Execution Chart

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

Trace from the execution

Waiting for the VM to be ready (probing ssh)
................
/home/mcc/execution
total 24M
-rw-r--r-- 1 mcc users 9.8K May 15 18:54 CTLCardinality.txt
-rw-r--r-- 1 mcc users 32K May 15 18:54 CTLCardinality.xml
-rw-r--r-- 1 mcc users 239K May 15 18:54 CTLFireability.txt
-rw-r--r-- 1 mcc users 732K May 15 18:54 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.0K May 15 18:50 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 5.9K May 15 18:50 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 9.0K May 15 18:54 LTLCardinality.txt
-rw-r--r-- 1 mcc users 26K May 15 18:54 LTLCardinality.xml
-rw-r--r-- 1 mcc users 12K May 15 18:54 LTLFireability.txt
-rw-r--r-- 1 mcc users 37K May 15 18:54 LTLFireability.xml
-rw-r--r-- 1 mcc users 9.1K May 15 18:54 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 32K May 15 18:54 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 113 May 15 18:54 ReachabilityDeadlock.txt
-rw-r--r-- 1 mcc users 351 May 15 18:54 ReachabilityDeadlock.xml
-rw-r--r-- 1 mcc users 825K May 15 18:54 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 2.6M May 15 18:54 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 2.2K May 15 18:54 UpperBounds.txt
-rw-r--r-- 1 mcc users 4.7K May 15 18:54 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 May 15 18:50 equiv_col
-rw-r--r-- 1 mcc users 10 May 15 18:50 instance
-rw-r--r-- 1 mcc users 6 May 15 18:50 iscolored
-rw-r--r-- 1 mcc users 19M May 15 18:50 model.pnml
=====================================================================
Generated by BenchKit 2-3637
Executing tool smart
Input is PolyORBLF-PT-S06J04T08, examination is UpperBounds
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r122-smll-152673524400233
=====================================================================

--------------------
content from stdout:

=== Data for post analysis generated by BenchKit (invocation template)

The expected result is a vector of positive values
NUM_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-00
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-01
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-02
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-03
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-04
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-05
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-06
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-07
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-08
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-09
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-10
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-11
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-12
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-13
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-14
FORMULA_NAME PolyORBLF-PT-S06J04T08-UpperBounds-15

=== Now, execution of the tool begins

BK_START 1526775819962

======================================================
========== this is Smart for the MCC'2018 ============
======================================================
Running PolyORBLF (PT), instance S06J04T08
Examination UpperBounds
Parser /home/mcc/BenchKit/bin/parser/UpperBoundParse.jar
Model checker /home/mcc/BenchKit/bin/upper_bound/smart

PNML FILE: model.pnml
Petri model created: 810 places, 14014 transitions, 118428 arcs.
Bounds file is: UpperBounds.xml
P133 --> T14014 : 3
Pre[0,307]: 3
P193 --> T14014 : 6
Pre[0,184]: 6
P710 --> T14014 : 1
Pre[0,172]: 1
P751 --> T14014 : 1
Pre[0,408]: 1
T14014: P133' := P133 - 3
IM[0,307]: -3
T14014: P137' := P137 + 3
IM[0,280]: 3
T14014: P565' := P565 + 1
IM[0,315]: 1
T14014: P193' := P193 - 6
IM[0,184]: -6
T14014: P710' := P710 - 1
IM[0,172]: -1
T14014: P185' := P185 + 4
IM[0,185]: 4
T14014: P751' := P751 - 1
IM[0,408]: -1
P193 --> T14013 : 6
Pre[1,184]: 6
P5 --> T14013 : 1
Pre[1,384]: 1
P648 --> T14013 : 1
Pre[1,327]: 1
P190 --> T14013 : 1
Pre[1,363]: 1
P751 --> T14013 : 2
Pre[1,408]: 2
T14013: P67' := P67 + 2
IM[1,414]: 2
T14013: P193' := P193 - 6
IM[1,184]: -6
T14013: P185' := P185 + 4
IM[1,185]: 4
T14013: P568' := P568 + 1
IM[1,385]: 1
T14013: P5' := P5 - 1
IM[1,384]: -1
T14013: P648' := P648 - 1
IM[1,327]: -1
T14013: P340' := P340 + 1
IM[1,461]: 1
T14013: P190' := P190 - 1
IM[1,363]: -1
T14013: P751' := P751 - 2
IM[1,408]: -2
P472 --> T14012 : 1
Pre[2,334]: 1
P19 --> T14012 : 1
Pre[2,449]: 1
P751 --> T14012 : 1
Pre[2,408]: 1
P193 --> T14012 : 6
Pre[2,184]: 6
P648 --> T14012 : 2
Pre[2,327]: 2
T14012: P472' := P472 - 1
IM[2,334]: -1
T14012: P19' := P19 - 1
IM[2,449]: -1
T14012: P706' := P706 + 1
IM[2,362]: 1
T14012: P751' := P751 - 1
IM[2,408]: -1
T14012: P193' := P193 - 6
IM[2,184]: -6
T14012: P242' := P242 + 1
IM[2,216]: 1
T14012: P648' := P648 - 2
IM[2,327]: -2
T14012: P185' := P185 + 4
IM[2,185]: 4
T14012: P465' := P465 + 2
IM[2,389]: 2
P190 --> T14011 : 2
Pre[3,363]: 2
P133 --> T14011 : 1
Pre[3,307]: 1
P193 --> T14011 : 6
Pre[3,184]: 6
P648 --> T14011 : 1
Pre[3,327]: 1
P306 --> T14011 : 1
Pre[3,407]: 1
T14011: P190' := P190 - 2
IM[3,363]: -2
T14011: P249' := P249 + 2
IM[3,381]: 2
T14011: P591' := P591 + 1
IM[3,202]: 1
T14011: P133' := P133 - 1
IM[3,307]: -1
T14011: P193' := P193 - 6
IM[3,184]: -6
T14011: P648' := P648 - 1
IM[3,327]: -1
T14011: P667' := P667 + 1
IM[3,440]: 1
T14011: P306' := P306 - 1
IM[3,407]: -1
T14011: P185' := P185 + 4
IM[3,185]: 4
P190 --> T14010 : 2
Pre[4,363]: 2
P295 --> T14010 : 1
Pre[4,258]: 1
P710 --> T14010 : 1
Pre[4,172]: 1
P193 --> T14010 : 6
Pre[4,184]: 6
P19 --> T14010 : 1
Pre[4,449]: 1
T14010: P190' := P190 - 2
IM[4,363]: -2
T14010: P408' := P408 + 2
IM[4,420]: 2
T14010: P295' := P295 - 1
IM[4,258]: -1
T14010: P215' := P215 + 1
IM[4,365]: 1
T14010: P710' := P710 - 1
IM[4,172]: -1
T14010: P193' := P193 - 6
IM[4,184]: -6
T14010: P355' := P355 + 1
IM[4,319]: 1
T14010: P185' := P185 + 4
IM[4,185]: 4
T14010: P19' := P19 - 1
IM[4,449]: -1
P190 --> T14009 : 1
Pre[5,363]: 1
P193 --> T14009 : 6
Pre[5,184]: 6
P133 --> T14009 : 1
Pre[5,307]: 1
P751 --> T14009 : 2
Pre[5,408]: 2
P16 --> T14009 : 1
Pre[5,215]: 1
T14009: P190' := P190 - 1
IM[5,363]: -1
T14009: P193' := P193 - 6
IM[5,184]: -6
T14009: P105' := P105 + 1
IM[5,293]: 1
T14009: P555' := P555 + 1
IM[5,368]: 1
T14009: P133' := P133 - 1
IM[5,307]: -1
T14009: P751' := P751 - 2
IM[5,408]: -2
T14009: P185' := P185 + 4
IM[5,185]: 4
T14009: P16' := P16 - 1
IM[5,215]: -1
T14009: P677' := P677 + 2
IM[5,409]: 2
P193 --> T14008 : 6
Pre[6,184]: 6
P751 --> T14008 : 1
Pre[6,408]: 1
P648 --> T14008 : 1
Pre[6,327]: 1
P295 --> T14008 : 1
Pre[6,258]: 1
P133 --> T14008 : 1
Pre[6,307]: 1
P5 --> T14008 : 1
Pre[6,384]: 1
T14008: P193' := P193 - 6
IM[6,184]: -6
T14008: P67' := P67 + 1
IM[6,414]: 1
T14008: P751' := P751 - 1
IM[6,408]: -1
T14008: P214' := P214 + 1
IM[6,432]: 1
T14008: P648' := P648 - 1
IM[6,327]: -1
T14008: P295' := P295 - 1
IM[6,258]: -1
T14008: P568' := P568 + 1
IM[6,385]: 1
T14008: P133' := P133 - 1
IM[6,307]: -1
T14008: P668' := P668 + 1
IM[6,447]: 1
T14008: P5' := P5 - 1
IM[6,384]: -1
T14008: P185' := P185 + 4
IM[6,185]: 4
P648 --> T14007 : 1
Pre[7,327]: 1
P211 --> T14007 : 1
Pre[7,335]: 1
P133 --> T14007 : 1
Pre[7,307]: 1
P193 --> T14007 : 6
Pre[7,184]: 6
P19 --> T14007 : 1
Pre[7,449]: 1
P190 --> T14007 : 1
Pre[7,363]: 1
T14007: P648' := P648 - 1
IM[7,327]: -1
T14007: P211' := P211 - 1
IM[7,335]: -1
T14007: P798' := P798 + 1
IM[7,301]: 1
T14007: P133' := P133 - 1
IM[7,307]: -1
T14007: P581' := P581 + 1
IM[7,477]: 1
T14007: P185' := P185 + 4
IM[7,185]: 4
T14007: P193' := P193 - 6
IM[7,184]: -6
T14007: P19' := P19 - 1
IM[7,449]: -1
T14007: P427' := P427 + 1
IM[7,322]: 1
T14007: P190' := P190 - 1
IM[7,363]: -1
T14007: P494' := P494 + 1
IM[7,265]: 1
P193 --> T14006 : 6
Pre[8,184]: 6
P648 --> T14006 : 2
Pre[8,327]: 2
P211 --> T14006 : 1
Pre[8,335]: 1
P133 --> T14006 : 2
Pre[8,307]: 2
T14006: P494' := P494 + 2
IM[8,265]: 2
T14006: P427' := P427 + 2
IM[8,322]: 2
T14006: P193' := P193 - 6
IM[8,184]: -6
T14006: P648' := P648 - 2
IM[8,327]: -2
T14006: P185' := P185 + 4
IM[8,185]: 4
T14006: P211' := P211 - 1
IM[8,335]: -1
T14006: P133' := P133 - 2
IM[8,307]: -2
P193 --> T14005 : 8
Pre[9,184]: 8
P640 --> T14005 : 1
Pre[9,355]: 1
P751 --> T14005 : 1
Pre[9,408]: 1
P133 --> T14005 : 1
Pre[9,307]: 1
T14005: P52' := P52 + 2
IM[9,174]: 2
T14005: P193' := P193 - 8
IM[9,184]: -8
T14005: P640' := P640 - 1
IM[9,355]: -1
T14005: P751' := P751 - 1
IM[9,408]: -1
T14005: P227' := P227 + 1
IM[9,344]: 1
T14005: P462' := P462 + 1
IM[9,410]: 1
T14005: P133' := P133 - 1
IM[9,307]: -1
P648 --> T14004 : 3
Pre[10,327]: 3
P751 --> T14004 : 1
Pre[10,408]: 1
P306 --> T14004 : 1
Pre[10,407]: 1
P193 --> T14004 : 6
Pre[10,184]: 6
T14004: P761' := P761 + 1
IM[10,456]: 1
T14004: P667' := P667 + 3
IM[10,440]: 3
T14004: P648' := P648 - 3
IM[10,327]: -3
T14004: P751' := P751 - 1
IM[10,408]: -1
T14004: P306' := P306 - 1
IM[10,407]: -1
T14004: P185' := P185 + 4
IM[10,185]: 4
T14004: P193' := P193 - 6
IM[10,184]: -6
P133 --> T14003 : 1
Pre[11,307]: 1
P751 --> T14003 : 1
Pre[11,408]: 1
P193 --> T14003 : 6
Pre[11,184]: 6
P295 --> T14003 : 1
Pre[11,258]: 1
P190 --> T14003 : 1
Pre[11,363]: 1
P306 --> T14003 : 1
