5.0)
(s7950 5.0)
(s7951 2.0)
(s7953 4.0)
(s7954 5.0)
(s7955 5.0)
(s7956 2.0)
(s7958 4.0)
(s7959 5.0)
(s7960 5.0)
(s7961 2.0)
(s7963 4.0)
(s7964 5.0)
(s7965 5.0)
(s7966 2.0)
(s7968 4.0)
(s7969 5.0)
(s7970 5.0)
(s7971 2.0)
(s7973 4.0)
(s7974 5.0)
(s7975 5.0)
(s7976 2.0)
(s7978 4.0)
(s7979 5.0)
(s7980 5.0)
(s7981 2.0)
(s7983 4.0)
(s7984 5.0)
(s7985 5.0)
(s7986 2.0)
(s7988 4.0)
(s7989 5.0)
(s7990 5.0)
(s7991 2.0)
(s7993 4.0)
(s7994 5.0)
(s7995 5.0)
(s7996 2.0)
(s7998 4.0)
(s7999 5.0)
(s8000 5.0)
(s8001 2.0)
(s8003 4.0)
(s8004 5.0)
(s8005 5.0)
(s8006 2.0)
(s8008 4.0)
(s8009 5.0)
(s8010 5.0)
(s8011 2.0)
(s8013 4.0)
(s8014 5.0)
(s8015 5.0)
(s8016 2.0)
(s8018 4.0)
(s8019 5.0)
(s8020 5.0)
(s8021 2.0)
(s8023 4.0)
(s8024 5.0)
(s8025 5.0)
(s8026 2.0)
(s8028 4.0)
(s8029 5.0)
(s8030 5.0)
(s8031 2.0)
(s8033 4.0)
(s8034 5.0)
(s8035 5.0)
(s8036 2.0)
(s8038 4.0)
(s8039 5.0)
(s8040 5.0)
(s8041 2.0)
(s8043 4.0)
(s8044 5.0)
(s8045 5.0)
(s8046 2.0)
(s8048 4.0)
(s8049 5.0)
(s8050 5.0)
(s8051 2.0)
(s8053 4.0)
(s8054 5.0)
(s8055 5.0)
(s8056 2.0)
(s8058 4.0)
(s8059 5.0)
(s8060 5.0)
(s8061 2.0)
(s8063 4.0)
(s8064 5.0)
(s8065 5.0)
(s8066 2.0)
(s8068 4.0)
(s8069 5.0)
(s8070 5.0)
(s8071 2.0)
(s8073 4.0)
(s8074 5.0)
(s8075 5.0)
(s8076 2.0)
(s8078 4.0)
(s8079 5.0)
(s8080 5.0)
(s8081 2.0)
(s8083 4.0)
(s8084 5.0)
(s8085 5.0)
(s8086 2.0)
(s8088 4.0)
(s8089 5.0)
(s8090 5.0)
(s8091 2.0)
(s8093 4.0)
(s8094 5.0)
(s8095 5.0)
(s8096 2.0)
(s8098 4.0)
(s8099 5.0)
(s8100 5.0)
(s8101 2.0)
(s8103 4.0)
(s8104 5.0)
(s8105 5.0)
(s8106 2.0)
(s8108 4.0)
(s8109 5.0)
(s8110 5.0)
(s8111 2.0)
(s8113 4.0)
(s8114 5.0)
(s8115 5.0)
(s8116 2.0)
(s8118 4.0)
(s8119 5.0)
(s8120 5.0)
(s8121 2.0)
(s8123 4.0)
(s8124 5.0)
(s8125 5.0)
(s8126 2.0)
(s8128 4.0)
(s8129 5.0)
(s8130 5.0)
(s8131 2.0)
(s8133 4.0)
(s8134 5.0)
(s8135 5.0)
(s8136 2.0)
(s8138 4.0)
(s8139 5.0)
(s8140 5.0)
(s8141 2.0)
(s8143 4.0)
(s8144 5.0)
(s8145 5.0)
(s8146 2.0)
(s8148 4.0)
(s8149 5.0)
(s8150 5.0)
(s8151 2.0)
(s8153 4.0)
(s8154 5.0)
(s8155 5.0)
(s8156 2.0)
(s8158 4.0)
(s8159 5.0)
(s8160 5.0)
(s8161 2.0)
(s8163 4.0)
(s8164 5.0)
(s8165 5.0)
(s8166 2.0)
(s8168 4.0)
(s8169 5.0)
(s8170 5.0)
(s8171 2.0)
(s8173 4.0)
(s8174 5.0)
(s8175 5.0)
(s8176 2.0)
(s8178 4.0)
(s8179 5.0)
(s8180 5.0)
(s8181 2.0)
(s8183 4.0)
(s8184 5.0)
(s8185 5.0)
(s8186 2.0)
(s8188 4.0)
(s8189 5.0)
(s8190 5.0)
(s8191 2.0)
(s8193 4.0)
(s8194 5.0)
(s8195 5.0)
(s8196 2.0)
(s8198 4.0)
(s8199 5.0)
(s8200 5.0)
(s8201 2.0)
(s8203 4.0)
(s8204 5.0)
(s8205 5.0)
(s8206 2.0)
(s8208 4.0)
(s8209 5.0)
(s8210 5.0)
(s8211 2.0)
(s8213 4.0)
(s8214 5.0)
(s8215 5.0)
(s8216 2.0)
(s8218 4.0)
(s8219 5.0)
(s8220 5.0)
(s8221 2.0)
(s8223 4.0)
(s8224 5.0)
(s8225 5.0)
(s8226 2.0)
(s8228 4.0)
(s8229 5.0)
(s8230 5.0)
(s8231 2.0)
(s8233 4.0)
(s8234 5.0)
(s8235 5.0)
(s8236 2.0)
(s8238 4.0)
(s8239 5.0)
(s8240 5.0)
(s8241 2.0)
(s8243 4.0)
(s8244 5.0)
(s8245 5.0)
(s8246 2.0)
(s8248 4.0)
(s8249 5.0)
(s8250 5.0)
(s8251 2.0)
(s8253 4.0)
(s8254 5.0)
(s8255 5.0)
(s8256 2.0)
(s8258 4.0)
(s8259 5.0)
(s8260 5.0)
(s8261 2.0)
(s8263 4.0)
(s8264 5.0)
(s8265 5.0)
(s8266 2.0)
(s8268 4.0)
(s8269 5.0)
(s8270 5.0)
(s8271 2.0)
(s8273 4.0)
(s8274 5.0)
(s8275 5.0)
(s8276 2.0)
(s8278 4.0)
(s8279 5.0)
(s8280 5.0)
(s8281 2.0)
(s8283 4.0)
(s8284 5.0)
(s8285 5.0)
(s8286 2.0)
(s8288 4.0)
(s8289 5.0)
(s8290 5.0)
(s8291 2.0)
(s8293 4.0)
(s8294 5.0)
(s8295 5.0)
(s8296 2.0)
(s8298 4.0)
(s8299 5.0)
(s8300 5.0)
(s8301 2.0)
(s8303 4.0)
(s8304 5.0)
(s8305 5.0)
(s8306 2.0)
(s8308 4.0)
(s8309 5.0)
(s8310 5.0)
(s8311 2.0)
(s8313 4.0)
(s8314 5.0)
(s8315 5.0)
(s8316 2.0)
(s8318 4.0)
(s8319 5.0)
(s8320 5.0)
(s8321 2.0)
(s8323 4.0)
(s8324 5.0)
(s8325 5.0)
(s8326 2.0)
(s8328 4.0)
(s8329 5.0)
(s8330 5.0)
(s8331 2.0)
(s8333 4.0)
(s8334 5.0)
(s8335 5.0)
(s8336 2.0)
(s8338 4.0)
(s8339 5.0)
(s8340 5.0)
(s8341 2.0)
(s8343 4.0)
(s8344 5.0)
(s8345 5.0)
(s8346 2.0)
(s8348 4.0)
(s8349 5.0)
(s8350 5.0)
(s8351 2.0)
(s8353 4.0)
(s8354 5.0)
(s8355 5.0)
(s8356 2.0)
(s8358 4.0)
(s8359 5.0)
(s8360 5.0)
(s8361 2.0)
(s8363 4.0)
(s8364 5.0)
(s8365 5.0)
(s8366 2.0)
(s8368 4.0)
(s8369 5.0)
(s8370 5.0)
(s8371 2.0)
(s8373 4.0)
(s8374 5.0)
(s8375 5.0)
(s8376 2.0)
(s8378 4.0)
(s8379 5.0)
(s8380 5.0)
(s8381 2.0)
(s8383 4.0)
(s8384 5.0)
(s8385 5.0)
(s8386 2.0)
(s8388 4.0)
(s8389 5.0)
(s8390 5.0)
(s8391 2.0)
(s8393 4.0)
(s8394 5.0)
(s8395 5.0)
(s8396 2.0)
(s8398 4.0)
(s8399 5.0)
(s8400 5.0)
(s8401 2.0)
(s8403 4.0)
(s8404 5.0)
(s8405 5.0)
(s8406 2.0)
(s8408 4.0)
(s8409 5.0)
(s8410 5.0)
(s8411 2.0)
(s8413 4.0)
(s8414 5.0)
(s8415 5.0)
(s8416 2.0)
(s8418 4.0)
(s8419 5.0)
(s8420 5.0)
(s8421 2.0)
(s8423 4.0)
(s8424 5.0)
(s8425 5.0)
(s8426 2.0)
(s8428 4.0)
(s8429 5.0)
(s8430 5.0)
(s8431 2.0)
(s8433 4.0)
(s8434 5.0)
(s8435 5.0)
(s8436 2.0)
(s8438 4.0)
(s8439 5.0)
(s8440 5.0)
(s8441 2.0)
(s8443 4.0)
(s8444 5.0)
(s8445 5.0)
(s8446 2.0)
(s8448 4.0)
(s8449 5.0)
(s8450 5.0)
(s8451 2.0)
(s8453 4.0)
(s8454 5.0)
(s8455 5.0)
(s8456 2.0)
(s8458 4.0)
(s8459 5.0)
(s8460 5.0)
(s8461 2.0)
(s8463 4.0)
(s8464 5.0)
(s8465 5.0)
(s8466 2.0)
(s8468 4.0)
(s8469 5.0)
(s8470 5.0)
(s8471 2.0)
(s8473 4.0)
(s8474 5.0)
(s8475 5.0)
(s8476 2.0)
(s8478 4.0)
(s8479 5.0)
(s8480 5.0)
(s8481 2.0)
(s8483 4.0)
(s8484 5.0)
(s8485 5.0)
(s8486 2.0)
(s8488 4.0)
(s8489 5.0)
(s8490 5.0)
(s8491 2.0)
(s8493 4.0)
(s8494 5.0)
(s8495 5.0)
(s8496 2.0)
(s8498 4.0)
(s8499 5.0)
(s8500 5.0)
(s8501 2.0)
(s8503 4.0)
(s8504 5.0)
(s8505 5.0)
(s8506 2.0)
(s8508 4.0)
(s8509 5.0)
(s8510 5.0)
(s8511 2.0)
(s8513 4.0)
(s8514 5.0)
(s8515 5.0)
(s8516 2.0)
(s8518 4.0)
(s8519 5.0)
(s8520 5.0)
(s8521 2.0)
(s8523 4.0)
(s8524 5.0)
(s8525 5.0)
(s8526 2.0)
(s8528 4.0)
(s8529 5.0)
(s8530 5.0)
(s8531 2.0)
(s8533 4.0)
(s8534 5.0)
(s8535 5.0)
(s8536 2.0)
(s8538 4.0)
(s8539 5.0)
(s8540 5.0)
(s8541 2.0)
(s8543 4.0)
(s8544 5.0)
(s8545 5.0)
(s8546 2.0)
(s8548 4.0)
(s8549 5.0)
(s8550 5.0)
(s8551 2.0)
(s8553 4.0)
(s8554 5.0)
(s8555 5.0)
(s8556 2.0)
(s8558 4.0)
(s8559 5.0)
(s8560 5.0)
(s8561 2.0)
(s8563 4.0)
(s8564 5.0)
(s8565 5.0)
(s8566 2.0)
(s8568 4.0)
(s8569 5.0)
(s8570 5.0)
(s8571 2.0)
(s8573 4.0)
(s8574 5.0)
(s8575 5.0)
(s8576 2.0)
(s8578 4.0)
(s8579 5.0)
(s8580 5.0)
(s8581 2.0)
(s8583 4.0)
(s8584 5.0)
(s8585 5.0)
(s8586 2.0)
(s8588 4.0)
(s8589 5.0)
(s8590 5.0)
(s8591 2.0)
(s8593 4.0)
(s8594 5.0)
(s8595 5.0)
(s8596 2.0)
(s8598 4.0)
(s8599 5.0)
(s8600 5.0)
(s8601 2.0)
(s8603 4.0)
(s8604 5.0)
(s8605 5.0)
(s8606 2.0)
(s8608 4.0)
(s8609 5.0)
(s8610 5.0)
(s8611 2.0)
(s8613 4.0)
(s8614 5.0)
(s8615 5.0)
(s8616 2.0)
(s8618 4.0)
(s8619 5.0)
(s8620 5.0)
(s8621 2.0)
(s8623 4.0)
(s8624 5.0)
(s8625 5.0)
(s8626 2.0)
(s8628 4.0)
(s8629 5.0)
(s8630 5.0)
(s8631 2.0)
(s8633 4.0)
(s8634 5.0)
(s8635 5.0)
(s8636 2.0)
(s8638 4.0)
(s8639 5.0)
(s8640 5.0)
(s8641 2.0)
(s8643 4.0)
(s8644 5.0)
(s8645 5.0)
(s8646 2.0)
(s8648 4.0)
(s8649 5.0)
(s8650 5.0)
(s8651 2.0)
(s8653 4.0)
(s8654 5.0)
(s8655 5.0)
(s8656 2.0)
(s8658 4.0)
(s8659 5.0)
(s8660 5.0)
(s8661 2.0)
(s8663 4.0)
(s8664 5.0)
(s8665 5.0)
(s8666 2.0)
(s8668 4.0)
(s8669 5.0)
(s8670 5.0)
(s8671 2.0)
(s8673 4.0)
(s8674 5.0)
(s8675 5.0)
(s8676 2.0)
(s8678 4.0)
(s8679 5.0)
(s8680 5.0)
(s8681 2.0)
(s8683 4.0)
(s8684 5.0)
(s8685 5.0)
(s8686 2.0)
(s8688 4.0)
(s8689 5.0)
(s8690 5.0)
(s8691 2.0)
(s8693 4.0)
(s8694 5.0)
(s8695 5.0)
(s8696 2.0)
(s8698 4.0)
(s8699 5.0)
(s8700 5.0)
(s8701 2.0)
(s8703 4.0)
(s8704 5.0)
(s8705 5.0)
(s8706 2.0)
(s8708 4.0)
(s8709 5.0)
(s8710 5.0)
(s8711 2.0)
(s8713 4.0)
(s8714 5.0)
(s8715 5.0)
(s8716 2.0)
(s8718 4.0)timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20151 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20149 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56433ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56446ms
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:32:29] [INFO ] Invariant cache hit.
[2025-06-02 08:32:29] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30145 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76634ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76647ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 135966 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Built C files in :
/tmp/ltsmin9750143838138501313
[2025-06-02 08:33:46] [INFO ] Built C files in 137ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin9750143838138501313
Running compilation step : cd /tmp/ltsmin9750143838138501313;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin9750143838138501313;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin9750143838138501313;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 1489 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:33:50] [INFO ] Invariant cache hit.
[2025-06-02 08:33:50] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20139 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20197 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56132ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56146ms
[2025-06-02 08:34:46] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:34:49] [INFO ] Implicit Places using invariants in 2571 ms returned []
Implicit Place search using SMT only with invariants took 2572 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:34:49] [INFO ] Invariant cache hit.
[2025-06-02 08:34:49] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75836ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75850ms
Finished structural reductions in LTL mode , in 1 iterations and 136084 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Built C files in :
/tmp/ltsmin4222815971638994628
[2025-06-02 08:36:05] [INFO ] Built C files in 116ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin4222815971638994628
Running compilation step : cd /tmp/ltsmin4222815971638994628;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin4222815971638994628;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin4222815971638994628;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
[2025-06-02 08:36:08] [INFO ] Flatten gal took : 272 ms
[2025-06-02 08:36:09] [INFO ] Flatten gal took : 274 ms
[2025-06-02 08:36:09] [INFO ] Time to serialize gal into /tmp/LTL909625925580646784.gal : 52 ms
[2025-06-02 08:36:09] [INFO ] Time to serialize properties into /tmp/LTL11831819389130596982.prop : 0 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL909625925580646784.gal' '-t' 'CGAL' '-hoa' '/tmp/aut3782030818956994745.hoa' '-atoms' '/tmp/LTL11831819389130596982.prop' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...317
Loading property file /tmp/LTL11831819389130596982.prop.
Loaded 4 atomic propositions.
Checking formula 0 provided in automaton : /tmp/aut3782030818956994745.hoa
Detected timeout of ITS tools.
[2025-06-02 08:36:24] [INFO ] Flatten gal took : 263 ms
[2025-06-02 08:36:24] [INFO ] Flatten gal took : 272 ms
[2025-06-02 08:36:24] [INFO ] Time to serialize gal into /tmp/LTL5349996012420731655.gal : 48 ms
[2025-06-02 08:36:24] [INFO ] Time to serialize properties into /tmp/LTL16131309361696960321.ltl : 1 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL5349996012420731655.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL16131309361696960321.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...276
Read 1 LTL properties
Checking formula 0 : !((G(("(p6889>=1)")||(("(p3205<=p4962)")U(X((X("(p9713>=2)"))U((X(G("(p9713>=2)")))||((X("(p9713>=2)"))&&(G("(p654<2)"))))))))))
Formula 0 simplified : F(!"(p6889>=1)" & (!"(p3205<=p4962)" R X(X!"(p9713>=2)" R (XF!"(p9713>=2)" & (X!"(p9713>=2)" | F!"(p654<2)")))))
Detected timeout of ITS tools.
[2025-06-02 08:36:40] [INFO ] Flatten gal took : 265 ms
[2025-06-02 08:36:40] [INFO ] Applying decomposition
[2025-06-02 08:36:40] [INFO ] Flatten gal took : 294 ms
Converted graph to binary with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/convert-linux64' '-i' '/tmp/graph10932542738472508892.txt' '-o' '/tmp/graph10932542738472508892.bin' '-w' '/tmp/graph10932542738472508892.weights'
Built communities with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/louvain-linux64' '/tmp/graph10932542738472508892.bin' '-l' '-1' '-v' '-w' '/tmp/graph10932542738472508892.weights' '-q' '0' '-e' '0.001'
[2025-06-02 08:36:41] [INFO ] Decomposing Gal with order
[2025-06-02 08:36:42] [INFO ] Rewriting arrays to variables to allow decomposition.
[2025-06-02 08:36:47] [INFO ] Removed a total of 1 redundant transitions.
[2025-06-02 08:36:47] [INFO ] Flatten gal took : 369 ms
[2025-06-02 08:36:48] [INFO ] Fuse similar labels procedure discarded/fused a total of 2 labels/synchronizations in 642 ms.
[2025-06-02 08:36:48] [INFO ] Time to serialize gal into /tmp/LTL7389140618349947089.gal : 57 ms
[2025-06-02 08:36:48] [INFO ] Time to serialize properties into /tmp/LTL10475632522170374596.ltl : 0 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL7389140618349947089.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL10475632522170374596.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...276
Read 1 LTL properties
Checking formula 0 : !((G(("(gu1379.p6889>=1)")||(("(gu642.p3205<=gu642.p4962)")U(X((X("(gu1944.p9713>=2)"))U((X(G("(gu1944.p9713>=2)")))||((X("(gu1944.p97...195
Formula 0 simplified : F(!"(gu1379.p6889>=1)" & (!"(gu642.p3205<=gu642.p4962)" R X(X!"(gu1944.p9713>=2)" R (XF!"(gu1944.p9713>=2)" & (X!"(gu1944.p9713>=2)"...181
Detected timeout of ITS tools.
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-07 finished in 696117 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X(((p0 U p1)||G((p2||X(G(!p0)))))))'
Support contains 4 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 691 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:37:04] [INFO ] Invariant cache hit.
[2025-06-02 08:37:04] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20187 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55680ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55693ms
[2025-06-02 08:38:00] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:38:02] [INFO ] Implicit Places using invariants in 2531 ms returned []
Implicit Place search using SMT only with invariants took 2533 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:38:02] [INFO ] Invariant cache hit.
[2025-06-02 08:38:02] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30138 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75925ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75938ms
Finished structural reductions in LTL mode , in 1 iterations and 134881 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 310 ms :[true, (AND (NOT p1) p0 (NOT p2)), p0, (AND (NOT p1) p0), (AND (NOT p1) p0 (NOT p2)), (AND (NOT p2) p0), (NOT p1)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-08
Product exploration timeout after 33430 steps with 16715 reset in 10002 ms.
Product exploration timeout after 30900 steps with 15450 reset in 10001 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p1 (NOT p0) (NOT p2)), (X (NOT (AND (NOT p1) p0 p2))), (X (NOT p2)), (X (NOT (AND (NOT p1) p0 (NOT p2)))), (X (NOT (AND (NOT p1) (NOT p0) (NOT p2)))), (X (NOT (AND (NOT p1) (NOT p0) p2))), (X (NOT p0)), (X p1)]
False Knowledge obtained : []
Property proved to be true thanks to knowledge (Minato strategy)
Knowledge based reduction with 8 factoid took 20 ms. Reduced automaton from 7 states, 14 edges and 3 AP (stutter sensitive) to 1 states, 0 edges and 0 AP (stutter insensitive).
FORMULA JoinFreeModules-PT-2000-LTLCardinality-08 TRUE TECHNIQUES KNOWLEDGE
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-08 finished in 156224 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G(((p0 U p1) U (p2||(F(p3) U X(X(!p0)))))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 695 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:39:40] [INFO ] Invariant cache hit.
[2025-06-02 08:39:40] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 timeout
2.0 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20148 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55813ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55828ms
[2025-06-02 08:40:36] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:40:39] [INFO ] Implicit Places using invariants in 2874 ms returned []
Implicit Place search using SMT only with invariants took 2876 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:40:39] [INFO ] Invariant cache hit.
[2025-06-02 08:40:39] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75867ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75880ms
Finished structural reductions in LTL mode , in 1 iterations and 135312 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 599 ms :[(AND p0 (NOT p2)), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-10
Product exploration timeout after 26680 steps with 6638 reset in 10005 ms.
Product exploration timeout after 24920 steps with 6238 reset in 10014 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND (NOT p2) p3 p1 (NOT p0)), (X (NOT p2)), (X p3), (X (NOT (AND (NOT p2) (NOT p3) (NOT p1) p0))), (X (OR (AND (NOT p2) p1) (AND (NOT p2) p0))), (X (NOT (AND (NOT p2) (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p1) p0))), (X (NOT (AND p2 (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p3) (NOT p1) p0))), (X (NOT (AND (NOT p3) (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p3) (NOT p1) (NOT p0)))), (X (NOT (AND (NOT p2) (NOT p1) p0))), (X (NOT p0)), (X (NOT (AND (NOT p3) (NOT p1) p0))), (X p1), (X (NOT (AND (NOT p2) (NOT p3) (NOT p1) (NOT p0))))]
False Knowledge obtained : []
Knowledge based reduction with 16 factoid took 221 ms. Reduced automaton from 15 states, 34 edges and 4 AP (stutter sensitive) to 15 states, 34 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 582 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
RANDOM walk for 43044 steps (8 resets) in 4642 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 394 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 374 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 386 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 378 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 378 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 490 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 423 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 398 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 472 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 383 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 379 ms. (10 steps per ms) remains 18/18 properties
Probabilistic random walk after 58049 steps, saw 58028 distinct states, run finished after 9081 ms. (steps per millisecond=6 ) properties seen :0
[2025-06-02 08:42:30] [INFO ] Invariant cache hit.
[2025-06-02 08:42:30] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/26001 variables, and 35 constraints, problems are : Problem set: 0 solved, 18 unsolved in 206 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 18/18 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:42:30] [INFO ] Deduced a trap composed of 3 places in 39 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/6 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/31 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/36 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 18/54 constraints. Problems are: Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:42:31] [INFO ] Deduced a trap composed of 3 places in 36 ms of which 1 ms to minimize.
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 1/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/65 variables, 0/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 9 (OVERLAPS) 0/65 variables, 0/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/26001 variables, and 55 constraints, problems are : Problem set: 0 solved, 18 unsolved in 2502 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 18/18 constraints, Known Traps: 2/2 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 2771ms problems are : Problem set: 0 solved, 18 unsolved
Fused 18 Parikh solutions to 17 different solutions.
Parikh walk visited 14 properties in 35006 ms.
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Graph (complete) has 24000 edges and 10000 vertex of which 25 are kept as prefixes of interest. Removing 9975 places using SCC suffix rule.14 ms
Discarding 9975 places :
Also discarding 15960 output transitions
Drop transitions (Output transitions of discarded places.) removed 15960 transitions
Drop transitions (Empty/Sink Transition effects.) removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 25 transition count 40
Applied a total of 2 rules in 30 ms. Remains 25 /10000 variables (removed 9975) and now considering 40/16001 (removed 15961) transitions.
Running 30 sub problems to find dead transitions.
// Phase 1: matrix 40 rows 25 cols
[2025-06-02 08:43:08] [INFO ] Computed 5 invariants in 3 ms
[2025-06-02 08:43:08] [INFO ] State equation strengthened by 5 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/20 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 1 (OVERLAPS) 5/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/65 variables, and 35 constraints, problems are : Problem set: 0 solved, 30 unsolved in 439 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 30/30 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 30 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/20 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 1 (OVERLAPS) 5/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 30/65 constraints. Problems are: Problem set: 0 solved, 30 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:43:08] [INFO ] Deduced a trap composed of 3 places in 30 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:43:08] [INFO ] Deduced a trap composed of 3 places in 23 ms of which 1 ms to minimize.
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 2/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 0/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 8 (OVERLAPS) 0/65 variables, 0/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/65 variables, and 67 constraints, problems are : Problem set: 0 solved, 30 unsolved in 1143 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 30/30 constraints, Known Traps: 2/2 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 1594ms problems are : Problem set: 0 solved, 30 unsolved
Search for dead transitions found 0 dead transitions in 1595ms
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1626 ms. Remains : 25/10000 places, 40/16001 transitions.
RANDOM walk for 43794 steps (8 resets) in 26 ms. (1622 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (8 resets) in 61 ms. (645 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (8 resets) in 41 ms. (952 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (8 resets) in 43 ms. (909 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (8 resets) in 45 ms. (869 steps per ms) remains 4/4 properties
Interrupted probabilistic random walk after 302654 steps, run timeout after 3001 ms. (steps per millisecond=100 ) properties seen :0 out of 4
Probabilistic random walk after 302654 steps, saw 258080 distinct states, run finished after 3006 ms. (steps per millisecond=100 ) properties seen :0
[2025-06-02 08:43:12] [INFO ] Invariant cache hit.
[2025-06-02 08:43:12] [INFO ] State equation strengthened by 5 read => feed constraints.
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/65 variables, and 35 constraints, problems are : Problem set: 0 solved, 4 unsolved in 54 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 4/4 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 4 unsolved
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 4 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:43:12] [INFO ] Deduced a trap composed of 3 places in 28 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:43:12] [INFO ] Deduced a trap composed of 3 places in 23 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 2/7 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/32 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/37 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 4/41 constraints. Problems are: Problem set: 0 solved, 4 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:43:13] [INFO ] Deduced a trap composed of 3 places in 23 ms of which 2 ms to minimize.
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 1/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/65 variables, 0/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 9 (OVERLAPS) 0/65 variables, 0/42 constraints. Problems are: Problem set: 0 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/65 variables, and 42 constraints, problems are : Problem set: 0 solved, 4 unsolved in 389 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 4/4 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 447ms problems are : Problem set: 0 solved, 4 unsolved
Fused 4 Parikh solutions to 3 different solutions.
Finished Parikh walk after 209710 steps, including 7 resets, run visited all 4 properties in 742 ms. (steps per millisecond=282 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 4 properties in 741 ms.
Knowledge obtained : [(AND (NOT p2) p3 p1 (NOT p0)), (X (NOT p2)), (X p3), (X (NOT (AND (NOT p2) (NOT p3) (NOT p1) p0))), (X (OR (AND (NOT p2) p1) (AND (NOT p2) p0))), (X (NOT (AND (NOT p2) (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p1) p0))), (X (NOT (AND p2 (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p3) (NOT p1) p0))), (X (NOT (AND (NOT p3) (NOT p1) (NOT p0)))), (X (NOT (AND p2 (NOT p3) (NOT p1) (NOT p0)))), (X (NOT (AND (NOT p2) (NOT p1) p0))), (X (NOT p0)), (X (NOT (AND (NOT p3) (NOT p1) p0))), (X p1), (X (NOT (AND (NOT p2) (NOT p3) (NOT p1) (NOT p0))))]
False Knowledge obtained : [(F (NOT (OR (AND p1 (NOT p2)) (AND (NOT p2) p0)))), (F (NOT (OR p1 (NOT p2) p0))), (F (NOT (OR (NOT p0) p3))), (F (NOT (OR p1 (NOT p2) (NOT p0)))), (F (NOT (OR p1 p2 (NOT p0)))), (F (NOT (OR p1 p2 p0))), (F (NOT (OR p1 (NOT p0)))), (F (NOT (OR p1 (NOT p0) p3))), (F (NOT (OR p1 p0 p3))), (F (NOT (OR p2 (NOT p0)))), (F (NOT (OR p1 p2 p0 p3))), (F p2), (F (NOT p1)), (F (NOT (OR p1 (NOT p2) (NOT p0) p3))), (F p0), (F (NOT p3)), (F (NOT (OR p1 p2 (NOT p0) p3))), (F (NOT (OR p1 (NOT p2) p0 p3)))]
Knowledge based reduction with 16 factoid took 917 ms. Reduced automaton from 15 states, 34 edges and 4 AP (stutter sensitive) to 15 states, 34 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 679 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Stuttering acceptance computed with spot in 685 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 691 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
// Phase 1: matrix 16001 rows 10000 cols
[2025-06-02 08:43:17] [INFO ] Computed 2000 invariants in 123 ms
[2025-06-02 08:43:17] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20148 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56172ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56186ms
[2025-06-02 08:44:13] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:44:15] [INFO ] Implicit Places using invariants in 2578 ms returned []
Implicit Place search using SMT only with invariants took 2583 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:44:15] [INFO ] Invariant cache hit.