Pre[11,407]: 1
T14003: P133' := P133 - 1
IM[11,307]: -1
T14003: P591' := P591 + 1
IM[11,202]: 1
T14003: P345' := P345 + 1
IM[11,415]: 1
T14003: P751' := P751 - 1
IM[11,408]: -1
T14003: P193' := P193 - 6
IM[11,184]: -6
T14003: P295' := P295 - 1
IM[11,258]: -1
T14003: P249' := P249 + 1
IM[11,381]: 1
T14003: P761' := P761 + 1
IM[11,456]: 1
T14003: P190' := P190 - 1
IM[11,363]: -1
T14003: P306' := P306 - 1
IM[11,407]: -1
T14003: P185' := P185 + 4
IM[11,185]: 4
P193 --> T14002 : 7
Pre[12,184]: 7
P5 --> T14002 : 1
Pre[12,384]: 1
P133 --> T14002 : 1
Pre[12,307]: 1
P295 --> T14002 : 1
Pre[12,258]: 1
P751 --> T14002 : 1
Pre[12,408]: 1
T14002: P67' := P67 + 1
IM[12,414]: 1
T14002: P193' := P193 - 7
IM[12,184]: -7
T14002: P5' := P5 - 1
IM[12,384]: -1
T14002: P668' := P668 + 1
IM[12,447]: 1
T14002: P133' := P133 - 1
IM[12,307]: -1
T14002: P721' := P721 + 3
IM[12,192]: 3
T14002: P295' := P295 - 1
IM[12,258]: -1
T14002: P751' := P751 - 1
IM[12,408]: -1
T14002: P214' := P214 + 1
IM[12,432]: 1
P190 --> T14001 : 1
Pre[13,363]: 1
P640 --> T14001 : 1
Pre[13,355]: 1
P193 --> T14001 : 6
Pre[13,184]: 6
P19 --> T14001 : 2
Pre[13,449]: 2
P751 --> T14001 : 1
Pre[13,408]: 1
T14001: P190' := P190 - 1
IM[13,363]: -1
T14001: P685' := P685 + 1
IM[13,403]: 1
T14001: P640' := P640 - 1
IM[13,355]: -1
T14001: P193' := P193 - 6
IM[13,184]: -6
T14001: P462' := P462 + 1
IM[13,410]: 1
T14001: P185' := P185 + 4
IM[13,185]: 4
T14001: P19' := P19 - 2
IM[13,449]: -2
T14001: P111' := P111 + 2
IM[13,411]: 2
T14001: P751' := P751 - 1
IM[13,408]: -1
P751 --> T14000 : 1
Pre[14,408]: 1
P190 --> T14000 : 1
Pre[14,363]: 1
P648 --> T14000 : 1
Pre[14,327]: 1
P193 --> T14000 : 6
Pre[14,184]: 6
P211 --> T14000 : 1
Pre[14,335]: 1
P19 --> T14000 : 1
Pre[14,449]: 1
T14000: P581' := P581 + 1
IM[14,477]: 1
T14000: P185' := P185 + 4
IM[14,185]: 4
T14000: P751' := P751 - 1
IM[14,408]: -1
T14000: P328' := P328 + 1
IM[14,425]: 1
T14000: P190' := P190 - 1
IM[14,363]: -1
T14000: P798' := P798 + 1
IM[14,301]: 1
T14000: P648' := P648 - 1
IM[14,327]: -1
T14000: P193' := P193 - 6
IM[14,184]: -6
T14000: P211' := P211 - 1
IM[14,335]: -1
T14000: P19' := P19 - 1
IM[14,449]: -1
T14000: P427' := P427 + 1
IM[14,322]: 1
P280 --> T13999 : 1
Pre[15,235]: 1
P126 --> T13999 : 1
Pre[15,337]: 1
T13999: P280' := P280 - 1
IM[15,235]: -1
T13999: P91' := P91 + 1
IM[15,251]: 1
T13999: P134' := P134 + 1
IM[15,232]: 1
T13999: P126' := P126 - 1
IM[15,337]: -1
P16 --> T13998 : 1
Pre[16,215]: 1
P190 --> T13998 : 3
Pre[16,363]: 3
P193 --> T13998 : 7
Pre[16,184]: 7
T13998: P16' := P16 - 1
IM[16,215]: -1
T13998: P190' := P190 - 3
IM[16,363]: -3
T13998: P555' := P555 + 3
IM[16,368]: 3
T13998: P193' := P193 - 7
IM[16,184]: -7
T13998: P721' := P721 + 3
IM[16,192]: 3
P190 --> T13997 : 1
Pre[17,363]: 1
P193 --> T13997 : 6
Pre[17,184]: 6
P648 --> T13997 : 1
Pre[17,327]: 1
P751 --> T13997 : 1
Pre[17,408]: 1
P211 --> T13997 : 1
Pre[17,335]: 1
P133 --> T13997 : 1
Pre[17,307]: 1
T13997: P190' := P190 - 1
IM[17,363]: -1
T13997: P193' := P193 - 6
IM[17,184]: -6
T13997: P648' := P648 - 1
IM[17,327]: -1
T13997: P427' := P427 + 1
IM[17,322]: 1
T13997: P751' := P751 - 1
IM[17,408]: -1
T13997: P328' := P328 + 1
IM[17,425]: 1
T13997: P211' := P211 - 1
IM[17,335]: -1
T13997: P133' := P133 - 1
IM[17,307]: -1
T13997: P494' := P494 + 1
IM[17,265]: 1
T13997: P798' := P798 + 1
IM[17,301]: 1
T13997: P185' := P185 + 4
IM[17,185]: 4
P62 --> T13996 : 1
Pre[18,306]: 1
P280 --> T13996 : 1
Pre[18,235]: 1
T13996: P62' := P62 - 1
IM[18,306]: -1
T13996: P280' := P280 - 1
IM[18,235]: -1
T13996: P91' := P91 + 1
IM[18,251]: 1
T13996: P283' := P283 + 1
IM[18,352]: 1
P659 --> T13995 : 1
Pre[19,36]: 1
P748 --> T13995 : 1
Pre[19,41]: 1
T13995: P484' := P484 + 1
IM[19,42]: 1
T13995: P659' := P659 - 1
IM[19,36]: -1
T13995: P748' := P748 - 1
IM[19,41]: -1
T13995: P597' := P597 + 1
IM[19,15]: 1
P19 --> T13994 : 2
Pre[20,449]: 2
P295 --> T13994 : 1
Pre[20,258]: 1
P567 --> T13994 : 1
Pre[20,243]: 1
P193 --> T13994 : 6
Pre[20,184]: 6
P190 --> T13994 : 1
Pre[20,363]: 1
T13994: P185' := P185 + 4
IM[20,185]: 4
T13994: P19' := P19 - 2
IM[20,449]: -2
T13994: P295' := P295 - 1
IM[20,258]: -1
T13994: P79' := P79 + 1
IM[20,218]: 1
T13994: P37' := P37 + 2
IM[20,219]: 2
T13994: P567' := P567 - 1
IM[20,243]: -1
T13994: P193' := P193 - 6
IM[20,184]: -6
T13994: P190' := P190 - 1
IM[20,363]: -1
T13994: P584' := P584 + 1
IM[20,437]: 1
P295 --> T13993 : 1
Pre[21,258]: 1
P193 --> T13993 : 6
Pre[21,184]: 6
P133 --> T13993 : 1
Pre[21,307]: 1
P16 --> T13993 : 1
Pre[21,215]: 1
P751 --> T13993 : 2
Pre[21,408]: 2
T13993: P295' := P295 - 1
IM[21,258]: -1
T13993: P105' := P105 + 1
IM[21,293]: 1
T13993: P185' := P185 + 4
IM[21,185]: 4
T13993: P193' := P193 - 6
IM[21,184]: -6
T13993: P133' := P133 - 1
IM[21,307]: -1
T13993: P16' := P16 - 1
IM[21,215]: -1
T13993: P257' := P257 + 1
IM[21,236]: 1
T13993: P751' := P751 - 2
IM[21,408]: -2
T13993: P677' := P677 + 2
IM[21,409]: 2
P710 --> T13992 : 1
Pre[22,172]: 1
P295 --> T13992 : 2
Pre[22,258]: 2
P19 --> T13992 : 1
Pre[22,449]: 1
P648 --> T13992 : 1
Pre[22,327]: 1
P193 --> T13992 : 6
Pre[22,184]: 6
T13992: P652' := P652 + 1
IM[22,393]: 1
T13992: P710' := P710 - 1
IM[22,172]: -1
T13992: P215' := P215 + 1
IM[22,365]: 1
T13992: P295' := P295 - 2
IM[22,258]: -2
T13992: P19' := P19 - 1
IM[22,449]: -1
T13992: P648' := P648 - 1
IM[22,327]: -1
T13992: P355' := P355 + 2
IM[22,319]: 2
T13992: P193' := P193 - 6
IM[22,184]: -6
T13992: P185' := P185 + 4
IM[22,185]: 4
P193 --> T13991 : 6
Pre[23,184]: 6
P648 --> T13991 : 1
Pre[23,327]: 1
P190 --> T13991 : 1
Pre[23,363]: 1
P710 --> T13991 : 1
Pre[23,172]: 1
P751 --> T13991 : 1
Pre[23,408]: 1
P133 --> T13991 : 1
Pre[23,307]: 1
T13991: P652' := P652 + 1
IM[23,393]: 1
T13991: P193' := P193 - 6
IM[23,184]: -6
T13991: P648' := P648 - 1
IM[23,327]: -1
T13991: P190' := P190 - 1
IM[23,363]: -1
T13991: P185' := P185 + 4
IM[23,185]: 4
T13991: P710' := P710 - 1
IM[23,172]: -1
T13991: P751' := P751 - 1
IM[23,408]: -1
T13991: P133' := P133 - 1
IM[23,307]: -1
T13991: P137' := P137 + 1
IM[23,280]: 1
T13991: P408' := P408 + 1
IM[23,420]: 1
T13991: P565' := P565 + 1
IM[23,315]: 1
P648 --> T13990 : 2
Pre[24,327]: 2
P295 --> T13990 : 2
Pre[24,258]: 2
P640 --> T13990 : 1
Pre[24,355]: 1
P193 --> T13990 : 6
Pre[24,184]: 6
T13990: P648' := P648 - 2
IM[24,327]: -2
T13990: P295' := P295 - 2
IM[24,258]: -2
T13990: P53' := P53 + 2
IM[24,224]: 2
T13990: P326' := P326 + 2
IM[24,346]: 2
T13990: P640' := P640 - 1
IM[24,355]: -1
T13990: P185' := P185 + 4
IM[24,185]: 4
T13990: P193' := P193 - 6
IM[24,184]: -6
P295 --> T13989 : 1
Pre[25,258]: 1
P751 --> T13989 : 1
Pre[25,408]: 1
P648 --> T13989 : 1
Pre[25,327]: 1
P190 --> T13989 : 1
Pre[25,363]: 1
P193 --> T13989 : 6
Pre[25,184]: 6
P567 --> T13989 : 1
Pre[25,243]: 1
T13989: P295' := P295 - 1
IM[25,258]: -1
T13989: P185' := P185 + 4
IM[25,185]: 4
T13989: P584' := P584 + 1
IM[25,437]: 1
T13989: P751' := P751 - 1
IM[25,408]: -1
T13989: P530' := P530 + 1
IM[25,435]: 1
T13989: P648' := P648 - 1
IM[25,327]: -1
T13989: P190' := P190 - 1
IM[25,363]: -1
T13989: P193' := P193 - 6
IM[25,184]: -6
T13989: P240' := P240 + 1
IM[25,358]: 1
T13989: P567' := P567 - 1
IM[25,243]: -1
T13989: P79' := P79 + 1
IM[25,218]: 1
P751 --> T13988 : 2
Pre[26,408]: 2
P295 --> T13988 : 1
Pre[26,258]: 1
P193 --> T13988 : 6
Pre[26,184]: 6
P211 --> T13988 : 1
Pre[26,335]: 1
P19 --> T13988 : 1
Pre[26,449]: 1
T13988: P185' := P185 + 4
IM[26,185]: 4
T13988: P751' := P751 - 2
IM[26,408]: -2
T13988: P692' := P692 + 1
IM[26,287]: 1
T13988: P295' := P295 - 1
IM[26,258]: -1
T13988: P193' := P193 - 6
IM[26,184]: -6
T13988: P211' := P211 - 1
IM[26,335]: -1
T13988: P328' := P328 + 2
IM[26,425]: 2
T13988: P581' := P581 + 1
IM[26,477]: 1
T13988: P19' := P19 - 1
IM[26,449]: -1
P193 --> T13987 : 7
Pre[27,184]: 7
P133 --> T13987 : 1
Pre[27,307]: 1
P648 --> T13987 : 1
Pre[27,327]: 1
P5 --> T13987 : 1
Pre[27,384]: 1
P295 --> T13987 : 1
Pre[27,258]: 1
T13987: P193' := P193 - 7
IM[27,184]: -7
T13987: P133' := P133 - 1
IM[27,307]: -1
T13987: P568' := P568 + 1
IM[27,385]: 1
T13987: P721' := P721 + 3
IM[27,192]: 3
T13987: P648' := P648 - 1
IM[27,327]: -1
T13987: P214' := P214 + 1
IM[27,432]: 1
T13987: P668' := P668 + 1
IM[27,447]: 1
T13987: P5' := P5 - 1
IM[27,384]: -1
T13987: P295' := P295 - 1
IM[27,258]: -1
P751 --> T13986 : 1
Pre[28,408]: 1
P295 --> T13986 : 1
Pre[28,258]: 1
P710 --> T13986 : 1
Pre[28,172]: 1
P133 --> T13986 : 1
Pre[28,307]: 1
P190 --> T13986 : 1
Pre[28,363]: 1
P193 --> T13986 : 6
Pre[28,184]: 6
T13986: P355' := P355 + 1
IM[28,319]: 1
T13986: P751' := P751 - 1
IM[28,408]: -1
T13986: P295' := P295 - 1
IM[28,258]: -1
T13986: P408' := P408 + 1
IM[28,420]: 1
T13986: P710' := P710 - 1
IM[28,172]: -1
T13986: P185' := P185 + 4
IM[28,185]: 4
T13986: P133' := P133 - 1
IM[28,307]: -1
T13986: P137' := P137 + 1
IM[28,280]: 1
T13986: P565' := P565 + 1
IM[28,315]: 1
T13986: P190' := P190 - 1
IM[28,363]: -1
T13986: P193' := P193 - 6
IM[28,184]: -6
P193 --> T13985 : 6
Pre[29,184]: 6
P751 --> T13985 : 1
Pre[29,408]: 1
P295 --> T13985 : 1
Pre[29,258]: 1
P133 --> T13985 : 2
Pre[29,307]: 2
P567 --> T13985 : 1
Pre[29,243]: 1
T13985: P193' := P193 - 6
IM[29,184]: -6
T13985: P751' := P751 - 1
IM[29,408]: -1
T13985: P530' := P530 + 1
IM[29,435]: 1
T13985: P295' := P295 - 1
IM[29,258]: -1
T13985: P185' := P185 + 4
IM[29,185]: 4
T13985: P133' := P133 - 2
IM[29,307]: -2
T13985: P352' := P352 + 2
IM[29,331]: 2
T13985: P79' := P79 + 1
IM[29,218]: 1
T13985: P567' := P567 - 1
IM[29,243]: -1
P193 --> T13984 : 9
Pre[30,184]: 9
P306 --> T13984 : 1
Pre[30,407]: 1
P648 --> T13984 : 1
Pre[30,327]: 1
T13984: P47' := P47 + 1
IM[30,13]: 1
T13984: P193' := P193 - 9
IM[30,184]: -9
T13984: P306' := P306 - 1
IM[30,407]: -1
T13984: P648' := P648 - 1
IM[30,327]: -1
T13984: P667' := P667 + 1
IM[30,440]: 1
P667 --> T13983 : 1
Pre[31,440]: 1
P597 --> T13983 : 1
Pre[31,15]: 1
T13983: P109' := P109 + 1
IM[31,430]: 1
T13983: P266' := P266 + 1
IM[31,14]: 1
T13983: P667' := P667 - 1
IM[31,440]: -1
T13983: P597' := P597 - 1
IM[31,15]: -1
P193 --> T13982 : 6
Pre[32,184]: 6
P211 --> T13982 : 1
Pre[32,335]: 1
P19 --> T13982 : 1
Pre[32,449]: 1
P133 --> T13982 : 1
Pre[32,307]: 1
P648 --> T13982 : 1
Pre[32,327]: 1
P751 --> T13982 : 1
Pre[32,408]: 1
T13982: P427' := P427 + 1
IM[32,322]: 1
T13982: P193' := P193 - 6
IM[32,184]: -6
T13982: P211' := P211 - 1
IM[32,335]: -1
T13982: P581' := P581 + 1
IM[32,477]: 1
T13982: P19' := P19 - 1
IM[32,449]: -1
T13982: P133' := P133 - 1
IM[32,307]: -1
T13982: P494' := P494 + 1
IM[32,265]: 1
T13982: P648' := P648 - 1
IM[32,327]: -1
T13982: P328' := P328 + 1
IM[32,425]: 1
T13982: P185' := P185 + 4
IM[32,185]: 4
T13982: P751' := P751 - 1
IM[32,408]: -1
P193 --> T13981 : 6
Pre[33,184]: 6
P211 --> T13981 : 1
Pre[33,335]: 1
P648 --> T13981 : 1
Pre[33,327]: 1
P751 --> T13981 : 3
Pre[33,408]: 3
T13981: P427' := P427 + 1
IM[33,322]: 1
T13981: P193' := P193 - 6
IM[33,184]: -6
T13981: P211' := P211 - 1
IM[33,335]: -1
T13981: P648' := P648 - 1
IM[33,327]: -1
T13981: P328' := P328 + 3
IM[33,425]: 3
T13981: P185' := P185 + 4
IM[33,185]: 4
T13981: P751' := P751 - 3
IM[33,408]: -3
P470 --> T13980 : 1
Pre[34,18]: 1
P650 --> T13980 : 1
Pre[34,9]: 1
P30 --> T13980 : 1
Pre[34,220]: 1
T13980: P470' := P470 - 1
IM[34,18]: -1
T13980: P299' := P299 + 1
IM[34,10]: 1
T13980: P719' := P719 + 1
IM[34,367]: 1
T13980: P650' := P650 - 1
IM[34,9]: -1
T13980: P30' := P30 - 1
IM[34,220]: -1
P751 --> T13979 : 1
Pre[35,408]: 1
P193 --> T13979 : 7
Pre[35,184]: 7
P295 --> T13979 : 1
Pre[35,258]: 1
P133 --> T13979 : 1
Pre[35,307]: 1
P640 --> T13979 : 1
Pre[35,355]: 1
T13979: P751' := P751 - 1
IM[35,408]: -1
T13979: P462' := P462 + 1
IM[35,410]: 1
T13979: P227' := P227 + 1
IM[35,344]: 1
T13979: P193' := P193 - 7
IM[35,184]: -7
T13979: P295' := P295 - 1
IM[35,258]: -1
T13979: P721' := P721 + 3
IM[35,192]: 3
T13979: P133' := P133 - 1
IM[35,307]: -1
T13979: P53' := P53 + 1
IM[35,224]: 1
T13979: P640' := P640 - 1
IM[35,355]: -1
P567 --> T13978 : 1
Pre[36,243]: 1
P648 --> T13978 : 1
Pre[36,327]: 1
P190 --> T13978 : 1
Pre[36,363]: 1
P193 --> T13978 : 8
Pre[36,184]: 8
T13978: P567' := P567 - 1
IM[36,243]: -1
T13978: P648' := P648 - 1
IM[36,327]: -1
T13978: P584' := P584 + 1
IM[36,437]: 1
T13978: P190' := P190 - 1
IM[36,363]: -1
T13978: P240' := P240 + 1
IM[36,358]: 1
T13978: P52' := P52 + 2
IM[36,174]: 2
T13978: P193' := P193 - 8
IM[36,184]: -8
P779 --> T13977 : 1
Pre[37,463]: 1
T13977: P779' := P779 - 1
IM[37,463]: -1
T13977: P580' := P580 + 1
IM[37,697]: 1
P190 --> T13976 : 2
Pre[38,363]: 2
P133 --> T13976 : 1
Pre[38,307]: 1
P295 --> T13976 : 1
Pre[38,258]: 1
P193 --> T13976 : 6
Pre[38,184]: 6
P640 --> T13976 : 1
Pre[38,355]: 1
T13976: P190' := P190 - 2
IM[38,363]: -2
T13976: P227' := P227 + 1
IM[38,344]: 1
T13976: P133' := P133 - 1
IM[38,307]: -1
T13976: P53' := P53 + 1
IM[38,224]: 1
T13976: P685' := P685 + 2
IM[38,403]: 2
T13976: P295' := P295 - 1
IM[38,258]: -1
T13976: P185' := P185 + 4
IM[38,185]: 4
T13976: P193' := P193 - 6
IM[38,184]: -6
T13976: P640' := P640 - 1
IM[38,355]: -1
P193 --> T13975 : 6
Pre[39,184]: 6
P567 --> T13975 : 1
Pre[39,243]: 1
P133 --> T13975 : 4
Pre[39,307]: 4
T13975: P193' := P193 - 6
IM[39,184]: -6
T13975: P567' := P567 - 1
IM[39,243]: -1
T13975: P133' := P133 - 4
IM[39,307]: -4
T13975: P352' := P352 + 4
IM[39,331]: 4
T13975: P185' := P185 + 4
IM[39,185]: 4
P193 --> T13974 : 6
Pre[40,184]: 6
P648 --> T13974 : 2
Pre[40,327]: 2
P710 --> T13974 : 1
Pre[40,172]: 1
P19 --> T13974 : 2
Pre[40,449]: 2
T13974: P193' := P193 - 6
IM[40,184]: -6
T13974: P185' := P185 + 4
IM[40,185]: 4
T13974: P648' := P648 - 2
IM[40,327]: -2
T13974: P710' := P710 - 1
IM[40,172]: -1
T13974: P19' := P19 - 2
IM[40,449]: -2
T13974: P652' := P652 + 2
IM[40,393]: 2
T13974: P215' := P215 + 2
IM[40,365]: 2
P567 --> T13973 : 1
Pre[41,243]: 1
P751 --> T13973 : 1
Pre[41,408]: 1
P295 --> T13973 : 1
Pre[41,258]: 1
P193 --> T13973 : 6
Pre[41,184]: 6
P190 --> T13973 : 1
Pre[41,363]: 1
P19 --> T13973 : 1
Pre[41,449]: 1
T13973: P567' := P567 - 1
IM[41,243]: -1
T13973: P751' := P751 - 1
IM[41,408]: -1
T13973: P295' := P295 - 1
IM[41,258]: -1
T13973: P37' := P37 + 1
IM[41,219]: 1
T13973: P185' := P185 + 4
IM[41,185]: 4
T13973: P193' := P193 - 6
IM[41,184]: -6
T13973: P190' := P190 - 1
IM[41,363]: -1
T13973: P79' := P79 + 1
IM[41,218]: 1
T13973: P584' := P584 + 1
IM[41,437]: 1
T13973: P530' := P530 + 1
IM[41,435]: 1
T13973: P19' := P19 - 1
IM[41,449]: -1
P751 --> T13972 : 1
Pre[42,408]: 1
P640 --> T13972 : 1
Pre[42,355]: 1
P190 --> T13972 : 1
Pre[42,363]: 1
P19 --> T13972 : 2
Pre[42,449]: 2
P193 --> T13972 : 6
Pre[42,184]: 6
T13972: P751' := P751 - 1
IM[42,408]: -1
T13972: P640' := P640 - 1
IM[42,355]: -1
T13972: P111' := P111 + 2
IM[42,411]: 2
T13972: P190' := P190 - 1
IM[42,363]: -1
T13972: P185' := P185 + 4
IM[42,185]: 4
T13972: P462' := P462 + 1
IM[42,410]: 1
T13972: P19' := P19 - 2
IM[42,449]: -2
T13972: P193' := P193 - 6
IM[42,184]: -6
T13972: P685' := P685 + 1
IM[42,403]: 1
P19 --> T13971 : 1
Pre[43,449]: 1
P190 --> T13971 : 1
Pre[43,363]: 1
P295 --> T13971 : 2
Pre[43,258]: 2
P16 --> T13971 : 1
Pre[43,215]: 1
P193 --> T13971 : 6
Pre[43,184]: 6
T13971: P555' := P555 + 1
IM[43,368]: 1
T13971: P322' := P322 + 1
IM[43,416]: 1
T13971: P19' := P19 - 1
IM[43,449]: -1
T13971: P185' := P185 + 4
IM[43,185]: 4
T13971: P190' := P190 - 1
IM[43,363]: -1
T13971: P295' := P295 - 2
IM[43,258]: -2
T13971: P257' := P257 + 2
IM[43,236]: 2
T13971: P16' := P16 - 1
IM[43,215]: -1
T13971: P193' := P193 - 6
IM[43,184]: -6
P618 --> T13970 : 1
Pre[44,86]: 1
P299 --> T13970 : 1
Pre[44,10]: 1
P244 --> T13970 : 1
Pre[44,25]: 1
T13970: P333' := P333 + 1
IM[44,6]: 1
T13970: P618' := P618 - 1
IM[44,86]: -1
T13970: P299' := P299 - 1
IM[44,10]: -1
T13970: P241' := P241 + 1
IM[44,143]: 1
T13970: P244' := P244 - 1
IM[44,25]: -1
P295 --> T13969 : 1
Pre[45,258]: 1
P5 --> T13969 : 1
Pre[45,384]: 1
P193 --> T13969 : 6
Pre[45,184]: 6
P133 --> T13969 : 3
Pre[45,307]: 3
T13969: P295' := P295 - 1
IM[45,258]: -1
T13969: P5' := P5 - 1
IM[45,384]: -1
T13969: P185' := P185 + 4
IM[45,185]: 4
T13969: P214' := P214 + 1
IM[45,432]: 1
T13969: P668' := P668 + 3
IM[45,447]: 3
T13969: P193' := P193 - 6
IM[45,184]: -6
T13969: P133' := P133 - 3
IM[45,307]: -3
P133 --> T13968 : 1
Pre[46,307]: 1
P193 --> T13968 : 6
Pre[46,184]: 6
P306 --> T13968 : 1
Pre[46,407]: 1
P751 --> T13968 : 3
Pre[46,408]: 3
T13968: P133' := P133 - 1
IM[46,307]: -1
T13968: P185' := P185 + 4
IM[46,185]: 4
T13968: P193' := P193 - 6
IM[46,184]: -6
T13968: P591' := P591 + 1
IM[46,202]: 1
T13968: P306' := P306 - 1
IM[46,407]: -1
T13968: P751' := P751 - 3
IM[46,408]: -3
T13968: P761' := P761 + 3
IM[46,456]: 3
P295 --> T13967 : 1
Pre[47,258]: 1
P193 --> T13967 : 6
Pre[47,184]: 6
P648 --> T13967 : 2
Pre[47,327]: 2
P306 --> T13967 : 1
Pre[47,407]: 1
P190 --> T13967 : 1
Pre[47,363]: 1
T13967: P295' := P295 - 1
IM[47,258]: -1
T13967: P193' := P193 - 6
IM[47,184]: -6
T13967: P185' := P185 + 4
IM[47,185]: 4
T13967: P667' := P667 + 2
IM[47,440]: 2
T13967: P648' := P648 - 2
IM[47,327]: -2
T13967: P249' := P249 + 1
IM[47,381]: 1
T13967: P306' := P306 - 1
IM[47,407]: -1
T13967: P345' := P345 + 1
IM[47,415]: 1
T13967: P190' := P190 - 1
IM[47,363]: -1
P295 --> T13966 : 1
Pre[48,258]: 1
P751 --> T13966 : 2
Pre[48,408]: 2
P306 --> T13966 : 1
Pre[48,407]: 1
P193 --> T13966 : 6
Pre[48,184]: 6
P648 --> T13966 : 1
Pre[48,327]: 1
T13966: P295' := P295 - 1
IM[48,258]: -1
T13966: P761' := P761 + 2
IM[48,456]: 2
T13966: P185' := P185 + 4
IM[48,185]: 4
T13966: P751' := P751 - 2
IM[48,408]: -2
T13966: P306' := P306 - 1
IM[48,407]: -1
T13966: P193' := P193 - 6
IM[48,184]: -6
T13966: P667' := P667 + 1
IM[48,440]: 1
T13966: P648' := P648 - 1
IM[48,327]: -1
T13966: P345' := P345 + 1
IM[48,415]: 1
P193 --> T13965 : 7
Pre[49,184]: 7
P133 --> T13965 : 1
Pre[49,307]: 1
P19 --> T13965 : 1
Pre[49,449]: 1
P190 --> T13965 : 1
Pre[49,363]: 1
P567 --> T13965 : 1
Pre[49,243]: 1
T13965: P721' := P721 + 3
IM[49,192]: 3
T13965: P193' := P193 - 7
IM[49,184]: -7
T13965: P37' := P37 + 1
IM[49,219]: 1
T13965: P584' := P584 + 1
IM[49,437]: 1
T13965: P133' := P133 - 1
IM[49,307]: -1
T13965: P19' := P19 - 1
IM[49,449]: -1
T13965: P190' := P190 - 1
IM[49,363]: -1
T13965: P352' := P352 + 1
IM[49,331]: 1
T13965: P567' := P567 - 1
IM[49,243]: -1
P19 --> T13964 : 1
Pre[50,449]: 1
P193 --> T13964 : 7
Pre[50,184]: 7
P16 --> T13964 : 1
Pre[50,215]: 1
P751 --> T13964 : 1
Pre[50,408]: 1
P190 --> T13964 : 1
Pre[50,363]: 1
T13964: P19' := P19 - 1
IM[50,449]: -1
T13964: P721' := P721 + 3
IM[50,192]: 3
T13964: P193' := P193 - 7