[2025-06-02 08:44:15] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 5)
(s2865 5)
(s2866 2)
(s2868 4)
(s2869 5)
(s2870 5)
(s2871 2)
(s2873 4)
(s2874 5)
(s2875 5)
(s2876 2)
(s2878 4)
(s2879 5)
(s2880 5)
(s2881 2)
(s2883 4)
(s2884 5)
(s2885 5)
(s2886 2)
(s2888 4)
(s2889 5)
(s2890 5)
(s2891 2)
(s2893 4)
(s2894 5)
(s2895 5)
(s2896 2)
(s2898 4)
(s2899 5)
(s2900 5)
(s2901 2)
(s2903 4)
(s2904 5)
(s2905 5)
(s2906 2)
(s2908 4)
(s2909 5)
(s2910 5)
(s2911 2)
(s2913 4)
(s2914 5)
(s2915 5)
(s2916 2)
(s2918 4)
(s2919 5)
(s2920 5)
(s2921 2)
(s2923 4)
(s2924 5)
(s2925 5)
(s2926 2)
(s2928 4)
(s2929 5)
(s2930 5)
(s2931 2)
(s2933 4)
(s2934 5)
(s2935 5)
(s2936 2)
(s2938 4)
(s2939 5)
(s2940 5)
(s2941 2)
(s2943 4)
(s2944 5)
(s2945 5)
(s2946 2)
(s2948 4)
(s2949 5)
(s2950 5)
(s2951 2)
(s2953 4)
(s2954 5)
(s2955 5)
(s2956 2)
(s2958 4)
(s2959 5)
(s2960 5)
(s2961 2)
(s2963 4)
(s2964 5)
(s2965 5)
(s2966 2)
(s2968 4)
(s2969 5)
(s2970 5)
(s2971 2)
(s2973 4)
(s2974 5)
(s2975 5)
(s2976 2)
(s2978 4)
(s2979 5)
(s2980 5)
(s2981 2)
(s2983 4)
(s2984 5)
(s2985 5)
(s2986 2)
(s2988 4)
(s2989 5)
(s2990 5)
(s2991 2)
(s2993 4)
(s2994 5)
(s2995 5)
(s2996 2)
(s2998 4)
(s2999 5)
(s3000 5)
(s3001 2)
(s3003 4)
(s3004 5)
(s3005 5)
(s3006 2)
(s3008 4)
(s3009 5)
(s3010 5)
(s3011 2)
(s3013 4)
(s3014 5)
(s3015 5)
(s3016 2)
(s3018 4)
(s3019 5)
(s3020 5)
(s3021 2)
(s3023 4)
(s3024 5)
(s3025 5)
(s3026 2)
(s3028 4)
(s3029 5)
(s3030 5)
(s3031 2)
(s3033 4)
(s3034 5)
(s3035 5)
(s3036 2)
(s3038 4)
(s3039 5)
(s3040 5)
(s3041 2)
(s3043 4)
(s3044 5)
(s3045 5)
(s3046 2)
(s3048 4)
(s3049 5)
(s3050 5)
(s3051 2)
(s3053 4)
(s3054 5)
(s3055 5)
(s3056 2)
(s3058 4)
(s3059 5)
(s3060 5)
(s3061 2)
(s3063 4)
(s3064 5)
(s3065 5)
(s3066 2)
(s3068 4)
(s3069 5)
(s3070 5)
(s3071 2)
(s3073 4)
(s3074 5)
(s3075 5)
(s3076 2)
(s3078 4)
(s3079 5)
(s3080 5)
(s3081 2)
(s3083 4)
(s3084 5)
(s3085 5)
(s3086 2)
(s3088 4)
(s3089 5)
(s3090 5)
(s3091 2)
(s3093 4)
(s3094 5)
(s3095 5)
(s3096 2)
(s3098 4)
(s3099 5)
(s3100 5)
(s3101 2)
(s3103 4)
(s3104 5)
(s3105 5)
(s3106 2)
(s3108 4)
(s3109 5)
(s3110 5)
(s3111 2)
(s3113 4)
(s3114 5)
(s3115 5)
(s3116 2)
(s3118 4)
(s3119 5)
(s3120 5)
(s3121 2)
(s3123 4)
(s3124 5)
(s3125 5)
(s3126 2)
(s3128 4)
(s3129 5)
(s3130 5)
(s3131 2)
(s3133 4)
(s3134 5)
(s3135 5)
(s3136 2)
(s3138 4)
(s3139 5)
(s3140 5)
(s3141 2)
(s3143 4)
(s3144 5)
(s3145 5)
(s3146 2)
(s3148 4)
(s3149 5)
(s3150 5)
(s3151 2)
(s3153 4)
(s3154 5)
(s3155 5)
(s3156 2)
(s3158 4)
(s3159 5)
(s3160 5)
(s3161 2)
(s3163 4)
(s3164 5)
(s3165 5)
(s3166 2)
(s3168 4)
(s3169 5)
(s3170 5)
(s3171 2)
(s3173 4)
(s3174 5)
(s3175 5)
(s3176 2)
(s3178 4)
(s3179 5)
(s3180 5)
(s3181 2)
(s3183 4)
(s3184 5)
(s3185 5)
(s3186 2)
(s3188 4)
(s3189 5)
(s3190 5)
(s3191 2)
(s3193 4)
(s3194 5)
(s3195 5)
(s3196 2)
(s3198 4)
(s3199 5)
(s3200 5)
(s3201 2)
(s3203 4)
(s3204 5)
(s3205 5)
(s3206 2)
(s3208 4)
(s3209 5)
(s3210 5)
(s3211 2)
(s3213 4)
(s3214 5)
(s3215 5)
(s3216 2)
(s3218 4)
(s3219 5)
(s3220 5)
(s3221 2)
(s3223 4)
(s3224 5)
(s3225 5)
(s3226 2)
(s3228 4)
(s3229 5)
(s3230 5)
(s3231 2)
(s3233 4)
(s3234 5)
(s3235 5)
(s3236 2)
(s3238 4)
(s3239 5)
(s3240 5)
(s3241 2)
(s3243 4)
(s3244 5)
(s3245 5)
(s3246 2)
(s3248 4)
(s3249 5)
(s3250 5)
(s3251 2)
(s3253 4)
(s3254 5)
(s3255 5)
(s3256 2)
(s3258 4)
(s3259 5)
(s3260 5)
(s3261 2)
(s3263 4)
(s3264 5)
(s3265 5)
(s3266 2)
(s3268 4)
(s3269 5)
(s3270 5)
(s3271 2)
(s3273 4)
(s3274 5)
(s3275 5)
(s3276 2)
(s3278 4)
(s3279 5)
(s3280 5)
(s3281 2)
(s3283 4)
(s3284 5)
(s3285 5)
(s3286 2)
(s3288 4)
(s3289 5)
(s3290 5)
(s3291 2)
(s3293 4)
(s3294 5)
(s3295 5)
(s3296 2)
(s3298 4)
(s3299 5)
(s3300 5)
(s3301 2)
(s3303 4)
(s3304 5)
(s3305 5)
(s3306 2)
(s3308 4)
(s3309 5)
(s3310 5)
(s3311 2)
(s3313 4)
(s3314 5)
(s3315 5)
(s3316 2)
(s3318 4)
(s3319 5)
(s3320 5)
(s3321 2)
(s3323 4)
(s3324 5)
(s3325 5)
(s3326 2)
(s3328 4)
(s3329 5)
(s3330 5)
(s3331 2)
(s3333 4)
(s3334 5)
(s3335 5)
(s3336 2)
(s3338 4)
(s3339 5)
(s3340 5)
(s3341 2)
(s3343 4)
(s3344 5)
(s3345 5)
(s3346 2)
(s3348 4)
(s3349 5)
(s3350 5)
(s3351 2)
(s3353 4)
(s3354 5)
(s3355 5)
(s3356 2)
(s3358 4)
(s3359 5)
(s3360 5)
(s3361 2)
(s3363 4)
(s3364 5)
(s3365 5)
(s3366 2)
(s3368 4)
(s3369 5)
(s3370 5)
(s3371 2)
(s3373 4)
(s3374 5)
(s3375 5)
(s3376 2)
(s3378 4)
(s3379 5)
(s3380 5)
(s3381 2)
(s3383 4)
(s3384 5)
(s3385 5)
(s3386 2)
(s3388 4)
(s3389 5)
(s3390 5)
(s3391 2)
(s3393 4)
(s3394 5)
(s3395 5)
(s3396 2)
(s3398 4)
(s3399 5)
(s3400 5)
(s3401 2)
(s3403 4)
(s3404 5)
(s3405 5)
(s3406 2)
(s3408 4)
(s3409 5)
(s3410 5)
(s3411 2)
(s3413 4)
(s3414 5)
(s3415 5)
(s3416 2)
(s3418 4)
(s3419 5)
(s3420 5)
(s3421 2)
(s3423 4)
(s3424 5)
(s3425 5)
(s3426 2)
(s3428 4)
(s3429 5)
(s3430 5)
(s3431 2)
(s3433 4)
(s3434 5)
(s3435 5)
(s3436 2)
(s3438 4)
(s3439 5)
(s3440 5)
(s3441 2)
(s3443 4)
(s3444 5)
(s3445 5)
(s3446 2)
(s3448 4)
(s3449 5)
(s3450 5)
(s3451 2)
(s3453 4)
(s3454 5)
(s3455 5)
(s3456 2)
(s3458 4)
(s3459 5)
(s3460 5)
(s3461 2)
(s3463 4)
(s3464 5)
(s3465 5)
(s3466 2)
(s3468 4)
(s3469 5)
(s3470 5)
(s3471 2)
(s3473 4)
(s3474 5)
(s3475 5)
(s3476 2)
(s3478 4)
(s3479 5)
(s3480 5)
(s3481 2)
(s3483 4)
(s3484 5)
(s3485 5)
(s3486 2)
(s3488 4)
(s3489 5)
(s3490 5)
(s3491 2)
(s3493 4)
(s3494 5)
(s3495 5)
(s3496 2)
(s3498 4)
(s3499 5)
(s3500 5)
(s3501 2)
(s3503 4)
(s3504 5)
(s3505 5)
(s3506 2)
(s3508 4)
(s3509 5)
(s3510 5)
(s3511 2)
(s3513 4)
(s3514 5)
(s3515 5)
(s3516 2)
(s3518 4)
(s3519 5)
(s3520 5)
(s3521 2)
(s3523 4)
(s3524 5)
(s3525 5)
(s3526 2)
(s3528 4)
(s3529 5)
(s3530 5)
(s3531 2)
(s3533 4)
(s3534 5)
(s3535 5)
(s3536 2)
(s3538 4)
(s3539 5)
(s3540 5)
(s3541 2)
(s3543 4)
(s3544 5)
(s3545 5)
(s3546 2)
(s3548 4)
(s3549 5)
(s3550 5)
(s3551 2)
(s3553 4)
(s3554 5)
(s3555 5)
(s3556 2)
(s3558 4)
(s3559 5)
(s3560 5)
(s3561 2)
(s3563 4)
(s3564 5)
(s3565 5)
(s3566 2)
(s3568 4)
(s3569 5)
(s3570 5)
(s3571 2)
(s3573 4)
(s3574 5)
(s3575 5)
(s3576 2)
(s3578 4)
(s3579 5)
(s3580 5)
(s3581 2)
(s3583 4)
(s3584 5)
(s3585 5)
(s3586 2)
(s3588 4)
(s3589 5)
(s3590 5)
(s3591 2)
(s3593 4)
(s3594 5)
(s3595 5)
(s3596 2)
(s3598 4)
(s3599 5)
(s3600 5)
(s3601 2)
(s3603 4)
(s3604 5)
(s3605 5)
(s3606 2)
(s3608 4)
(s3609 5)
(s3610 5)
(s3611 2)
(s3613 4)
(s3614 5)
(s3615 5)
(s3616 2)
(s3618 4)
(s3619 5)
(s3620 5)
(s3621 2)
(s3623 4)
(s3624 5)
(s3625 5)
(s3626 2)
(s3628 4)
(s3629 5)
(s3630 5)
(s3631 2)
(s3633 4)
(s3634 5)
(s3635 5)
(s3636 2)
(s3638 4)
(s3639 5)
(s3640 5)
(s3641 2)
(s3643 4)
(s3644 5)
(s3645 5)
(s3646 2)
(s3648 4)
(s3649 5)
(s3650 5)
(s3651 2)
(s3653 4)
(s3654 5)
(s3655 5)
(s3656 2)
(s3658 4)
(s3659 5)
(s3660 5)
(s3661 2)
(s3663 4)
(s3664 5)
(s3665 5)
(s3666 2)
(s3668 4)
(s3669 5)
(s3670 5)
(s3671 2)
(s3673 4)
(s3674 5)
(s3675 5)
(s3676 2)
(s3678 4)
(s3679 5)
(s3680 5)
(s3681 2)
(s3683 4)
(s3684 5)
(s3685 5)
(s3686 2)
(s3688 4)
(s3689 5)
(s3690 5)
(s3691 2)
(s3693 4)
(s3694 5)
(s3695 5)
(s3696 2)
(s3698 4)
(s3699 5)
(s3700 5)
(s3701 2)
(s3703 4)
(s3704 5)
(s3705 5)
(s3706 2)
(s3708 4)
(s3709 5)
(s3710 5)
(s3711 2)
(s3713 4)
(s3714 5)
(s3715 5)
(s3716 2)
(s3718 4)
(s3719 5)
(s3720 5)
(s3721 2)
(s3723 4)
(s3724 5)
(s3725 5)
(s3726 2)
(s3728 4)
(s3729 5)
(s3730 5)
(s3731 2)
(s3733 4)
(s3734 5)
(s3735 5)
(s3736 2)
(s3738 4)
(s3739 5)
(s3740 5)
(s3741 2)
(s3743 4)
(s3744 5)
(s3745 5)
(s3746 2)
(s3748 4)
(s3749 5)
(s3750 5)
(s3751 2)
(s3753 4)
(s3754 5)
(s3755 5)
(s3756 2)
(s3758 4)
(s3759 5)
(s3760 5)
(s3761 2)
(s3763 4)
(s3764 5)
(s3765 5)
(s3766 2)
(s3768 4)
(s3769 5)
(s3770 5)
(s3771 2)
(s3773 4)
(s3774 5)
(s3775 5)
(s3776 2)
(s3778 4)
(s3779 5)
(s3780 5)
(s3781 2)
(s3783 4)
(s3784 5)
(s3785 5)
(s3786 2)
(s3788 4)
(s3789 5)
(s3790 5)
(s3791 2)
(s3793 4)
(s3794 5)
(s3795 5)
(s3796 2)
(s3798 4)
(s3799 5)
(s3800 5)
(s3801 2)
(s3803 4)
(s3804 5)
(s3805 5)
(s3806 2)
(s3808 4)
(s3809 5)
(s3810 5)
(s3811 2)
(s3813 4)
(s3814 5)
(s3815 5)
(s3816 2)
(s3818 4)
(s3819 5)
(s3820 5)
(s3821 2)
(s3823 4)
(s3824 5)
(s3825 5)
(s3826 2)
(s3828 4)
(s3829 5)
(s3830 5)
(s3831 2)
(s3833 4)
(s3834 5)
(s3835 5)
(s3836 2)
(s3838 4)
(s3839 5)
(s3840 5)
(s3841 2)
(s3843 4)
(s3844 5)
(s3845 5)
(s3846 2)
(s3848 4)
(s3849 5)
(s3850 5)
(s3851 2)
(s3853 4)
(s3854 5)
(s3855 5)
(s3856 2)
(s3858 4)
(s3859 5)
(s3860 5)
(s3861 2)
(s3863 4)
(s3864 5)
(s3865 5)
(s3866 2)
(s3868 4)
(s3869 5)
(s3870 5)
(s3871 2)
(s3873 4)
(s3874 5)
(s3875 5)
(s3876 2)
(s3878 4)
(s3879 5)
(s3880 5)
(s3881 2)
(s3883 4)
(s3884 5)
(s3885 5)
(s3886 2)
(s3888 4)
(s3889 5)
(s3890 5)
(s3891 2)
(s3893 4)
(s3894 5)
(s3895 5)
(s3896 2)
(s3898 4)
(s3899 5)
(s3900 5)
(s3901 2)
(s3903 4)
(s3904 5)
(s3905 5)
(s3906 2)
(s3908 4)
(s3909 5)
(s3910 5)
(s3911 2)
(s3913 4)
(s3914 5)
(s3915 5)
(s3916 2)
(s3918 4)
(s3919 5)
(s3920 5)
(s3921 2)
(s3923 4)
(s3924 5)
(s3925 5)
(s3926 2)
(s3928 4)
(s3929 5)
(s3930 5)
(s3931 2)
(s3933 4)
(s3934 5)
(s3935 5)
(s3936 2)
(s3938 4)
(s3939 5)
(s3940 5)
(s3941 2)
(s3943 4)
(s3944 5)
(s3945 5)
(s3946 2)
(s3948 4)
(s3949 5)
(s3950 5)
(s3951 2)
(s3953 4)
(s3954 5)
(s3955 5)
(s3956 2)
(s3958 4)
(s3959 5)
(s3960 5)
(s3961 2)
(s3963 4)
(s3964 5)
(s3965 5)
(s3966 2)
(s3968 4)
(s3969 5)
(s3970 5)
(s3971 2)
(s3973 4)
(s3974 5)
(s3975 5)
(s3976 2)
(s3978 4)
(s3979 5)
(s3980 5)
(s3981 2)
(s3983 4)
(s3984 5)
(s3985 5)
(s3986 2)
(s3988 4)
(s3989 5)
(s3990 5)
(s3991 2)
(s3993 4)
(s3994 5)
(s3995 5)
(s3996 2)
(s3998 4)
(s3999 5)
(s4000 5)
(s4001 2)
(s4003 4)
(s4004 5)
(s4005 5)
(s4006 2)
(s4008 4)
(s4009 5)
(s4010 5)
(s4011 2)
(s4013 4)
(s4014 5)
(s4015 5)
(s4016 2)
(s4018 4)
(s4019 5)
(s4020 5)
(s4021 2)
(s4023 4)
(s4024 5)
(s4025 5)
(s4026 2)
(s4028 4)
(s4029 5)
(s4030 5)
(s4031 2)
(s4033 4)
(s4034 5)
(s4035 5)
(s4036 2)
(s4038 4)
(s4039 5)
(s4040 5)
(s4041 2)
(s4043 4)
(s4044 5)
(s4045 5)
(s4046 2)
(s4048 4)
(s4049 5)
(s4050 5)
(s4051 2)
(s4053 4)
(s4054 5)
(s4055 5)
(s4056 2)
(s4058 4)
(s4059 5)
(s4060 5)
(s4061 2)
(s4063 4)
(s4064 5)
(s4065 5)
(s4066 2)
(s4068 4)
(s4069 5)
(s4070 5)
(s4071 2)
(s4073 4)
(s4074 5)
(s4075 5)
(s4076 2)
(s4078 4)
(s4079 5)
(s4080 5)
(s4081 2)
(s4083 4)
(s4084 5)
(s4085 5)
(s4086 2)
(s4088 4)
(s4089 5)
(s4090 5)
(s4091 2)
(s4093 4)
(s4094 5)
(s4095 5)
(s4096 2)
(s4098 4)
(s4099 5)
(s4100 5)
(s4101 2)
(s4103 4)
(s4104 5)
(s4105 5)
(s4106 2)
(s4108 4)
(s4109 5)
(s4110 5)
(s4111 2)
(s4113 4)
(s4114 5)
(s4115 5)
(s4116 2)
(s4118 4)
(s4119 5)
(s4120 5)
(s4121 2)
(s4123 4)
(s4124 5)
(s4125 5)
(s4126 2)
(s4128 4)
(s4129 5)
(s4130 5)
(s4131 2)
(s4133 4)
(s4134 5)
(s4135 5)
(s4136 2)
(s4138 4)
(s4139 5)
(s4140 5)
(s4141 2)
(s4143 4)
(s4144 5)
(s4145 5)
(s4146 2)
(s4148 4)
(s4149 5)
(s4150 5)
(s4151 2)
(s4153 4)
(s4154 5)
(s4155 5)
(s4156 2)
(s4158 4)
(s4159 5)
(s4160 5)
(s4161 2)
(s4163 4)
(s4164 5)
(s4165 5)
(s4166 2)
(s4168 4)
(s4169 5)
(s4170 5)
(s4171 2)
(s4173 4)
(s4174 5)
(s4175 5)
(s4176 2)
(s4178 4)
(s4179 5)
(s4180 5)
(s4181 2)
(s4183 4)
(s4184 5)
(s4185 5)
(s4186 2)
(s4188 4)
(s4189 5)
(s4190 5)
(s4191 2)
(s4193 4)
(s4194 5)
(s4195 5)
(s4196 2)
(s4198 4)
(s4199 5)
(s4200 5)
(s4201 2)
(s4203 4)
(s4204 5)
(s4205 5)
(s4206 2)
(s4208 4)
(s4209 5)
(s4210 5)
(s4211 2)
(s4213 4)
(s4214 5)
(s4215 5)
(s4216 2)
(s4218 4)
(s4219 5)
(s4220 5)
(s4221 2)
(s4223 4)
(s4224 5)
(s4225 5)
(s4226 2)
(s4228 4)
(s4229 5)
(s4230 5)
(s4231 2)
(s4233 4)
(s4234 5)
(s4235 5)
(s4236 2)
(s4238 4)
(s4239 5)
(s4240 5)
(s4241 2)
(s4243 4)
(s4244 5)
(s4245 5)
(s4246 2)
(s4248 4)
(s4249 5)
(s4250 5)
(s4251 2)
(s4253 4)
(s4254 5)
(s4255 5)
(s4256 2)
(s4258 4)
(s4259 5)
(s4260 5)
(s4261 2)
(s4263 4)
(s4264 5)
(s4265 5)
(s4266 2)
(s4268 4)
(s4269 5)
(s4270 5)
(s4271 2)
(s4273 4)
(s4274 5)
(s4275 5)
(s4276 2)
(s4278 4)
(s4279 5)
(s4280 5)
(s4281 2)
(s4283 4)
(s4284 5)
(s4285 5)
(s4286 2)
(s4288 4)
(s4289 5)
(s4290 5)
(s4291 2)
(s4293 4)
(s4294 5)
(s4295 5)
(s4296 2)
(s4298 4)
(s4299 5)
(s4300 5)
(s4301 2)
(s4303 4)
(s4304 5)
(s4305 5)
(s4306 2)
(s4308 4)
(s4309 5)
(s4310 5)
(s4311 2)
(s4313 4)
(s4314 5)
(s4315 5)
(s4316 2)
(s4318 4)
(s4319 5)
(s4320 5)
(s4321 2)
(s4323 4)
(s4324 5)
(s4325 5)
(s4326 2)
(s4328 4)
(s4329 5)
(s4330 5)
(s4331 2)
(s4333 4)
(s4334 5)
(s4335 5)
(s4336 2)
(s4338 4)
(s4339 5)
(s4340 5)
(s4341 2)
(s4343 4)
(s4344 5)
(s4345 5)
(s4346 2)
(s4348 4)
(s4349 5)
(s4350 5)
(s4351 2)
(s4353 4)
(s4354 5)
(s4355 5)
(s4356 2)
(s4358 4)
(s4359 5)
(s4360 5)
(s4361 2)
(s4363 4)
(s4364 5)
(s4365 5)
(s4366 2)
(s4368 4)
(s4369 5)
(s4370 5)
(s4371 2)
(s4373 4)
(s4374 5)
(s4375 5)
(s4376 2)
(s4378 4)
(s4379 5)
(s4380 5)
(s4381 2)
(s4383 4)
(s4384 5)
(s4385 5)
(s4386 2)
(s4388 4)
(s4389 5)
(s4390 5)
(s4391 2)
(s4393 4)
(s4394 5)
(s4395 5)
(s4396 2)
(s4398 4)
(s4399 5)
(s4400 5)
(s4401 2)
(s4403 4)
(s4404 5)
(s4405 5)
(s4406 2)
(s4408 4)
(s4409 5)
(s4410 5)
(s4411 2)
(s4413 4)
(s4414 5)
(s4415 5)
(s4416 2)
(s4418 4)
(s4419 5)
(s4420 5)
(s4421 2)
(s4423 4)
(s4424 5)
(s4425 5)
(s4426 2)
(s4428 4)
(s4429 5)
(s4430 5)
(s4431 2)
(s4433 4)
(s4434 5)
(s4435 5)
(s4436 2)
(s4438 4)
(s4439 5)
(s4440 5)
(s4441 2)
(s4443 4)
(s4444 5)
(s4445 5)
(s4446 2)
(s4448 4)
(s4449 5)
(s4450 5)
(s4451 2)
(s4453 4)
(s4454 5)
(s4455 5)
(s4456 2)
(s4458 4)
(s4459 5)
(s4460 5)
(s4461 2)
(s4463 4)
(s4464 5)
(s4465 5)
(s4466 2)
(s4468 4)
(s4469 5)
(s4470 5)
(s4471 2)
(s4473 4)
(s4474 5)
(s4475 5)
(s4476 2)
(s4478 4)
(s4479 5)
(s4480 5)
(s4481 2)
(s4483 4)
(s4484 5)
(s4485 5)
(s4486 2)
(s4488 4)
(s4489 5)
(s4490 5)
(s4491 2)
(s4493 4)
(s4494 5)
(s4495 5)
(s4496 2)
(s4498 4)
(s4499 5)
(s4500 5)
(s4501 2)
(s4503 4)
(s4504 5)
(s4505 5)
(s4506 2)
(s4508 4)
(s4509 5)
(s4510 5)
(s4511 2)
(s4513 4)
(s4514 5)
(s4515 5)
(s4516 2)
(s4518 4)
(s4519 5)
(s4520 5)
(s4521 2)
(s4523 4)
(s4524 5)
(s4525 5)
(s4526 2)
(s4528 4)
(s4529 5)
(s4530 5)
(s4531 2)
(s4533 4)
(s4534 5)
(s4535 5)
(s4536 2)
(s4538 4)
(s4539 5)
(s4540 5)
(s4541 2)
(s4543 4)
(s4544 5)
(s4545 5)
(s4546 2)
(s4548 4)
(s4549 5)
(s4550 5)
(s4551 2)
(s4553 4)
(s4554 5)
(s4555 5)
(s4556 2)
(s4558 4)
(s4559 5)
(s4560 5)
(s4561 2)
(s4563 4)
(s4564 5)
(s4565 5)
(s4566 2)
(s4568 4)
(s4569 5)
(s4570 5)
(s4571 2)
(s4573 4)
(s4574 5)
(s4575 5)
(s4576 2)
(s4578 4)
(s4579 5)
(s4580 5)
(s4581 2)
(s4583 4)
(s4584 5)
(s4585 5)
(s4586 2)
(s4588 4)
(s4589 5)
(s4590 5)
(s4591 2)
(s4593 4)
(s4594 5)
(s4595 5)
(s4596 2)
(s4598 4)
(s4599 5)
(s4600 5)
(s4601 2)
(s4603 4)
(s4604 5)
(s4605 5)
(s4606 2)
(s4608 4)
(s4609 5)
(s4610 5)
(s4611 2)
(s4613 4)
(s4614 5)
(s4615 5)
(s4616 2)
(s4618 4)
(s4619 5)
(s4620 5)
(s4621 2)
(s4623 4)
(s4624 5)
(s4625 5)
(s4626 2)
(s4628 4)
(s4629 5)
(s4630 5)
(s4631 2)
(s4633 4)
(s4634 5)
(s4635 5)
(s4636 2)
(s4638 4)
(s4639 5)
(s4640 5)
(s4641 2)
(s4643 4)
(s4644 5)
(s4645 5)
(s4646 2)
(s4648 4)
(s4649 5)
(s4650 5)
(s4651 2)
(s4653 4)
(s4654 5)
(s4655 5)
(s4656 2)
(s4658 4)
(s4659 5)
(s4660 5)
(s4661 2)
(s4663 4)
(s4664 5)
(s4665 5)
(s4666 2)
(s4668 4)
(s4669 5)
(s4670 5)
(s4671 2)
(s4673 4)
(s4674 5)
(s4675 5)
(s4676 2)
(s4678 4)
(s4679 5)
(s4680 5)
(s4681 2)
(s4683 4)
(s4684 5)
(s4685 5)
(s4686 2)
(s4688 4)
(s4689 5)
(s4690 5)
(s4691 2)
(s4693 4)
(s4694 5)
(s4695 5)
(s4696 2)
(s4698 4)
(s4699 5)
(s4700 5)
(s4701 2)
(s4703 4)
(s4704 5)
(s4705 5)
(s4706 2)
(s4708 4)
(s4709 5)
(s4710 5)
(s4711 2)
(s4713 4)
(s4714 5)
(s4715 5)
(s4716 2)
(s4718 4)
(s4719 5)
(s4720 5)
(s4721 2)
(s4723 4)
(s4724 5)
(s4725 5)
(s4726 2)
(s4728 4)
(s4729 5)
(s4730 5)
(s4731 2)
(s4733 4)
(s4734 5)
(s4735 5)
(s4736 2)
(s4738 4)
(s4739 5)
(s4740 5)
(s4741 2)
(s4743 4)
(s4744 5)
(s4745 5)
(s4746 2)
(s4748 4)
(s4749 5)
(s4750 5)
(s4751 2)
(s4753 4)
(s4754 5)
(s4755 5)
(s4756 2)
(s4758 4)
(s4759 5)
(s4760 5)
(s4761 2)
(s4763 4)
(s4764 5)
(s4765 5)
(s4766 2)
(s4768 4)
(s4769 5)
(s4770 5)
(s4771 2)
(s4773 4)
(s4774 5)
(s4775 5)
(s4776 2)
(s4778 4)
(s4779 5)
(s4780 5)
(s4781 2)
(s4783 4)
(s4784 5)
(s4785 5)
(s4786 2)
(s4788 4)
(s4789 5)
(s4790 5)
(s4791 2)
(s4793 4)
(s4794 5)
(s4795 5)
(s4796 2)
(s4798 4)
(s4799 5)
(s4800 5)
(s4801 2)
(s4803 4)
(s4804 5)
(s4805 5)
(s4806 2)
(s4808 4)
(s4809 5)
(s4810 5)
(s4811 2)
(s4813 4)
(s4814 5)
(s4815 5)
(s4816 2)
(s4818 4)
(s4819 5)
(s4820 5)
(s4821 2)
(s4823 4)
(s4824 5)
(s4825 5)
(s4826 2)
(s4828 4)
(s4829 5)
(s4830 5)
(s4831 2)
(s4833 4)
(s4834 5)
(s4835 5)
(s4836 2)
(s4838 4)
(s4839 5)
(s4840 5)
(s4841 2)
(s4843 4)
(s4844 5)
(s4845 5)
(s4846 2)
(s4848 4)
(s4849 5)
(s4850 5)
(s4851 2)
(s4853 4)
(s4854 5)
(s4855 5)
(s4856 2)
(s4858 4)
(s4859 5)
(s4860 5)
(s4861 2)
(s4863 4)
(s4864 5)
(s4865 5)
(s4866 2)
(s4868 4)
(s4869 5)
(s4870 5)
(s4871 2)
(s4873 4)
(s4874 5)
(s4875 5)
(s4876 2)
(s4878 4)
(s4879 5)
(s4880 5)
(s4881 2)
(s4883 4)
(s4884 5)
(s4885 5)
(s4886 2)
(s4888 4)
(s4889 5)
(s4890 5)
(s4891 2)
(s4893 4)
(s4894 5)
(s4895 5)
(s4896 2)
(s4898 4)
(s4899 5)
(s4900 5)
(s4901 2)
(s4903 4)
(s4904 5)
(s4905 5)
(s4906 2)
(s4908 4)
(s4909 5)
(s4910 5)
(s4911 2)
(s4913 4)
(s4914 5)
(s4915 5)
(s4916 2)
(s4918 4)
(s4919 5)
(s4920 5)
(s4921 2)
(s4923 4)
(s4924 5)
(s4925 5)
(s4926 2)
(s4928 4)
(s4929 5)
(s4930 5)
(s4931 2)
(s4933 4)
(s4934 5)
(s4935 5)
(s4936 2)
(s4938 4)
(s4939 5)
(s4940 5)
(s4941 2)
(s4943 4)
(s4944 5)
(s4945 5)
(s4946 2)
(s4948 4)
(s4949 5)
(s4950 5)
(s4951 2)
(s4953 4)
(s4954 5)
(s4955 5)
(s4956 2)
(s4958 4)
(s4959 5)
(s4960 5)
(s4961 2)
(s4963 4)
(s4964 5)
(s4965 5)
(s4966 2)
(s4968 4)
(s4969 5)
(s4970 5)
(s4971 2)
(s4973 4)
(s4974 5)
(s4975 5)
(s4976 2)
(s4978 4)
(s4979 5)
(s4980 5)
(s4981 2)
(s4983 4)
(s4984 5)
(s4985 5)
(s4986 2)
(s4988 4)
(s4989 5)
(s4990 5)
(s4991 2)
(s4993 4)
(s4994 5)
(s4995 5)