IM[50,184]: -7
T13964: P16' := P16 - 1
IM[50,215]: -1
T13964: P677' := P677 + 1
IM[50,409]: 1
T13964: P555' := P555 + 1
IM[50,368]: 1
T13964: P751' := P751 - 1
IM[50,408]: -1
T13964: P322' := P322 + 1
IM[50,416]: 1
T13964: P190' := P190 - 1
IM[50,363]: -1
P710 --> T13963 : 1
Pre[51,172]: 1
P193 --> T13963 : 6
Pre[51,184]: 6
P648 --> T13963 : 1
Pre[51,327]: 1
P133 --> T13963 : 3
Pre[51,307]: 3
T13963: P710' := P710 - 1
IM[51,172]: -1
T13963: P193' := P193 - 6
IM[51,184]: -6
T13963: P652' := P652 + 1
IM[51,393]: 1
T13963: P137' := P137 + 3
IM[51,280]: 3
T13963: P648' := P648 - 1
IM[51,327]: -1
T13963: P185' := P185 + 4
IM[51,185]: 4
T13963: P133' := P133 - 3
IM[51,307]: -3
P193 --> T13962 : 6
Pre[52,184]: 6
P648 --> T13962 : 2
Pre[52,327]: 2
P640 --> T13962 : 1
Pre[52,355]: 1
P19 --> T13962 : 1
Pre[52,449]: 1
P190 --> T13962 : 1
Pre[52,363]: 1
T13962: P193' := P193 - 6
IM[52,184]: -6
T13962: P185' := P185 + 4
IM[52,185]: 4
T13962: P111' := P111 + 1
IM[52,411]: 1
T13962: P648' := P648 - 2
IM[52,327]: -2
T13962: P640' := P640 - 1
IM[52,355]: -1
T13962: P19' := P19 - 1
IM[52,449]: -1
T13962: P190' := P190 - 1
IM[52,363]: -1
T13962: P326' := P326 + 2
IM[52,346]: 2
T13962: P685' := P685 + 1
IM[52,403]: 1
P193 --> T13961 : 6
Pre[53,184]: 6
P295 --> T13961 : 1
Pre[53,258]: 1
P472 --> T13961 : 1
Pre[53,334]: 1
P190 --> T13961 : 2
Pre[53,363]: 2
P648 --> T13961 : 1
Pre[53,327]: 1
T13961: P193' := P193 - 6
IM[53,184]: -6
T13961: P295' := P295 - 1
IM[53,258]: -1
T13961: P472' := P472 - 1
IM[53,334]: -1
T13961: P65' := P65 + 2
IM[53,336]: 2
T13961: P586' := P586 + 1
IM[53,379]: 1
T13961: P465' := P465 + 1
IM[53,389]: 1
T13961: P190' := P190 - 2
IM[53,363]: -2
T13961: P185' := P185 + 4
IM[53,185]: 4
T13961: P648' := P648 - 1
IM[53,327]: -1
P5 --> T13960 : 1
Pre[54,384]: 1
P295 --> T13960 : 1
Pre[54,258]: 1
P190 --> T13960 : 1
Pre[54,363]: 1
P193 --> T13960 : 6
Pre[54,184]: 6
P19 --> T13960 : 2
Pre[54,449]: 2
T13960: P5' := P5 - 1
IM[54,384]: -1
T13960: P340' := P340 + 1
IM[54,461]: 1
T13960: P295' := P295 - 1
IM[54,258]: -1
T13960: P214' := P214 + 1
IM[54,432]: 1
T13960: P552' := P552 + 2
IM[54,442]: 2
T13960: P190' := P190 - 1
IM[54,363]: -1
T13960: P193' := P193 - 6
IM[54,184]: -6
T13960: P185' := P185 + 4
IM[54,185]: 4
T13960: P19' := P19 - 2
IM[54,449]: -2
P211 --> T13959 : 1
Pre[55,335]: 1
P190 --> T13959 : 1
Pre[55,363]: 1
P193 --> T13959 : 7
Pre[55,184]: 7
P19 --> T13959 : 1
Pre[55,449]: 1
P648 --> T13959 : 1
Pre[55,327]: 1
T13959: P211' := P211 - 1
IM[55,335]: -1
T13959: P190' := P190 - 1
IM[55,363]: -1
T13959: P193' := P193 - 7
IM[55,184]: -7
T13959: P19' := P19 - 1
IM[55,449]: -1
T13959: P581' := P581 + 1
IM[55,477]: 1
T13959: P798' := P798 + 1
IM[55,301]: 1
T13959: P648' := P648 - 1
IM[55,327]: -1
T13959: P427' := P427 + 1
IM[55,322]: 1
T13959: P721' := P721 + 3
IM[55,192]: 3
P193 --> T13958 : 7
Pre[56,184]: 7
P190 --> T13958 : 2
Pre[56,363]: 2
P472 --> T13958 : 1
Pre[56,334]: 1
P19 --> T13958 : 1
Pre[56,449]: 1
T13958: P193' := P193 - 7
IM[56,184]: -7
T13958: P721' := P721 + 3
IM[56,192]: 3
T13958: P190' := P190 - 2
IM[56,363]: -2
T13958: P472' := P472 - 1
IM[56,334]: -1
T13958: P19' := P19 - 1
IM[56,449]: -1
T13958: P706' := P706 + 1
IM[56,362]: 1
T13958: P65' := P65 + 2
IM[56,336]: 2
P190 --> T13957 : 3
Pre[57,363]: 3
P648 --> T13957 : 1
Pre[57,327]: 1
P567 --> T13957 : 1
Pre[57,243]: 1
P193 --> T13957 : 6
Pre[57,184]: 6
T13957: P584' := P584 + 3
IM[57,437]: 3
T13957: P240' := P240 + 1
IM[57,358]: 1
T13957: P190' := P190 - 3
IM[57,363]: -3
T13957: P648' := P648 - 1
IM[57,327]: -1
T13957: P567' := P567 - 1
IM[57,243]: -1
T13957: P193' := P193 - 6
IM[57,184]: -6
T13957: P185' := P185 + 4
IM[57,185]: 4
P133 --> T13956 : 2
Pre[58,307]: 2
P190 --> T13956 : 2
Pre[58,363]: 2
P193 --> T13956 : 6
Pre[58,184]: 6
P472 --> T13956 : 1
Pre[58,334]: 1
T13956: P185' := P185 + 4
IM[58,185]: 4
T13956: P133' := P133 - 2
IM[58,307]: -2
T13956: P457' := P457 + 2
IM[58,347]: 2
T13956: P190' := P190 - 2
IM[58,363]: -2
T13956: P193' := P193 - 6
IM[58,184]: -6
T13956: P65' := P65 + 2
IM[58,336]: 2
T13956: P472' := P472 - 1
IM[58,334]: -1
P190 --> T13955 : 1
Pre[59,363]: 1
P19 --> T13955 : 1
Pre[59,449]: 1
P133 --> T13955 : 1
Pre[59,307]: 1
P751 --> T13955 : 1
Pre[59,408]: 1
P193 --> T13955 : 6
Pre[59,184]: 6
P567 --> T13955 : 1
Pre[59,243]: 1
T13955: P37' := P37 + 1
IM[59,219]: 1
T13955: P190' := P190 - 1
IM[59,363]: -1
T13955: P530' := P530 + 1
IM[59,435]: 1
T13955: P19' := P19 - 1
IM[59,449]: -1
T13955: P352' := P352 + 1
IM[59,331]: 1
T13955: P133' := P133 - 1
IM[59,307]: -1
T13955: P584' := P584 + 1
IM[59,437]: 1
T13955: P185' := P185 + 4
IM[59,185]: 4
T13955: P751' := P751 - 1
IM[59,408]: -1
T13955: P193' := P193 - 6
IM[59,184]: -6
T13955: P567' := P567 - 1
IM[59,243]: -1
P751 --> T13954 : 1
Pre[60,408]: 1
P190 --> T13954 : 2
Pre[60,363]: 2
P211 --> T13954 : 1
Pre[60,335]: 1
P193 --> T13954 : 6
Pre[60,184]: 6
P648 --> T13954 : 1
Pre[60,327]: 1
T13954: P751' := P751 - 1
IM[60,408]: -1
T13954: P185' := P185 + 4
IM[60,185]: 4
T13954: P427' := P427 + 1
IM[60,322]: 1
T13954: P190' := P190 - 2
IM[60,363]: -2
T13954: P328' := P328 + 1
IM[60,425]: 1
T13954: P211' := P211 - 1
IM[60,335]: -1
T13954: P193' := P193 - 6
IM[60,184]: -6
T13954: P798' := P798 + 2
IM[60,301]: 2
T13954: P648' := P648 - 1
IM[60,327]: -1
P193 --> T13953 : 6
Pre[61,184]: 6
P19 --> T13953 : 2
Pre[61,449]: 2
P751 --> T13953 : 1
Pre[61,408]: 1
P16 --> T13953 : 1
Pre[61,215]: 1
P133 --> T13953 : 1
Pre[61,307]: 1
T13953: P185' := P185 + 4
IM[61,185]: 4
T13953: P322' := P322 + 2
IM[61,416]: 2
T13953: P193' := P193 - 6
IM[61,184]: -6
T13953: P105' := P105 + 1
IM[61,293]: 1
T13953: P677' := P677 + 1
IM[61,409]: 1
T13953: P19' := P19 - 2
IM[61,449]: -2
T13953: P751' := P751 - 1
IM[61,408]: -1
T13953: P16' := P16 - 1
IM[61,215]: -1
T13953: P133' := P133 - 1
IM[61,307]: -1
P295 --> T13952 : 1
Pre[62,258]: 1
P648 --> T13952 : 1
Pre[62,327]: 1
P193 --> T13952 : 7
Pre[62,184]: 7
P190 --> T13952 : 1
Pre[62,363]: 1
P306 --> T13952 : 1
Pre[62,407]: 1
T13952: P667' := P667 + 1
IM[62,440]: 1
T13952: P721' := P721 + 3
IM[62,192]: 3
T13952: P345' := P345 + 1
IM[62,415]: 1
T13952: P249' := P249 + 1
IM[62,381]: 1
T13952: P295' := P295 - 1
IM[62,258]: -1
T13952: P648' := P648 - 1
IM[62,327]: -1
T13952: P193' := P193 - 7
IM[62,184]: -7
T13952: P190' := P190 - 1
IM[62,363]: -1
T13952: P306' := P306 - 1
IM[62,407]: -1
P710 --> T13951 : 1
Pre[63,172]: 1
P648 --> T13951 : 1
Pre[63,327]: 1
P751 --> T13951 : 1
Pre[63,408]: 1
P133 --> T13951 : 2
Pre[63,307]: 2
P193 --> T13951 : 6
Pre[63,184]: 6
T13951: P185' := P185 + 4
IM[63,185]: 4
T13951: P565' := P565 + 1
IM[63,315]: 1
T13951: P137' := P137 + 2
IM[63,280]: 2
T13951: P710' := P710 - 1
IM[63,172]: -1
T13951: P652' := P652 + 1
IM[63,393]: 1
T13951: P648' := P648 - 1
IM[63,327]: -1
T13951: P751' := P751 - 1
IM[63,408]: -1
T13951: P133' := P133 - 2
IM[63,307]: -2
T13951: P193' := P193 - 6
IM[63,184]: -6
P710 --> T13950 : 1
Pre[64,172]: 1
P190 --> T13950 : 1
Pre[64,363]: 1
P295 --> T13950 : 1
Pre[64,258]: 1
P193 --> T13950 : 6
Pre[64,184]: 6
P751 --> T13950 : 1
Pre[64,408]: 1
P19 --> T13950 : 1
Pre[64,449]: 1
T13950: P710' := P710 - 1
IM[64,172]: -1
T13950: P565' := P565 + 1
IM[64,315]: 1
T13950: P190' := P190 - 1
IM[64,363]: -1
T13950: P185' := P185 + 4
IM[64,185]: 4
T13950: P215' := P215 + 1
IM[64,365]: 1
T13950: P408' := P408 + 1
IM[64,420]: 1
T13950: P295' := P295 - 1
IM[64,258]: -1
T13950: P193' := P193 - 6
IM[64,184]: -6
T13950: P355' := P355 + 1
IM[64,319]: 1
T13950: P751' := P751 - 1
IM[64,408]: -1
T13950: P19' := P19 - 1
IM[64,449]: -1
P751 --> T13949 : 1
Pre[65,408]: 1
P567 --> T13949 : 1
Pre[65,243]: 1
P193 --> T13949 : 6
Pre[65,184]: 6
P295 --> T13949 : 2
Pre[65,258]: 2
P648 --> T13949 : 1
Pre[65,327]: 1
T13949: P751' := P751 - 1
IM[65,408]: -1
T13949: P240' := P240 + 1
IM[65,358]: 1
T13949: P567' := P567 - 1
IM[65,243]: -1
T13949: P193' := P193 - 6
IM[65,184]: -6
T13949: P185' := P185 + 4
IM[65,185]: 4
T13949: P530' := P530 + 1
IM[65,435]: 1
T13949: P295' := P295 - 2
IM[65,258]: -2
T13949: P79' := P79 + 2
IM[65,218]: 2
T13949: P648' := P648 - 1
IM[65,327]: -1
P640 --> T13948 : 1
Pre[66,355]: 1
P133 --> T13948 : 1
Pre[66,307]: 1
P193 --> T13948 : 6
Pre[66,184]: 6
P190 --> T13948 : 2
Pre[66,363]: 2
P295 --> T13948 : 1
Pre[66,258]: 1
T13948: P640' := P640 - 1
IM[66,355]: -1
T13948: P133' := P133 - 1
IM[66,307]: -1
T13948: P53' := P53 + 1
IM[66,224]: 1
T13948: P185' := P185 + 4
IM[66,185]: 4
T13948: P193' := P193 - 6
IM[66,184]: -6
T13948: P190' := P190 - 2
IM[66,363]: -2
T13948: P295' := P295 - 1
IM[66,258]: -1
T13948: P227' := P227 + 1
IM[66,344]: 1
T13948: P685' := P685 + 2
IM[66,403]: 2
P19 --> T13947 : 1
Pre[67,449]: 1
P5 --> T13947 : 1
Pre[67,384]: 1
P193 --> T13947 : 6
Pre[67,184]: 6
P133 --> T13947 : 1
Pre[67,307]: 1
P751 --> T13947 : 2
Pre[67,408]: 2
T13947: P19' := P19 - 1
IM[67,449]: -1
T13947: P552' := P552 + 1
IM[67,442]: 1
T13947: P5' := P5 - 1
IM[67,384]: -1
T13947: P193' := P193 - 6
IM[67,184]: -6
T13947: P67' := P67 + 2
IM[67,414]: 2
T13947: P185' := P185 + 4
IM[67,185]: 4
T13947: P133' := P133 - 1
IM[67,307]: -1
T13947: P668' := P668 + 1
IM[67,447]: 1
T13947: P751' := P751 - 2
IM[67,408]: -2
P86 --> T13946 : 1
Pre[68,187]: 1
T13946: P562' := P562 + 1
IM[68,131]: 1
T13946: P86' := P86 - 1
IM[68,187]: -1
P295 --> T13945 : 2
Pre[69,258]: 2
P193 --> T13945 : 6
Pre[69,184]: 6
P211 --> T13945 : 1
Pre[69,335]: 1
P19 --> T13945 : 1
Pre[69,449]: 1
P133 --> T13945 : 1
Pre[69,307]: 1
T13945: P295' := P295 - 2
IM[69,258]: -2
T13945: P692' := P692 + 2
IM[69,287]: 2
T13945: P494' := P494 + 1
IM[69,265]: 1
T13945: P185' := P185 + 4
IM[69,185]: 4
T13945: P193' := P193 - 6
IM[69,184]: -6
T13945: P581' := P581 + 1
IM[69,477]: 1
T13945: P211' := P211 - 1
IM[69,335]: -1
T13945: P19' := P19 - 1
IM[69,449]: -1
T13945: P133' := P133 - 1
IM[69,307]: -1
P193 --> T13944 : 6
Pre[70,184]: 6
P19 --> T13944 : 2
Pre[70,449]: 2
P133 --> T13944 : 1
Pre[70,307]: 1
P16 --> T13944 : 1
Pre[70,215]: 1
P190 --> T13944 : 1
Pre[70,363]: 1
T13944: P193' := P193 - 6
IM[70,184]: -6
T13944: P322' := P322 + 2
IM[70,416]: 2
T13944: P185' := P185 + 4
IM[70,185]: 4
T13944: P19' := P19 - 2
IM[70,449]: -2
T13944: P105' := P105 + 1
IM[70,293]: 1
T13944: P133' := P133 - 1
IM[70,307]: -1
T13944: P555' := P555 + 1
IM[70,368]: 1
T13944: P16' := P16 - 1
IM[70,215]: -1
T13944: P190' := P190 - 1
IM[70,363]: -1
P133 --> T13943 : 1
Pre[71,307]: 1
P640 --> T13943 : 1
Pre[71,355]: 1
P190 --> T13943 : 1
Pre[71,363]: 1
P648 --> T13943 : 1
Pre[71,327]: 1
P295 --> T13943 : 1
Pre[71,258]: 1
P193 --> T13943 : 6
Pre[71,184]: 6
T13943: P133' := P133 - 1
IM[71,307]: -1
T13943: P685' := P685 + 1
IM[71,403]: 1
T13943: P640' := P640 - 1
IM[71,355]: -1
T13943: P190' := P190 - 1
IM[71,363]: -1
T13943: P53' := P53 + 1
IM[71,224]: 1
T13943: P185' := P185 + 4
IM[71,185]: 4
T13943: P648' := P648 - 1
IM[71,327]: -1
T13943: P326' := P326 + 1
IM[71,346]: 1
T13943: P295' := P295 - 1
IM[71,258]: -1
T13943: P193' := P193 - 6
IM[71,184]: -6
T13943: P227' := P227 + 1
IM[71,344]: 1
P472 --> T13942 : 1
Pre[72,334]: 1
P751 --> T13942 : 2
Pre[72,408]: 2
P19 --> T13942 : 2
Pre[72,449]: 2
P193 --> T13942 : 6
Pre[72,184]: 6
T13942: P472' := P472 - 1
IM[72,334]: -1
T13942: P706' := P706 + 2
IM[72,362]: 2
T13942: P242' := P242 + 2
IM[72,216]: 2
T13942: P751' := P751 - 2
IM[72,408]: -2
T13942: P19' := P19 - 2
IM[72,449]: -2
T13942: P193' := P193 - 6
IM[72,184]: -6
T13942: P185' := P185 + 4
IM[72,185]: 4
P193 --> T13941 : 6
Pre[73,184]: 6
P751 --> T13941 : 3
Pre[73,408]: 3
P295 --> T13941 : 1
Pre[73,258]: 1
P567 --> T13941 : 1
Pre[73,243]: 1
T13941: P193' := P193 - 6
IM[73,184]: -6
T13941: P185' := P185 + 4
IM[73,185]: 4
T13941: P530' := P530 + 3
IM[73,435]: 3
T13941: P751' := P751 - 3
IM[73,408]: -3
T13941: P79' := P79 + 1
IM[73,218]: 1
T13941: P295' := P295 - 1
IM[73,258]: -1
T13941: P567' := P567 - 1
IM[73,243]: -1
P19 --> T13940 : 2
Pre[74,449]: 2
P295 --> T13940 : 2
Pre[74,258]: 2
P193 --> T13940 : 6
Pre[74,184]: 6
P211 --> T13940 : 1
Pre[74,335]: 1
T13940: P19' := P19 - 2
IM[74,449]: -2
T13940: P692' := P692 + 2
IM[74,287]: 2
T13940: P295' := P295 - 2
IM[74,258]: -2
T13940: P581' := P581 + 2
IM[74,477]: 2
T13940: P185' := P185 + 4
IM[74,185]: 4
T13940: P193' := P193 - 6
IM[74,184]: -6
T13940: P211' := P211 - 1
IM[74,335]: -1
P648 --> T13939 : 1
Pre[75,327]: 1
P751 --> T13939 : 2
Pre[75,408]: 2
P640 --> T13939 : 1
Pre[75,355]: 1
P193 --> T13939 : 7
Pre[75,184]: 7
T13939: P648' := P648 - 1
IM[75,327]: -1
T13939: P751' := P751 - 2
IM[75,408]: -2
T13939: P326' := P326 + 1
IM[75,346]: 1
T13939: P640' := P640 - 1
IM[75,355]: -1
T13939: P193' := P193 - 7
IM[75,184]: -7
T13939: P721' := P721 + 3
IM[75,192]: 3
T13939: P462' := P462 + 2
IM[75,410]: 2
P193 --> T13938 : 6
Pre[76,184]: 6
P190 --> T13938 : 1
Pre[76,363]: 1
P19 --> T13938 : 1
Pre[76,449]: 1
P648 --> T13938 : 1
Pre[76,327]: 1
P306 --> T13938 : 1
Pre[76,407]: 1
P295 --> T13938 : 1
Pre[76,258]: 1
T13938: P193' := P193 - 6
IM[76,184]: -6
T13938: P480' := P480 + 1
IM[76,418]: 1
T13938: P345' := P345 + 1
IM[76,415]: 1
T13938: P190' := P190 - 1
IM[76,363]: -1
T13938: P667' := P667 + 1
IM[76,440]: 1
T13938: P19' := P19 - 1
IM[76,449]: -1
T13938: P185' := P185 + 4
IM[76,185]: 4
T13938: P648' := P648 - 1
IM[76,327]: -1
T13938: P306' := P306 - 1
IM[76,407]: -1
T13938: P249' := P249 + 1
IM[76,381]: 1
T13938: P295' := P295 - 1
IM[76,258]: -1
P5 --> T13937 : 1
Pre[77,384]: 1
P193 --> T13937 : 7
Pre[77,184]: 7
P648 --> T13937 : 2
Pre[77,327]: 2
P190 --> T13937 : 1
Pre[77,363]: 1
T13937: P721' := P721 + 3
IM[77,192]: 3
T13937: P5' := P5 - 1
IM[77,384]: -1
T13937: P340' := P340 + 1
IM[77,461]: 1
T13937: P193' := P193 - 7
IM[77,184]: -7
T13937: P648' := P648 - 2
IM[77,327]: -2
T13937: P568' := P568 + 2
IM[77,385]: 2
T13937: P190' := P190 - 1
IM[77,363]: -1
P133 --> T13936 : 2
Pre[78,307]: 2
P5 --> T13936 : 1
Pre[78,384]: 1
P193 --> T13936 : 6
Pre[78,184]: 6
P648 --> T13936 : 1
Pre[78,327]: 1
P295 --> T13936 : 1
Pre[78,258]: 1
T13936: P133' := P133 - 2
IM[78,307]: -2
T13936: P568' := P568 + 1
IM[78,385]: 1
T13936: P5' := P5 - 1
IM[78,384]: -1
T13936: P668' := P668 + 2
IM[78,447]: 2
T13936: P193' := P193 - 6
IM[78,184]: -6
T13936: P648' := P648 - 1
IM[78,327]: -1
T13936: P295' := P295 - 1
IM[78,258]: -1
T13936: P214' := P214 + 1
IM[78,432]: 1
T13936: P185' := P185 + 4
IM[78,185]: 4
P193 --> T13935 : 6
Pre[79,184]: 6
P295 --> T13935 : 1
Pre[79,258]: 1
P190 --> T13935 : 2
Pre[79,363]: 2
P710 --> T13935 : 1
Pre[79,172]: 1
P751 --> T13935 : 1
Pre[79,408]: 1
T13935: P408' := P408 + 2
IM[79,420]: 2
T13935: P193' := P193 - 6
IM[79,184]: -6
T13935: P185' := P185 + 4
IM[79,185]: 4
T13935: P295' := P295 - 1
IM[79,258]: -1
T13935: P355' := P355 + 1
IM[79,319]: 1
T13935: P190' := P190 - 2
IM[79,363]: -2
T13935: P710' := P710 - 1
IM[79,172]: -1
T13935: P565' := P565 + 1
IM[79,315]: 1
T13935: P751' := P751 - 1
IM[79,408]: -1
P193 --> T13934 : 6
Pre[80,184]: 6
P295 --> T13934 : 1
Pre[80,258]: 1
P751 --> T13934 : 1
Pre[80,408]: 1
P710 --> T13934 : 1
Pre[80,172]: 1
P133 --> T13934 : 1
Pre[80,307]: 1
P648 --> T13934 : 1
Pre[80,327]: 1
T13934: P355' := P355 + 1
IM[80,319]: 1
T13934: P193' := P193 - 6
IM[80,184]: -6
T13934: P652' := P652 + 1
IM[80,393]: 1
T13934: P137' := P137 + 1
IM[80,280]: 1
T13934: P185' := P185 + 4
IM[80,185]: 4
T13934: P295' := P295 - 1
IM[80,258]: -1
T13934: P751' := P751 - 1
IM[80,408]: -1
T13934: P710' := P710 - 1
IM[80,172]: -1
T13934: P133' := P133 - 1
IM[80,307]: -1
T13934: P565' := P565 + 1
IM[80,315]: 1
T13934: P648' := P648 - 1
IM[80,327]: -1
P710 --> T13933 : 1
Pre[81,172]: 1
P133 --> T13933 : 1
Pre[81,307]: 1
P190 --> T13933 : 1
Pre[81,363]: 1
P193 --> T13933 : 7
Pre[81,184]: 7
P648 --> T13933 : 1
Pre[81,327]: 1
T13933: P710' := P710 - 1
IM[81,172]: -1
T13933: P652' := P652 + 1
IM[81,393]: 1
T13933: P137' := P137 + 1
IM[81,280]: 1
T13933: P133' := P133 - 1
IM[81,307]: -1
T13933: P190' := P190 - 1
IM[81,363]: -1
T13933: P193' := P193 - 7
IM[81,184]: -7
T13933: P648' := P648 - 1
IM[81,327]: -1
T13933: P408' := P408 + 1
IM[81,420]: 1
T13933: P721' := P721 + 3
IM[81,192]: 3
P19 --> T13932 : 2
Pre[82,449]: 2
P193 --> T13932 : 7
Pre[82,184]: 7
P190 --> T13932 : 1
Pre[82,363]: 1
P472 --> T13932 : 1
Pre[82,334]: 1
T13932: P19' := P19 - 2
IM[82,449]: -2
T13932: P193' := P193 - 7
IM[82,184]: -7
T13932: P190' := P190 - 1
IM[82,363]: -1
T13932: P65' := P65 + 1
IM[82,336]: 1
T13932: P706' := P706 + 2
IM[82,362]: 2
T13932: P472' := P472 - 1
IM[82,334]: -1
T13932: P721' := P721 + 3
IM[82,192]: 3
P19 --> T13931 : 1
Pre[83,449]: 1
P193 --> T13931 : 6
Pre[83,184]: 6
P133 --> T13931 : 2
Pre[83,307]: 2
P751 --> T13931 : 1
Pre[83,408]: 1
P306 --> T13931 : 1
Pre[83,407]: 1
T13931: P19' := P19 - 1
IM[83,449]: -1
T13931: P193' := P193 - 6
IM[83,184]: -6
T13931: P133' := P133 - 2
IM[83,307]: -2
T13931: P185' := P185 + 4
IM[83,185]: 4
T13931: P751' := P751 - 1
IM[83,408]: -1
T13931: P761' := P761 + 1
IM[83,456]: 1
T13931: P480' := P480 + 1
IM[83,418]: 1
T13931: P591' := P591 + 2
IM[83,202]: 2
T13931: P306' := P306 - 1
IM[83,407]: -1
P133 --> T13930 : 2
Pre[84,307]: 2
P193 --> T13930 : 7
Pre[84,184]: 7
P5 --> T13930 : 1
Pre[84,384]: 1
P295 --> T13930 : 1
Pre[84,258]: 1
T13930: P133' := P133 - 2
IM[84,307]: -2
T13930: P193' := P193 - 7
IM[84,184]: -7
T13930: P214' := P214 + 1
IM[84,432]: 1
T13930: P5' := P5 - 1
IM[84,384]: -1
T13930: P668' := P668 + 2
IM[84,447]: 2
T13930: P721' := P721 + 3
IM[84,192]: 3
T13930: P295' := P295 - 1
IM[84,258]: -1
P193 --> T13929 : 6
Pre[85,184]: 6
P295 --> T13929 : 2
Pre[85,258]: 2
P16 --> T13929 : 1
Pre[85,215]: 1
P190 --> T13929 : 2
Pre[85,363]: 2
T13929: P555' := P555 + 2
IM[85,368]: 2
T13929: P193' := P193 - 6
IM[85,184]: -6
T13929: P257' := P257 + 2
IM[85,236]: 2
T13929: P295' := P295 - 2
IM[85,258]: -2
T13929: P185' := P185 + 4
IM[85,185]: 4
T13929: P16' := P16 - 1
IM[85,215]: -1
T13929: P190' := P190 - 2
IM[85,363]: -2
P193 --> T13928 : 6
Pre[86,184]: 6
P751 --> T13928 : 1
Pre[86,408]: 1
P190 --> T13928 : 1
Pre[86,363]: 1
P133 --> T13928 : 1
Pre[86,307]: 1
P19 --> T13928 : 1
Pre[86,449]: 1
P16 --> T13928 : 1
Pre[86,215]: 1
T13928: P193' := P193 - 6
IM[86,184]: -6
T13928: P751' := P751 - 1
IM[86,408]: -1
T13928: P190' := P190 - 1
IM[86,363]: -1
T13928: P105' := P105 + 1
IM[86,293]: 1
T13928: P322' := P322 + 1
IM[86,416]: 1
T13928: P555' := P555 + 1
IM[86,368]: 1
T13928: P133' := P133 - 1
IM[86,307]: -1
T13928: P185' := P185 + 4
IM[86,185]: 4
T13928: P677' := P677 + 1
IM[86,409]: 1
T13928: P19' := P19 - 1
IM[86,449]: -1
T13928: P16' := P16 - 1