(s4996 2)
(s4998 4)
(s4999 5)
(s5000 5)
(s5001 2)
(s5003 4)
(s5004 5)
(s5005 5)
(s5006 2)
(s5008 4)
(s5009 5)
(s5010 5)
(s5011 2)
(s5013 4)
(s5014 5)
(s5015 5)
(s5016 2)
(s5018 4)
(s5019 5)
(s5020 5)
(s5021 2)
(s5023 4)
(s5024 5)
(s5025 5)
(s5026 2)
(s5028 4)
(s5029 5)
(s5030 5)
(s5031 2)
(s5033 4)
(s5034 5)
(s5035 5)
(s5036 2)
(s5038 4)
(s5039 5)
(s5040 5)
(s5041 2)
(s5043 4)
(s5044 5)
(s5045 5)
(s5046 2)
(s5048 4)
(s5049 5)
(s5050 5)
(s5051 2)
(s5053 4)
(s5054 5)
(s5055 5)
(s5056 2)
(s5058 4)
(s5059 5)
(s5060 5)
(s5061 2)
(s5063 4)
(s5064 5)
(s5065 5)
(s5066 2)
(s5068 4)
(s5069 5)
(s5070 5)
(s5071 2)
(s5073 4)
(s5074 5)
(s5075 5)
(s5076 2)
(s5078 4)
(s5079 5)
(s5080 5)
(s5081 2)
(s5083 4)
(s5084 5)
(s5085 5)
(s5086 2)
(s5088 4)
(s5089 5)
(s5090 5)
(s5091 2)
(s5093 4)
(s5094 5)
(s5095 5)
(s5096 2)
(s5098 4)
(s5099 5)
(s5100 5)
(s5101 2)
(s5103 4)
(s5104 5)
(s5105 5)
(s5106 2)
(s5108 4)
(s5109 5)
(s5110 5)
(s5111 2)
(s5113 4)
(s5114 5)
(s5115 5)
(s5116 2)
(s5118 4)
(s5119 5)
(s5120 5)
(s5121 2)
(s5123 4)
(s5124 5)
(s5125 5)
(s5126 2)
(s5128 4)
(s5129 5)
(s5130 5)
(s5131 2)
(s5133 4)
(s5134 5)
(s5135 5)
(s5136 2)
(s5138 4)
(s5139 5)
(s5140 5)
(s5141 2)
(s5143 4)
(s5144 5)
(s5145 5)
(s5146 2)
(s5148 4)
(s5149 5)
(s5150 5)
(s5151 2)
(s5153 4)
(s5154 5)
(s5155 5)
(s5156 2)
(s5158 4)
(s5159 5)
(s5160 5)
(s5161 2)
(s5163 4)
(s5164 5)
(s5165 5)
(s5166 2)
(s5168 4)
(s5169 5)
(s5170 5)
(s5171 2)
(s5173 4)
(s5174 5)
(s5175 5)
(s5176 2)
(s5178 4)
(s5179 5)
(s5180 5)
(s5181 2)
(s5183 4)
(s5184 5)
(s5185 5)
(s5186 2)
(s5188 4)
(s5189 5)
(s5190 5)
(s5191 2)
(s5193 4)
(s5194 5)
(s5195 5)
(s5196 2)
(s5198 4)
(s5199 5)
(s5200 5)
(s5201 2)
(s5203 4)
(s5204 5)
(s5205 5)
(s5206 2)
(s5208 4)
(s5209 5)
(s5210 5)
(s5211 2)
(s5213 4)
(s5214 5)
(s5215 5)
(s5216 2)
(s5218 4)
(s5219 5)
(s5220 5)
(s5221 2)
(s5223 4)
(s5224 5)
(s5225 5)
(s5226 2)
(s5228 4)
(s5229 5)
(s5230 5)
(s5231 2)
(s5233 4)
(s5234 5)
(s5235 5)
(s5236 2)
(s5238 4)
(s5239 5)
(s5240 5)
(s5241 2)
(s5243 4)
(s5244 5)
(s5245 5)
(s5246 2)
(s5248 4)
(s5249 5)
(s5250 5)
(s5251 2)
(s5253 4)
(s5254 5)
(s5255 5)
(s5256 2)
(s5258 4)
(s5259 5)
(s5260 5)
(s5261 2)
(s5263 4)
(s5264 5)
(s5265 5)
(s5266 2)
(s5268 4)
(s5269 5)
(s5270 5)
(s5271 2)
(s5273 4)
(s5274 5)
(s5275 5)
(s5276 2)
(s5278 4)
(s5279 5)
(s5280 5)
(s5281 2)
(s5283 4)
(s5284 5)
(s5285 5)
(s5286 2)
(s5288 4)
(s5289 5)
(s5290 5)
(s5291 2)
(s5293 4)
(s5294 5)
(s5295 5)
(s5296 2)
(s5298 4)
(s5299 5)
(s5300 5)
(s5301 2)
(s5303 4)
(s5304 5)
(s5305 5)
(s5306 2)
(s5308 4)
(s5309 5)
(s5310 5)
(s5311 2)
(s5313 4)
(s5314 5)
(s5315 5)
(s5316 2)
(s5318 4)
(s5319 5)
(s5320 5)
(s5321 2)
(s5323 4)
(s5324 5)
(s5325 5)
(s5326 2)
(s5328 4)
(s5329 5)
(s5330 5)
(s5331 2)
(s5333 4)
(s5334 5)
(s5335 5)
(s5336 2)
(s5338 4)
(s5339 5)
(s5340 5)
(s5341 2)
(s5343 4)
(s5344 5)
(s5345 5)
(s5346 2)
(s5348 4)
(s5349 5)
(s5350 5)
(s5351 2)
(s5353 4)
(s5354 5)
(s5355 5)
(s5356 2)
(s5358 4)
(s5359 5)
(s5360 5)
(s5361 2)
(s5363 4)
(s5364 5)
(s5365 5)
(s5366 2)
(s5368 4)
(s5369 5)
(s5370 5)
(s5371 2)
(s5373 4)
(s5374 5)
(s5375 5)
(s5376 2)
(s5378 4)
(s5379 5)
(s5380 5)
(s5381 2)
(s5383 4)
(s5384 5)
(s5385 5)
(s5386 2)
(s5388 4)
(s5389 5)
(s5390 5)
(s5391 2)
(s5393 4)
(s5394 5)
(s5395 5)
(s5396 2)
(s5398 4)
(s5399 5)
(s5400 5)
(s5401 2)
(s5403 4)
(s5404 5)
(s5405 5)
(s5406 2)
(s5408 4)
(s5409 5)
(s5410 5)
(s5411 2)
(s5413 4)
(s5414 5)
(s5415 5)
(s5416 2)
(s5418 4)
(s5419 5)
(s5420 5)
(s5421 2)
(s5423 4)
(s5424 5)
(s5425 5)
(s5426 2)
(s5428 4)
(s5429 5)
(s5430 5)
(s5431 2)
(s5433 4)
(s5434 5)
(s5435 5)
(s5436 2)
(s5438 4)
(s5439 5)
(s5440 5)
(s5441 2)
(s5443 4)
(s5444 5)
(s5445 5)
(s5446 2)
(s5448 4)
(s5449 5)
(s5450 5)
(s5451 2)
(s5453 4)
(s5454 5)
(s5455 5)
(s5456 2)
(s5458 4)
(s5459 5)
(s5460 5)
(s5461 2)
(s5463 4)
(s5464 5)
(s5465 5)
(s5466 2)
(s5468 4)
(s5469 5)
(s5470 5)
(s5471 2)
(s5473 4)
(s5474 5)
(s5475 5)
(s5476 2)
(s5478 4)
(s5479 5)
(s5480 5)
(s5481 2)
(s5483 4)
(s5484 5)
(s5485 5)
(s5486 2)
(s5488 4)
(s5489 5)
(s5490 5)
(s5491 2)
(s5493 4)
(s5494 5)
(s5495 5)
(s5496 2)
(s5498 4)
(s5499 5)
(s5500 5)
(s5501 2)
(s5503 4)
(s5504 5)
(s5505 5)
(s5506 2)
(s5508 4)
(s5509 5)
(s5510 5)
(s5511 2)
(s5513 4)
(s5514 5)
(s5515 5)
(s5516 2)
(s5518 4)
(s5519 5)
(s5520 5)
(s5521 2)
(s5523 4)
(s5524 5)
(s5525 5)
(s5526 2)
(s5528 4)
(s5529 5)
(s5530 5)
(s5531 2)
(s5533 4)
(s5534 5)
(s5535 5)
(s5536 2)
(s5538 4)
(s5539 5)
(s5540 5)
(s5541 2)
(s5543 4)
(s5544 5)
(s5545 5)
(s5546 2)
(s5548 4)
(s5549 5)
(s5550 5)
(s5551 2)
(s5553 4)
(s5554 5)
(s5555 5)
(s5556 2)
(s5558 4)
(s5559 5)
(s5560 5)
(s5561 2)
(s5563 4)
(s5564 5)
(s5565 5)
(s5566 2)
(s5568 4)
(s5569 5)
(s5570 5)
(s5571 2)
(s5573 4)
(s5574 5)
(s5575 5)
(s5576 2)
(s5578 4)
(s5579 5)
(s5580 5)
(s5581 2)
(s5583 4)
(s5584 5)
(s5585 5)
(s5586 2)
(s5588 4)
(s5589 5)
(s5590 5)
(s5591 2)
(s5593 4)
(s5594 5)
(s5595 5)
(s5596 2)
(s5598 4)
(s5599 5)
(s5600 5)
(s5601 2)
(s5603 4)
(s5604 5)
(s5605 5)
(s5606 2)
(s5608 4)
(s5609 5)
(s5610 5)
(s5611 2)
(s5613 4)
(s5614 5)
(s5615 5)
(s5616 2)
(s5618 4)
(s5619 5)
(s5620 5)
(s5621 2)
(s5623 4)
(s5624 5)
(s5625 5)
(s5626 2)
(s5628 4)
(s5629 5)
(s5630 5)
(s5631 2)
(s5633 4)
(s5634 5)
(s5635 5)
(s5636 2)
(s5638 4)
(s5639 5)
(s5640 5)
(s5641 2)
(s5643 4)
(s5644 5)
(s5645 5)
(s5646 2)
(s5648 4)
(s5649 5)
(s5650 5)
(s5651 2)
(s5653 4)
(s5654 5)
(s5655 5)
(s5656 2)
(s5658 4)
(s5659 5)
(s5660 5)
(s5661 2)
(s5663 4)
(s5664 5)
(s5665 5)
(s5666 2)
(s5668 4)
(s5669 5)
(s5670 5)
(s5671 2)
(s5673 4)
(s5674 5)
(s5675 5)
(s5676 2)
(s5678 4)
(s5679 5)
(s5680 5)
(s5681 2)
(s5683 4)
(s5684 5)
(s5685 5)
(s5686 2)
(s5688 4)
(s5689 5)
(s5690 5)
(s5691 2)
(s5693 4)
(s5694 5)
(s5695 5)
(s5696 2)
(s5698 4)
(s5699 5)
(s5700 5)
(s5701 2)
(s5703 4)
(s5704 5)
(s5705 5)
(s5706 2)
(s5708 4)
(s5709 5)
(s5710 5)
(s5711 2)
(s5713 4)
(s5714 5)
(s5715 5)
(s5716 2)
(s5718 4)
(s5719 5)
(s5720 5)
(s5721 2)
(s5723 4)
(s5724 5)
(s5725 5)
(s5726 2)
(s5728 4)
(s5729 5)
(s5730 5)
(s5731 2)
(s5733 4)
(s5734 5)
(s5735 5)
(s5736 2)
(s5738 4)
(s5739 5)
(s5740 5)
(s5741 2)
(s5743 4)
(s5744 5)
(s5745 5)
(s5746 2)
(s5748 4)
(s5749 5)
(s5750 5)
(s5751 2)
(s5753 4)
(s5754 5)
(s5755 5)
(s5756 2)
(s5758 4)
(s5759 5)
(s5760 5)
(s5761 2)
(s5763 4)
(s5764 5)
(s5765 5)
(s5766 2)
(s5768 4)
(s5769 5)
(s5770 5)
(s5771 2)
(s5773 4)
(s5774 5)
(s5775 5)
(s5776 2)
(s5778 4)
(s5779 5)
(s5780 5)
(s5781 2)
(s5783 4)
(s5784 5)
(s5785 5)
(s5786 2)
(s5788 4)
(s5789 5)
(s5790 5)
(s5791 2)
(s5793 4)
(s5794 5)
(s5795 5)
(s5796 2)
(s5798 4)
(s5799 5)
(s5800 5)
(s5801 2)
(s5803 4)
(s5804 5)
(s5805 5)
(s5806 2)
(s5808 4)
(s5809 5)
(s5810 5)
(s5811 2)
(s5813 4)
(s5814 5)
(s5815 5)
(s5816 2)
(s5818 4)
(s5819 5)
(s5820 5)
(s5821 2)
(s5823 4)
(s5824 5)
(s5825 5)
(s5826 2)
(s5828 4)
(s5829 5)
(s5830 5)
(s5831 2)
(s5833 4)
(s5834 5)
(s5835 5)
(s5836 2)
(s5838 4)
(s5839 5)
(s5840 5)
(s5841 2)
(s5843 4)
(s5844 5)
(s5845 5)
(s5846 2)
(s5848 4)
(s5849 5)
(s5850 5)
(s5851 2)
(s5853 4)
(s5854 5)
(s5855 5)
(s5856 2)
(s5858 4)
(s5859 5)
(s5860 5)
(s5861 2)
(s5863 4)
(s5864 5)
(s5865 5)
(s5866 2)
(s5868 4)
(s5869 5)
(s5870 5)
(s5871 2)
(s5873 4)
(s5874 5)
(s5875 5)
(s5876 2)
(s5878 4)
(s5879 5)
(s5880 5)
(s5881 2)
(s5883 4)
(s5884 5)
(s5885 5)
(s5886 2)
(s5888 4)
(s5889 5)
(s5890 5)
(s5891 2)
(s5893 4)
(s5894 5)
(s5895 5)
(s5896 2)
(s5898 4)
(s5899 5)
(s5900 5)
(s5901 2)
(s5903 4)
(s5904 5)
(s5905 5)
(s5906 2)
(s5908 4)
(s5909 5)
(s5910 5)
(s5911 2)
(s5913 4)
(s5914 5)
(s5915 5)
(s5916 2)
(s5918 4)
(s5919 5)
(s5920 5)
(s5921 2)
(s5923 4)
(s5924 5)
(s5925 5)
(s5926 2)
(s5928 4)
(s5929 5)
(s5930 5)
(s5931 2)
(s5933 4)
(s5934 5)
(s5935 5)
(s5936 2)
(s5938 4)
(s5939 5)
(s5940 5)
(s5941 2)
(s5943 4)
(s5944 5)
(s5945 5)
(s5946 2)
(s5948 4)
(s5949 5)
(s5950 5)
(s5951 2)
(s5953 4)
(s5954 5)
(s5955 5)
(s5956 2)
(s5958 4)
(s5959 5)
(s5960 5)
(s5961 2)
(s5963 4)
(s5964 5)
(s5965 5)
(s5966 2)
(s5968 4)
(s5969 5)
(s5970 5)
(s5971 2)
(s5973 4)
(s5974 5)
(s5975 5)
(s5976 2)
(s5978 4)
(s5979 5)
(s5980 5)
(s5981 2)
(s5983 4)
(s5984 5)
(s5985 5)
(s5986 2)
(s5988 4)
(s5989 5)
(s5990 5)
(s5991 2)
(s5993 4)
(s5994 5)
(s5995 5)
(s5996 2)
(s5998 4)
(s5999 5)
(s6000 5)
(s6001 2)
(s6003 4)
(s6004 5)
(s6005 5)
(s6006 2)
(s6008 4)
(s6009 5)
(s6010 5)
(s6011 2)
(s6013 4)
(s6014 5)
(s6015 5)
(s6016 2)
(s6018 4)
(s6019 5)
(s6020 5)
(s6021 2)
(s6023 4)
(s6024 5)
(s6025 5)
(s6026 2)
(s6028 4)
(s6029 5)
(s6030 5)
(s6031 2)
(s6033 4)
(s6034 5)
(s6035 5)
(s6036 2)
(s6038 4)
(s6039 5)
(s6040 5)
(s6041 2)
(s6043 4)
(s6044 5)
(s6045 5)
(s6046 2)
(s6048 4)
(s6049 5)
(s6050 5)
(s6051 2)
(s6053 4)
(s6054 5)
(s6055 5)
(s6056 2)
(s6058 4)
(s6059 5)
(s6060 5)
(s6061 2)
(s6063 4)
(s6064 5)
(s6065 5)
(s6066 2)
(s6068 4)
(s6069 5)
(s6070 5)
(s6071 2)
(s6073 4)
(s6074 5)
(s6075 5)
(s6076 2)
(s6078 4)
(s6079 5)
(s6080 5)
(s6081 2)
(s6083 4)
(s6084 5)
(s6085 5)
(s6086 2)
(s6088 4)
(s6089 5)
(s6090 5)
(s6091 2)
(s6093 4)
(s6094 5)
(s6095 5)
(s6096 2)
(s6098 4)
(s6099 5)
(s6100 5)
(s6101 2)
(s6103 4)
(s6104 5)
(s6105 5)
(s6106 2)
(s6108 4)
(s6109 5)
(s6110 5)
(s6111 2)
(s6113 4)
(s6114 5)
(s6115 5)
(s6116 2)
(s6118 4)
(s6119 5)
(s6120 5)
(s6121 2)
(s6123 4)
(s6124 5)
(s6125 5)
(s6126 2)
(s6128 4)
(s6129 5)
(s6130 5)
(s6131 2)
(s6133 4)
(s6134 5)
(s6135 5)
(s6136 2)
(s6138 4)
(s6139 5)
(s6140 5)
(s6141 2)
(s6143 4)
(s6144 5)
(s6145 5)
(s6146 2)
(s6148 4)
(s6149 5)
(s6150 5)
(s6151 2)
(s6153 4)
(s6154 5)
(s6155 5)
(s6156 2)
(s6158 4)
(s6159 5)
(s6160 5)
(s6161 2)
(s6163 4)
(s6164 5)
(s6165 5)
(s6166 2)
(s6168 4)
(s6169 5)
(s6170 5)
(s6171 2)
(s6173 4)
(s6174 5)
(s6175 5)
(s6176 2)
(s6178 4)
(s6179 5)
(s6180 5)
(s6181 2)
(s6183 4)
(s6184 5)
(s6185 5)
(s6186 2)
(s6188 4)
(s6189 5)
(s6190 5)
(s6191 2)
(s6193 4)
(s6194 5)
(s6195 5)
(s6196 2)
(s6198 4)
(s6199 5)
(s6200 5)
(s6201 2)
(s6203 4)
(s6204 5)
(s6205 5)
(s6206 2)
(s6208 4)
(s6209 5)
(s6210 5)
(s6211 2)
(s6213 4)
(s6214 5)
(s6215 5)
(s6216 2)
(s6218 4)
(s6219 5)
(s6220 5)
(s6221 2)
(s6223 4)
(s6224 5)
(s6225 5)
(s6226 2)
(s6228 4)
(s6229 5)
(s6230 5)
(s6231 2)
(s6233 4)
(s6234 5)
(s6235 5)
(s6236 2)
(s6238 4)
(s6239 5)
(s6240 5)
(s6241 2)
(s6243 4)
(s6244 5)
(s6245 5)
(s6246 2)
(s6248 4)
(s6249 5)
(s6250 5)
(s6251 2)
(s6253 4)
(s6254 5)
(s6255 5)
(s6256 2)
(s6258 4)
(s6259 5)
(s6260 5)
(s6261 2)
(s6263 4)
(s6264 5)
(s6265 5)
(s6266 2)
(s6268 4)
(s6269 5)
(s6270 5)
(s6271 2)
(s6273 4)
(s6274 5)
(s6275 5)
(s6276 2)
(s6278 4)
(s6279 5)
(s6280 5)
(s6281 2)
(s6283 4)
(s6284 5)
(s6285 5)
(s6286 2)
(s6288 4)
(s6289 5)
(s6290 5)
(s6291 2)
(s6293 4)
(s6294 5)
(s6295 5)
(s6296 2)
(s6298 4)
(s6299 5)
(s6300 5)
(s6301 2)
(s6303 4)
(s6304 5)
(s6305 5)
(s6306 2)
(s6308 4)
(s6309 5)
(s6310 5)
(s6311 2)
(s6313 4)
(s6314 5)
(s6315 5)
(s6316 2)
(s6318 4)
(s6319 5)
(s6320 5)
(s6321 2)
(s6323 4)
(s6324 5)
(s6325 5)
(s6326 2)
(s6328 4)
(s6329 5)
(s6330 5)
(s6331 2)
(s6333 4)
(s6334 5)
(s6335 5)
(s6336 2)
(s6338 4)
(s6339 5)
(s6340 5)
(s6341 2)
(s6343 4)
(s6344 5)
(s6345 5)
(s6346 2)
(s6348 4)
(s6349 5)
(s6350 5)
(s6351 2)
(s6353 4)
(s6354 5)
(s6355 5)
(s6356 2)
(s6358 4)
(s6359 5)
(s6360 5)
(s6361 2)
(s6363 4)
(s6364 5)
(s6365 5)
(s6366 2)
(s6368 4)
(s6369 5)
(s6370 5)
(s6371 2)
(s6373 4)
(s6374 5)
(s6375 5)
(s6376 2)
(s6378 4)
(s6379 5)
(s6380 5)
(s6381 2)
(s6383 4)
(s6384 5)
(s6385 5)
(s6386 2)
(s6388 4)
(s6389 5)
(s6390 5)
(s6391 2)
(s6393 4)
(s6394 5)
(s6395 5)
(s6396 2)
(s6398 4)
(s6399 5)
(s6400 5)
(s6401 2)
(s6403 4)
(s6404 5)
(s6405 5)
(s6406 2)
(s6408 4)
(s6409 5)
(s6410 5)
(s6411 2)
(s6413 4)
(s6414 5)
(s6415 5)
(s6416 2)
(s6418 4)
(s6419 5)
(s6420 5)
(s6421 2)
(s6423 4)
(s6424 5)
(s6425 5)
(s6426 2)
(s6428 4)
(s6429 5)
(s6430 5)
(s6431 2)
(s6433 4)
(s6434 5)
(s6435 5)
(s6436 2)
(s6438 4)
(s6439 5)
(s6440 5)
(s6441 2)
(s6443 4)
(s6444 5)
(s6445 5)
(s6446 2)
(s6448 4)
(s6449 5)
(s6450 5)
(s6451 2)
(s6453 4)
(s6454 5)
(s6455 5)
(s6456 2)
(s6458 4)
(s6459 5)
(s6460 5)
(s6461 2)
(s6463 4)
(s6464 5)
(s6465 5)
(s6466 2)
(s6468 4)
(s6469 5)
(s6470 5)
(s6471 2)
(s6473 4)
(s6474 5)
(s6475 5)
(s6476 2)
(s6478 4)
(s6479 5)
(s6480 5)
(s6481 2)
(s6483 4)
(s6484 5)
(s6485 5)
(s6486 2)
(s6488 4)
(s6489 5)
(s6490 5)
(s6491 2)
(s6493 4)
(s6494 5)
(s6495 5)
(s6496 2)
(s6498 4)
(s6499 5)
(s6500 5)
(s6501 2)
(s6503 4)
(s6504 5)
(s6505 5)
(s6506 2)
(s6508 4)
(s6509 5)
(s6510 5)
(s6511 2)
(s6513 4)
(s6514 5)
(s6515 5)
(s6516 2)
(s6518 4)
(s6519 5)
(s6520 5)
(s6521 2)
(s6523 4)
(s6524 5)
(s6525 5)
(s6526 2)
(s6528 4)
(s6529 5)
(s6530 5)
(s6531 2)
(s6533 4)
(s6534 5)
(s6535 5)
(s6536 2)
(s6538 4)
(s6539 5)
(s6540 5)
(s6541 2)
(s6543 4)
(s6544 5)
(s6545 5)
(s6546 2)
(s6548 4)
(s6549 5)
(s6550 5)
(s6551 2)
(s6553 4)
(s6554 5)
(s6555 5)
(s6556 2)
(s6558 4)
(s6559 5)
(s6560 5)
(s6561 2)
(s6563 4)
(s6564 5)
(s6565 5)
(s6566 2)
(s6568 4)
(s6569 5)
(s6570 5)
(s6571 2)
(s6573 4)
(s6574 5)
(s6575 5)
(s6576 2)
(s6578 4)
(s6579 5)
(s6580 5)
(s6581 2)
(s6583 4)
(s6584 5)
(s6585 5)
(s6586 2)
(s6588 4)
(s6589 5)
(s6590 5)
(s6591 2)
(s6593 4)
(s6594 5)
(s6595 5)
(s6596 2)
(s6598 4)
(s6599 5)
(s6600 5)
(s6601 2)
(s6603 4)
(s6604 5)
(s6605 5)
(s6606 2)
(s6608 4)
(s6609 5)
(s6610 5)
(s6611 2)
(s6613 4)
(s6614 5)
(s6615 5)
(s6616 2)
(s6618 4)
(s6619 5)
(s6620 5)
(s6621 2)
(s6623 4)
(s6624 5)
(s6625 5)
(s6626 2)
(s6628 4)
(s6629 5)
(s6630 5)
(s6631 2)
(s6633 4)
(s6634 5)
(s6635 5)
(s6636 2)
(s6638 4)
(s6639 5)
(s6640 5)
(s6641 2)
(s6643 4)
(s6644 5)
(s6645 5)
(s6646 2)
(s6648 4)
(s6649 5)
(s6650 5)
(s6651 2)
(s6653 4)
(s6654 5)
(s6655 5)
(s6656 2)
(s6658 4)
(s6659 5)
(s6660 5)
(s6661 2)
(s6663 4)
(s6664 5)
(s6665 5)
(s6666 2)
(s6668 4)
(s6669 5)
(s6670 5)
(s6671 2)
(s6673 4)
(s6674 5)
(s6675 5)
(s6676 2)
(s6678 4)
(s6679 5)
(s6680 5)
(s6681 2)
(s6683 4)
(s6684 5)
(s6685 5)
(s6686 2)
(s6688 4)
(s6689 5)
(s6690 5)
(s6691 2)
(s6693 4)
(s6694 5)
(s6695 5)
(s6696 2)
(s6698 4)
(s6699 5)
(s6700 5)
(s6701 2)
(s6703 4)
(s6704 5)
(s6705 5)
(s6706 2)
(s6708 4)
(s6709 5)
(s6710 5)
(s6711 2)
(s6713 4)
(s6714 5)
(s6715 5)
(s6716 2)
(s6718 4)
(s6719 5)
(s6720 5)
(s6721 2)
(s6723 4)
(s6724 5)
(s6725 5)
(s6726 2)
(s6728 4)
(s6729 5)
(s6730 5)
(s6731 2)
(s6733 4)
(s6734 5)
(s6735 5)
(s6736 2)
(s6738 4)
(s6739 5)
(s6740 5)
(s6741 2)
(s6743 4)
(s6744 5)
(s6745 5)
(s6746 2)
(s6748 4)
(s6749 5)
(s6750 5)
(s6751 2)
(s6753 4)
(s6754 5)
(s6755 5)
(s6756 2)
(s6758 4)
(s6759 5)
(s6760 5)
(s6761 2)
(s6763 4)
(s6764 5)
(s6765 5)
(s6766 2)
(s6768 4)
(s6769 5)
(s6770 5)
(s6771 2)
(s6773 4)
(s6774 5)
(s6775 5)
(s6776 2)
(s6778 4)
(s6779 5)
(s6780 5)
(s6781 2)
(s6783 4)
(s6784 5)
(s6785 5)
(s6786 2)
(s6788 4)
(s6789 5)
(s6790 5)
(s6791 2)
(s6793 4)
(s6794 5)
(s6795 5)
(s6796 2)
(s6798 4)
(s6799 5)
(s6800 5)
(s6801 2)
(s6803 4)
(s6804 5)
(s6805 5)
(s6806 2)
(s6808 4)
(s6809 5)
(s6810 5)
(s6811 2)
(s6813 4)
(s6814 5)
(s6815 5)
(s6816 2)
(s6818 4)
(s6819 5)
(s6820 5)
(s6821 2)
(s6823 4)
(s6824 5)
(s6825 5)
(s6826 2)
(s6828 4)
(s6829 5)
(s6830 5)
(s6831 2)
(s6833 4)
(s6834 5)
(s6835 5)
(s6836 2)
(s6838 4)
(s6839 5)
(s6840 5)
(s6841 2)
(s6843 4)
(s6844 5)
(s6845 5)
(s6846 2)
(s6848 4)
(s6849 5)
(s6850 5)
(s6851 2)
(s6853 4)
(s6854 5)
(s6855 5)
(s6856 2)
(s6858 4)
(s6859 5)
(s6860 5)
(s6861 2)
(s6863 4)
(s6864 5)
(s6865 5)
(s6866 2)
(s6868 4)
(s6869 5)
(s6870 5)
(s6871 2)
(s6873 4)
(s6874 5)
(s6875 5)
(s6876 2)
(s6878 4)
(s6879 5)
(s6880 5)
(s6881 2)
(s6883 4)
(s6884 5)
(s6885 5)
(s6886 2)
(s6888 4)
(s6889 5)
(s6890 5)
(s6891 2)
(s6893 4)
(s6894 5)
(s6895 5)
(s6896 2)
(s6898 4)
(s6899 5)
(s6900 5)
(s6901 2)
(s6903 4)
(s6904 5)
(s6905 5)
(s6906 2)
(s6908 4)
(s6909 5)
(s6910 5)
(s6911 2)
(s6913 4)
(s6914 5)
(s6915 5)
(s6916 2)
(s6918 4)
(s6919 5)
(s6920 5)
(s6921 2)
(s6923 4)
(s6924 5)
(s6925 5)
(s6926 2)
(s6928 4)
(s6929 5)
(s6930 5)
(s6931 2)
(s6933 4)
(s6934 5)
(s6935 5)
(s6936 2)
(s6938 4)
(s6939 5)
(s6940 5)
(s6941 2)
(s6943 4)
(s6944 5)
(s6945 5)
(s6946 2)
(s6948 4)
(s6949 5)
(s6950 5)
(s6951 2)
(s6953 4)
(s6954 5)
(s6955 5)
(s6956 2)
(s6958 4)
(s6959 5)
(s6960 5)
(s6961 2)
(s6963 4)
(s6964 5)
(s6965 5)
(s6966 2)
(s6968 4)
(s6969 5)
(s6970 5)
(s6971 2)
(s6973 4)
(s6974 5)
(s6975 5)
(s6976 2)
(s6978 4)
(s6979 5)
(s6980 5)
(s6981 2)
(s6983 4)
(s6984 5)
(s6985 5)
(s6986 2)
(s6988 4)
(s6989 5)
(s6990 5)
(s6991 2)
(s6993 4)
(s6994 5)
(s6995 5)
(s6996 2)
(s6998 4)
(s6999 5)
(s7000 5)
(s7001 2)
(s7003 4)
(s7004 5)
(s7005 5)
(s7006 2)
(s7008 4)
(s7009 5)
(s7010 5)
(s7011 2)
(s7013 4)
(s7014 5)
(s7015 5)
(s7016 2)
(s7018 4)
(s7019 5)
(s7020 5)
(s7021 2)
(s7023 4)
(s7024 5)
(s7025 5)
(s7026 2)
(s7028 4)
(s7029 5)
(s7030 5)
(s7031 2)
(s7033 4)
(s7034 5)
(s7035 5)
(s7036 2)
(s7038 4)
(s7039 5)
(s7040 5)
(s7041 2)
(s7043 4)
(s7044 5)
(s7045 5)
(s7046 2)
(s7048 4)
(s7049 5)
(s7050 5)
(s7051 2)
(s7053 4)
(s7054 5)
(s7055 5)
(s7056 2)
(s7058 4)
(s7059 5)
(s7060 5)
(s7061 2)
(s7063 4)
(s7064 5)
(s7065 5)
(s7066 2)
(s7068 4)
(s7069 5)
(s7070 5)
(s7071 2)
(s7073 4)
(s7074 5)
(s7075 5)
(s7076 2)
(s7078 4)
(s7079 5)
(s7080 5)
(s7081 2)
(s7083 4)
(s7084 5)
(s7085 5)
(s7086 2)
(s7088 4)
(s7089 5)
(s7090 5)
(s7091 2)
(s7093 4)
(s7094 5)
(s7095 5)
(s7096 2)
(s7098 4)
(s7099 5)
(s7100 5)
(s7101 2)
(s7103 4)
(s7104 5)
(s7105 5)
(s7106 2)
(s7108 4)
(s7109 5)
(s7110 5)
(s7111 2)
(s7113 4)
(s7114 5)
(s7115 5)
(s7116 2)
(s7118 4)
(s7119 5)
(s7120 5)
(s7121 2)
(s7123 4)
(s7124 5)
(s7125 5)
(s7126 2)
(s7128 4)
(s7129 5)
(s7130 5)
(s7131 2)
(s7133 4)
(s7134 5)
(s7135 5)
(s7136 2)
(s7138 4)
(s7139 5)
(s7140 5)
(s7141 2)
(s7143 4)
(s7144 5)
(s7145 5)
(s7146 2)
(s7148 4)
(s7149 5)
(s7150 5)
(s7151 2)
(s7153 4)
(s7154 5)
(s7155 5)
(s7156 2)
(s7158 4)
(s7159 5)
(s7160 5)
(s7161 2)
(s7163 4)
(s7164 5)
(s7165 5)
(s7166 2)
(s7168 4)
(s7169 5)
(s7170 5)
(s7171 2)
(s7173 4)
(s7174 5)
(s7175 5)
(s7176 2)
(s7178 4)
(s7179 5)
(s7180 5)
(s7181 2)
(s7183 4)
(s7184 5)
(s7185 5)
(s7186 2)
(s7188 4)
(s7189 5)
(s7190 5)
(s7191 2)
(s7193 4)
(s7194 5)
(s7195 5)
(s7196 2)
(s7198 4)
(s7199 5)
(s7200 5)
(s7201 2)
(s7203 4)
(s7204 5)
(s7205 5)
(s7206 2)
(s7208 4)
(s7209 5)
(s7210 5)
(s7211 2)
(s7213 4)
(s7214 5)
(s7215 5)
(s7216 2)
(s7218 4)
(s7219 5)
(s7220 5)
(s7221 2)
(s7223 4)
(s7224 5)
(s7225 5)
(s7226 2)
(s7228 4)
(s7229 5)
(s7230 5)
(s7231 2)
(s7233 4)
(s7234 5)
(s7235 5)
(s7236 2)
(s7238 4)
(s7239 5)
(s7240 5)
(s7241 2)
(s7243 4)
(s7244 5)
(s7245 5)
(s7246 2)
(s7248 4)
(s7249 5)
(s7250 5)
(s7251 2)
(s7253 4)
(s7254 5)
(s7255 5)
(s7256 2)
(s7258 4)
(s7259 5)
(s7260 5)
(s7261 2)
(s7263 4)
(s7264 5)
(s7265 5)
(s7266 2)
(s7268 4)
(s7269 5)
(s7270 5)
(s7271 2)
(s7273 4)
(s7274 5)
(s7275 5)
(s7276 2)
(s7278 4)
(s7279 5)
(s7280 5)
(s7281 2)
(s7283 4)
(s7284 5)
(s7285 5)
(s7286 2)
(s7288 4)
(s7289 5)
(s7290 5)
(s7291 2)
(s7293 4)
(s7294 5)
(s7295 5)
(s7296 2)
(s7298 4)
(s7299 5)
(s7300 5)
(s7301 2)
(s7303 4)
(s7304 5)
(s7305 5)
(s7306 2)
(s7308 4)
(s7309 5)
(s7310 5)
(s7311 2)
(s7313 4)
(s7314 5)
(s7315 5)
(s7316 2)
(s7318 4)
(s7319 5)
(s7320 5)
(s7321 2)
(s7323 4)
(s7324 5)
(s7325 5)
(s7326 2)
(s7328 4)
(s7329 5)
(s7330 5)
(s7331 2)
(s7333 4)
(s7334 5)
(s7335 5)
(s7336 2)
(s7338 4)
(s7339 5)
(s7340 5)
(s7341 2)
(s7343 4)
(s7344 5)
(s7345 5)
(s7346 2)
(s7348 4)
(s7349 5)
(s7350 5)
(s7351 2)
(s7353 4)
(s7354 5)
(s7355 5)
(s7356 2)
(s7358 4)
(s7359 5)
(s7360 5)
(s7361 2)
(s7363 4)
(s7364 5)
(s7365 5)
(s7366 2)
(s7368 4)
(s7369 5)
(s7370 5)
(s7371 2)
(s7373 4)
(s7374 5)
(s7375 5)
(s7376 2)
(s7378 4)
(s7379 5)
(s7380 5)
(s7381 2)
(s7383 4)
(s7384 5)
(s7385 5)
(s7386 2)
(s7388 4)
(s7389 5)
(s7390 5)
(s7391 2)
(s7393 4)
(s7394 5)
(s7395 5)
(s7396 2)
(s7398 4)
(s7399 5)
(s7400 5)
(s7401 2)
(s7403 4)
(s7404 5)
(s7405 5)
(s7406 2)
(s7408 4)
(s7409 5)
(s7410 5)
(s7411 2)
(s7413 4)
(s7414 5)
(s7415 5)
(s7416 2)
(s7418 4)
(s7419 5)
(s7420 5)
(s7421 2)
(s7423 4)
(s7424 5)
(s7425 5)
(s7426 2)
(s7428 4)
(s7429 5)
(s7430 5)
(s7431 2)
(s7433 4)
(s7434 5)
(s7435 5)
(s7436 2)
(s7438 4)
(s7439 5)
(s7440 5)
(s7441 2)
(s7443 4)
(s7444 5)
(s7445 5)
(s7446 2)
(s7448 4)
(s7449 5)
(s7450 5)
(s7451 2)
(s7453 4)
(s7454 5)
(s7455 5)
(s7456 2)
(s7458 4)
(s7459 5)
(s7460 5)
(s7461 2)
(s7463 4)
(s7464 5)
(s7465 5)
(s7466 2)
(s7468 4)
(s7469 5)
(s7470 5)
(s7471 2)
(s7473 4)
(s7474 5)
(s7475 5)
(s7476 2)
(s7478 4)
(s7479 5)
(s7480 5)
(s7481 2)
(s7483 4)
(s7484 5)
(s7485 5)
(s7486 2)
(s7488 4)
(s7489 5)
(s7490 5)
(s7491 2)
(s7493 4)
(s7494 5)
(s7495 5)
(s7496 2)
(s7498 4)
(s7499 5)
(s7500 5)
(s7501 2)
(s7503 4)
(s7504 5)
(s7505 5)
(s7506 2)
(s7508 4)
(s7509 5)
(s7510 5)
(s7511 2)
(s7513 4)
(s7514 5)
(s7515 5)
(s7516 2)
(s7518 4)
(s7519 5)
(s7520 5)
(s7521 2)
(s7523 4)
(s7524 5)
(s7525 5)
(s7526 2)
(s7528 4)
(s7529 5)
(s7530 5)
(s7531 2)
(s7533 4)
(s7534 5)
(s7535 5)
(s7536 2)
(s7538 4)
(s7539 5)
(s7540 5)
(s7541 2)
(s7543 4)
(s7544 5)
(s7545 5)
(s7546 2)
(s7548 4)
(s7549 5)
(s7550 5)
(s7551 2)
(s7553 4)
(s7554 5)
(s7555 5)
(s7556 2)
(s7558 4)
(s7559 5)
(s7560 5)
(s7561 2)
(s7563 4)
(s7564 5)
(s7565 5)
(s7566 2)
(s7568 4)
(s7569 5)
(s7570 5)
(s7571 2)
(s7573 4)
(s7574 5)
(s7575 5)
(s7576 2)
(s7578 4)
(s7579 5)
(s7580 5)
(s7581 2)
(s7583 4)
(s7584 5)
(s7585 5)
(s7586 2)
(s7588 4)
(s7589 5)
(s7590 5)
(s7591 2)
(s7593 4)
(s7594 5)
(s7595 5)
(s7596 2)
(s7598 4)
(s7599 5)
(s7600 5)
(s7601 2)
(s7603 4)
(s7604 5)
(s7605 5)
(s7606 2)
(s7608 4)
(s7609 5)
(s7610 5)
(s7611 2)
(s7613 4)
(s7614 5)
(s7615 5)
(s7616 2)
(s7618 4)
(s7619 5)
(s7620 5)
(s7621 2)
(s7623 4)
(s7624 5)
(s7625 5)
(s7626 2)
(s7628 4)
(s7629 5)
(s7630 5)
(s7631 2)
(s7633 4)
(s7634 5)
(s7635 5)
(s7636 2)
(s7638 4)
(s7639 5)
(s7640 5)
(s7641 2)
(s7643 4)
(s7644 5)
(s7645 5)
(s7646 2)
(s7648 4)
(s7649 5)
(s7650 5)
(s7651 2)
(s7653 4)
(s7654 5)
(s7655 5)
(s7656 2)
(s7658 4)
(s7659 5)
(s7660 5)
(s7661 2)
(s7663 4)
(s7664 5)
(s7665 5)
(s7666 2)
(s7668 4)
(s7669 5)
(s7670 5)
(s7671 2)
(s7673 4)
(s7674 5)
(s7675 5)
(s7676 2)
(s7678 4)
(s7679 5)
(s7680 5)
(s7681 2)
(s7683 4)
(s7684 5)
(s7685 5)
(s7686 2)
(s7688 4)
(s7689 5)
(s7690 5)
(s7691 2)
(s7693 4)
(s7694 5)
(s7695 5)
(s7696 2)
(s7698 4)
(s7699 5)
(s7700 5)
(s7701 2)
(s7703 4)
(s7704 5)
(s7705 5)
(s7706 2)
(s7708 4)
(s7709 5)
(s7710 5)
(s7711 2)
(s7713 4)
(s7714 5)
(s7715 5)
(s7716 2)
(s7718 4)
(s7719 5)
(s7720 5)
(s7721 2)
(s7723 4)
(s7724 5)
(s7725 5)
(s7726 2)
(s7728 4)
(s7729 5)
(s7730 5)
(s7731 2)
(s7733 4)
(s7734 5)
(s7735 5)
(s7736 2)
(s7738 4)
(s7739 5)
(s7740 5)
(s7741 2)
(s7743 4)
(s7744 5)
(s7745 5)
(s7746 2)
(s7748 4)
(s7749 5)
(s7750 5)
(s7751 2)
(s7753 4)
(s7754 5)
(s7755 5)
(s7756 2)
(s7758 4)
(s7759 5)
(s7760 5)
(s7761 2)
(s7763 4)
(s7764 5)
(s7765 5)
(s7766 2)
(s7768 4)
(s7769 5)
(s7770 5)
(s7771 2)
(s7773 4)
(s7774 5)
(s7775 5)
(s7776 2)
(s7778 4)
(s7779 5)
(s7780 5)
(s7781 2)
(s7783 4)
(s7784 5)
(s7785 5)
(s7786 2)
(s7788 4)
(s7789 5)
(s7790 5)
(s7791 2)
(s7793 4)
(s7794 5)
(s7795 5)
(s7796 2)
(s7798 4)
(s7799 5)
(s7800 5)
(s7801 2)
(s7803 4)
(s7804 5)
(s7805 5)
(s7806 2)
(s7808 4)
(s7809 5)
(s7810 5)
(s7811 2)
(s7813 4)
(s7814 5)
(s7815 5)
(s7816 2)
(s7818 4)
(s7819 5)
(s7820 5)
(s7821 2)
(s7823 4)
(s7824 5)
(s7825 5)
(s7826 2)
(s7828 4)
(s7829 5)
(s7830 5)
(s7831 2)
(s7833 4)
(s7834 5)
(s7835 5)
(s7836 2)
(s7838 4)
(s7839 5)
(s7840 5)
(s7841 2)
(s7843 4)
(s7844 5)
(s7845 5)
(s7846 2)
(s7848 4)
(s7849 5)
(s7850 5)
(s7851 2)
(s7853 4)
(s7854 5)
(s7855 5)
(s7856 2)
(s7858 4)
(s7859 5)
(s7860 5)
(s7861 2)
(s7863 4)
(s7864 5)
(s7865 5)
(s7866 2)
(s7868 4)
(s7869 5)
(s7870 5)
(s7871 2)
(s7873 4)
(s7874 5)
(s7875 5)
(s7876 2)
(s7878 4)
(s7879 5)
(s7880 5)
(s7881 2)
(s7883 4)
(s7884 5)
(s7885 5)
(s7886 2)
(s7888 4)
(s7889 5)
(s7890 5)
(s7891 2)
(s7893 4)
(s7894 5)
(s7895 5)
(s7896 2)
(s7898 4)
(s7899 5)
(s7900 5)
(s7901 2)
(s7903 4)
(s7904 5)
(s7905 5)
(s7906 2)
(s7908 4)
(s7909 5)
(s7910 5)
(s7911 2)
(s7913 4)
(s7914 5)
(s7915 5)
(s7916 2)
(s7918 4)
(s7919 5)
(s7920 5)
(s7921 2)
(s7923 4)
(s7924 5)
(s7925 5)
(s7926 2)
(s7928 4)
(s7929 5)
(s7930 5)
(s7931 2)
(s7933 4)
(s7934 5)
(s7935 5)
(s7936 2)
(s7938 4)
(s7939 5)
(s7940 5)
(s7941 2)
(s7943 4)
(s7944 5)
(s7945 5)
(s7946 2)
(s7948 4)
(s7949 5)
(s7950 5)
(s7951 2)
(s7953 4)
(s7954 5)
(s7955 5)
(s7956 2)
(s7958 4)
(s7959 5)
(s7960 5)
(s7961 2)
(s7963 4)
(s7964 5)
(s7965 5)
(s7966 2)
(s7968 4)
(s7969 5)
(s7970 5)
(s7971 2)
(s7973 4)
(s7974 5)
(s7975 5)
(s7976 2)
(s7978 4)
(s7979 5)
(s7980 5)
(s7981 2)
(s7983 4)
(s7984 5)
(s7985 5)
(s7986 2)
(s7988 4)
(s7989 5)
(s7990 5)
(s7991 2)
(s7993 4)
(s7994 5)
(s7995 5)
(s7996 2)
(s7998 4)
(s7999 5)
(s8000 5)
(s8001 2)
(s8003 4)
(s8004 5)
(s8005 5)
(s8006 2)
(s8008 4)
(s8009 5)
(s8010 5)
(s8011 2)
(s8013 4)
(s8014 5)
(s8015 5)
(s8016 2)
(s8018 4)
(s8019 5)
(s8020 5)
(s8021 2)
(s8023 4)
(s8024 5)
(s8025 5)
(s8026 2)
(s8028 4)
(s8029 5)
(s8030 5)
(s8031 2)
(s8033 4)
(s8034 5)
(s8035 5)
(s8036 2)
(s8038 4)
(s8039 5)
(s8040 5)
(s8041 2)
(s8043 4)
(s8044 5)
(s8045 5)
(s8046 2)
(s8048 4)
(s8049 5)
(s8050 5)
(s8051 2)
(s8053 4)
(s8054 5)
(s8055 5)
(s8056 2)
(s8058 4)
(s8059 5)
(s8060 5)
(s8061 2)
(s8063 4)
(s8064 5)
(s8065 5)
(s8066 2)
(s8068 4)
(s8069 5)
(s8070 5)
(s8071 2)
(s8073 4)
(s8074 5)
(s8075 5)
(s8076 2)
(s8078 4)
(s8079 5)
(s8080 5)
(s8081 2)
(s8083 4)
(s8084 5)
(s8085 5)
(s8086 2)
(s8088 4)
(s8089 5)
(s8090 5)
(s8091 2)
(s8093 4)
(s8094 5)
(s8095 5)
(s8096 2)
(s8098 4)
(s8099 5)
(s8100 5)
(s8101 2)
(s8103 4)
(s8104 5)
(s8105 5)
(s8106 2)
(s8108 4)
(s8109 5)
(s8110 5)
(s8111 2)
(s8113 4)
(s8114 5)
(s8115 5)
(s8116 2)
(s8118 4)
(s8119 5)
(s8120 5)
(s8121 2)
(s8123 4)
(s8124 5)
(s8125 5)
(s8126 2)
(s8128 4)
(s8129 5)
(s8130 5)
(s8131 2)
(s8133 4)
(s8134 5)
(s8135 5)
(s8136 2)
(s8138 4)
(s8139 5)
(s8140 5)
(s8141 2)
(s8143 4)
(s8144 5)
(s8145 5)
(s8146 2)
(s8148 4)
(s8149 5)
(s8150 5)
(s8151 2)
(s8153 4)
(s8154 5)
(s8155 5)
(s8156 2)
(s8158 4)
(s8159 5)
(s8160 5)
(s8161 2)
(s8163 4)
(s8164 5)
(s8165 5)
(s8166 2)
(s8168 4)
(s8169 5)
(s8170 5)
(s8171 2)
(s8173 4)
(s8174 5)
(s8175 5)
(s8176 2)
(s8178 4)
(s8179 5)
(s8180 5)
(s8181 2)
(s8183 4)
(s8184 5)
(s8185 5)
(s8186 2)
(s8188 4)
(s8189 5)
(s8190 5)
(s8191 2)
(s8193 4)
(s8194 5)
(s8195 5)
(s8196 2)
(s8198 4)
(s8199 5)
(s8200 5)
(s8201 2)
(s8203 4)
(s8204 5)
(s8205 5)
(s8206 2)
(s8208 4)
(s8209 5)
(s8210 5)
(s8211 2)
(s8213 4)
(s8214 5)
(s8215 5)
(s8216 2)
(s8218 4)
(s8219 5)
(s8220 5)
(s8221 2)
(s8223 4)
(s8224 5)
(s8225 5)
(s8226 2)
(s8228 4)
(s8229 5)
(s8230 5)
(s8231 2)
(s8233 4)
(s8234 5)
(s8235 5)
(s8236 2)
(s8238 4)
(s8239 5)
(s8240 5)
(s8241 2)
(s8243 4)
(s8244 5)
(s8245 5)
(s8246 2)
(s8248 4)
(s8249 5)
(s8250 5)
(s8251 2)
(s8253 4)
(s8254 5)
(s8255 5)
(s8256 2)
(s8258 4)
(s8259 5)
(s8260 5)
(s8261 2)
(s8263 4)
(s8264 5)
(s8265 5)
(s8266 2)
(s8268 4)
(s8269 5)
(s8270 5)
(s8271 2)
(s8273 4)
(s8274 5)
(s8275 5)
(s8276 2)
(s8278 4)
(s8279 5)
(s8280 5)
(s8281 2)
(s8283 4)
(s8284 5)
(s8285 5)
(s8286 2)
(s8288 4)
(s8289 5)
(s8290 5)
(s8291 2)
(s8293 4)
(s8294 5)
(s8295 5)
(s8296 2)
(s8298 4)
(s8299 5)
(s8300 5)
(s8301 2)
(s8303 4)
(s8304 5)
(s8305 5)
(s8306 2)
(s8308 4)
(s8309 5)
(s8310 5)
(s8311 2)
(s8313 4)
(s8314 5)
(s8315 5)
(s8316 2)
(s8318 4)
(s8319 5)
(s8320 5)
(s8321 2)
(s8323 4)
(s8324 5)
(s8325 5)
(s8326 2)
(s8328 4)
(s8329 5)
(s8330 5)
(s8331 2)
(s8333 4)
(s8334 5)
(s8335 5)
(s8336 2)
(s8338 4)
(s8339 5)
(s8340 5)
(s8341 2)
(s8343 4)
(s8344 5)
(s8345 5)
(s8346 2)
(s8348 4)
(s8349 5)
(s8350 5)
(s8351 2)
(s8353 4)
(s8354 5)
(s8355 5)
(s8356 2)
(s8358 4)
(s8359 5)
(s8360 5)
(s8361 2)
(s8363 4)
(s8364 5)
(s8365 5)
(s8366 2)
(s8368 4)
(s8369 5)
(s8370 5)
(s8371 2)
(s8373 4)
(s8374 5)
(s8375 5)
(s8376 2)
(s8378 4)
(s8379 5)
(s8380 5)
(s8381 2)
(s8383 4)
(s8384 5)
(s8385 5)
(s8386 2)
(s8388 4)
(s8389 5)
(s8390 5)
(s8391 2)
(s8393 4)
(s8394 5)
(s8395 5)
(s8396 2)
(s8398 4)
(s8399 5)
(s8400 5)
(s8401 2)
(s8403 4)
(s8404 5)
(s8405 5)
(s8406 2)
(s8408 4)
(s8409 5)
(s8410 5)
(s8411 2)
(s8413 4)
(s8414 5)
(s8415 5)
(s8416 2)
(s8418 4)
(s8419 5)
(s8420 5)
(s8421 2)
(s8423 4)
(s8424 5)
(s8425 5)
(s8426 2)
(s8428 4)
(s8429 5)
(s8430 5)
(s8431 2)
(s8433 4)
(s8434 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76782ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76795ms
Finished structural reductions in LTL mode , in 1 iterations and 136282 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p1 (NOT p2) (NOT p0) p3), (X (NOT p2)), (X p3), (X (NOT (AND (NOT p1) p2 p0 (NOT p3)))), (X (NOT (AND (NOT p1) p2 p0))), (X (NOT (AND (NOT p1) p0 (NOT p3)))), (X (NOT (AND (NOT p1) p2 (NOT p0)))), (X (OR (AND p1 (NOT p2)) (AND (NOT p2) p0))), (X (NOT (AND (NOT p1) p2 (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) p0 (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) (NOT p0)))), (X (NOT (AND (NOT p1) (NOT p2) p0))), (X (NOT p0)), (X p1)]
False Knowledge obtained : []
Knowledge based reduction with 16 factoid took 216 ms. Reduced automaton from 15 states, 34 edges and 4 AP (stutter sensitive) to 15 states, 34 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 612 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
RANDOM walk for 43035 steps (8 resets) in 3740 ms. (11 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 546 ms. (7 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 386 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 387 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 468 ms. (8 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 393 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 379 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 389 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 400 ms. (9 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 391 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 380 ms. (10 steps per ms) remains 18/18 properties
BEST_FIRST walk for 4004 steps (0 resets) in 383 ms. (10 steps per ms) remains 18/18 properties
Probabilistic random walk after 40023 steps, saw 40011 distinct states, run finished after 6091 ms. (steps per millisecond=6 ) properties seen :0
[2025-06-02 08:45:43] [INFO ] Invariant cache hit.
[2025-06-02 08:45:43] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 18 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/26001 variables, and 35 constraints, problems are : Problem set: 0 solved, 18 unsolved in 192 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 18/18 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:45:43] [INFO ] Deduced a trap composed of 3 places in 42 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 1/6 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/6 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/31 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/36 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 18/54 constraints. Problems are: Problem set: 0 solved, 18 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:45:44] [INFO ] Deduced a trap composed of 3 places in 30 ms of which 2 ms to minimize.
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 1/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/65 variables, 0/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
At refinement iteration 9 (OVERLAPS) 0/65 variables, 0/55 constraints. Problems are: Problem set: 0 solved, 18 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/26001 variables, and 55 constraints, problems are : Problem set: 0 solved, 18 unsolved in 2407 ms.
Refiners :[Positive P Invariants (semi-flows): 5/2000 constraints, State Equation: 25/10000 constraints, ReadFeed: 5/2000 constraints, PredecessorRefiner: 18/18 constraints, Known Traps: 2/2 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 2659ms problems are : Problem set: 0 solved, 18 unsolved
Fused 18 Parikh solutions to 17 different solutions.
Parikh walk visited 17 properties in 35004 ms.
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Graph (complete) has 24000 edges and 10000 vertex of which 25 are kept as prefixes of interest. Removing 9975 places using SCC suffix rule.4 ms
Discarding 9975 places :
Also discarding 15960 output transitions
Drop transitions (Output transitions of discarded places.) removed 15960 transitions
Drop transitions (Empty/Sink Transition effects.) removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 25 transition count 40
Applied a total of 2 rules in 15 ms. Remains 25 /10000 variables (removed 9975) and now considering 40/16001 (removed 15961) transitions.
Running 30 sub problems to find dead transitions.
// Phase 1: matrix 40 rows 25 cols
[2025-06-02 08:46:21] [INFO ] Computed 5 invariants in 1 ms
[2025-06-02 08:46:21] [INFO ] State equation strengthened by 5 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/20 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 1 (OVERLAPS) 5/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/65 variables, and 35 constraints, problems are : Problem set: 0 solved, 30 unsolved in 424 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 30/30 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 30 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/20 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 1 (OVERLAPS) 5/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 30/65 constraints. Problems are: Problem set: 0 solved, 30 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:46:21] [INFO ] Deduced a trap composed of 3 places in 32 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:46:21] [INFO ] Deduced a trap composed of 3 places in 17 ms of which 1 ms to minimize.
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 2/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 0/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
At refinement iteration 8 (OVERLAPS) 0/65 variables, 0/67 constraints. Problems are: Problem set: 0 solved, 30 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/65 variables, and 67 constraints, problems are : Problem set: 0 solved, 30 unsolved in 1105 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 30/30 constraints, Known Traps: 2/2 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 1538ms problems are : Problem set: 0 solved, 30 unsolved
Search for dead transitions found 0 dead transitions in 1538ms
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1553 ms. Remains : 25/10000 places, 40/16001 transitions.
RANDOM walk for 41284 steps (8 resets) in 19 ms. (2064 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40004 steps (8 resets) in 29 ms. (1333 steps per ms) remains 1/1 properties
Interrupted probabilistic random walk after 2029880 steps, run timeout after 3001 ms. (steps per millisecond=676 ) properties seen :0 out of 1
Probabilistic random walk after 2029880 steps, saw 1690034 distinct states, run finished after 3002 ms. (steps per millisecond=676 ) properties seen :0
[2025-06-02 08:46:25] [INFO ] Invariant cache hit.