IM[86,215]: -1
P567 --> T13927 : 1
Pre[87,243]: 1
P295 --> T13927 : 2
Pre[87,258]: 2
P193 --> T13927 : 7
Pre[87,184]: 7
P190 --> T13927 : 1
Pre[87,363]: 1
T13927: P567' := P567 - 1
IM[87,243]: -1
T13927: P584' := P584 + 1
IM[87,437]: 1
T13927: P79' := P79 + 2
IM[87,218]: 2
T13927: P295' := P295 - 2
IM[87,258]: -2
T13927: P721' := P721 + 3
IM[87,192]: 3
T13927: P193' := P193 - 7
IM[87,184]: -7
T13927: P190' := P190 - 1
IM[87,363]: -1
P133 --> T13926 : 1
Pre[88,307]: 1
P211 --> T13926 : 1
Pre[88,335]: 1
P648 --> T13926 : 2
Pre[88,327]: 2
P193 --> T13926 : 7
Pre[88,184]: 7
T13926: P133' := P133 - 1
IM[88,307]: -1
T13926: P211' := P211 - 1
IM[88,335]: -1
T13926: P494' := P494 + 1
IM[88,265]: 1
T13926: P721' := P721 + 3
IM[88,192]: 3
T13926: P648' := P648 - 2
IM[88,327]: -2
T13926: P193' := P193 - 7
IM[88,184]: -7
T13926: P427' := P427 + 2
IM[88,322]: 2
P193 --> T13925 : 6
Pre[89,184]: 6
P648 --> T13925 : 2
Pre[89,327]: 2
P190 --> T13925 : 2
Pre[89,363]: 2
P5 --> T13925 : 1
Pre[89,384]: 1
T13925: P193' := P193 - 6
IM[89,184]: -6
T13925: P568' := P568 + 2
IM[89,385]: 2
T13925: P648' := P648 - 2
IM[89,327]: -2
T13925: P190' := P190 - 2
IM[89,363]: -2
T13925: P340' := P340 + 2
IM[89,461]: 2
T13925: P5' := P5 - 1
IM[89,384]: -1
T13925: P185' := P185 + 4
IM[89,185]: 4
P193 --> T13924 : 7
Pre[90,184]: 7
P133 --> T13924 : 2
Pre[90,307]: 2
P751 --> T13924 : 1
Pre[90,408]: 1
P472 --> T13924 : 1
Pre[90,334]: 1
T13924: P721' := P721 + 3
IM[90,192]: 3
T13924: P193' := P193 - 7
IM[90,184]: -7
T13924: P457' := P457 + 2
IM[90,347]: 2
T13924: P133' := P133 - 2
IM[90,307]: -2
T13924: P751' := P751 - 1
IM[90,408]: -1
T13924: P242' := P242 + 1
IM[90,216]: 1
T13924: P472' := P472 - 1
IM[90,334]: -1
P133 --> T13923 : 2
Pre[91,307]: 2
P751 --> T13923 : 2
Pre[91,408]: 2
P5 --> T13923 : 1
Pre[91,384]: 1
P193 --> T13923 : 6
Pre[91,184]: 6
T13923: P67' := P67 + 2
IM[91,414]: 2
T13923: P133' := P133 - 2
IM[91,307]: -2
T13923: P751' := P751 - 2
IM[91,408]: -2
T13923: P5' := P5 - 1
IM[91,384]: -1
T13923: P193' := P193 - 6
IM[91,184]: -6
T13923: P185' := P185 + 4
IM[91,185]: 4
T13923: P668' := P668 + 2
IM[91,447]: 2
P133 --> T13922 : 1
Pre[92,307]: 1
P710 --> T13922 : 1
Pre[92,172]: 1
P193 --> T13922 : 7
Pre[92,184]: 7
P751 --> T13922 : 2
Pre[92,408]: 2
T13922: P133' := P133 - 1
IM[92,307]: -1
T13922: P710' := P710 - 1
IM[92,172]: -1
T13922: P565' := P565 + 2
IM[92,315]: 2
T13922: P193' := P193 - 7
IM[92,184]: -7
T13922: P721' := P721 + 3
IM[92,192]: 3
T13922: P137' := P137 + 1
IM[92,280]: 1
T13922: P751' := P751 - 2
IM[92,408]: -2
P133 --> T13921 : 1
Pre[93,307]: 1
P19 --> T13921 : 2
Pre[93,449]: 2
P306 --> T13921 : 1
Pre[93,407]: 1
P193 --> T13921 : 6
Pre[93,184]: 6
P295 --> T13921 : 1
Pre[93,258]: 1
T13921: P345' := P345 + 1
IM[93,415]: 1
T13921: P133' := P133 - 1
IM[93,307]: -1
T13921: P480' := P480 + 2
IM[93,418]: 2
T13921: P19' := P19 - 2
IM[93,449]: -2
T13921: P591' := P591 + 1
IM[93,202]: 1
T13921: P185' := P185 + 4
IM[93,185]: 4
T13921: P306' := P306 - 1
IM[93,407]: -1
T13921: P193' := P193 - 6
IM[93,184]: -6
T13921: P295' := P295 - 1
IM[93,258]: -1
P751 --> T13920 : 1
Pre[94,408]: 1
P193 --> T13920 : 6
Pre[94,184]: 6
P640 --> T13920 : 1
Pre[94,355]: 1
P295 --> T13920 : 1
Pre[94,258]: 1
P190 --> T13920 : 2
Pre[94,363]: 2
T13920: P53' := P53 + 1
IM[94,224]: 1
T13920: P751' := P751 - 1
IM[94,408]: -1
T13920: P462' := P462 + 1
IM[94,410]: 1
T13920: P685' := P685 + 2
IM[94,403]: 2
T13920: P193' := P193 - 6
IM[94,184]: -6
T13920: P640' := P640 - 1
IM[94,355]: -1
T13920: P295' := P295 - 1
IM[94,258]: -1
T13920: P185' := P185 + 4
IM[94,185]: 4
T13920: P190' := P190 - 2
IM[94,363]: -2
P190 --> T13919 : 1
Pre[95,363]: 1
P133 --> T13919 : 1
Pre[95,307]: 1
P648 --> T13919 : 1
Pre[95,327]: 1
P16 --> T13919 : 1
Pre[95,215]: 1
P193 --> T13919 : 7
Pre[95,184]: 7
T13919: P105' := P105 + 1
IM[95,293]: 1
T13919: P190' := P190 - 1
IM[95,363]: -1
T13919: P570' := P570 + 1
IM[95,296]: 1
T13919: P133' := P133 - 1
IM[95,307]: -1
T13919: P555' := P555 + 1
IM[95,368]: 1
T13919: P648' := P648 - 1
IM[95,327]: -1
T13919: P721' := P721 + 3
IM[95,192]: 3
T13919: P16' := P16 - 1
IM[95,215]: -1
T13919: P193' := P193 - 7
IM[95,184]: -7
P193 --> T13918 : 6
Pre[96,184]: 6
P295 --> T13918 : 1
Pre[96,258]: 1
P5 --> T13918 : 1
Pre[96,384]: 1
P19 --> T13918 : 1
Pre[96,449]: 1
P133 --> T13918 : 1
Pre[96,307]: 1
P648 --> T13918 : 1
Pre[96,327]: 1
T13918: P568' := P568 + 1
IM[96,385]: 1
T13918: P193' := P193 - 6
IM[96,184]: -6
T13918: P295' := P295 - 1
IM[96,258]: -1
T13918: P668' := P668 + 1
IM[96,447]: 1
T13918: P214' := P214 + 1
IM[96,432]: 1
T13918: P5' := P5 - 1
IM[96,384]: -1
T13918: P19' := P19 - 1
IM[96,449]: -1
T13918: P185' := P185 + 4
IM[96,185]: 4
T13918: P133' := P133 - 1
IM[96,307]: -1
T13918: P648' := P648 - 1
IM[96,327]: -1
T13918: P552' := P552 + 1
IM[96,442]: 1
P751 --> T13917 : 1
Pre[97,408]: 1
P295 --> T13917 : 1
Pre[97,258]: 1
P133 --> T13917 : 1
Pre[97,307]: 1
P648 --> T13917 : 1
Pre[97,327]: 1
P193 --> T13917 : 6
Pre[97,184]: 6
P5 --> T13917 : 1
Pre[97,384]: 1
T13917: P751' := P751 - 1
IM[97,408]: -1
T13917: P185' := P185 + 4
IM[97,185]: 4
T13917: P295' := P295 - 1
IM[97,258]: -1
T13917: P67' := P67 + 1
IM[97,414]: 1
T13917: P214' := P214 + 1
IM[97,432]: 1
T13917: P568' := P568 + 1
IM[97,385]: 1
T13917: P133' := P133 - 1
IM[97,307]: -1
T13917: P668' := P668 + 1
IM[97,447]: 1
T13917: P648' := P648 - 1
IM[97,327]: -1
T13917: P193' := P193 - 6
IM[97,184]: -6
T13917: P5' := P5 - 1
IM[97,384]: -1
P193 --> T13916 : 6
Pre[98,184]: 6
P710 --> T13916 : 1
Pre[98,172]: 1
P19 --> T13916 : 1
Pre[98,449]: 1
P648 --> T13916 : 1
Pre[98,327]: 1
P751 --> T13916 : 2
Pre[98,408]: 2
T13916: P185' := P185 + 4
IM[98,185]: 4
T13916: P193' := P193 - 6
IM[98,184]: -6
T13916: P710' := P710 - 1
IM[98,172]: -1
T13916: P565' := P565 + 2
IM[98,315]: 2
T13916: P19' := P19 - 1
IM[98,449]: -1
T13916: P215' := P215 + 1
IM[98,365]: 1
T13916: P648' := P648 - 1
IM[98,327]: -1
T13916: P751' := P751 - 2
IM[98,408]: -2
T13916: P652' := P652 + 1
IM[98,393]: 1
P190 --> T13915 : 2
Pre[99,363]: 2
P306 --> T13915 : 1
Pre[99,407]: 1
P193 --> T13915 : 7
Pre[99,184]: 7
P648 --> T13915 : 1
Pre[99,327]: 1
T13915: P190' := P190 - 2
IM[99,363]: -2
T13915: P306' := P306 - 1
IM[99,407]: -1
T13915: P193' := P193 - 7
IM[99,184]: -7
T13915: P648' := P648 - 1
IM[99,327]: -1
T13915: P721' := P721 + 3
IM[99,192]: 3
T13915: P249' := P249 + 2
IM[99,381]: 2
T13915: P667' := P667 + 1
IM[99,440]: 1
P19 --> T13914 : 1
Pre[100,449]: 1
P133 --> T13914 : 1
Pre[100,307]: 1
P193 --> T13914 : 6
Pre[100,184]: 6
P190 --> T13914 : 1
Pre[100,363]: 1
P751 --> T13914 : 1
Pre[100,408]: 1
P5 --> T13914 : 1
Pre[100,384]: 1
T13914: P340' := P340 + 1
IM[100,461]: 1
T13914: P19' := P19 - 1
IM[100,449]: -1
T13914: P185' := P185 + 4
IM[100,185]: 4
T13914: P668' := P668 + 1
IM[100,447]: 1
T13914: P133' := P133 - 1
IM[100,307]: -1
T13914: P193' := P193 - 6
IM[100,184]: -6
T13914: P552' := P552 + 1
IM[100,442]: 1
T13914: P190' := P190 - 1
IM[100,363]: -1
T13914: P751' := P751 - 1
IM[100,408]: -1
T13914: P67' := P67 + 1
IM[100,414]: 1
T13914: P5' := P5 - 1
IM[100,384]: -1
P19 --> T13913 : 2
Pre[101,449]: 2
P133 --> T13913 : 1
Pre[101,307]: 1
P306 --> T13913 : 1
Pre[101,407]: 1
P193 --> T13913 : 6
Pre[101,184]: 6
P190 --> T13913 : 1
Pre[101,363]: 1
T13913: P19' := P19 - 2
IM[101,449]: -2
T13913: P591' := P591 + 1
IM[101,202]: 1
T13913: P133' := P133 - 1
IM[101,307]: -1
T13913: P306' := P306 - 1
IM[101,407]: -1
T13913: P193' := P193 - 6
IM[101,184]: -6
T13913: P185' := P185 + 4
IM[101,185]: 4
T13913: P249' := P249 + 1
IM[101,381]: 1
T13913: P480' := P480 + 2
IM[101,418]: 2
T13913: P190' := P190 - 1
IM[101,363]: -1
P190 --> T13912 : 1
Pre[102,363]: 1
P193 --> T13912 : 6
Pre[102,184]: 6
P19 --> T13912 : 3
Pre[102,449]: 3
P640 --> T13912 : 1
Pre[102,355]: 1
T13912: P185' := P185 + 4
IM[102,185]: 4
T13912: P190' := P190 - 1
IM[102,363]: -1
T13912: P685' := P685 + 1
IM[102,403]: 1
T13912: P193' := P193 - 6
IM[102,184]: -6
T13912: P19' := P19 - 3
IM[102,449]: -3
T13912: P111' := P111 + 3
IM[102,411]: 3
T13912: P640' := P640 - 1
IM[102,355]: -1
P193 --> T13911 : 6
Pre[103,184]: 6
P133 --> T13911 : 1
Pre[103,307]: 1
P648 --> T13911 : 1
Pre[103,327]: 1
P19 --> T13911 : 1
Pre[103,449]: 1
P306 --> T13911 : 1
Pre[103,407]: 1
P295 --> T13911 : 1
Pre[103,258]: 1
T13911: P193' := P193 - 6
IM[103,184]: -6
T13911: P133' := P133 - 1
IM[103,307]: -1
T13911: P667' := P667 + 1
IM[103,440]: 1
T13911: P648' := P648 - 1
IM[103,327]: -1
T13911: P480' := P480 + 1
IM[103,418]: 1
T13911: P345' := P345 + 1
IM[103,415]: 1
T13911: P19' := P19 - 1
IM[103,449]: -1
T13911: P306' := P306 - 1
IM[103,407]: -1
T13911: P185' := P185 + 4
IM[103,185]: 4
T13911: P295' := P295 - 1
IM[103,258]: -1
T13911: P591' := P591 + 1
IM[103,202]: 1
P648 --> T13910 : 1
Pre[104,327]: 1
P133 --> T13910 : 1
Pre[104,307]: 1
P567 --> T13910 : 1
Pre[104,243]: 1
P295 --> T13910 : 1
Pre[104,258]: 1
P193 --> T13910 : 7
Pre[104,184]: 7
T13910: P648' := P648 - 1
IM[104,327]: -1
T13910: P133' := P133 - 1
IM[104,307]: -1
T13910: P240' := P240 + 1
IM[104,358]: 1
T13910: P721' := P721 + 3
IM[104,192]: 3
T13910: P79' := P79 + 1
IM[104,218]: 1
T13910: P567' := P567 - 1
IM[104,243]: -1
T13910: P352' := P352 + 1
IM[104,331]: 1
T13910: P295' := P295 - 1