[2025-06-02 08:46:25] [INFO ] State equation strengthened by 5 read => feed constraints.
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 0/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (OVERLAPS) 40/65 variables, 25/30 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/65 variables, 5/35 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (OVERLAPS) 0/65 variables, 0/35 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Real declared 65/65 variables, and 35 constraints, problems are : Problem set: 0 solved, 1 unsolved in 37 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 45.0 s and query timeout 4500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 20/25 variables, 5/5 constraints. Problems are: Problem set: 0 solved, 1 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:46:25] [INFO ] Deduced a trap composed of 3 places in 30 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:46:25] [INFO ] Deduced a trap composed of 3 places in 23 ms of which 2 ms to minimize.
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 08:46:25] [INFO ] Deduced a trap composed of 3 places in 16 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/25 variables, 3/8 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/25 variables, 0/8 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (OVERLAPS) 40/65 variables, 25/33 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/65 variables, 5/38 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/65 variables, 1/39 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/65 variables, 0/39 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 8 (OVERLAPS) 0/65 variables, 0/39 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Int declared 65/65 variables, and 39 constraints, problems are : Problem set: 0 solved, 1 unsolved in 188 ms.
Refiners :[Positive P Invariants (semi-flows): 5/5 constraints, State Equation: 25/25 constraints, ReadFeed: 5/5 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 3/3 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 231ms problems are : Problem set: 0 solved, 1 unsolved
Finished Parikh walk after 11773 steps, including 0 resets, run visited all 1 properties in 37 ms. (steps per millisecond=318 )
Parikh walk visited 1 properties in 36 ms.
Knowledge obtained : [(AND p1 (NOT p2) (NOT p0) p3), (X (NOT p2)), (X p3), (X (NOT (AND (NOT p1) p2 p0 (NOT p3)))), (X (NOT (AND (NOT p1) p2 p0))), (X (NOT (AND (NOT p1) p0 (NOT p3)))), (X (NOT (AND (NOT p1) p2 (NOT p0)))), (X (OR (AND p1 (NOT p2)) (AND (NOT p2) p0))), (X (NOT (AND (NOT p1) p2 (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) p0 (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) (NOT p0) (NOT p3)))), (X (NOT (AND (NOT p1) (NOT p2) (NOT p0)))), (X (NOT (AND (NOT p1) (NOT p2) p0))), (X (NOT p0)), (X p1)]
False Knowledge obtained : [(F (NOT (OR (AND p1 (NOT p2)) (AND (NOT p2) p0)))), (F (NOT (OR p1 (NOT p2) p0))), (F (NOT (OR (NOT p0) p3))), (F (NOT (OR p1 (NOT p2) (NOT p0)))), (F (NOT (OR p1 p2 (NOT p0)))), (F (NOT (OR p1 p2 p0))), (F (NOT (OR p1 (NOT p0)))), (F (NOT (OR p1 p0 p3))), (F (NOT (OR p1 (NOT p0) p3))), (F (NOT (OR p2 (NOT p0)))), (F (NOT (OR p1 p2 p0 p3))), (F p2), (F (NOT p1)), (F (NOT (OR p1 (NOT p2) (NOT p0) p3))), (F p0), (F (NOT p3)), (F (NOT (OR p1 p2 (NOT p0) p3))), (F (NOT (OR p1 (NOT p2) p0 p3)))]
Knowledge based reduction with 16 factoid took 908 ms. Reduced automaton from 15 states, 34 edges and 4 AP (stutter sensitive) to 15 states, 34 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 581 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Stuttering acceptance computed with spot in 592 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Stuttering acceptance computed with spot in 631 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Product exploration timeout after 26710 steps with 6655 reset in 10002 ms.
Product exploration timeout after 24980 steps with 6230 reset in 10002 ms.
Applying partial POR strategy [false, false, false, false, false, false, true, false, false, true, false, false, false, true, true]
Stuttering acceptance computed with spot in 654 ms :[(AND p0 (NOT p2)), (AND p0 (NOT p3)), p0, (AND (NOT p3) p0 (NOT p1)), (AND p0 (NOT p1) p2), (AND p0 (NOT p2)), (AND (NOT p3) p0), (AND (NOT p3) p0), p0, (AND (NOT p3) (NOT p1) p0), (AND (NOT p3) (NOT p1) p0), (AND p0 (NOT p1)), (AND p0 (NOT p2)), (NOT p3), (AND (NOT p1) (NOT p3))]
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2733 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
// Phase 1: matrix 16001 rows 10000 cols
[2025-06-02 08:46:52] [INFO ] Computed 2000 invariants in 30 ms
[2025-06-02 08:46:52] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 59385ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 59403ms
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:47:51] [INFO ] Invariant cache hit.
[2025-06-02 08:47:51] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30138 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76339ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76353ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 138520 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Built C files in :
/tmp/ltsmin15837161649321002808
[2025-06-02 08:49:08] [INFO ] Built C files in 194ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin15837161649321002808
Running compilation step : cd /tmp/ltsmin15837161649321002808;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin15837161649321002808;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin15837161649321002808;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 707 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:49:11] [INFO ] Invariant cache hit.
[2025-06-02 08:49:11] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20151 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56526ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56539ms
[2025-06-02 08:50:08] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:50:11] [INFO ] Implicit Places using invariants in 2729 ms returned []
Implicit Place search using SMT only with invariants took 2730 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:50:11] [INFO ] Invariant cache hit.
[2025-06-02 08:50:11] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75857ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75871ms
Finished structural reductions in LTL mode , in 1 iterations and 135876 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Built C files in :
/tmp/ltsmin14295423368427188062
[2025-06-02 08:51:27] [INFO ] Built C files in 107ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin14295423368427188062
Running compilation step : cd /tmp/ltsmin14295423368427188062;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin14295423368427188062;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin14295423368427188062;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
[2025-06-02 08:51:31] [INFO ] Flatten gal took : 574 ms
[2025-06-02 08:51:31] [INFO ] Flatten gal took : 346 ms
[2025-06-02 08:51:31] [INFO ] Time to serialize gal into /tmp/LTL16757405328012060742.gal : 158 ms
[2025-06-02 08:51:31] [INFO ] Time to serialize properties into /tmp/LTL16908895045423156218.prop : 0 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL16757405328012060742.gal' '-t' 'CGAL' '-hoa' '/tmp/aut933459768222068942.hoa' '-atoms' '/tmp/LTL16908895045423156218.prop' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...318
Loading property file /tmp/LTL16908895045423156218.prop.
Loaded 4 atomic propositions.
Checking formula 0 provided in automaton : /tmp/aut933459768222068942.hoa
Detected timeout of ITS tools.
[2025-06-02 08:51:47] [INFO ] Flatten gal took : 277 ms
[2025-06-02 08:51:47] [INFO ] Flatten gal took : 287 ms
[2025-06-02 08:51:47] [INFO ] Time to serialize gal into /tmp/LTL18432501986676404003.gal : 50 ms
[2025-06-02 08:51:47] [INFO ] Time to serialize properties into /tmp/LTL11642265678828682836.ltl : 1 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL18432501986676404003.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL11642265678828682836.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...277
Read 1 LTL properties
Checking formula 0 : !((G((("(p1020>=3)")U("(p6570<2)"))U(("(p3711>=3)")||((F("(p5804<=p408)"))U(X(X("(p1020<3)"))))))))
Formula 0 simplified : F((!"(p1020>=3)" R !"(p6570<2)") R (!"(p3711>=3)" & (G!"(p5804<=p408)" R XX!"(p1020<3)")))
Detected timeout of ITS tools.
[2025-06-02 08:52:03] [INFO ] Flatten gal took : 270 ms
[2025-06-02 08:52:03] [INFO ] Applying decomposition
[2025-06-02 08:52:03] [INFO ] Flatten gal took : 279 ms
Converted graph to binary with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/convert-linux64' '-i' '/tmp/graph12346068855423048549.txt' '-o' '/tmp/graph12346068855423048549.bin' '-w' '/tmp/graph12346068855423048549.weights'
Built communities with : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202505121319/bin/louvain-linux64' '/tmp/graph12346068855423048549.bin' '-l' '-1' '-v' '-w' '/tmp/graph12346068855423048549.weights' '-q' '0' '-e' '0.001'
[2025-06-02 08:52:04] [INFO ] Decomposing Gal with order
[2025-06-02 08:52:05] [INFO ] Rewriting arrays to variables to allow decomposition.
[2025-06-02 08:52:10] [INFO ] Flatten gal took : 294 ms
[2025-06-02 08:52:11] [INFO ] Fuse similar labels procedure discarded/fused a total of 0 labels/synchronizations in 496 ms.
[2025-06-02 08:52:11] [INFO ] Time to serialize gal into /tmp/LTL3497971913629832567.gal : 54 ms
[2025-06-02 08:52:11] [INFO ] Time to serialize properties into /tmp/LTL5137852714801383346.ltl : 1 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL3497971913629832567.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL5137852714801383346.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202505121319/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...275
Read 1 LTL properties
Checking formula 0 : !((G((("(gu203.p1020>=3)")U("(gu1314.p6570<2)"))U(("(gu742.p3711>=3)")||((F("(gu1161.p5804<=gu1161.p408)"))U(X(X("(gu203.p1020<3)"))))...159
Formula 0 simplified : F((!"(gu203.p1020>=3)" R !"(gu1314.p6570<2)") R (!"(gu742.p3711>=3)" & (G!"(gu1161.p5804<=gu1161.p408)" R XX!"(gu203.p1020<3)")))
Detected timeout of ITS tools.
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-10 finished in 766853 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(((F(p0) U X(X((!p0&&X(G(p1)))))) U X(!p1)))'
Support contains 4 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 696 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:52:27] [INFO ] Invariant cache hit.
[2025-06-02 08:52:27] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20142 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20142 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55712ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55726ms
[2025-06-02 08:53:23] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:53:25] [INFO ] Implicit Places using invariants in 2612 ms returned []
Implicit Place search using SMT only with invariants took 2613 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:53:25] [INFO ] Invariant cache hit.
[2025-06-02 08:53:25] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30141 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75711ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75724ms
Finished structural reductions in LTL mode , in 1 iterations and 134787 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 356 ms :[p1, false, p1, (AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (OR (NOT p1) p0), (AND (NOT p0) (NOT p1)), (NOT p1), (NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-11
Product exploration timeout after 33430 steps with 16715 reset in 10002 ms.
Product exploration timeout after 31290 steps with 15645 reset in 10003 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND (NOT p0) (NOT p1)), (X (NOT (AND (NOT p0) p1))), (X (NOT p0)), (X (NOT p1))]
False Knowledge obtained : []
Property proved to be true thanks to knowledge (Minato strategy)
Knowledge based reduction with 4 factoid took 19 ms. Reduced automaton from 9 states, 18 edges and 2 AP (stutter sensitive) to 1 states, 0 edges and 0 AP (stutter insensitive).
FORMULA JoinFreeModules-PT-2000-LTLCardinality-11 TRUE TECHNIQUES KNOWLEDGE
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-11 finished in 156160 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(F(p0))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2024 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:55:05] [INFO ] Invariant cache hit.
[2025-06-02 08:55:05] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 5)
(s2865 5)
(s2866 2)
(s2868 4)
(s2869 5)
(s2870 5)
(s2871 2)
(s2873 4)
(s2874 5)
(s2875 5)
(s2876 2)
(s2878 4)
(s2879 5)
(s2880 5)
(s2881 2)
(s2883 4)
(s2884 5)
(s2885 5)
(s2886 2)
(s2888 4)
(s2889 5)
(s2890 5)
(s2891 2)
(s2893 4)
(s2894 5)
(s2895 5)
(s2896 2)
(s2898 4)
(s2899 5)
(s2900 5)
(s2901 2)
(s2903 4)
(s2904 5)
(s2905 5)
(s2906 2)
(s2908 4)
(s2909 5)
(s2910 5)
(s2911 2)
(s2913 4)
(s2914 5)
(s2915 5)
(s2916 2)
(s2918 4)
(s2919 5)
(s2920 5)
(s2921 2)
(s2923 4)
(s2924 5)
(s2925 5)
(s2926 2)
(s2928 4)
(s2929 5)
(s2930 5)
(s2931 2)
(s2933 4)
(s2934 5)
(s2935 5)
(s2936 2)
(s2938 4)
(s2939 5)
(s2940 5)
(s2941 2)
(s2943 4)
(s2944 5)
(s2945 5)
(s2946 2)
(s2948 4)
(s2949 5)
(s2950 5)
(s2951 2)
(s2953 4)
(s2954 5)
(s2955 5)
(s2956 2)
(s2958 4)
(s2959 5)
(s2960 5)
(s2961 2)
(s2963 4)
(s2964 5)
(s2965 5)
(s2966 2)
(s2968 4)
(s2969 5)
(s2970 5)
(s2971 2)
(s2973 4)
(s2974 5)
(s2975 5)
(s2976 2)
(s2978 4)
(s2979 5)
(s2980 5)
(s2981 2)
(s2983 4)
(s2984 5)
(s2985 5)
(s2986 2)
(s2988 4)
(s2989 5)
(s2990 5)
(s2991 2)
(s2993 4)
(s2994 5)
(s2995 5)
(s2996 2)
(s2998 4)
(s2999 5)
(s3000 5)
(s3001 2)
(s3003 4)
(s3004 5)
(s3005 5)
(s3006 2)
(s3008 4)
(s3009 5)
(s3010 5)
(s3011 2)
(s3013 4)
(s3014 5)
(s3015 5)
(s3016 2)
(s3018 4)
(s3019 5)
(s3020 5)
(s3021 2)
(s3023 4)
(s3024 5)
(s3025 5)
(s3026 2)
(s3028 4)
(s3029 5)
(s3030 5)
(s3031 2)
(s3033 4)
(s3034 5)
(s3035 5)
(s3036 2)
(s3038 4)
(s3039 5)
(s3040 5)
(s3041 2)
(s3043 4)
(s3044 5)
(s3045 5)
(s3046 2)
(s3048 4)
(s3049 5)
(s3050 5)
(s3051 2)
(s3053 4)
(s3054 5)
(s3055 5)
(s3056 2)
(s3058 4)
(s3059 5)
(s3060 5)
(s3061 2)
(s3063 4)
(s3064 5)
(s3065 5)
(s3066 2)
(s3068 4)
(s3069 5)
(s3070 5)
(s3071 2)
(s3073 4)
(s3074 5)
(s3075 5)
(s3076 2)
(s3078 4)
(s3079 5)
(s3080 5)
(s3081 2)
(s3083 4)
(s3084 5)
(s3085 5)
(s3086 2)
(s3088 4)
(s3089 5)
(s3090 5)
(s3091 2)
(s3093 4)
(s3094 5)
(s3095 5)
(s3096 2)
(s3098 4)
(s3099 5)
(s3100 5)
(s3101 2)
(s3103 4)
(s3104 5)
(s3105 5)
(s3106 2)
(s3108 4)
(s3109 5)
(s3110 5)
(s3111 2)
(s3113 4)
(s3114 5)
(s3115 5)
(s3116 2)
(s3118 4)
(s3119 5)
(s3120 5)
(s3121 2)
(s3123 4)
(s3124 5)
(s3125 5)
(s3126 2)
(s3128 4)
(s3129 5)
(s3130 5)
(s3131 2)
(s3133 4)
(s3134 5)
(s3135 5)
(s3136 2)
(s3138 4)
(s3139 5)
(s3140 5)
(s3141 2)
(s3143 4)
(s3144 5)
(s3145 5)
(s3146 2)
(s3148 4)
(s3149 5)
(s3150 5)
(s3151 2)
(s3153 4)
(s3154 5)
(s3155 5)
(s3156 2)
(s3158 4)
(s3159 5)
(s3160 5)
(s3161 2)
(s3163 4)
(s3164 5)
(s3165 5)
(s3166 2)
(s3168 4)
(s3169 5)
(s3170 5)
(s3171 2)
(s3173 4)
(s3174 5)
(s3175 5)
(s3176 2)
(s3178 4)
(s3179 5)
(s3180 5)
(s3181 2)
(s3183 4)
(s3184 5)
(s3185 5)
(s3186 2)
(s3188 4)
(s3189 5)
(s3190 5)
(s3191 2)
(s3193 4)
(s3194 5)
(s3195 5)
(s3196 2)
(s3198 4)
(s3199 5)
(s3200 5)
(s3201 2)
(s3203 4)
(s3204 5)
(s3205 5)
(s3206 2)
(s3208 4)
(s3209 5)
(s3210 5)
(s3211 2)
(s3213 4)
(s3214 5)
(s3215 5)
(s3216 2)
(s3218 4)
(s3219 5)
(s3220 5)
(s3221 2)
(s3223 4)
(s3224 5)
(s3225 5)
(s3226 2)
(s3228 4)
(s3229 5)
(s3230 5)
(s3231 2)
(s3233 4)
(s3234 5)
(s3235 5)
(s3236 2)
(s3238 4)
(s3239 5)
(s3240 5)
(s3241 2)
(s3243 4)
(s3244 5)
(s3245 5)
(s3246 2)
(s3248 4)
(s3249 5)
(s3250 5)
(s3251 2)
(s3253 4)
(s3254 5)
(s3255 5)
(s3256 2)
(s3258 4)
(s3259 5)
(s3260 5)
(s3261 2)
(s3263 4)
(s3264 5)
(s3265 5)
(s3266 2)
(s3268 4)
(s3269 5)
(s3270 5)
(s3271 2)
(s3273 4)
(s3274 5)
(s3275 5)
(s3276 2)
(s3278 4)
(s3279 5)
(s3280 5)
(s3281 2)
(s3283 4)
(s3284 5)
(s3285 5)
(s3286 2)
(s3288 4)
(s3289 5)
(s3290 5)
(s3291 2)
(s3293 4)
(s3294 5)
(s3295 5)
(s3296 2)
(s3298 4)
(s3299 5)
(s3300 5)
(s3301 2)
(s3303 4)
(s3304 5)
(s3305 5)
(s3306 2)
(s3308 4)
(s3309 5)
(s3310 5)
(s3311 2)
(s3313 4)
(s3314 5)
(s3315 5)
(s3316 2)
(s3318 4)
(s3319 5)
(s3320 5)
(s3321 2)
(s3323 4)
(s3324 5)
(s3325 5)
(s3326 2)
(s3328 4)
(s3329 5)
(s3330 5)
(s3331 2)
(s3333 4)
(s3334 5)
(s3335 5)
(s3336 2)
(s3338 4)
(s3339 5)
(s3340 5)
(s3341 2)
(s3343 4)
(s3344 5)
(s3345 5)
(s3346 2)
(s3348 4)
(s3349 5)
(s3350 5)
(s3351 2)
(s3353 4)
(s3354 5)
(s3355 5)
(s3356 2)
(s3358 4)
(s3359 5)
(s3360 5)
(s3361 2)
(s3363 4)
(s3364 5)
(s3365 5)
(s3366 2)
(s3368 4)
(s3369 5)
(s3370 5)
(s3371 2)
(s3373 4)
(s3374 5)
(s3375 5)
(s3376 2)
(s3378 4)
(s3379 5)
(s3380 5)
(s3381 2)
(s3383 4)
(s3384 5)
(s3385 5)
(s3386 2)
(s3388 4)
(s3389 5)
(s3390 5)
(s3391 2)
(s3393 4)
(s3394 5)
(s3395 5)
(s3396 2)
(s3398 4)
(s3399 5)
(s3400 5)
(s3401 2)
(s3403 4)
(s3404 5)
(s3405 5)
(s3406 2)
(s3408 4)
(s3409 5)
(s3410 5)
(s3411 2)
(s3413 4)
(s3414 5)
(s3415 5)
(s3416 2)
(s3418 4)
(s3419 5)
(s3420 5)
(s3421 2)
(s3423 4)
(s3424 5)
(s3425 5)
(s3426 2)
(s3428 4)
(s3429 5)
(s3430 5)
(s3431 2)
(s3433 4)
(s3434 5)
(s3435 5)
(s3436 2)
(s3438 4)
(s3439 5)
(s3440 5)
(s3441 2)
(s3443 4)
(s3444 5)
(s3445 5)
(s3446 2)
(s3448 4)
(s3449 5)
(s3450 5)
(s3451 2)
(s3453 4)
(s3454 5)
(s3455 5)
(s3456 2)
(s3458 4)
(s3459 5)
(s3460 5)
(s3461 2)
(s3463 4)
(s3464 5)
(s3465 5)
(s3466 2)
(s3468 4)
(s3469 5)
(s3470 5)
(s3471 2)
(s3473 4)
(s3474 5)
(s3475 5)
(s3476 2)
(s3478 4)
(s3479 5)
(s3480 5)
(s3481 2)
(s3483 4)
(s3484 5)
(s3485 5)
(s3486 2)
(s3488 4)
(s3489 5)
(s3490 5)
(s3491 2)
(s3493 4)
(s3494 5)
(s3495 5)
(s3496 2)
(s3498 4)
(s3499 5)
(s3500 5)
(s3501 2)
(s3503 4)
(s3504 5)
(s3505 5)
(s3506 2)
(s3508 4)
(s3509 5)
(s3510 5)
(s3511 2)
(s3513 4)
(s3514 5)
(s3515 5)
(s3516 2)
(s3518 4)
(s3519 5)
(s3520 5)
(s3521 2)
(s3523 4)
(s3524 5)
(s3525 5)
(s3526 2)
(s3528 4)
(s3529 5)
(s3530 5)
(s3531 2)
(s3533 4)
(s3534 5)
(s3535 5)
(s3536 2)
(s3538 4)
(s3539 5)
(s3540 5)
(s3541 2)
(s3543 4)
(s3544 5)
(s3545 5)
(s3546 2)
(s3548 4)
(s3549 5)
(s3550 5)
(s3551 2)
(s3553 4)
(s3554 5)
(s3555 5)
(s3556 2)
(s3558 4)
(s3559 5)
(s3560 5)
(s3561 2)
(s3563 4)
(s3564 5)
(s3565 5)
(s3566 2)
(s3568 4)
(s3569 5)
(s3570 5)
(s3571 2)
(s3573 4)
(s3574 5)
(s3575 5)
(s3576 2)
(s3578 4)
(s3579 5)
(s3580 5)
(s3581 2)
(s3583 4)
(s3584 5)
(s3585 5)
(s3586 2)
(s3588 4)
(s3589 5)
(s3590 5)
(s3591 2)
(s3593 4)
(s3594 5)
(s3595 5)
(s3596 2)
(s3598 4)
(s3599 5)
(s3600 5)
(s3601 2)
(s3603 4)
(s3604 5)
(s3605 5)
(s3606 2)
(s3608 4)
(s3609 5)
(s3610 5)
(s3611 2)
(s3613 4)
(s3614 5)
(s3615 5)
(s3616 2)
(s3618 4)
(s3619 5)
(s3620 5)
(s3621 2)
(s3623 4)
(s3624 5)
(s3625 5)
(s3626 2)
(s3628 4)
(s3629 5)
(s3630 5)
(s3631 2)
(s3633 4)
(s3634 5)
(s3635 5)
(s3636 2)
(s3638 4)
(s3639 5)
(s3640 5)
(s3641 2)
(s3643 4)
(s3644 5)
(s3645 5)
(s3646 2)
(s3648 4)
(s3649 5)
(s3650 5)
(s3651 2)
(s3653 4)
(s3654 5)
(s3655 5)
(s3656 2)
(s3658 4)
(s3659 5)
(s3660 5)
(s3661 2)
(s3663 4)
(s3664 5)
(s3665 5)
(s3666 2)
(s3668 4)
(s3669 5)
(s3670 5)
(s3671 2)
(s3673 4)
(s3674 5)
(s3675 5)
(s3676 2)
(s3678 4)
(s3679 5)
(s3680 5)
(s3681 2)
(s3683 4)
(s3684 5)
(s3685 5)
(s3686 2)
(s3688 4)
(s3689 5)
(s3690 5)
(s3691 2)
(s3693 4)
(s3694 5)
(s3695 5)
(s3696 2)
(s3698 4)
(s3699 5)
(s3700 5)
(s3701 2)
(s3703 4)
(s3704 5)
(s3705 5)
(s3706 2)
(s3708 4)
(s3709 5)
(s3710 5)
(s3711 2)
(s3713 4)
(s3714 5)
(s3715 5)
(s3716 2)
(s3718 4)
(s3719 5)
(s3720 5)
(s3721 2)
(s3723 4)
(s3724 5)
(s3725 5)
(s3726 2)
(s3728 4)
(s3729 5)
(s3730 5)
(s3731 2)
(s3733 4)
(s3734 5)
(s3735 5)
(s3736 2)
(s3738 4)
(s3739 5)
(s3740 5)
(s3741 2)
(s3743 4)
(s3744 5)
(s3745 5)
(s3746 2)
(s3748 4)
(s3749 5)
(s3750 5)
(s3751 2)
(s3753 4)
(s3754 5)
(s3755 5)
(s3756 2)
(s3758 4)
(s3759 5)
(s3760 5)
(s3761 2)
(s3763 4)
(s3764 5)
(s3765 5)
(s3766 2)
(s3768 4)
(s3769 5)
(s3770 5)
(s3771 2)
(s3773 4)
(s3774 5)
(s3775 5)
(s3776 2)
(s3778 4)
(s3779 5)
(s3780 5)
(s3781 2)
(s3783 4)
(s3784 5)
(s3785 5)
(s3786 2)
(s3788 4)
(s3789 5)
(s3790 5)
(s3791 2)
(s3793 4)
(s3794 5)
(s3795 5)
(s3796 2)
(s3798 4)
(s3799 5)
(s3800 5)
(s3801 2)
(s3803 4)
(s3804 5)
(s3805 5)
(s3806 2)
(s3808 4)
(s3809 5)
(s3810 5)
(s3811 2)
(s3813 4)
(s3814 5)
(s3815 5)
(s3816 2)
(s3818 4)
(s3819 5)
(s3820 5)
(s3821 2)
(s3823 4)
(s3824 5)
(s3825 5)
(s3826 2)
(s3828 4)
(s3829 5)
(s3830 5)
(s3831 2)
(s3833 4)
(s3834 5)
(s3835 5)
(s3836 2)
(s3838 4)
(s3839 5)
(s3840 5)
(s3841 2)
(s3843 4)
(s3844 5)
(s3845 5)
(s3846 2)
(s3848 4)
(s3849 5)
(s3850 5)
(s3851 2)
(s3853 4)
(s3854 5)
(s3855 5)
(s3856 2)
(s3858 4)
(s3859 5)
(s3860 5)
(s3861 2)
(s3863 4)
(s3864 5)
(s3865 5)
(s3866 2)
(s3868 4)
(s3869 5)
(s3870 5)
(s3871 2)
(s3873 4)
(s3874 5)
(s3875 5)
(s3876 2)
(s3878 4)
(s3879 5)
(s3880 5)
(s3881 2)
(s3883 4)
(s3884 5)
(s3885 5)
(s3886 2)
(s3888 4)
(s3889 5)
(s3890 5)
(s3891 2)
(s3893 4)
(s3894 5)
(s3895 5)
(s3896 2)
(s3898 4)
(s3899 5)
(s3900 5)
(s3901 2)
(s3903 4)
(s3904 5)
(s3905 5)
(s3906 2)
(s3908 4)
(s3909 5)
(s3910 5)
(s3911 2)
(s3913 4)
(s3914 5)
(s3915 5)
(s3916 2)
(s3918 4)
(s3919 5)
(s3920 5)
(s3921 2)
(s3923 4)
(s3924 5)
(s3925 5)
(s3926 2)
(s3928 4)
(s3929 5)
(s3930 5)
(s3931 2)
(s3933 4)
(s3934 5)
(s3935 5)
(s3936 2)
(s3938 4)
(s3939 5)
(s3940 5)
(s3941 2)
(s3943 4)
(s3944 5)
(s3945 5)
(s3946 2)
(s3948 4)
(s3949 5)
(s3950 5)
(s3951 2)
(s3953 4)
(s3954 5)
(s3955 5)
(s3956 2)
(s3958 4)
(s3959 5)
(s3960 5)
(s3961 2)
(s3963 4)
(s3964 5)
(s3965 5)
(s3966 2)
(s3968 4)
(s3969 5)
(s3970 5)
(s3971 2)
(s3973 4)
(s3974 5)
(s3975 5)
(s3976 2)
(s3978 4)
(s3979 5)
(s3980 5)
(s3981 2)
(s3983 4)
(s3984 5)
(s3985 5)
(s3986 2)
(s3988 4)
(s3989 5)
(s3990 5)
(s3991 2)
(s3993 4)
(s3994 5)
(s3995 5)
(s3996 2)
(s3998 4)
(s3999 5)
(s4000 5)
(s4001 2)
(s4003 4)
(s4004 5)
(s4005 5)
(s4006 2)
(s4008 4)
(s4009 5)
(s4010 5)
(s4011 2)
(s4013 4)
(s4014 5)
(s4015 5)
(s4016 2)
(s4018 4)
(s4019 5)
(s4020 5)
(s4021 2)
(s4023 4)
(s4024 5)
(s4025 5)
(s4026 2)
(s4028 4)
(s4029 5)
(s4030 5)
(s4031 2)
(s4033 4)
(s4034 5)
(s4035 5)
(s4036 2)
(s4038 4)
(s4039 5)
(s4040 5)
(s4041 2)
(s4043 4)
(s4044 5)
(s4045 5)
(s4046 2)
(s4048 4)
(s4049 5)
(s4050 5)
(s4051 2)
(s4053 4)
(s4054 5)
(s4055 5)
(s4056 2)
(s4058 4)
(s4059 5)
(s4060 5)
(s4061 2)
(s4063 4)
(s4064 5)
(s4065 5)
(s4066 2)
(s4068 4)
(s4069 5)
(s4070 5)
(s4071 2)
(s4073 4)
(s4074 5)
(s4075 5)
(s4076 2)
(s4078 4)
(s4079 5)
(s4080 5)
(s4081 2)
(s4083 4)
(s4084 5)
(s4085 5)
(s4086 2)
(s4088 4)
(s4089 5)
(s4090 5)
(s4091 2)
(s4093 4)
(s4094 5)
(s4095 5)
(s4096 2)
(s4098 4)
(s4099 5)
(s4100 5)
(s4101 2)
(s4103 4)
(s4104 5)
(s4105 5)
(s4106 2)
(s4108 4)
(s4109 5)
(s4110 5)
(s4111 2)
(s4113 4)
(s4114 5)
(s4115 5)
(s4116 2)
(s4118 4)
(s4119 5)
(s4120 5)
(s4121 2)
(s4123 4)
(s4124 5)
(s4125 5)
(s4126 2)
(s4128 4)
(s4129 5)
(s4130 5)
(s4131 2)
(s4133 4)
(s4134 5)
(s4135 5)
(s4136 2)
(s4138 4)
(s4139 5)
(s4140 5)
(s4141 2)
(s4143 4)
(s4144 5)
(s4145 5)
(s4146 2)
(s4148 4)
(s4149 5)
(s4150 5)
(s4151 2)
(s4153 4)
(s4154 5)
(s4155 5)
(s4156 2)
(s4158 4)
(s4159 5)
(s4160 5)
(s4161 2)
(s4163 4)
(s4164 5)
(s4165 5)
(s4166 2)
(s4168 4)
(s4169 5)
(s4170 5)
(s4171 2)
(s4173 4)
(s4174 5)
(s4175 5)
(s4176 2)
(s4178 4)
(s4179 5)
(s4180 5)
(s4181 2)
(s4183 4)
(s4184 5)
(s4185 5)
(s4186 2)
(s4188 4)
(s4189 5)
(s4190 5)
(s4191 2)
(s4193 4)
(s4194 5)
(s4195 5)
(s4196 2)
(s4198 4)
(s4199 5)
(s4200 5)
(s4201 2)
(s4203 4)
(s4204 5)
(s4205 5)
(s4206 2)
(s4208 4)
(s4209 5)
(s4210 5)
(s4211 2)
(s4213 4)
(s4214 5)
(s4215 5)
(s4216 2)
(s4218 4)
(s4219 5)
(s4220 5)
(s4221 2)
(s4223 4)
(s4224 5)
(s4225 5)
(s4226 2)
(s4228 4)
(s4229 5)
(s4230 5)
(s4231 2)
(s4233 4)
(s4234 5)
(s4235 5)
(s4236 2)
(s4238 4)
(s4239 5)
(s4240 5)
(s4241 2)
(s4243 4)
(s4244 5)
(s4245 5)
(s4246 2)
(s4248 4)
(s4249 5)
(s4250 5)
(s4251 2)
(s4253 4)
(s4254 5)
(s4255 5)
(s4256 2)
(s4258 4)
(s4259 5)
(s4260 5)
(s4261 2)
(s4263 4)
(s4264 5)
(s4265 5)
(s4266 2)
(s4268 4)
(s4269 5)
(s4270 5)
(s4271 2)
(s4273 4)
(s4274 5)
(s4275 5)
(s4276 2)
(s4278 4)
(s4279 5)
(s4280 5)
(s4281 2)
(s4283 4)
(s4284 5)
(s4285 5)
(s4286 2)
(s4288 4)
(s4289 5)
(s4290 5)
(s4291 2)
(s4293 4)
(s4294 5)
(s4295 5)
(s4296 2)
(s4298 4)
(s4299 5)
(s4300 5)
(s4301 2)
(s4303 4)
(s4304 5)
(s4305 5)
(s4306 2)
(s4308 4)
(s4309 5)
(s4310 5)
(s4311 2)
(s4313 4)
(s4314 5)
(s4315 5)
(s4316 2)
(s4318 4)
(s4319 5)
(s4320 5)
(s4321 2)
(s4323 4)
(s4324 5)
(s4325 5)
(s4326 2)
(s4328 4)
(s4329 5)
(s4330 5)
(s4331 2)
(s4333 4)
(s4334 5)
(s4335 5)
(s4336 2)
(s4338 4)
(s4339 5)
(s4340 5)
(s4341 2)
(s4343 4)
(s4344 5)
(s4345 5)
(s4346 2)
(s4348 4)
(s4349 5)
(s4350 5)
(s4351 2)
(s4353 4)
(s4354 5)
(s4355 5)
(s4356 2)
(s4358 4)
(s4359 5)
(s4360 5)
(s4361 2)
(s4363 4)
(s4364 5)
(s4365 5)
(s4366 2)
(s4368 4)
(s4369 5)
(s4370 5)
(s4371 2)
(s4373 4)
(s4374 5)
(s4375 5)
(s4376 2)
(s4378 4)
(s4379 5)
(s4380 5)
(s4381 2)
(s4383 4)
(s4384 5)
(s4385 5)
(s4386 2)
(s4388 4)
(s4389 5)
(s4390 5)
(s4391 2)
(s4393 4)
(s4394 5)
(s4395 5)
(s4396 2)
(s4398 4)
(s4399 5)
(s4400 5)
(s4401 2)
(s4403 4)
(s4404 5)
(s4405 5)
(s4406 2)
(s4408 4)
(s4409 5)
(s4410 5)
(s4411 2)
(s4413 4)
(s4414 5)
(s4415 5)
(s4416 2)
(s4418 4)
(s4419 5)
(s4420 5)
(s4421 2)
(s4423 4)
(s4424 5)
(s4425 5)
(s4426 2)
(s4428 4)
(s4429 5)
(s4430 5)
(s4431 2)
(s4433 4)
(s4434 5)
(s4435 5)
(s4436 2)
(s4438 4)
(s4439 5)
(s4440 5)
(s4441 2)
(s4443 4)
(s4444 5)
(s4445 5)
(s4446 2)
(s4448 4)
(s4449 5)
(s4450 5)
(s4451 2)
(s4453 4)
(s4454 5)
(s4455 5)
(s4456 2)
(s4458 4)
(s4459 5)
(s4460 5)
(s4461 2)
(s4463 4)
(s4464 5)
(s4465 5)
(s4466 2)
(s4468 4)
(s4469 5)
(s4470 5)
(s4471 2)
(s4473 4)
(s4474 5)
(s4475 5)
(s4476 2)
(s4478 4)
(s4479 5)
(s4480 5)
(s4481 2)
(s4483 4)
(s4484 5)
(s4485 5)
(s4486 2)
(s4488 4)
(s4489 5)
(s4490 5)
(s4491 2)
(s4493 4)
(s4494 5)
(s4495 5)
(s4496 2)
(s4498 4)
(s4499 5)
(s4500 5)
(s4501 2)
(s4503 4)
(s4504 5)
(s4505 5)
(s4506 2)
(s4508 4)
(s4509 5)
(s4510 5)
(s4511 2)
(s4513 4)
(s4514 5)
(s4515 5)
(s4516 2)
(s4518 4)
(s4519 5)
(s4520 5)
(s4521 2)
(s4523 4)
(s4524 5)
(s4525 5)
(s4526 2)
(s4528 4)
(s4529 5)
(s4530 5)
(s4531 2)
(s4533 4)
(s4534 5)
(s4535 5)
(s4536 2)
(s4538 4)
(s4539 5)
(s4540 5)
(s4541 2)
(s4543 4)
(s4544 5)
(s4545 5)
(s4546 2)
(s4548 4)
(s4549 5)
(s4550 5)
(s4551 2)
(s4553 4)
(s4554 5)
(s4555 5)
(s4556 2)
(s4558 4)
(s4559 5)
(s4560 5)
(s4561 2)
(s4563 4)
(s4564 5)
(s4565 5)
(s4566 2)
(s4568 4)
(s4569 5)
(s4570 5)
(s4571 2)
(s4573 4)
(s4574 5)
(s4575 5)
(s4576 2)
(s4578 4)
(s4579 5)
(s4580 5)
(s4581 2)
(s4583 4)
(s4584 5)
(s4585 5)
(s4586 2)
(s4588 4)
(s4589 5)
(s4590 5)
(s4591 2)
(s4593 4)
(s4594 5)
(s4595 5)
(s4596 2)
(s4598 4)
(s4599 5)
(s4600 5)
(s4601 2)
(s4603 4)
(s4604 5)
(s4605 5)
(s4606 2)
(s4608 4)
(s4609 5)
(s4610 5)
(s4611 2)
(s4613 4)
(s4614 5)
(s4615 5)
(s4616 2)
(s4618 4)
(s4619 5)
(s4620 5)
(s4621 2)
(s4623 4)
(s4624 5)
(s4625 5)
(s4626 2)
(s4628 4)
(s4629 5)
(s4630 5)
(s4631 2)
(s4633 4)
(s4634 5)
(s4635 5)
(s4636 2)
(s4638 4)
(s4639 5)
(s4640 5)
(s4641 2)
(s4643 4)
(s4644 5)
(s4645 5)
(s4646 2)
(s4648 4)
(s4649 5)
(s4650 5)
(s4651 2)
(s4653 4)
(s4654 5)
(s4655 5)
(s4656 2)
(s4658 4)
(s4659 5)
(s4660 5)
(s4661 2)
(s4663 4)
(s4664 5)
(s4665 5)
(s4666 2)
(s4668 4)
(s4669 5)
(s4670 5)
(s4671 2)
(s4673 4)
(s4674 5)
(s4675 5)
(s4676 2)
(s4678 4)
(s4679 5)
(s4680 5)
(s4681 2)
(s4683 4)
(s4684 5)
(s4685 5)
(s4686 2)
(s4688 4)
(s4689 5)
(s4690 5)
(s4691 2)
(s4693 4)
(s4694 5)
(s4695 5)
(s4696 2)
(s4698 4)
(s4699 5)
(s4700 5)
(s4701 2)
(s4703 4)
(s4704 5)
(s4705 5)
(s4706 2)
(s4708 4)
(s4709 5)
(s4710 5)
(s4711 2)
(s4713 4)
(s4714 5)
(s4715 5)
(s4716 2)
(s4718 4)
(s4719 5)
(s4720 5)
(s4721 2)
(s4723 4)
(s4724 5)
(s4725 5)
(s4726 2)
(s4728 4)
(s4729 5)
(s4730 5)
(s4731 2)
(s4733 4)
(s4734 5)
(s4735 5)
(s4736 2)
(s4738 4)
(s4739 5)
(s4740 5)
(s4741 2)
(s4743 4)
(s4744 5)
(s4745 5)
(s4746 2)
(s4748 4)
(s4749 5)
(s4750 5)
(s4751 2)
(s4753 4)
(s4754 5)
(s4755 5)
(s4756 2)
(s4758 4)
(s4759 5)
(s4760 5)
(s4761 2)
(s4763 4)
(s4764 5)
(s4765 5)
(s4766 2)
(s4768 4)
(s4769 5)
(s4770 5)
(s4771 2)
(s4773 4)
(s4774 5)
(s4775 5)
(s4776 2)
(s4778 4)
(s4779 5)
(s4780 5)
(s4781 2)
(s4783 4)
(s4784 5)
(s4785 5)
(s4786 2)
(s4788 4)
(s4789 5)
(s4790 5)
(s4791 2)
(s4793 4)
(s4794 5)
(s4795 5)
(s4796 2)
(s4798 4)
(s4799 5)
(s4800 5)
(s4801 2)
(s4803 4)
(s4804 5)
(s4805 5)
(s4806 2)
(s4808 4)
(s4809 5)
(s4810 5)
(s4811 2)
(s4813 4)
(s4814 5)
(s4815 5)
(s4816 2)
(s4818 4)
(s4819 5)
(s4820 5)
(s4821 2)
(s4823 4)
(s4824 5)
(s4825 5)
(s4826 2)
(s4828 4)
(s4829 5)
(s4830 5)
(s4831 2)
(s4833 4)
(s4834 5)
(s4835 5)
(s4836 2)
(s4838 4)
(s4839 5)
(s4840 5)
(s4841 2)
(s4843 4)
(s4844 5)
(s4845 5)
(s4846 2)
(s4848 4)
(s4849 5)
(s4850 5)
(s4851 2)
(s4853 4)
(s4854 5)
(s4855 5)
(s4856 2)
(s4858 4)
(s4859 5)
(s4860 5)
(s4861 2)
(s4863 4)
(s4864 5)
(s4865 5)
(s4866 2)
(s4868 4)
(s4869 5)
(s4870 5)
(s4871 2)
(s4873 4)
(s4874 5)
(s4875 5)
(s4876 2)
(s4878 4)
(s4879 5)
(s4880 5)
(s4881 2)
(s4883 4)
(s4884 5)
(s4885 5)
(s4886 2)
(s4888 4)
(s4889 5)
(s4890 5)
(s4891 2)
(s4893 4)
(s4894 5)
(s4895 5)
(s4896 2)
(s4898 4)
(s4899 5)
(s4900 5)
(s4901 2)
(s4903 4)
(s4904 5)
(s4905 5)
(s4906 2)
(s4908 4)
(s4909 5)
(s4910 5)
(s4911 2)
(s4913 4)
(s4914 5)
(s4915 5)
(s4916 2)
(s4918 4)
(s4919 5)
(s4920 5)
(s4921 2)
(s4923 4)
(s4924 5)
(s4925 5)
(s4926 2)
(s4928 4)
(s4929 5)
(s4930 5)
(s4931 2)
(s4933 4)
(s4934 5)
(s4935 5)
(s4936 2)
(s4938 4)
(s4939 5)
(s4940 5)
(s4941 2)
(s4943 4)
(s4944 5)
(s4945 5)
(s4946 2)
(s4948 4)
(s4949 5)
(s4950 5)
(s4951 2)
(s4953 4)
(s4954 5)
(s4955 5)
(s4956 2)
(s4958 4)
(s4959 5)
(s4960 5)
(s4961 2)
(s4963 4)
(s4964 5)
(s4965 5)
(s4966 2)
(s4968 4)
(s4969 5)
(s4970 5)
(s4971 2)
(s4973 4)
(s4974 5)
(s4975 5)
(s4976 2)
(s4978 4)
(s4979 5)
(s4980 5)
(s4981 2)
(s4983 4)
(s4984 5)
(s4985 5)
(s4986 2)
(s4988 4)
(s4989 5)
(s4990 5)
(s4991 2)
(s4993 4)
(s4994 5)
(s4995 5)
(s4996 2)
(s4998 4)
(s4999 5)
(s5000 5)
(s5001 2)
(s5003 4)
(s5004 5)
(s5005 5)
(s5006 2)
(s5008 4)
(s5009 5)
(s5010 5)
(s5011 2)
(s5013 4)
(s5014 5)
(s5015 5)
(s5016 2)
(s5018 4)
(s5019 5)
(s5020 5)
(s5021 2)
(s5023 4)
(s5024 5)
(s5025 5)
(s5026 2)
(s5028 4)
(s5029 5)
(s5030 5)
(s5031 2)
(s5033 4)
(s5034 5)
(s5035 5)
(s5036 2)
(s5038 4)
(s5039 5)
(s5040 5)
(s5041 2)
(s5043 4)
(s5044 5)
(s5045 5)
(s5046 2)
(s5048 4)
(s5049 5)
(s5050 5)
(s5051 2)
(s5053 4)
(s5054 5)
(s5055 5)
(s5056 2)
(s5058 4)
(s5059 5)
(s5060 5)
(s5061 2)
(s5063 4)
(s5064 5)
(s5065 5)
(s5066 2)
(s5068 4)
(s5069 5)
(s5070 5)
(s5071 2)
(s5073 4)
(s5074 5)
(s5075 5)
(s5076 2)
(s5078 4)
(s5079 5)
(s5080 5)
(s5081 2)
(s5083 4)
(s5084 5)
(s5085 5)
(s5086 2)
(s5088 4)
(s5089 5)
(s5090 5)
(s5091 2)
(s5093 4)
(s5094 5)
(s5095 5)
(s5096 2)
(s5098 4)
(s5099 5)
(s5100 5)
(s5101 2)
(s5103 4)
(s5104 5)
(s5105 5)
(s5106 2)
(s5108 4)
(s5109 5)
(s5110 5)
(s5111 2)
(s5113 4)
(s5114 5)
(s5115 5)
(s5116 2)
(s5118 4)
(s5119 5)
(s5120 5)
(s5121 2)
(s5123 4)
(s5124 5)
(s5125 5)
(s5126 2)
(s5128 4)
(s5129 5)
(s5130 5)
(s5131 2)
(s5133 4)
(s5134 5)
(s5135 5)
(s5136 2)
(s5138 4)
(s5139 5)
(s5140 5)
(s5141 2)
(s5143 4)
(s5144 5)
(s5145 5)
(s5146 2)
(s5148 4)
(s5149 5)
(s5150 5)
(s5151 2)
(s5153 4)
(s5154 5)
(s5155 5)
(s5156 2)
(s5158 4)
(s5159 5)
(s5160 5)
(s5161 2)
(s5163 4)
(s5164 5)
(s5165 5)
(s5166 2)
(s5168 4)
(s5169 5)
(s5170 5)
(s5171 2)
(s5173 4)
(s5174 5)
(s5175 5)
(s5176 2)
(s5178 4)
(s5179 5)
(s5180 5)
(s5181 2)
(s5183 4)
(s5184 5)
(s5185 5)
(s5186 2)
(s5188 4)
(s5189 5)
(s5190 5)
(s5191 2)
(s5193 4)
(s5194 5)
(s5195 5)
(s5196 2)
(s5198 4)
(s5199 5)
(s5200 5)
(s5201 2)
(s5203 4)
(s5204 5)
(s5205 5)
(s5206 2)
(s5208 4)
(s5209 5)
(s5210 5)
(s5211 2)
(s5213 4)
(s5214 5)
(s5215 5)
(s5216 2)
(s5218 4)
(s5219 5)
(s5220 5)
(s5221 2)
(s5223 4)
(s5224 5)
(s5225 5)
(s5226 2)
(s5228 4)
(s5229 5)
(s5230 5)
(s5231 2)
(s5233 4)
(s5234 5)
(s5235 5)
(s5236 2)
(s5238 4)
(s5239 5)
(s5240 5)
(s5241 2)
(s5243 4)
(s5244 5)
(s5245 5)
(s5246 2)
(s5248 4)
(s5249 5)
(s5250 5)
(s5251 2)
(s5253 4)
(s5254 5)
(s5255 5)
(s5256 2)
(s5258 4)
(s5259 5)
(s5260 5)
(s5261 2)
(s5263 4)
(s5264 5)
(s5265 5)
(s5266 2)
(s5268 4)
(s5269 5)
(s5270 5)
(s5271 2)
(s5273 4)
(s5274 5)
(s5275 5)
(s5276 2)
(s5278 4)
(s5279 5)
(s5280 5)
(s5281 2)
(s5283 4)
(s5284 5)
(s5285 5)
(s5286 2)
(s5288 4)
(s5289 5)
(s5290 5)
(s5291 2)
(s5293 4)
(s5294 5)
(s5295 5)
(s5296 2)
(s5298 4)
(s5299 5)
(s5300 5)
(s5301 2)
(s5303 4)
(s5304 5)
(s5305 5)
(s5306 2)
(s5308 4)
(s5309 5)
(s5310 5)
(s5311 2)
(s5313 4)
(s5314 5)
(s5315 5)
(s5316 2)
(s5318 4)
(s5319 5)
(s5320 5)
(s5321 2)
(s5323 4)
(s5324 5)
(s5325 5)
(s5326 2)
(s5328 4)
(s5329 5)
(s5330 5)
(s5331 2)
(s5333 4)
(s5334 5)
(s5335 5)
(s5336 2)
(s5338 4)
(s5339 5)
(s5340 5)
(s5341 2)
(s5343 4)
(s5344 5)
(s5345 5)
(s5346 2)
(s5348 4)
(s5349 5)
(s5350 5)
(s5351 2)
(s5353 4)
(s5354 5)
(s5355 5)
(s5356 2)
(s5358 4)
(s5359 5)
(s5360 5)
(s5361 2)
(s5363 4)
(s5364 5)
(s5365 5)
(s5366 2)
(s5368 4)
(s5369 5)
(s5370 5)
(s5371 2)
(s5373 4)
(s5374 5)
(s5375 5)
(s5376 2)
(s5378 4)
(s5379 5)
(s5380 5)
(s5381 2)
(s5383 4)
(s5384 5)
(s5385 5)
(s5386 2)
(s5388 4)
(s5389 5)
(s5390 5)
(s5391 2)
(s5393 4)
(s5394 5)
(s5395 5)
(s5396 2)
(s5398 4)
(s5399 5)
(s5400 5)
(s5401 2)
(s5403 4)
(s5404 5)
(s5405 5)
(s5406 2)
(s5408 4)
(s5409 5)
(s5410 5)
(s5411 2)
(s5413 4)
(s5414 5)
(s5415 5)
(s5416 2)
(s5418 4)
(s5419 5)
(s5420 5)
(s5421 2)
(s5423 4)
(s5424 5)
(s5425 5)
(s5426 2)
(s5428 4)
(s5429 5)
(s5430 5)
(s5431 2)
(s5433 4)
(s5434 5)
(s5435 5)
(s5436 2)
(s5438 4)
(s5439 5)
(s5440 5)
(s5441 2)
(s5443 4)
(s5444 5)
(s5445 5)
(s5446 2)
(s5448 4)
(s5449 5)
(s5450 5)
(s5451 2)
(s5453 4)
(s5454 5)
(s5455 5)
(s5456 2)
(s5458 4)
(s5459 5)
(s5460 5)
(s5461 2)
(s5463 4)
(s5464 5)
(s5465 5)
(s5466 2)
(s5468 4)
(s5469 5)
(s5470 5)
(s5471 2)
(s5473 4)
(s5474 5)
(s5475 5)
(s5476 2)
(s5478 4)
(s5479 5)
(s5480 5)
(s5481 2)
(s5483 4)
(s5484 5)
(s5485 5)
(s5486 2)
(s5488 4)
(s5489 5)
(s5490 5)
(s5491 2)
(s5493 4)
(s5494 5)
(s5495 5)
(s5496 2)
(s5498 4)
(s5499 5)
(s5500 5)
(s5501 2)
(s5503 4)
(s5504 5)
(s5505 5)
(s5506 2)
(s5508 4)
(s5509 5)
(s5510 5)
(s5511 2)
(s5513 4)
(s5514 5)
(s5515 5)
(s5516 2)
(s5518 4)
(s5519 5)
(s5520 5)
(s5521 2)
(s5523 4)
(s5524 5)
(s5525 5)
(s5526 2)
(s5528 4)
(s5529 5)
(s5530 5)
(s5531 2)
(s5533 4)
(s5534 5)
(s5535 5)
(s5536 2)
(s5538 4)
(s5539 5)
(s5540 5)
(s5541 2)
(s5543 4)
(s5544 5)
(s5545 5)
(s5546 2)
(s5548 4)
(s5549 5)
(s5550 5)
(s5551 2)
(s5553 4)
(s5554 5)
(s5555 5)
(s5556 2)
(s5558 4)
(s5559 5)
(s5560 5)
(s5561 2)
(s5563 4)
(s5564 5)
(s5565 5)
(s5566 2)
(s5568 4)
(s5569 5)
(s5570 5)
(s5571 2)
(s5573 4)
(s5574 5)
(s5575 5)
(s5576 2)
(s5578 4)
(s5579 5)
(s5580 5)
(s5581 2)
(s5583 4)
(s5584 5)
(s5585 5)
(s5586 2)
(s5588 4)
(s5589 5)
(s5590 5)
(s5591 2)
(s5593 4)
(s5594 5)
(s5595 5)
(s5596 2)
(s5598 4)
(s5599 5)
(s5600 5)
(s5601 2)
(s5603 4)
(s5604 5)
(s5605 5)
(s5606 2)
(s5608 4)
(s5609 5)
(s5610 5)
(s5611 2)
(s5613 4)
(s5614 5)
(s5615 5)
(s5616 2)
(s5618 4)
(s5619 5)
(s5620 5)
(s5621 2)
(s5623 4)
(s5624 5)
(s5625 5)
(s5626 2)
(s5628 4)
(s5629 5)
(s5630 5)
(s5631 2)
(s5633 4)
(s5634 5)
(s5635 5)
(s5636 2)
(s5638 4)
(s5639 5)
(s5640 5)
(s5641 2)
(s5643 4)
(s5644 5)
(s5645 5)
(s5646 2)
(s5648 4)
(s5649 5)
(s5650 5)
(s5651 2)
(s5653 4)
(s5654 5)
(s5655 5)
(s5656 2)
(s5658 4)
(s5659 5)
(s5660 5)
(s5661 2)
(s5663 4)
(s5664 5)
(s5665 5)
(s5666 2)
(s5668 4)
(s5669 5)
(s5670 5)
(s5671 2)
(s5673 4)
(s5674 5)
(s5675 5)
(s5676 2)
(s5678 4)
(s5679 5)
(s5680 5)
(s5681 2)
(s5683 4)
(s5684 5)
(s5685 5)
(s5686 2)
(s5688 4)
(s5689 5)
(s5690 5)
(s5691 2)
(s5693 4)
(s5694 5)
(s5695 5)
(s5696 2)
(s5698 4)
(s5699 5)
(s5700 5)
(s5701 2)
(s5703 4)
(s5704 5)
(s5705 5)
(s5706 2)
(s5708 4)
(s5709 5)
(s5710 5)
(s5711 2)
(s5713 4)
(s5714 5)
(s5715 5)
(s5716 2)
(s5718 4)
(s5719 5)
(s5720 5)
(s5721 2)
(s5723 4)
(s5724 5)
(s5725 5)
(s5726 2)
(s5728 4)
(s5729 5)
(s5730 5)
(s5731 2)
(s5733 4)
(s5734 5)
(s5735 5)
(s5736 2)
(s5738 4)
(s5739 5)
(s5740 5)
(s5741 2)
(s5743 4)
(s5744 5)
(s5745 5)
(s5746 2)
(s5748 4)
(s5749 5)
(s5750 5)
(s5751 2)
(s5753 4)
(s5754 5)
(s5755 5)
(s5756 2)
(s5758 4)
(s5759 5)
(s5760 5)
(s5761 2)
(s5763 4)
(s5764 5)
(s5765 5)
(s5766 2)
(s5768 4)
(s5769 5)
(s5770 5)
(s5771 2)
(s5773 4)
(s5774 5)
(s5775 5)
(s5776 2)
(s5778 4)
(s5779 5)
(s5780 5)
(s5781 2)
(s5783 4)
(s5784 5)
(s5785 5)
(s5786 2)
(s5788 4)
(s5789 5)
(s5790 5)
(s5791 2)
(s5793 4)
(s5794 5)
(s5795 5)
(s5796 2)
(s5798 4)
(s5799 5)
(s5800 5)
(s5801 2)
(s5803 4)
(s5804 5)
(s5805 5)
(s5806 2)
(s5808 4)
(s5809 5)
(s5810 5)
(s5811 2)
(s5813 4)
(s5814 5)
(s5815 5)
(s5816 2)
(s5818 4)
(s5819 5)
(s5820 5)
(s5821 2)
(s5823 4)
(s5824 5)
(s5825 5)
(s5826 2)
(s5828 4)
(s5829 5)
(s5830 5)
(s5831 2)
(s5833 4)
(s5834 5)
(s5835 5)
(s5836 2)
(s5838 4)
(s5839 5)
(s5840 5)
(s5841 2)
(s5843 4)
(s5844 5)
(s5845 5)
(s5846 2)
(s5848 4)
(s5849 5)
(s5850 5)
(s5851 2)
(s5853 4)
(s5854 5)
(s5855 5)
(s5856 2)
(s5858 4)
(s5859 5)
(s5860 5)
(s5861 2)
(s5863 4)
(s5864 5)
(s5865 5)
(s5866 2)
(s5868 4)
(s5869 5)
(s5870 5)
(s5871 2)
(s5873 4)
(s5874 5)
(s5875 5)
(s5876 2)
(s5878 4)
(s5879 5)
(s5880 5)
(s5881 2)
(s5883 4)
(s5884 5)
(s5885 5)
(s5886 2)
(s5888 4)
(s5889 5)
(s5890 5)
(s5891 2)
(s5893 4)
(s5894 5)
(s5895 5)
(s5896 2)
(s5898 4)
(s5899 5)
(s5900 5)
(s5901 2)
(s5903 4)
(s5904 5)
(s5905 5)
(s5906 2)
(s5908 4)
(s5909 5)
(s5910 5)
(s5911 2)
(s5913 4)
(s5914 5)
(s5915 5)
(s5916 2)
(s5918 4)
(s5919 5)
(s5920 5)
(s5921 2)
(s5923 4)
(s5924 5)
(s5925 5)
(s5926 2)
(s5928 4)
(s5929 5)
(s5930 5)
(s5931 2)
(s5933 4)
(s5934 5)
(s5935 5)
(s5936 2)
(s5938 4)
(s5939 5)
(s5940 5)
(s5941 2)
(s5943 4)
(s5944 5)
(s5945 5)
(s5946 2)
(s5948 4)
(s5949 5)
(s5950 5)
(s5951 2)
(s5953 4)
(s5954 5)
(s5955 5)
(s5956 2)
(s5958 4)
(s5959 5)
(s5960 5)
(s5961 2)
(s5963 4)
(s5964 5)
(s5965 5)
(s5966 2)
(s5968 4)
(s5969 5)
(s5970 5)
(s5971 2)
(s5973 4)
(s5974 5)
(s5975 5)
(s5976 2)
(s5978 4)
(s5979 5)
(s5980 5)
(s5981 2)
(s5983 4)
(s5984 5)
(s5985 5)
(s5986 2)
(s5988 4)
(s5989 5)
(s5990 5)
(s5991 2)
(s5993 4)
(s5994 5)
(s5995 5)
(s5996 2)
(s5998 4)
(s5999 5)
(s6000 5)
(s6001 2)
(s6003 4)
(s6004 5)
(s6005 5)
(s6006 2)
(s6008 4)
(s6009 5)
(s6010 5)
(s6011 2)
(s6013 4)
(s6014 5)
(s6015 5)
(s6016 2)
(s6018 4)
(s6019 5)
(s6020 5)
(s6021 2)
(s6023 4)
(s6024 5)
(s6025 5)
(s6026 2)
(s6028 4)
(s6029 5)
(s6030 5)
(s6031 2)
(s6033 4)
(s6034 5)
(s6035 5)
(s6036 2)
(s6038 4)
(s6039 5)
(s6040 5)
(s6041 2)
(s6043 4)
(s6044 5)
(s6045 5)
(s6046 2)
(s6048 4)
(s6049 5)
(s6050 5)
(s6051 2)
(s6053 4)
(s6054 5)
(s6055 5)
(s6056 2)
(s6058 4)
(s6059 5)
(s6060 5)
(s6061 2)
(s6063 4)
(s6064 5)
(s6065 5)
(s6066 2)
(s6068 4)
(s6069 5)
(s6070 5)
(s6071 2)
(s6073 4)
(s6074 5)
(s6075 5)
(s6076 2)
(s6078 4)
(s6079 5)
(s6080 5)
(s6081 2)
(s6083 4)
(s6084 5)
(s6085 5)
(s6086 2)
(s6088 4)
(s6089 5)
(s6090 5)
(s6091 2)
(s6093 4)
(s6094 5)
(s6095 5)
(s6096 2)
(s6098 4)
(s6099 5)
(s6100 5)
(s6101 2)
(s6103 4)
(s6104 5)
(s6105 5)
(s6106 2)
(s6108 4)
(s6109 5)
(s6110 5)
(s6111 2)
(s6113 4)
(s6114 5)
(s6115 5)
(s6116 2)
(s6118 4)
(s6119 5)
(s6120 5)
(s6121 2)
(s6123 4)
(s6124 5)
(s6125 5)
(s6126 2)
(s6128 4)
(s6129 5)
(s6130 5)
(s6131 2)
(s6133 4)
(s6134 5)
(s6135 5)
(s6136 2)
(s6138 4)
(s6139 5)
(s6140 5)
(s6141 2)
(s6143 4)
(s6144 5)
(s6145 5)
(s6146 2)
(s6148 4)
(s6149 5)
(s6150 5)
(s6151 2)
(s6153 4)
(s6154 5)
(s6155 5)
(s6156 2)
(s6158 4)
(s6159 5)
(s6160 5)
(s6161 2)
(s6163 4)
(s6164 5)
(s6165 5)
(s6166 2)
(s6168 4)
(s6169 5)
(s6170 5)
(s6171 2)
(s6173 4)
(s6174 5)
(s6175 5)
(s6176 2)
(s6178 4)
(s6179 5)
(s6180 5)
(s6181 2)
(s6183 4)
(s6184 5)
(s6185 5)
(s6186 2)
(s6188 4)
(s6189 5)
(s6190 5)
(s6191 2)
(s6193 4)
(s6194 5)