IM[104,258]: -1
T13910: P193' := P193 - 7
IM[104,184]: -7
P193 --> T13909 : 6
Pre[105,184]: 6
P751 --> T13909 : 3
Pre[105,408]: 3
P19 --> T13909 : 1
Pre[105,449]: 1
P640 --> T13909 : 1
Pre[105,355]: 1
T13909: P185' := P185 + 4
IM[105,185]: 4
T13909: P193' := P193 - 6
IM[105,184]: -6
T13909: P111' := P111 + 1
IM[105,411]: 1
T13909: P751' := P751 - 3
IM[105,408]: -3
T13909: P19' := P19 - 1
IM[105,449]: -1
T13909: P462' := P462 + 3
IM[105,410]: 3
T13909: P640' := P640 - 1
IM[105,355]: -1
P640 --> T13908 : 1
Pre[106,355]: 1
P751 --> T13908 : 1
Pre[106,408]: 1
P19 --> T13908 : 1
Pre[106,449]: 1
P295 --> T13908 : 2
Pre[106,258]: 2
P193 --> T13908 : 6
Pre[106,184]: 6
T13908: P53' := P53 + 2
IM[106,224]: 2
T13908: P640' := P640 - 1
IM[106,355]: -1
T13908: P111' := P111 + 1
IM[106,411]: 1
T13908: P751' := P751 - 1
IM[106,408]: -1
T13908: P19' := P19 - 1
IM[106,449]: -1
T13908: P295' := P295 - 2
IM[106,258]: -2
T13908: P193' := P193 - 6
IM[106,184]: -6
T13908: P185' := P185 + 4
IM[106,185]: 4
T13908: P462' := P462 + 1
IM[106,410]: 1
P166 --> T13907 : 1
Pre[107,481]: 1
P415 --> T13907 : 1
Pre[107,509]: 1
T13907: P332' := P332 + 1
IM[107,511]: 1
T13907: P166' := P166 - 1
IM[107,481]: -1
T13907: P415' := P415 - 1
IM[107,509]: -1
T13907: P496' := P496 + 1
IM[107,482]: 1
P751 --> T13906 : 1
Pre[108,408]: 1
P648 --> T13906 : 1
Pre[108,327]: 1
P640 --> T13906 : 1
Pre[108,355]: 1
P193 --> T13906 : 7
Pre[108,184]: 7
P19 --> T13906 : 1
Pre[108,449]: 1
T13906: P111' := P111 + 1
IM[108,411]: 1
T13906: P751' := P751 - 1
IM[108,408]: -1
T13906: P462' := P462 + 1
IM[108,410]: 1
T13906: P648' := P648 - 1
IM[108,327]: -1
T13906: P640' := P640 - 1
IM[108,355]: -1
T13906: P193' := P193 - 7
IM[108,184]: -7
T13906: P326' := P326 + 1
IM[108,346]: 1
T13906: P19' := P19 - 1
IM[108,449]: -1
T13906: P721' := P721 + 3
IM[108,192]: 3
P190 --> T13905 : 1
Pre[109,363]: 1
P751 --> T13905 : 1
Pre[109,408]: 1
P193 --> T13905 : 6
Pre[109,184]: 6
P295 --> T13905 : 2
Pre[109,258]: 2
P472 --> T13905 : 1
Pre[109,334]: 1
T13905: P190' := P190 - 1
IM[109,363]: -1
T13905: P185' := P185 + 4
IM[109,185]: 4
T13905: P751' := P751 - 1
IM[109,408]: -1
T13905: P193' := P193 - 6
IM[109,184]: -6
T13905: P242' := P242 + 1
IM[109,216]: 1
T13905: P65' := P65 + 1
IM[109,336]: 1
T13905: P295' := P295 - 2
IM[109,258]: -2
T13905: P586' := P586 + 2
IM[109,379]: 2
T13905: P472' := P472 - 1
IM[109,334]: -1
P472 --> T13904 : 1
Pre[110,334]: 1
P19 --> T13904 : 1
Pre[110,449]: 1
P295 --> T13904 : 1
Pre[110,258]: 1
P193 --> T13904 : 7
Pre[110,184]: 7
P751 --> T13904 : 1
Pre[110,408]: 1
T13904: P472' := P472 - 1
IM[110,334]: -1
T13904: P586' := P586 + 1
IM[110,379]: 1
T13904: P19' := P19 - 1
IM[110,449]: -1
T13904: P242' := P242 + 1
IM[110,216]: 1
T13904: P295' := P295 - 1
IM[110,258]: -1
T13904: P721' := P721 + 3
IM[110,192]: 3
T13904: P193' := P193 - 7
IM[110,184]: -7
T13904: P751' := P751 - 1
IM[110,408]: -1
T13904: P706' := P706 + 1
IM[110,362]: 1
P193 --> T13903 : 6
Pre[111,184]: 6
P751 --> T13903 : 1
Pre[111,408]: 1
P190 --> T13903 : 1
Pre[111,363]: 1
P648 --> T13903 : 1
Pre[111,327]: 1
P5 --> T13903 : 1
Pre[111,384]: 1
P133 --> T13903 : 1
Pre[111,307]: 1
T13903: P67' := P67 + 1
IM[111,414]: 1
T13903: P193' := P193 - 6
IM[111,184]: -6
T13903: P568' := P568 + 1
IM[111,385]: 1
T13903: P751' := P751 - 1
IM[111,408]: -1
T13903: P668' := P668 + 1
IM[111,447]: 1
T13903: P340' := P340 + 1
IM[111,461]: 1
T13903: P190' := P190 - 1
IM[111,363]: -1
T13903: P648' := P648 - 1
IM[111,327]: -1
T13903: P5' := P5 - 1
IM[111,384]: -1
T13903: P133' := P133 - 1
IM[111,307]: -1
T13903: P185' := P185 + 4
IM[111,185]: 4
P459 --> T13902 : 1
Pre[112,510]: 1
P538 --> T13902 : 1
Pre[112,690]: 1
P332 --> T13902 : 1
Pre[112,511]: 1
T13902: P7' := P7 + 1
IM[112,639]: 1
T13902: P538' := P538 - 1
IM[112,690]: -1
T13902: P493' := P493 + 1
IM[112,566]: 1
P648 --> T13901 : 1
Pre[113,327]: 1
P295 --> T13901 : 1
Pre[113,258]: 1
P190 --> T13901 : 2
Pre[113,363]: 2
P5 --> T13901 : 1
Pre[113,384]: 1
P193 --> T13901 : 6
Pre[113,184]: 6
T13901: P648' := P648 - 1
IM[113,327]: -1
T13901: P214' := P214 + 1
IM[113,432]: 1
T13901: P295' := P295 - 1
IM[113,258]: -1
T13901: P568' := P568 + 1
IM[113,385]: 1
T13901: P190' := P190 - 2
IM[113,363]: -2
T13901: P5' := P5 - 1
IM[113,384]: -1
T13901: P340' := P340 + 2
IM[113,461]: 2
T13901: P185' := P185 + 4
IM[113,185]: 4
T13901: P193' := P193 - 6
IM[113,184]: -6
P19 --> T13900 : 1
Pre[114,449]: 1
P295 --> T13900 : 1
Pre[114,258]: 1
P751 --> T13900 : 1
Pre[114,408]: 1
P190 --> T13900 : 1
Pre[114,363]: 1
P193 --> T13900 : 6
Pre[114,184]: 6
P211 --> T13900 : 1
Pre[114,335]: 1
T13900: P185' := P185 + 4
IM[114,185]: 4
T13900: P19' := P19 - 1
IM[114,449]: -1
T13900: P295' := P295 - 1
IM[114,258]: -1
T13900: P692' := P692 + 1
IM[114,287]: 1
T13900: P798' := P798 + 1
IM[114,301]: 1
T13900: P751' := P751 - 1
IM[114,408]: -1
T13900: P190' := P190 - 1
IM[114,363]: -1
T13900: P581' := P581 + 1
IM[114,477]: 1
T13900: P328' := P328 + 1
IM[114,425]: 1
T13900: P193' := P193 - 6
IM[114,184]: -6
T13900: P211' := P211 - 1
IM[114,335]: -1
P16 --> T13899 : 1
Pre[115,215]: 1
P295 --> T13899 : 1
Pre[115,258]: 1
P648 --> T13899 : 1
Pre[115,327]: 1
P193 --> T13899 : 6
Pre[115,184]: 6
P190 --> T13899 : 1
Pre[115,363]: 1
P751 --> T13899 : 1
Pre[115,408]: 1
T13899: P16' := P16 - 1
IM[115,215]: -1
T13899: P677' := P677 + 1
IM[115,409]: 1
T13899: P555' := P555 + 1
IM[115,368]: 1
T13899: P295' := P295 - 1
IM[115,258]: -1
T13899: P648' := P648 - 1
IM[115,327]: -1
T13899: P185' := P185 + 4
IM[115,185]: 4
T13899: P193' := P193 - 6
IM[115,184]: -6
T13899: P570' := P570 + 1
IM[115,296]: 1
T13899: P190' := P190 - 1
IM[115,363]: -1
T13899: P751' := P751 - 1
IM[115,408]: -1
T13899: P257' := P257 + 1
IM[115,236]: 1
P306 --> T13898 : 1
Pre[116,407]: 1
P193 --> T13898 : 6
Pre[116,184]: 6
P133 --> T13898 : 1
Pre[116,307]: 1
P751 --> T13898 : 1
Pre[116,408]: 1
P190 --> T13898 : 2
Pre[116,363]: 2
T13898: P249' := P249 + 2
IM[116,381]: 2
T13898: P185' := P185 + 4
IM[116,185]: 4
T13898: P306' := P306 - 1
IM[116,407]: -1
T13898: P193' := P193 - 6
IM[116,184]: -6
T13898: P591' := P591 + 1
IM[116,202]: 1
T13898: P133' := P133 - 1
IM[116,307]: -1
T13898: P751' := P751 - 1
IM[116,408]: -1
T13898: P190' := P190 - 2
IM[116,363]: -2
T13898: P761' := P761 + 1
IM[116,456]: 1
P190 --> T13897 : 1
Pre[117,363]: 1
P193 --> T13897 : 6
Pre[117,184]: 6
P16 --> T13897 : 1
Pre[117,215]: 1
P295 --> T13897 : 2
Pre[117,258]: 2
P19 --> T13897 : 1
Pre[117,449]: 1
T13897: P185' := P185 + 4
IM[117,185]: 4
T13897: P190' := P190 - 1
IM[117,363]: -1
T13897: P193' := P193 - 6
IM[117,184]: -6
T13897: P16' := P16 - 1
IM[117,215]: -1
T13897: P295' := P295 - 2
IM[117,258]: -2
T13897: P257' := P257 + 2
IM[117,236]: 2
T13897: P322' := P322 + 1
IM[117,416]: 1
T13897: P19' := P19 - 1
IM[117,449]: -1
T13897: P555' := P555 + 1
IM[117,368]: 1
P710 --> T13896 : 1
Pre[118,172]: 1
P190 --> T13896 : 1
Pre[118,363]: 1
P133 --> T13896 : 2
Pre[118,307]: 2
P295 --> T13896 : 1
Pre[118,258]: 1
P193 --> T13896 : 6
Pre[118,184]: 6
T13896: P710' := P710 - 1
IM[118,172]: -1
T13896: P190' := P190 - 1
IM[118,363]: -1
T13896: P137' := P137 + 2
IM[118,280]: 2
T13896: P133' := P133 - 2
IM[118,307]: -2
T13896: P355' := P355 + 1
IM[118,319]: 1
T13896: P295' := P295 - 1
IM[118,258]: -1
T13896: P408' := P408 + 1
IM[118,420]: 1
T13896: P193' := P193 - 6
IM[118,184]: -6
T13896: P185' := P185 + 4
IM[118,185]: 4
P710 --> T13895 : 1
Pre[119,172]: 1
P190 --> T13895 : 1
Pre[119,363]: 1
P133 --> T13895 : 1
Pre[119,307]: 1
P193 --> T13895 : 6
Pre[119,184]: 6
P295 --> T13895 : 2
Pre[119,258]: 2
T13895: P710' := P710 - 1
IM[119,172]: -1
T13895: P190' := P190 - 1
IM[119,363]: -1
T13895: P133' := P133 - 1
IM[119,307]: -1
T13895: P355' := P355 + 2
IM[119,319]: 2
T13895: P185' := P185 + 4
IM[119,185]: 4
T13895: P193' := P193 - 6
IM[119,184]: -6
T13895: P408' := P408 + 1
IM[119,420]: 1
T13895: P295' := P295 - 2
IM[119,258]: -2
T13895: P137' := P137 + 1
IM[119,280]: 1
P20 --> T13894 : 1
Pre[120,0]: 1
P427 --> T13894 : 1
Pre[120,322]: 1
T13894: P786' := P786 + 1
IM[120,30]: 1
T13894: P590' := P590 + 1
IM[120,330]: 1
T13894: P20' := P20 - 1
IM[120,0]: -1
T13894: P427' := P427 - 1
IM[120,322]: -1
P567 --> T13893 : 1
Pre[121,243]: 1
P133 --> T13893 : 1
Pre[121,307]: 1
P648 --> T13893 : 1
Pre[121,327]: 1
P751 --> T13893 : 1
Pre[121,408]: 1
P19 --> T13893 : 1
Pre[121,449]: 1
P193 --> T13893 : 6
Pre[121,184]: 6
T13893: P240' := P240 + 1
IM[121,358]: 1
T13893: P567' := P567 - 1
IM[121,243]: -1
T13893: P185' := P185 + 4
IM[121,185]: 4
T13893: P133' := P133 - 1
IM[121,307]: -1
T13893: P37' := P37 + 1
IM[121,219]: 1
T13893: P648' := P648 - 1
IM[121,327]: -1
T13893: P352' := P352 + 1
IM[121,331]: 1
T13893: P530' := P530 + 1
IM[121,435]: 1
T13893: P751' := P751 - 1
IM[121,408]: -1
T13893: P19' := P19 - 1
IM[121,449]: -1
T13893: P193' := P193 - 6
IM[121,184]: -6
P133 --> T13892 : 1
Pre[122,307]: 1
P306 --> T13892 : 1
Pre[122,407]: 1
P295 --> T13892 : 2
Pre[122,258]: 2
P193 --> T13892 : 6
Pre[122,184]: 6
P648 --> T13892 : 1
Pre[122,327]: 1
T13892: P345' := P345 + 2
IM[122,415]: 2
T13892: P133' := P133 - 1
IM[122,307]: -1
T13892: P306' := P306 - 1
IM[122,407]: -1
T13892: P667' := P667 + 1
IM[122,440]: 1
T13892: P591' := P591 + 1
IM[122,202]: 1
T13892: P185' := P185 + 4