(s6195 5)
(s6196 2)
(s6198 4)
(s6199 5)
(s6200 5)
(s6201 2)
(s6203 4)
(s6204 5)
(s6205 5)
(s6206 2)
(s6208 4)
(s6209 5)
(s6210 5)
(s6211 2)
(s6213 4)
(s6214 5)
(s6215 5)
(s6216 2)
(s6218 4)
(s6219 5)
(s6220 5)
(s6221 2)
(s6223 4)
(s6224 5)
(s6225 5)
(s6226 2)
(s6228 4)
(s6229 5)
(s6230 5)
(s6231 2)
(s6233 4)
(s6234 5)
(s6235 5)
(s6236 2)
(s6238 4)
(s6239 5)
(s6240 5)
(s6241 2)
(s6243 4)
(s6244 5)
(s6245 5)
(s6246 2)
(s6248 4)
(s6249 5)
(s6250 5)
(s6251 2)
(s6253 4)
(s6254 5)
(s6255 5)
(s6256 2)
(s6258 4)
(s6259 5)
(s6260 5)
(s6261 2)
(s6263 4)
(s6264 5)
(s6265 5)
(s6266 2)
(s6268 4)
(s6269 5)
(s6270 5)
(s6271 2)
(s6273 4)
(s6274 5)
(s6275 5)
(s6276 2)
(s6278 4)
(s6279 5)
(s6280 5)
(s6281 2)
(s6283 4)
(s6284 5)
(s6285 5)
(s6286 2)
(s6288 4)
(s6289 5)
(s6290 5)
(s6291 2)
(s6293 4)
(s6294 5)
(s6295 5)
(s6296 2)
(s6298 4)
(s6299 5)
(s6300 5)
(s6301 2)
(s6303 4)
(s6304 5)
(s6305 5)
(s6306 2)
(s6308 4)
(s6309 5)
(s6310 5)
(s6311 2)
(s6313 4)
(s6314 5)
(s6315 5)
(s6316 2)
(s6318 4)
(s6319 5)
(s6320 5)
(s6321 2)
(s6323 4)
(s6324 5)
(s6325 5)
(s6326 2)
(s6328 4)
(s6329 5)
(s6330 5)
(s6331 2)
(s6333 4)
(s6334 5)
(s6335 5)
(s6336 2)
(s6338 4)
(s6339 5)
(s6340 5)
(s6341 2)
(s6343 4)
(s6344 5)
(s6345 5)
(s6346 2)
(s6348 4)
(s6349 5)
(s6350 5)
(s6351 2)
(s6353 4)
(s6354 5)
(s6355 5)
(s6356 2)
(s6358 4)
(s6359 5)
(s6360 5)
(s6361 2)
(s6363 4)
(s6364 5)
(s6365 5)
(s6366 2)
(s6368 4)
(s6369 5)
(s6370 5)
(s6371 2)
(s6373 4)
(s6374 5)
(s6375 5)
(s6376 2)
(s6378 4)
(s6379 5)
(s6380 5)
(s6381 2)
(s6383 4)
(s6384 5)
(s6385 5)
(s6386 2)
(s6388 4)
(s6389 5)
(s6390 5)
(s6391 2)
(s6393 4)
(s6394 5)
(s6395 5)
(s6396 2)
(s6398 4)
(s6399 5)
(s6400 5)
(s6401 2)
(s6403 4)
(s6404 5)
(s6405 5)
(s6406 2)
(s6408 4)
(s6409 5)
(s6410 5)
(s6411 2)
(s6413 4)
(s6414 5)
(s6415 5)
(s6416 2)
(s6418 4)
(s6419 5)
(s6420 5)
(s6421 2)
(s6423 4)
(s6424 5)
(s6425 5)
(s6426 2)
(s6428 4)
(s6429 5)
(s6430 5)
(s6431 2)
(s6433 4)
(s6434 5)
(s6435 5)
(s6436 2)
(s6438 4)
(s6439 5)
(s6440 5)
(s6441 2)
(s6443 4)
(s6444 5)
(s6445 5)
(s6446 2)
(s6448 4)
(s6449 5)
(s6450 5)
(s6451 2)
(s6453 4)
(s6454 5)
(s6455 5)
(s6456 2)
(s6458 4)
(s6459 5)
(s6460 5)
(s6461 2)
(s6463 4)
(s6464 5)
(s6465 5)
(s6466 2)
(s6468 4)
(s6469 5)
(s6470 5)
(s6471 2)
(s6473 4)
(s6474 5)
(s6475 5)
(s6476 2)
(s6478 4)
(s6479 5)
(s6480 5)
(s6481 2)
(s6483 4)
(s6484 5)
(s6485 5)
(s6486 2)
(s6488 4)
(s6489 5)
(s6490 5)
(s6491 2)
(s6493 4)
(s6494 5)
(s6495 5)
(s6496 2)
(s6498 4)
(s6499 5)
(s6500 5)
(s6501 2)
(s6503 4)
(s6504 5)
(s6505 5)
(s6506 2)
(s6508 4)
(s6509 5)
(s6510 5)
(s6511 2)
(s6513 4)
(s6514 5)
(s6515 5)
(s6516 2)
(s6518 4)
(s6519 5)
(s6520 5)
(s6521 2)
(s6523 4)
(s6524 5)
(s6525 5)
(s6526 2)
(s6528 4)
(s6529 5)
(s6530 5)
(s6531 2)
(s6533 4)
(s6534 5)
(s6535 5)
(s6536 2)
(s6538 4)
(s6539 5)
(s6540 5)
(s6541 2)
(s6543 4)
(s6544 5)
(s6545 5)
(s6546 2)
(s6548 4)
(s6549 5)
(s6550 5)
(s6551 2)
(s6553 4)
(s6554 5)
(s6555 5)
(s6556 2)
(s6558 4)
(s6559 5)
(s6560 5)
(s6561 2)
(s6563 4)
(s6564 5)
(s6565 5)
(s6566 2)
(s6568 4)
(s6569 5)
(s6570 5)
(s6571 2)
(s6573 4)
(s6574 5)
(s6575 5)
(s6576 2)
(s6578 4)
(s6579 5)
(s6580 5)
(s6581 2)
(s6583 4)
(s6584 5)
(s6585 5)
(s6586 2)
(s6588 4)
(s6589 5)
(s6590 5)
(s6591 2)
(s6593 4)
(s6594 5)
(s6595 5)
(s6596 2)
(s6598 4)
(s6599 5)
(s6600 5)
(s6601 2)
(s6603 4)
(s6604 5)
(s6605 5)
(s6606 2)
(s6608 4)
(s6609 5)
(s6610 5)
(s6611 2)
(s6613 4)
(s6614 5)
(s6615 5)
(s6616 2)
(s6618 4)
(s6619 5)
(s6620 5)
(s6621 2)
(s6623 4)
(s6624 5)
(s6625 5)
(s6626 2)
(s6628 4)
(s6629 5)
(s6630 5)
(s6631 2)
(s6633 4)
(s6634 5)
(s6635 5)
(s6636 2)
(s6638 4)
(s6639 5)
(s6640 5)
(s6641 2)
(s6643 4)
(s6644 5)
(s6645 5)
(s6646 2)
(s6648 4)
(s6649 5)
(s6650 5)
(s6651 2)
(s6653 4)
(s6654 5)
(s6655 5)
(s6656 2)
(s6658 4)
(s6659 5)
(s6660 5)
(s6661 2)
(s6663 4)
(s6664 5)
(s6665 5)
(s6666 2)
(s6668 4)
(s6669 5)
(s6670 5)
(s6671 2)
(s6673 4)
(s6674 5)
(s6675 5)
(s6676 2)
(s6678 4)
(s6679 5)
(s6680 5)
(s6681 2)
(s6683 4)
(s6684 5)
(s6685 5)
(s6686 2)
(s6688 4)
(s6689 5)
(s6690 5)
(s6691 2)
(s6693 4)
(s6694 5)
(s6695 5)
(s6696 2)
(s6698 4)
(s6699 5)
(s6700 5)
(s6701 2)
(s6703 4)
(s6704 5)
(s6705 5)
(s6706 2)
(s6708 4)
(s6709 5)
(s6710 5)
(s6711 2)
(s6713 4)
(s6714 5)
(s6715 5)
(s6716 2)
(s6718 4)
(s6719 5)
(s6720 5)
(s6721 2)
(s6723 4)
(s6724 5)
(s6725 5)
(s6726 2)
(s6728 4)
(s6729 5)
(s6730 5)
(s6731 2)
(s6733 4)
(s6734 5)
(s6735 5)
(s6736 2)
(s6738 4)
(s6739 5)
(s6740 5)
(s6741 2)
(s6743 4)
(s6744 5)
(s6745 5)
(s6746 2)
(s6748 4)
(s6749 5)
(s6750 5)
(s6751 2)
(s6753 4)
(s6754 5)
(s6755 5)
(s6756 2)
(s6758 4)
(s6759 5)
(s6760 5)
(s6761 2)
(s6763 4)
(s6764 5)
(s6765 5)
(s6766 2)
(s6768 4)
(s6769 5)
(s6770 5)
(s6771 2)
(s6773 4)
(s6774 5)
(s6775 5)
(s6776 2)
(s6778 4)
(s6779 5)
(s6780 5)
(s6781 2)
(s6783 4)
(s6784 5)
(s6785 5)
(s6786 2)
(s6788 4)
(s6789 5)
(s6790 5)
(s6791 2)
(s6793 4)
(s6794 5)
(s6795 5)
(s6796 2)
(s6798 4)
(s6799 5)
(s6800 5)
(s6801 2)
(s6803 4)
(s6804 5)
(s6805 5)
(s6806 2)
(s6808 4)
(s6809 5)
(s6810 5)
(s6811 2)
(s6813 4)
(s6814 5)
(s6815 5)
(s6816 2)
(s6818 4)
(s6819 5)
(s6820 5)
(s6821 2)
(s6823 4)
(s6824 5)
(s6825 5)
(s6826 2)
(s6828 4)
(s6829 5)
(s6830 5)
(s6831 2)
(s6833 4)
(s6834 5)
(s6835 5)
(s6836 2)
(s6838 4)
(s6839 5)
(s6840 5)
(s6841 2)
(s6843 4)
(s6844 5)
(s6845 5)
(s6846 2)
(s6848 4)
(s6849 5)
(s6850 5)
(s6851 2)
(s6853 4)
(s6854 5)
(s6855 5)
(s6856 2)
(s6858 4)
(s6859 5)
(s6860 5)
(s6861 2)
(s6863 4)
(s6864 5)
(s6865 5)
(s6866 2)
(s6868 4)
(s6869 5)
(s6870 5)
(s6871 2)
(s6873 4)
(s6874 5)
(s6875 5)
(s6876 2)
(s6878 4)
(s6879 5)
(s6880 5)
(s6881 2)
(s6883 4)
(s6884 5)
(s6885 5)
(s6886 2)
(s6888 4)
(s6889 5)
(s6890 5)
(s6891 2)
(s6893 4)
(s6894 5)
(s6895 5)
(s6896 2)
(s6898 4)
(s6899 5)
(s6900 5)
(s6901 2)
(s6903 4)
(s6904 5)
(s6905 5)
(s6906 2)
(s6908 4)
(s6909 5)
(s6910 5)
(s6911 2)
(s6913 4)
(s6914 5)
(s6915 5)
(s6916 2)
(s6918 4)
(s6919 5)
(s6920 5)
(s6921 2)
(s6923 4)
(s6924 5)
(s6925 5)
(s6926 2)
(s6928 4)
(s6929 5)
(s6930 5)
(s6931 2)
(s6933 4)
(s6934 5)
(s6935 5)
(s6936 2)
(s6938 4)
(s6939 5)
(s6940 5)
(s6941 2)
(s6943 4)
(s6944 5)
(s6945 5)
(s6946 2)
(s6948 4)
(s6949 5)
(s6950 5)
(s6951 2)
(s6953 4)
(s6954 5)
(s6955 5)
(s6956 2)
(s6958 4)
(s6959 5)
(s6960 5)
(s6961 2)
(s6963 4)
(s6964 5)
(s6965 5)
(s6966 2)
(s6968 4)
(s6969 5)
(s6970 5)
(s6971 2)
(s6973 4)
(s6974 5)
(s6975 5)
(s6976 2)
(s6978 4)
(s6979 5)
(s6980 5)
(s6981 2)
(s6983 4)
(s6984 5)
(s6985 5)
(s6986 2)
(s6988 4)
(s6989 5)
(s6990 5)
(s6991 2)
(s6993 4)
(s6994 5)
(s6995 5)
(s6996 2)
(s6998 4)
(s6999 5)
(s7000 5)
(s7001 2)
(s7003 4)
(s7004 5)
(s7005 5)
(s7006 2)
(s7008 4)
(s7009 5)
(s7010 5)
(s7011 2)
(s7013 4)
(s7014 5)
(s7015 5)
(s7016 2)
(s7018 4)
(s7019 5)
(s7020 5)
(s7021 2)
(s7023 4)
(s7024 5)
(s7025 5)
(s7026 2)
(s7028 4)
(s7029 5)
(s7030 5)
(s7031 2)
(s7033 4)
(s7034 5)
(s7035 5)
(s7036 2)
(s7038 4)
(s7039 5)
(s7040 5)
(s7041 2)
(s7043 4)
(s7044 5)
(s7045 5)
(s7046 2)
(s7048 4)
(s7049 5)
(s7050 5)
(s7051 2)
(s7053 4)
(s7054 5)
(s7055 5)
(s7056 2)
(s7058 4)
(s7059 5)
(s7060 5)
(s7061 2)
(s7063 4)
(s7064 5)
(s7065 5)
(s7066 2)
(s7068 4)
(s7069 5)
(s7070 5)
(s7071 2)
(s7073 4)
(s7074 5)
(s7075 5)
(s7076 2)
(s7078 4)
(s7079 5)
(s7080 5)
(s7081 2)
(s7083 4)
(s7084 5)
(s7085 5)
(s7086 2)
(s7088 4)
(s7089 5)
(s7090 5)
(s7091 2)
(s7093 4)
(s7094 5)
(s7095 5)
(s7096 2)
(s7098 4)
(s7099 5)
(s7100 5)
(s7101 2)
(s7103 4)
(s7104 5)
(s7105 5)
(s7106 2)
(s7108 4)
(s7109 5)
(s7110 5)
(s7111 2)
(s7113 4)
(s7114 5)
(s7115 5)
(s7116 2)
(s7118 4)
(s7119 5)
(s7120 5)
(s7121 2)
(s7123 4)
(s7124 5)
(s7125 5)
(s7126 2)
(s7128 4)
(s7129 5)
(s7130 5)
(s7131 2)
(s7133 4)
(s7134 5)
(s7135 5)
(s7136 2)
(s7138 4)
(s7139 5)
(s7140 5)
(s7141 2)
(s7143 4)
(s7144 5)
(s7145 5)
(s7146 2)
(s7148 4)
(s7149 5)
(s7150 5)
(s7151 2)
(s7153 4)
(s7154 5)
(s7155 5)
(s7156 2)
(s7158 4)
(s7159 5)
(s7160 5)
(s7161 2)
(s7163 4)
(s7164 5)
(s7165 5)
(s7166 2)
(s7168 4)
(s7169 5)
(s7170 5)
(s7171 2)
(s7173 4)
(s7174 5)
(s7175 5)
(s7176 2)
(s7178 4)
(s7179 5)
(s7180 5)
(s7181 2)
(s7183 4)
(s7184 5)
(s7185 5)
(s7186 2)
(s7188 4)
(s7189 5)
(s7190 5)
(s7191 2)
(s7193 4)
(s7194 5)
(s7195 5)
(s7196 2)
(s7198 4)
(s7199 5)
(s7200 5)
(s7201 2)
(s7203 4)
(s7204 5)
(s7205 5)
(s7206 2)
(s7208 4)
(s7209 5)
(s7210 5)
(s7211 2)
(s7213 4)
(s7214 5)
(s7215 5)
(s7216 2)
(s7218 4)
(s7219 5)
(s7220 5)
(s7221 2)
(s7223 4)
(s7224 5)
(s7225 5)
(s7226 2)
(s7228 4)
(s7229 5)
(s7230 5)
(s7231 2)
(s7233 4)
(s7234 5)
(s7235 5)
(s7236 2)
(s7238 4)
(s7239 5)
(s7240 5)
(s7241 2)
(s7243 4)
(s7244 5)
(s7245 5)
(s7246 2)
(s7248 4)
(s7249 5)
(s7250 5)
(s7251 2)
(s7253 4)
(s7254 5)
(s7255 5)
(s7256 2)
(s7258 4)
(s7259 5)
(s7260 5)
(s7261 2)
(s7263 4)
(s7264 5)
(s7265 5)
(s7266 2)
(s7268 4)
(s7269 5)
(s7270 5)
(s7271 2)
(s7273 4)
(s7274 5)
(s7275 5)
(s7276 2)
(s7278 4)
(s7279 5)
(s7280 5)
(s7281 2)
(s7283 4)
(s7284 5)
(s7285 5)
(s7286 2)
(s7288 4)
(s7289 5)
(s7290 5)
(s7291 2)
(s7293 4)
(s7294 5)
(s7295 5)
(s7296 2)
(s7298 4)
(s7299 5)
(s7300 5)
(s7301 2)
(s7303 4)
(s7304 5)
(s7305 5)
(s7306 2)
(s7308 4)
(s7309 5)
(s7310 5)
(s7311 2)
(s7313 4)
(s7314 5)
(s7315 5)
(s7316 2)
(s7318 4)
(s7319 5)
(s7320 5)
(s7321 2)
(s7323 4)
(s7324 5)
(s7325 5)
(s7326 2)
(s7328 4)
(s7329 5)
(s7330 5)
(s7331 2)
(s7333 4)
(s7334 5)
(s7335 5)
(s7336 2)
(s7338 4)
(s7339 5)
(s7340 5)
(s7341 2)
(s7343 4)
(s7344 5)
(s7345 5)
(s7346 2)
(s7348 4)
(s7349 5)
(s7350 5)
(s7351 2)
(s7353 4)
(s7354 5)
(s7355 5)
(s7356 2)
(s7358 4)
(s7359 5)
(s7360 5)
(s7361 2)
(s7363 4)
(s7364 5)
(s7365 5)
(s7366 2)
(s7368 4)
(s7369 5)
(s7370 5)
(s7371 2)
(s7373 4)
(s7374 5)
(s7375 5)
(s7376 2)
(s7378 4)
(s7379 5)
(s7380 5)
(s7381 2)
(s7383 4)
(s7384 5)
(s7385 5)
(s7386 2)
(s7388 4)
(s7389 5)
(s7390 5)
(s7391 2)
(s7393 4)
(s7394 5)
(s7395 5)
(s7396 2)
(s7398 4)
(s7399 5)
(s7400 5)
(s7401 2)
(s7403 4)
(s7404 5)
(s7405 5)
(s7406 2)
(s7408 4)
(s7409 5)
(s7410 5)
(s7411 2)
(s7413 4)
(s7414 5)
(s7415 5)
(s7416 2)
(s7418 4)
(s7419 5)
(s7420 5)
(s7421 2)
(s7423 4)
(s7424 5)
(s7425 5)
(s7426 2)
(s7428 4)
(s7429 5)
(s7430 5)
(s7431 2)
(s7433 4)
(s7434 5)
(s7435 5)
(s7436 2)
(s7438 4)
(s7439 5)
(s7440 5)
(s7441 2)
(s7443 4)
(s7444 5)
(s7445 5)
(s7446 2)
(s7448 4)
(s7449 5)
(s7450 5)
(s7451 2)
(s7453 4)
(s7454 5)
(s7455 5)
(s7456 2)
(s7458 4)
(s7459 5)
(s7460 5)
(s7461 2)
(s7463 4)
(s7464 5)
(s7465 5)
(s7466 2)
(s7468 4)
(s7469 5)
(s7470 5)
(s7471 2)
(s7473 4)
(s7474 5)
(s7475 5)
(s7476 2)
(s7478 4)
(s7479 5)
(s7480 5)
(s7481 2)
(s7483 4)
(s7484 5)
(s7485 5)
(s7486 2)
(s7488 4)
(s7489 5)
(s7490 5)
(s7491 2)
(s7493 4)
(s7494 5)
(s7495 5)
(s7496 2)
(s7498 4)
(s7499 5)
(s7500 5)
(s7501 2)
(s7503 4)
(s7504 5)
(s7505 5)
(s7506 2)
(s7508 4)
(s7509 5)
(s7510 5)
(s7511 2)
(s7513 4)
(s7514 5)
(s7515 5)
(s7516 2)
(s7518 4)
(s7519 5)
(s7520 5)
(s7521 2)
(s7523 4)
(s7524 5)
(s7525 5)
(s7526 2)
(s7528 4)
(s7529 5)
(s7530 5)
(s7531 2)
(s7533 4)
(s7534 5)
(s7535 5)
(s7536 2)
(s7538 4)
(s7539 5)
(s7540 5)
(s7541 2)
(s7543 4)
(s7544 5)
(s7545 5)
(s7546 2)
(s7548 4)
(s7549 5)
(s7550 5)
(s7551 2)
(s7553 4)
(s7554 5)
(s7555 5)
(s7556 2)
(s7558 4)
(s7559 5)
(s7560 5)
(s7561 2)
(s7563 4)
(s7564 5)
(s7565 5)
(s7566 2)
(s7568 4)
(s7569 5)
(s7570 5)
(s7571 2)
(s7573 4)
(s7574 5)
(s7575 5)
(s7576 2)
(s7578 4)
(s7579 5)
(s7580 5)
(s7581 2)
(s7583 4)
(s7584 5)
(s7585 5)
(s7586 2)
(s7588 4)
(s7589 5)
(s7590 5)
(s7591 2)
(s7593 4)
(s7594 5)
(s7595 5)
(s7596 2)
(s7598 4)
(s7599 5)
(s7600 5)
(s7601 2)
(s7603 4)
(s7604 5)
(s7605 5)
(s7606 2)
(s7608 4)
(s7609 5)
(s7610 5)
(s7611 2)
(s7613 4)
(s7614 5)
(s7615 5)
(s7616 2)
(s7618 4)
(s7619 5)
(s7620 5)
(s7621 2)
(s7623 4)
(s7624 5)
(s7625 5)
(s7626 2)
(s7628 4)
(s7629 5)
(s7630 5)
(s7631 2)
(s7633 4)
(s7634 5)
(s7635 5)
(s7636 2)
(s7638 4)
(s7639 5)
(s7640 5)
(s7641 2)
(s7643 4)
(s7644 5)
(s7645 5)
(s7646 2)
(s7648 4)
(s7649 5)
(s7650 5)
(s7651 2)
(s7653 4)
(s7654 5)
(s7655 5)
(s7656 2)
(s7658 4)
(s7659 5)
(s7660 5)
(s7661 2)
(s7663 4)
(s7664 5)
(s7665 5)
(s7666 2)
(s7668 4)
(s7669 5)
(s7670 5)
(s7671 2)
(s7673 4)
(s7674 5)
(s7675 5)
(s7676 2)
(s7678 4)
(s7679 5)
(s7680 5)
(s7681 2)
(s7683 4)
(s7684 5)
(s7685 5)
(s7686 2)
(s7688 4)
(s7689 5)
(s7690 5)
(s7691 2)
(s7693 4)
(s7694 5)
(s7695 5)
(s7696 2)
(s7698 4)
(s7699 5)
(s7700 5)
(s7701 2)
(s7703 4)
(s7704 5)
(s7705 5)
(s7706 2)
(s7708 4)
(s7709 5)
(s7710 5)
(s7711 2)
(s7713 4)
(s7714 5)
(s7715 5)
(s7716 2)
(s7718 4)
(s7719 5)
(s7720 5)
(s7721 2)
(s7723 4)
(s7724 5)
(s7725 5)
(s7726 2)
(s7728 4)
(s7729 5)
(s7730 5)
(s7731 2)
(s7733 4)
(s7734 5)
(s7735 5)
(s7736 2)
(s7738 4)
(s7739 5)
(s7740 5)
(s7741 2)
(s7743 4)
(s7744 5)
(s7745 5)
(s7746 2)
(s7748 4)
(s7749 5)
(s7750 5)
(s7751 2)
(s7753 4)
(s7754 5)
(s7755 5)
(s7756 2)
(s7758 4)
(s7759 5)
(s7760 5)
(s7761 2)
(s7763 4)
(s7764 5)
(s7765 5)
(s7766 2)
(s7768 4)
(s7769 5)
(s7770 5)
(s7771 2)
(s7773 4)
(s7774 5)
(s7775 5)
(s7776 2)
(s7778 4)
(s7779 5)
(s7780 5)
(s7781 2)
(s7783 4)
(s7784 5)
(s7785 5)
(s7786 2)
(s7788 4)
(s7789 5)
(s7790 5)
(s7791 2)
(s7793 4)
(s7794 5)
(s7795 5)
(s7796 2)
(s7798 4)
(s7799 5)
(s7800 5)
(s7801 2)
(s7803 4)
(s7804 5)
(s7805 5)
(s7806 2)
(s7808 4)
(s7809 5)
(s7810 5)
(s7811 2)
(s7813 4)
(s7814 5)
(s7815 5)
(s7816 2)
(s7818 4)
(s7819 5)
(s7820 5)
(s7821 2)
(s7823 4)
(s7824 5)
(s7825 5)
(s7826 2)
(s7828 4)
(s7829 5)
(s7830 5)
(s7831 2)
(s7833 4)
(s7834 5)
(s7835 5)
(s7836 2)
(s7838 4)
(s7839 5)
(s7840 5)
(s7841 2)
(s7843 4)
(s7844 5)
(s7845 5)
(s7846 2)
(s7848 4)
(s7849 5)
(s7850 5)
(s7851 2)
(s7853 4)
(s7854 5)
(s7855 5)
(s7856 2)
(s7858 4)
(s7859 5)
(s7860 5)
(s7861 2)
(s7863 4)
(s7864 5)
(s7865 5)
(s7866 2)
(s7868 4)
(s7869 5)
(s7870 5)
(s7871 2)
(s7873 4)
(s7874 5)
(s7875 5)
(s7876 2)
(s7878 4)
(s7879 5)
(s7880 5)
(s7881 2)
(s7883 4)
(s7884 5)
(s7885 5)
(s7886 2)
(s7888 4)
(s7889 5)
(s7890 5)
(s7891 2)
(s7893 4)
(s7894 5)
(s7895 5)
(s7896 2)
(s7898 4)
(s7899 5)
(s7900 5)
(s7901 2)
(s7903 4)
(s7904 5)
(s7905 5)
(s7906 2)
(s7908 4)
(s7909 5)
(s7910 5)
(s7911 2)
(s7913 4)
(s7914 5)
(s7915 5)
(s7916 2)
(s7918 4)
(s7919 5)
(s7920 5)
(s7921 2)
(s7923 4)
(s7924 5)
(s7925 5)
(s7926 2)
(s7928 4)
(s7929 5)
(s7930 5)
(s7931 2)
(s7933 4)
(s7934 5)
(s7935 5)
(s7936 2)
(s7938 4)
(s7939 5)
(s7940 5)
(s7941 2)
(s7943 4)
(s7944 5)
(s7945 5)
(s7946 2)
(s7948 4)
(s7949 5)
(s7950 5)
(s7951 2)
(s7953 4)
(s7954 5)
(s7955 5)
(s7956 2)
(s7958 4)
(s7959 5)
(s7960 5)
(s7961 2)
(s7963 4)
(s7964 5)
(s7965 5)
(s7966 2)
(s7968 4)
(s7969 5)
(s7970 5)
(s7971 2)
(s7973 4)
(s7974 5)
(s7975 5)
(s7976 2)
(s7978 4)
(s7979 5)
(s7980 5)
(s7981 2)
(s7983 4)
(s7984 5)
(s7985 5)
(s7986 2)
(s7988 4)
(s7989 5)
(s7990 5)
(s7991 2)
(s7993 4)
(s7994 5)
(s7995 5)
(s7996 2)
(s7998 4)
(s7999 5)
(s8000 5)
(s8001 2)
(s8003 4)
(s8004 5)
(s8005 5)
(s8006 2)
(s8008 4)
(s8009 5)
(s8010 5)
(s8011 2)
(s8013 4)
(s8014 5)
(s8015 5)
(s8016 2)
(s8018 4)
(s8019 5)
(s8020 5)
(s8021 2)
(s8023 4)
(s8024 5)
(s8025 5)
(s8026 2)
(s8028 4)
(s8029 5)
(s8030 5)
(s8031 2)
(s8033 4)
(s8034 5)
(s8035 5)
(s8036 2)
(s8038 4)
(s8039 5)
(s8040 5)
(s8041 2)
(s8043 4)
(s8044 5)
(s8045 5)
(s8046 2)
(s8048 4)
(s8049 5)
(s8050 5)
(s8051 2)
(s8053 4)
(s8054 5)
(s8055 5)
(s8056 2)
(s8058 4)
(s8059 5)
(s8060 5)
(s8061 2)
(s8063 4)
(s8064 5)
(s8065 5)
(s8066 2)
(s8068 4)
(s8069 5)
(s8070 5)
(s8071 2)
(s8073 4)
(s8074 5)
(s8075 5)
(s8076 2)
(s8078 4)
(s8079 5)
(s8080 5)
(s8081 2)
(s8083 4)
(s8084 5)
(s8085 5)
(s8086 2)
(s8088 4)
(s8089 5)
(s8090 5)
(s8091 2)
(s8093 4)
(s8094 5)
(s8095 5)
(s8096 2)
(s8098 4)
(s8099 5)
(s8100 5)
(s8101 2)
(s8103 4)
(s8104 5)
(s8105 5)
(s8106 2)
(s8108 4)
(s8109 5)
(s8110 5)
(s8111 2)
(s8113 4)
(s8114 5)
(s8115 5)
(s8116 2)
(s8118 4)
(s8119 5)
(s8120 5)
(s8121 2)
(s8123 4)
(s8124 5)
(s8125 5)
(s8126 2)
(s8128 4)
(s8129 5)
(s8130 5)
(s8131 2)
(s8133 4)
(s8134 5)
(s8135 5)
(s8136 2)
(s8138 4)
(s8139 5)
(s8140 5)
(s8141 2)
(s8143 4)
(s8144 5)
(s8145 5)
(s8146 2)
(s8148 4)
(s8149 5)
(s8150 5)
(s8151 2)
(s8153 4)
(s8154 5)
(s8155 5)
(s8156 2)
(s8158 4)
(s8159 5)
(s8160 5)
(s8161 2)
(s8163 4)
(s8164 5)
(s8165 5)
(s8166 2)
(s8168 4)
(s8169 5)
(s8170 5)
(s8171 2)
(s8173 4)
(s8174 5)
(s8175 5)
(s8176 2)
(s8178 4)
(s8179 5)
(s8180 5)
(s8181 2)
(s8183 4)
(s8184 5)
(s8185 5)
(s8186 2)
(s8188 4)
(s8189 5)
(s8190 5)
(s8191 2)
(s8193 4)
(s8194 5)
(s8195 5)
(s8196 2)
(s8198 4)
(s8199 5)
(s8200 5)
(s8201 2)
(s8203 4)
(s8204 5)
(s8205 5)
(s8206 2)
(s8208 4)
(s8209 5)
(s8210 5)
(s8211 2)
(s8213 4)
(s8214 5)
(s8215 5)
(s8216 2)
(s8218 4)
(s8219 5)
(s8220 5)
(s8221 2)
(s8223 4)
(s8224 5)
(s8225 5)
(s8226 2)
(s8228 4)
(s8229 5)
(s8230 5)
(s8231 2)
(s8233 4)
(s8234 5)
(s8235 5)
(s8236 2)
(s8238 4)
(s8239 5)
(s8240 5)
(s8241 2)
(s8243 4)
(s8244 5)
(s8245 5)
(s8246 2)
(s8248 4)
(s8249 5)
(s8250 5)
(s8251 2)
(s8253 4)
(s8254 5)
(s8255 5)
(s8256 2)
(s8258 4)
(s8259 5)
(s8260 5)
(s8261 2)
(s8263 4)
(s8264 5)
(s8265 5)
(s8266 2)
(s8268 4)
(s8269 5)
(s8270 5)
(s8271 2)
(s8273 4)
(s8274 5)
(s8275 5)
(s8276 2)
(s8278 4)
(s8279 5)
(s8280 5)
(s8281 2)
(s8283 4)
(s8284 5)
(s8285 5)
(s8286 2)
(s8288 4)
(s8289 5)
(s8290 5)
(s8291 2)
(s8293 4)
(s8294 5)
(s8295 5)
(s8296 2)
(s8298 4)
(s8299 5)
(s8300 5)
(s8301 2)
(s8303 4)
(s8304 5)
(s8305 5)
(s8306 2)
(s8308 4)
(s8309 5)
(s8310 5)
(s8311 2)
(s8313 4)
(s8314 5)
(s8315 5)
(s8316 2)
(s8318 4)
(s8319 5)
(s8320 5)
(s8321 2)
(s8323 4)
(s8324 5)
(s8325 5)
(s8326 2)
(s8328 4)
(s8329 5)
(s8330 5)
(s8331 2)
(s8333 4)
(s8334 5)
(s8335 5)
(s8336 2)
(s8338 4)
(s8339 5)
(s8340 5)
(s8341 2)
(s8343 4)
(s8344 5)
(s8345 5)
(s8346 2)
(s8348 4)
(s8349 5)
(s8350 5)
(s8351 2)
(s8353 4)
(s8354 5)
(s8355 5)
(s8356 2)
(s8358 4)
(s8359 5)
(s8360 5)
(s8361 2)
(s8363 4)
(s8364 5)
(s8365 5)
(s8366 2)
(s8368 4)
(s8369 5)
(s8370 5)
(s8371 2)
(s8373 4)
(s8374 5)
(s8375 5)
(s8376 2)
(s8378 4)
(s8379 5)
(s8380 5)
(s8381 2)
(s8383 4)
(s8384 5)
(s8385 5)
(s8386 2)
(s8388 4)
(s8389 5)
(s8390 5)
(s8391 2)
(s8393 4)
(s8394 5)
(s8395 5)
(s8396 2)
(s8398 4)
(s8399 5)
(s8400 5)
(s8401 2)
(s8403 4)
(s8404 5)
(s8405 5)
(s8406 2)
(s8408 4)
(s8409 5)
(s8410 5)
(s8411 2)
(s8413 4)
(s8414 5)
(s8415 5)
(s8416 2)
(s8418 4)
(s8419 5)
(s8420 5)
(s8421 2)
(s8423 4)
(s8424 5)
(s8425 5)
(s8426 2)
(s8428 4)
(s8429 5)
(s8430 5)
(s8431 2)
(s8433 4)
(s8434 5)
(s8435 5)
(s8436 2)
(s8438 4)
(s8439 5)
(s8440 5)
(s8441 2)
(s8443 4)
(s8444 5)
(s8445 5)
(s8446 2)
(s8448 4)
(s8449 5)
(s8450 5)
(s8451 2)
(s8453 4)
(s8454 5)
(s8455 5)
(s8456 2)
(s8458 4)
(s8459 5)
(s8460 5)
(s8461 2)
(s8463 4)
(s8464 5)
(s8465 5)
(s8466 2)
(s8468 4)
(s8469 5)
(s8470 5)
(s8471 2)
(s8473 4)
(s8474 5)
(s8475 5)
(s8476 2)
(s8478 4)
(s8479 5)
(s8480 5)
(s8481 2)
(s8483 4)
(s8484 5)
(s8485 5)
(s8486 2)
(s8488 4)
(s8489 5)
(s8490 5)
(s8491 2)
(s8493 4)
(s8494 5)
(s8495 5)
(s8496 2)
(s8498 4)
(s8499 5)
(s8500 5)
(s8501 2)
(s8503 4)
(s8504 5)
(s8505 5)
(s8506 2)
(s8508 4)
(s8509 5)
(s8510 5)
(s8511 2)
(s8513 4)
(s8514 5)
(s8515 5)
(s8516 2)
(s8518 4)
(s8519 5)
(s8520 5)
(s8521 2)
(s8523 4)
(s8524 5)
(s8525 5)
(s8526 2)
(s8528 4)
(s8529 5)
(s8530 5)
(s8531 2)
(s8533 4)
(s8534 5)
(s8535 5)
(s8536 2)
(s8538 4)
(s8539 5)
(s8540 5)
(s8541 2)
(s8543 4)
(s8544 5)
(s8545 5)
(s8546 2)
(s8548 4)
(s8549 5)
(s8550 5)
(s8551 2)
(s8553 4)
(s8554 5)
(s8555 5)
(s8556 2)
(s8558 4)
(s8559 5)
(s8560 5)
(s8561 2)
(s8563 4)
(s8564 5)
(s8565 5)
(s8566 2)
(s8568 4)
(s8569 5)
(s8570 5)
(s8571 2)
(s8573 4)
(s8574 5)
(s8575 5)
(s8576 2)
(s8578 4)
(s8579 5)
(s8580 5)
(s8581 2)
(s8583 4)
(s8584 5)
(s8585 5)
(s8586 2)
(s8588 4)
(s8589 5)
(s8590 5)
(s8591 2)
(s8593 4)
(s8594 5)
(s8595 5)
(s8596 2)
(s8598 4)
(s8599 5)
(s8600 5)
(s8601 2)
(s8603 4)
(s8604 5)
(s8605 5)
(s8606 2)
(s8608 4)
(s8609 5)
(s8610 5)
(s8611 2)
(s8613 4)
(s8614 5)
(s8615 5)
(s8616 2)
(s8618 4)
(s8619 5)
(s8620 5)
(s8621 2)
(s8623 4)
(s8624 5)
(s8625 5)
(s8626 2)
(s8628 4)
(s8629 5)
(s8630 5)
(s8631 2)
(s8633 4)
(s8634 5)
(s8635 5)
(s8636 2)
(s8638 4)
(s8639 5)
(s8640 5)
(s8641 2)
(s8643 4)
(s8644 5)
(s8645 5)
(s8646 2)
(s8648 4)
(s8649 5)
(s8650 5)
(s8651 2)
(s8653 4)
(s8654 5)
(s8655 5)
(s8656 2)
(s8658 4)
(s8659 5)
(s8660 5)
(s8661 2)
(s8663 4)
(s8664 5)
(s8665 5)
(s8666 2)
(s8668 4)
(s8669 5)
(s8670 5)
(s8671 2)
(s8673 4)
(s8674 5)
(s8675 5)
(s8676 2)
(s8678 4)
(s8679 5)
(s8680 5)
(s8681 2)
(s8683 4)
(s8684 5)
(s8685 5)
(s8686 2)
(s8688 4)
(s8689 5)
(s8690 5)
(s8691 2)
(s8693 4)
(s8694 5)
(s8695 5)
(s8696 2)
(s8698 4)
(s8699 5)
(s8700 5)
(s8701 2)
(s8703 4)
(s8704 5)
(s8705 5)
(s8706 2)
(s8708 4)
(s8709 5)
(s8710 5)
(s8711 2)
(s8713 4)
(s8714 5)
(s8715 5)
(s8716 2)
(s8718 4)
(s8719 5)
(s8720 5)
(s8721 2)
(s8723 4)
(s8724 5)
(s8725 5)
(s8726 2)
(s8728 4)
(s8729 5)
(s8730 5)
(s8731 2)
(s8733 4)
(s8734 5)
(s8735 5)
(s8736 2)
(s8738 4)
(s8739 5)
(s8740 5)
(s8741 2)
(s8743 4)
(s8744 5)
(s8745 5)
(s8746 2)
(s8748 4)
(s8749 5)
(s8750 5)
(s8751 2)
(s8753 4)
(s8754 5)
(s8755 5)
(s8756 2)
(s8758 4)
(s8759 5)
(s8760 5)
(s8761 2)
(s8763 4)
(s8764 5)
(s8765 5)
(s8766 2)
(s8768 4)
(s8769 5)
(s8770 5)
(s8771 2)
(s8773 4)
(s8774 5)
(s8775 5)
(s8776 2)
(s8778 4)
(s8779 5)
(s8780 5)
(s8781 2)
(s8783 4)
(s8784 5)
(s8785 5)
(s8786 2)
(s8788 4)
(s8789 5)
(s8790 5)
(s8791 2)
(s8793 4)
(s8794 5)
(s8795 5)
(s8796 2)
(s8798 4)
(s8799 5)
(s8800 5)
(s8801 2)
(s8803 4)
(s8804 5)
(s8805 5)
(s8806 2)
(s8808 4)
(s8809 5)
(s8810 5)
(s8811 2)
(s8813 4)
(s8814 5)
(s8815 5)
(s8816 2)
(s8818 4)
(s8819 5)
(s8820 5)
(s8821 2)
(s8823 4)
(s8824 5)
(s8825 5)
(s8826 2)
(s8828 4)
(s8829 5)
(s8830 5)
(s8831 2)
(s8833 4)
(s8834 5)
(s8835 5)
(s8836 2)
(s8838 4)
(s8839 5)
(s8840 5)
(s8841 2)
(s8843 4)
(s8844 5)
(s8845 5)
(s8846 2)
(s8848 4)
(s8849 5)
(s8850 5)
(s8851 2)
(s8853 4)
(s8854 5)
(s8855 5)
(s8856 2)
(s8858 4)
(s8859 5)
(s8860 5)
(s8861 2)
(s8863 4)
(s8864 5)
(s8865 5)
(s8866 2)
(s8868 4)
(s8869 5)
(s8870 5)
(s8871 2)
(s8873 4)
(s8874 5)
(s8875 5)
(s8876 2)
(s8878 4)
(s8879 5)
(s8880 5)
(s8881 2)
(s8883 4)
(s8884 5)
(s8885 5)
(s8886 2)
(s8888 4)
(s8889 5)
(s8890 5)
(s8891 2)
(s8893 4)
(s8894 5)
(s8895 5)
(s8896 2)
(s8898 4)
(s8899 5)
(s8900 5)
(s8901 2)
(s8903 4)
(s8904 5)
(s8905 5)
(s8906 2)
(s8908 4)
(s8909 5)
(s8910 5)
(s8911 2)
(s8913 4)
(s8914 5)
(s8915 5)
(s8916 2)
(s8918 4)
(s8919 5)
(s8920 5)
(s8921 2)
(s8923 4)
(s8924 5)
(s8925 5)
(s8926 2)
(s8928 4)
(s8929 5)
(s8930 5)
(s8931 2)
(s8933 4)
(s8934 5)
(s8935 5)
(s8936 2)
(s8938 4)
(s8939 5)
(s8940 5)
(s8941 2)
(s8943 4)
(s8944 5)
(s8945 5)
(s8946 2)
(s8948 4)
(s8949 5)
(s8950 5)
(s8951 2)
(s8953 4)
(s8954 5)
(s8955 5)
(s8956 2)
(s8958 4)
(s8959 5)
(s8960 5)
(s8961 2)
(s8963 4)
(s8964 5)
(s8965 5)
(s8966 2)
(s8968 4)
(s8969 5)
(s8970 5)
(s8971 2)
(s8973 4)
(s8974 5)
(s8975 5)
(s8976 2)
(s8978 4)
(s8979 5)
(s8980 5)
(s8981 2)
(s8983 4)
(s8984 5)
(s8985 5)
(s8986 2)
(s8988 4)
(s8989 5)
(s8990 5)
(s8991 2)
(s8993 4)
(s8994 5)
(s8995 5)
(s8996 2)
(s8998 4)
(s8999 5)
(s9000 5)
(s9001 2)
(s9003 4)
(s9004 5)
(s9005 5)
(s9006 2)
(s9008 4)
(s9009 5)
(s9010 5)
(s9011 2)
(s9013 4)
(s9014 5)
(s9015 5)
(s9016 2)
(s9018 4)
(s9019 5)
(s9020 5)
(s9021 2)
(s9023 4)
(s9024 5)
(s9025 5)
(s9026 2)
(s9028 4)
(s9029 5)
(s9030 5)
(s9031 2)
(s9033 4)
(s9034 5)
(s9035 5)
(s9036 2)
(s9038 4)
(s9039 5)
(s9040 5)
(s9041 2)
(s9043 4)
(s9044 5)
(s9045 5)
(s9046 2)
(s9048 4)
(s9049 5)
(s9050 5)
(s9051 2)
(s9053 4)
(s9054 5)
(s9055 5)
(s9056 2)
(s9058 4)
(s9059 5)
(s9060 5)
(s9061 2)
(s9063 4)
(s9064 5)
(s9065 5)
(s9066 2)
(s9068 4)
(s9069 5)
(s9070 5)
(s9071 2)
(s9073 4)
(s9074 5)
(s9075 5)
(s9076 2)
(s9078 4)
(s9079 5)
(s9080 5)
(s9081 2)
(s9083 4)
(s9084 5)
(s9085 5)
(s9086 2)
(s9088 4)
(s9089 5)
(s9090 5)
(s9091 2)
(s9093 4)
(s9094 5)
(s9095 5)
(s9096 2)
(s9098 4)
(s9099 5)
(s9100 5)
(s9101 2)
(s9103 4)
(s9104 5)
(s9105 5)
(s9106 2)
(s9108 4)
(s9109 5)
(s9110 5)
(s9111 2)
(s9113 4)
(s9114 5)
(s9115 5)
(s9116 2)
(s9118 4)
(s9119 5)
(s9120 5)
(s9121 2)
(s9123 4)
(s9124 5)
(s9125 5)
(s9126 2)
(s9128 4)
(s9129 5)
(s9130 5)
(s9131 2)
(s9133 4)
(s9134 5)
(s9135 5)
(s9136 2)
(s9138 4)
(s9139 5)
(s9140 5)
(s9141 2)
(s9143 4)
(s9144 5)
(s9145 5)
(s9146 2)
(s9148 4)
(s9149 5)
(s9150 5)
(s9151 2)
(s9153 4)
(s9154 5)
(s9155 5)
(s9156 2)
(s9158 4)
(s9159 5)
(s9160 5)
(s9161 2)
(s9163 4)
(s9164 5)
(s9165 5)
(s9166 2)
(s9168 4)
(s9169 5)
(s9170 5)
(s9171 2)
(s9173 4)
(s9174 5)
(s9175 5)
(s9176 2)
(s9178 4)
(s9179 5)
(s9180 5)
(s9181 2)
(s9183 4)
(s9184 5)
(s9185 5)
(s9186 2)
(s9188 4)
(s9189 5)
(s9190 5)
(s9191 2)
(s9193 4)
(s9194 5)
(s9195 5)
(s9196 2)
(s9198 4)
(s9199 5)
(s9200 5)
(s9201 2)
(s9203 4)
(s9204 5)
(s9205 5)
(s9206 2)
(s9208 4)
(s9209 5)
(s9210 5)
(s9211 2)
(s9213 4)
(s9214 5)
(s9215 5)
(s9216 2)
(s9218 4)
(s9219 5)
(s9220 5)
(s9221 2)
(s9223 4)
(s9224 5)
(s9225 5)
(s9226 2)
(s9228 4)
(s9229 5)
(s9230 5)
(s9231 2)
(s9233 4)
(s9234 5)
(s9235 5)
(s9236 2)
(s9238 4)
(s9239 5)
(s9240 5)
(s9241 2)
(s9243 4)
(s9244 5)
(s9245 5)
(s9246 2)
(s9248 4)
(s9249 5)
(s9250 5)
(s9251 2)
(s9253 4)
(s9254 5)
(s9255 5)
(s9256 2)
(s9258 4)
(s9259 5)
(s9260 5)
(s9261 2)
(s9263 4)
(s9264 5)
(s9265 5)
(s9266 2)
(s9268 4)
(s9269 5)
(s9270 5)
(s9271 2)
(s9273 4)
(s9274 5)
(s9275 5)
(s9276 2)
(s9278 4)
(s9279 5)
(s9280 5)
(s9281 2)
(s9283 4)
(s9284 5)
(s9285 5)
(s9286 2)
(s9288 4)
(s9289 5)
(s9290 5)
(s9291 2)
(s9293 4)
(s9294 5)
(s9295 5)
(s9296 2)
(s9298 4)
(s9299 5)
(s9300 5)
(s9301 2)
(s9303 4)
(s9304 5)
(s9305 5)
(s9306 2)
(s9308 4)
(s9309 5)
(s9310 5)
(s9311 2)
(s9313 4)
(s9314 5)
(s9315 5)
(s9316 2)
(s9318 4)
(s9319 5)
(s9320 5)
(s9321 2)
(s9323 4)
(s9324 5)
(s9325 5)
(s9326 2)
(s9328 4)
(s9329 5)
(s9330 5)
(s9331 2)
(s9333 4)
(s9334 5)
(s9335 5)
(s9336 2)
(s9338 4)
(s9339 5)
(s9340 5)
(s9341 2)
(s9343 4)
(s9344 5)
(s9345 5)
(s9346 2)
(s9348 4)
(s9349 5)
(s9350 5)
(s9351 2)
(s9353 4)
(s9354 5)
(s9355 5)
(s9356 2)
(s9358 4)
(s9359 5)
(s9360 5)
(s9361 2)
(s9363 4)
(s9364 5)
(s9365 5)
(s9366 2)
(s9368 4)
(s9369 5)
(s9370 5)timeout
(s9371 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56387ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56401ms
[2025-06-02 08:56:01] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:56:04] [INFO ] Implicit Places using invariants in 2718 ms returned []
Implicit Place search using SMT only with invariants took 2719 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:56:04] [INFO ] Invariant cache hit.
[2025-06-02 08:56:04] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30141 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30142 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75771ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75784ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 136957 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 34 ms :[(NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-12
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 1 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-12 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-12 finished in 137018 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202505121319/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X((F((p0&&F(p1))) U G((p0||G(p1))))))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 688 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:57:20] [INFO ] Invariant cache hit.
[2025-06-02 08:57:20] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20131 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 55480ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 55493ms
[2025-06-02 08:58:16] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 08:58:18] [INFO ] Implicit Places using invariants in 2562 ms returned []
Implicit Place search using SMT only with invariants took 2563 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 08:58:18] [INFO ] Invariant cache hit.
[2025-06-02 08:58:18] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30132 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30142 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 75753ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 75765ms
Finished structural reductions in LTL mode , in 1 iterations and 134535 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 246 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-13
Product exploration timeout after 13380 steps with 0 reset in 10004 ms.
Product exploration timeout after 12830 steps with 0 reset in 10003 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p0 (NOT p1)), (X (NOT (AND (NOT p0) (NOT p1)))), (X (OR p0 p1)), (X (NOT (AND (NOT p0) p1))), (X p0), (X (NOT p1))]
False Knowledge obtained : []
Knowledge sufficient to adopt a stutter insensitive property.
Knowledge based reduction with 6 factoid took 103 ms. Reduced automaton from 6 states, 16 edges and 2 AP (stutter sensitive) to 5 states, 15 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 219 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Reduction of identical properties reduced properties to check from 7 to 6
RANDOM walk for 41040 steps (8 resets) in 3534 ms. (11 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3864 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4160 ms. (9 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3794 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3809 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3820 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3921 ms. (10 steps per ms) remains 6/6 properties
Probabilistic random walk after 140132 steps, saw 140071 distinct states, run finished after 21135 ms. (steps per millisecond=6 ) properties seen :0
[2025-06-02 09:00:24] [INFO ] Invariant cache hit.
[2025-06-02 09:00:24] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 0/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 3 (OVERLAPS) 16/26 variables, 10/12 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/26 variables, 2/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
All remaining problems are real, not stopping.
At refinement iteration 6 (OVERLAPS) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 14 constraints, problems are : Problem set: 0 solved, 6 unsolved in 185 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 6/6 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 6 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 09:00:25] [INFO ] Deduced a trap composed of 3 places in 39 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 6/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 8 (OVERLAPS) 0/26 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 21 constraints, problems are : Problem set: 0 solved, 6 unsolved in 462 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 6/6 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 714ms problems are : Problem set: 0 solved, 6 unsolved
Fused 6 Parikh solutions to 3 different solutions.
Finished Parikh walk after 10492 steps, including 9 resets, run visited all 6 properties in 1095 ms. (steps per millisecond=9 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 6 properties in 1098 ms.
Knowledge obtained : [(AND p0 (NOT p1)), (X (NOT (AND (NOT p0) (NOT p1)))), (X (OR p0 p1)), (X (NOT (AND (NOT p0) p1))), (X p0), (X (NOT p1))]
False Knowledge obtained : [(F (NOT (OR p0 (NOT p1)))), (F (NOT (OR p0 p1))), (F p1), (F (NOT p0)), (F (NOT (OR p0 p1))), (F (NOT (AND p0 (NOT p1)))), (F (NOT (OR (NOT p0) (NOT p1))))]
Knowledge based reduction with 6 factoid took 317 ms. Reduced automaton from 5 states, 15 edges and 2 AP (stutter insensitive) to 5 states, 15 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 209 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Stuttering acceptance computed with spot in 221 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2283 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2025-06-02 09:00:29] [INFO ] Invariant cache hit.
[2025-06-02 09:00:29] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20147 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 20.0 s and query timeout 2000.0 ms
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20163 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 56142ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 56156ms
[2025-06-02 09:01:25] [INFO ] Invariant cache hit.
Starting Z3 with timeout 160.0 s and query timeout 16000.0 ms
[2025-06-02 09:01:28] [INFO ] Implicit Places using invariants in 2544 ms returned []
Implicit Place search using SMT only with invariants took 2545 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2025-06-02 09:01:28] [INFO ] Invariant cache hit.
[2025-06-02 09:01:28] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Starting Z3 with timeout 30.0 s and query timeout 3000.0 ms
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30143 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 76900ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 76912ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 137923 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p0 (NOT p1)), (X (NOT (AND (NOT p0) (NOT p1)))), (X (NOT (AND p0 p1))), (X (AND p0 (NOT p1))), (X (OR p0 p1)), (X (NOT (AND (NOT p0) p1))), (X p0), (X (NOT p1))]
False Knowledge obtained : []
Knowledge based reduction with 8 factoid took 107 ms. Reduced automaton from 5 states, 15 edges and 2 AP (stutter insensitive) to 5 states, 15 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 207 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Reduction of identical properties reduced properties to check from 7 to 6
RANDOM walk for 43035 steps (8 resets) in 3893 ms. (11 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4130 ms. (9 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4038 ms. (9 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3983 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3813 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 3831 ms. (10 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4331 ms. (9 steps per ms) remains 6/6 properties
Probabilistic random walk after 140132 steps, saw 140071 distinct states, run finished after 21062 ms. (steps per millisecond=6 ) properties seen :0
[2025-06-02 09:03:15] [INFO ] Invariant cache hit.
[2025-06-02 09:03:15] [INFO ] State equation strengthened by 2000 read => feed constraints.
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 0/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 3 (OVERLAPS) 16/26 variables, 10/12 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/26 variables, 2/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
All remaining problems are real, not stopping.
At refinement iteration 6 (OVERLAPS) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 6 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 14 constraints, problems are : Problem set: 0 solved, 6 unsolved in 167 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 6/6 constraints, Known Traps: 0/0 constraints, Known Traps Along Path: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 6 unsolved
Starting Z3 with timeout 5.0 s and query timeout 500.0 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 6 unsolved
Starting Z3 with timeout 120.0 s and query timeout 12000.0 ms
[2025-06-02 09:03:15] [INFO ] Deduced a trap composed of 3 places in 42 ms of which 2 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 6/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
At refinement iteration 8 (OVERLAPS) 0/26 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 6 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 21 constraints, problems are : Problem set: 0 solved, 6 unsolved in 444 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 6/6 constraints, Known Traps: 1/1 constraints, Known Traps Along Path: 0/0 constraints]
After SMT, in 659ms problems are : Problem set: 0 solved, 6 unsolved
Fused 6 Parikh solutions to 3 different solutions.
Finished Parikh walk after 93314 steps, including 86 resets, run visited all 6 properties in 9420 ms. (steps per millisecond=9 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 6 properties in 9425 ms.
Knowledge obtained : [(AND p0 (NOT p1)), (X (NOT (AND (NOT p0) (NOT p1)))), (X (NOT (AND p0 p1))), (X (AND p0 (NOT p1))), (X (OR p0 p1)), (X (NOT (AND (NOT p0) p1))), (X p0), (X (NOT p1))]
False Knowledge obtained : [(F (NOT (OR p0 (NOT p1)))), (F (NOT (OR p0 p1))), (F p1), (F (NOT p0)), (F (NOT (OR p0 p1))), (F (NOT (AND p0 (NOT p1)))), (F (NOT (OR (NOT p0) (NOT p1))))]
Knowledge based reduction with 8 factoid took 329 ms. Reduced automaton from 5 states, 15 edges and 2 AP (stutter insensitive) to 5 states, 15 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 191 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Stuttering acceptance computed with spot in 209 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Stuttering acceptance computed with spot in 228 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Product exploration timeout after 13240 steps with 0 reset in 10007 ms.
Product exploration timeout after 12770 steps with 0 reset in 10004 ms.
Built C files in :
/tmp/ltsmin16848680516075792198
[2025-06-02 09:03:46] [INFO ] Too many transitions (16001) to apply POR reductions. Disabling POR matrices.
[2025-06-02 09:03:46] [INFO ] Built C files in 108ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin16848680516075792198
Running compilation step : cd /tmp/ltsmin16848680516075792198;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin16848680516075792198;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin16848680516075792198;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202505121319/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:1583)
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
BK_TIME_CONFINEMENT_REACHED
--------------------
content from stderr:
+ export BINDIR=/home/mcc/BenchKit/bin//../itstools/bin//../
+ BINDIR=/home/mcc/BenchKit/bin//../itstools/bin//../
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ LTLCardinality = StateSpace ]]
+ /home/mcc/BenchKit/bin//../itstools/bin//..//runeclipse.sh /home/mcc/execution LTLCardinality -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600
+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
++ sed s/.jar//
++ perl -pe 's/.*\.//g'
++ ls /home/mcc/BenchKit/bin//../itstools/bin//..//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202505121319.jar
+ VERSION=202505121319
+ echo 'Running Version 202505121319'
+ /home/mcc/BenchKit/bin//../itstools/bin//..//itstools/its-tools -pnfolder /home/mcc/execution -examination LTLCardinality -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600
Sequence of Actions to be Executed by the VM
This is useful if one wants to reexecute the tool in the VM from the submitted image disk.
set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="JoinFreeModules-PT-2000"
export BK_EXAMINATION="LTLCardinality"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-5832"
echo " Executing tool itstools"
echo " Input is JoinFreeModules-PT-2000, examination is LTLCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r114-tall-174876422800475"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"
tar xzf /home/mcc/BenchKit/INPUTS/JoinFreeModules-PT-2000.tgz
mv JoinFreeModules-PT-2000 execution
cd execution
if [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "UpperBounds" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] || [ "LTLCardinality" = "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 [ "LTLCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLCardinality" != "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 "LTLCardinality.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 '
echo "FORMULA_NAME $x"
done
elif [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] ; then
echo "FORMULA_NAME LTLCardinality"
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 ;