IM[122,185]: 4
T13892: P295' := P295 - 2
IM[122,258]: -2
T13892: P193' := P193 - 6
IM[122,184]: -6
T13892: P648' := P648 - 1
IM[122,327]: -1
P190 --> T13891 : 1
Pre[123,363]: 1
P295 --> T13891 : 1
Pre[123,258]: 1
P193 --> T13891 : 7
Pre[123,184]: 7
P648 --> T13891 : 1
Pre[123,327]: 1
P567 --> T13891 : 1
Pre[123,243]: 1
T13891: P190' := P190 - 1
IM[123,363]: -1
T13891: P79' := P79 + 1
IM[123,218]: 1
T13891: P295' := P295 - 1
IM[123,258]: -1
T13891: P193' := P193 - 7
IM[123,184]: -7
T13891: P648' := P648 - 1
IM[123,327]: -1
T13891: P721' := P721 + 3
IM[123,192]: 3
T13891: P584' := P584 + 1
IM[123,437]: 1
T13891: P240' := P240 + 1
IM[123,358]: 1
T13891: P567' := P567 - 1
IM[123,243]: -1
P133 --> T13890 : 2
Pre[124,307]: 2
P306 --> T13890 : 1
Pre[124,407]: 1
P648 --> T13890 : 1
Pre[124,327]: 1
P751 --> T13890 : 1
Pre[124,408]: 1
P193 --> T13890 : 6
Pre[124,184]: 6
T13890: P667' := P667 + 1
IM[124,440]: 1
T13890: P133' := P133 - 2
IM[124,307]: -2
T13890: P761' := P761 + 1
IM[124,456]: 1
T13890: P306' := P306 - 1
IM[124,407]: -1
T13890: P591' := P591 + 2
IM[124,202]: 2
T13890: P648' := P648 - 1
IM[124,327]: -1
T13890: P185' := P185 + 4
IM[124,185]: 4
T13890: P751' := P751 - 1
IM[124,408]: -1
T13890: P193' := P193 - 6
IM[124,184]: -6
P648 --> T13889 : 1
Pre[125,327]: 1
P190 --> T13889 : 1
Pre[125,363]: 1
P751 --> T13889 : 1
Pre[125,408]: 1
P295 --> T13889 : 1
Pre[125,258]: 1
P5 --> T13889 : 1
Pre[125,384]: 1
P193 --> T13889 : 6
Pre[125,184]: 6
T13889: P568' := P568 + 1
IM[125,385]: 1
T13889: P648' := P648 - 1
IM[125,327]: -1
T13889: P190' := P190 - 1
IM[125,363]: -1
T13889: P751' := P751 - 1
IM[125,408]: -1
T13889: P214' := P214 + 1
IM[125,432]: 1
T13889: P295' := P295 - 1
IM[125,258]: -1
T13889: P340' := P340 + 1
IM[125,461]: 1
T13889: P185' := P185 + 4
IM[125,185]: 4
T13889: P5' := P5 - 1
IM[125,384]: -1
T13889: P67' := P67 + 1
IM[125,414]: 1
T13889: P193' := P193 - 6
IM[125,184]: -6
P751 --> T13888 : 1
Pre[126,408]: 1
P190 --> T13888 : 1
Pre[126,363]: 1
P193 --> T13888 : 6
Pre[126,184]: 6
P648 --> T13888 : 1
Pre[126,327]: 1
P295 --> T13888 : 1
Pre[126,258]: 1
P567 --> T13888 : 1
Pre[126,243]: 1
T13888: P751' := P751 - 1
IM[126,408]: -1
T13888: P190' := P190 - 1
IM[126,363]: -1
T13888: P193' := P193 - 6
IM[126,184]: -6
T13888: P79' := P79 + 1
IM[126,218]: 1
T13888: P530' := P530 + 1
IM[126,435]: 1
T13888: P648' := P648 - 1
IM[126,327]: -1
T13888: P584' := P584 + 1
IM[126,437]: 1
T13888: P240' := P240 + 1
IM[126,358]: 1
T13888: P295' := P295 - 1
IM[126,258]: -1
T13888: P567' := P567 - 1
IM[126,243]: -1
T13888: P185' := P185 + 4
IM[126,185]: 4
P667 --> T13887 : 1
Pre[127,440]: 1
P20 --> T13887 : 1
Pre[127,0]: 1
T13887: P667' := P667 - 1
IM[127,440]: -1
T13887: P20' := P20 - 1
IM[127,0]: -1
T13887: P786' := P786 + 1
IM[127,30]: 1
T13887: P674' := P674 + 1
IM[127,454]: 1
P193 --> T13886 : 6
Pre[128,184]: 6
P710 --> T13886 : 1
Pre[128,172]: 1
P133 --> T13886 : 2
Pre[128,307]: 2
P19 --> T13886 : 2
Pre[128,449]: 2
T13886: P193' := P193 - 6
IM[128,184]: -6
T13886: P137' := P137 + 2
IM[128,280]: 2
T13886: P710' := P710 - 1
IM[128,172]: -1
T13886: P215' := P215 + 2
IM[128,365]: 2
T13886: P185' := P185 + 4
IM[128,185]: 4
T13886: P133' := P133 - 2
IM[128,307]: -2
T13886: P19' := P19 - 2
IM[128,449]: -2
P751 --> T13885 : 1
Pre[129,408]: 1
P193 --> T13885 : 6
Pre[129,184]: 6
P295 --> T13885 : 1
Pre[129,258]: 1
P190 --> T13885 : 1
Pre[129,363]: 1
P306 --> T13885 : 1
Pre[129,407]: 1
P19 --> T13885 : 1
Pre[129,449]: 1
T13885: P751' := P751 - 1
IM[129,408]: -1
T13885: P193' := P193 - 6
IM[129,184]: -6
T13885: P761' := P761 + 1
IM[129,456]: 1
T13885: P295' := P295 - 1
IM[129,258]: -1
T13885: P480' := P480 + 1
IM[129,418]: 1
T13885: P190' := P190 - 1
IM[129,363]: -1
T13885: P306' := P306 - 1
IM[129,407]: -1
T13885: P185' := P185 + 4
IM[129,185]: 4
T13885: P249' := P249 + 1
IM[129,381]: 1
T13885: P19' := P19 - 1
IM[129,449]: -1
T13885: P345' := P345 + 1
IM[129,415]: 1
P193 --> T13884 : 6
Pre[130,184]: 6
P190 --> T13884 : 1
Pre[130,363]: 1
P133 --> T13884 : 2
Pre[130,307]: 2
P751 --> T13884 : 1
Pre[130,408]: 1
P472 --> T13884 : 1
Pre[130,334]: 1
T13884: P193' := P193 - 6
IM[130,184]: -6
T13884: P242' := P242 + 1
IM[130,216]: 1
T13884: P190' := P190 - 1
IM[130,363]: -1
T13884: P65' := P65 + 1
IM[130,336]: 1
T13884: P133' := P133 - 2
IM[130,307]: -2
T13884: P457' := P457 + 2
IM[130,347]: 2
T13884: P185' := P185 + 4
IM[130,185]: 4
T13884: P751' := P751 - 1
IM[130,408]: -1
T13884: P472' := P472 - 1
IM[130,334]: -1
P133 --> T13883 : 2
Pre[131,307]: 2
P190 --> T13883 : 2
Pre[131,363]: 2
P472 --> T13883 : 1
Pre[131,334]: 1
P193 --> T13883 : 6
Pre[131,184]: 6
T13883: P457' := P457 + 2
IM[131,347]: 2
T13883: P133' := P133 - 2
IM[131,307]: -2
T13883: P65' := P65 + 2
IM[131,336]: 2
T13883: P190' := P190 - 2
IM[131,363]: -2
T13883: P472' := P472 - 1
IM[131,334]: -1
T13883: P185' := P185 + 4
IM[131,185]: 4
T13883: P193' := P193 - 6
IM[131,184]: -6
P679 --> T13882 : 1
Pre[132,173]: 1
P786 --> T13882 : 1
Pre[132,30]: 1
T13882: P679' := P679 - 1
IM[132,173]: -1
T13882: P786' := P786 - 1
IM[132,30]: -1
T13882: P20' := P20 + 1
IM[132,0]: 1
T13882: P370' := P370 + 1
IM[132,128]: 1
P19 --> T13881 : 1
Pre[133,449]: 1
P190 --> T13881 : 1
Pre[133,363]: 1
P295 --> T13881 : 2
Pre[133,258]: 2
P193 --> T13881 : 6
Pre[133,184]: 6
P306 --> T13881 : 1
Pre[133,407]: 1
T13881: P249' := P249 + 1
IM[133,381]: 1
T13881: P185' := P185 + 4
IM[133,185]: 4
T13881: P19' := P19 - 1
IM[133,449]: -1
T13881: P345' := P345 + 2
IM[133,415]: 2
T13881: P190' := P190 - 1
IM[133,363]: -1
T13881: P295' := P295 - 2
IM[133,258]: -2
T13881: P193' := P193 - 6
IM[133,184]: -6
T13881: P480' := P480 + 1
IM[133,418]: 1
T13881: P306' := P306 - 1
IM[133,407]: -1
P567 --> T13880 : 1
Pre[134,243]: 1
P295 --> T13880 : 1
Pre[134,258]: 1
P19 --> T13880 : 1
Pre[134,449]: 1
P648 --> T13880 : 2
Pre[134,327]: 2
P193 --> T13880 : 6
Pre[134,184]: 6
T13880: P567' := P567 - 1
IM[134,243]: -1
T13880: P37' := P37 + 1
IM[134,219]: 1
T13880: P295' := P295 - 1
IM[134,258]: -1
T13880: P185' := P185 + 4
IM[134,185]: 4
T13880: P79' := P79 + 1
IM[134,218]: 1
T13880: P19' := P19 - 1
IM[134,449]: -1
T13880: P240' := P240 + 2
IM[134,358]: 2
T13880: P648' := P648 - 2
IM[134,327]: -2
T13880: P193' := P193 - 6
IM[134,184]: -6
P295 --> T13879 : 1
Pre[135,258]: 1
P19 --> T13879 : 2
Pre[135,449]: 2
P193 --> T13879 : 6
Pre[135,184]: 6
P5 --> T13879 : 1
Pre[135,384]: 1
P648 --> T13879 : 1
Pre[135,327]: 1
T13879: P295' := P295 - 1
IM[135,258]: -1
T13879: P19' := P19 - 2
IM[135,449]: -2
T13879: P214' := P214 + 1
IM[135,432]: 1
T13879: P568' := P568 + 1
IM[135,385]: 1
T13879: P193' := P193 - 6
IM[135,184]: -6
T13879: P5' := P5 - 1
IM[135,384]: -1
T13879: P552' := P552 + 2
IM[135,442]: 2
T13879: P648' := P648 - 1
IM[135,327]: -1
T13879: P185' := P185 + 4
IM[135,185]: 4
P295 --> T13878 : 2
Pre[136,258]: 2
P133 --> T13878 : 1
Pre[136,307]: 1
P19 --> T13878 : 1
Pre[136,449]: 1
P710 --> T13878 : 1
Pre[136,172]: 1
P193 --> T13878 : 6
Pre[136,184]: 6
T13878: P295' := P295 - 2
IM[136,258]: -2
T13878: P137' := P137 + 1
IM[136,280]: 1
T13878: P215' := P215 + 1
IM[136,365]: 1
T13878: P133' := P133 - 1
IM[136,307]: -1
T13878: P19' := P19 - 1
IM[136,449]: -1
T13878: P355' := P355 + 2
IM[136,319]: 2
T13878: P185' := P185 + 4
IM[136,185]: 4
T13878: P710' := P710 - 1
IM[136,172]: -1
T13878: P193' := P193 - 6
IM[136,184]: -6
P546 --> T13877 : 1
Pre[137,423]: 1
T13877: P546' := P546 - 1
IM[137,423]: -1
T13877: P116' := P116 + 1
IM[137,422]: 1
P193 --> T13876 : 8
Pre[138,184]: 8
P306 --> T13876 : 1
Pre[138,407]: 1
P190 --> T13876 : 1
Pre[138,363]: 1
P19 --> T13876 : 1
Pre[138,449]: 1
T13876: P193' := P193 - 8
IM[138,184]: -8
T13876: P52' := P52 + 2
IM[138,174]: 2
T13876: P306' := P306 - 1
IM[138,407]: -1
T13876: P190' := P190 - 1
IM[138,363]: -1
T13876: P19' := P19 - 1
IM[138,449]: -1
T13876: P249' := P249 + 1
IM[138,381]: 1
T13876: P480' := P480 + 1
IM[138,418]: 1
P295 --> T13875 : 2
Pre[139,258]: 2
P5 --> T13875 : 1
Pre[139,384]: 1
P648 --> T13875 : 1
Pre[139,327]: 1
P193 --> T13875 : 7
Pre[139,184]: 7
T13875: P295' := P295 - 2
IM[139,258]: -2
T13875: P214' := P214 + 2
IM[139,432]: 2
T13875: P5' := P5 - 1
IM[139,384]: -1
T13875: P648' := P648 - 1
IM[139,327]: -1
T13875: P568' := P568 + 1
IM[139,385]: 1
T13875: P193' := P193 - 7
IM[139,184]: -7
T13875: P721' := P721 + 3
IM[139,192]: 3
P190 --> T13874 : 2
Pre[140,363]: 2
P5 --> T13874 : 1
Pre[140,384]: 1
P193 --> T13874 : 6
Pre[140,184]: 6
P133 --> T13874 : 1
Pre[140,307]: 1
P19 --> T13874 : 1
Pre[140,449]: 1
T13874: P340' := P340 + 2
IM[140,461]: 2
T13874: P185' := P185 + 4
IM[140,185]: 4
T13874: P190' := P190 - 2
IM[140,363]: -2
T13874: P552' := P552 + 1
IM[140,442]: 1
T13874: P5' := P5 - 1
IM[140,384]: -1
T13874: P193' := P193 - 6
IM[140,184]: -6
T13874: P668' := P668 + 1
IM[140,447]: 1
T13874: P133' := P133 - 1
IM[140,307]: -1
T13874: P19' := P19 - 1
IM[140,449]: -1
P190 --> T13873 : 1
Pre[141,363]: 1
P295 --> T13873 : 1
Pre[141,258]: 1
P193 --> T13873 : 6
Pre[141,184]: 6
P19 --> T13873 : 1
Pre[141,449]: 1
P751 --> T13873 : 1
Pre[141,408]: 1
P472 --> T13873 : 1
Pre[141,334]: 1
T13873: P190' := P190 - 1
IM[141,363]: -1
T13873: P295' := P295 - 1
IM[141,258]: -1
T13873: P586' := P586 + 1
IM[141,379]: 1
T13873: P193' := P193 - 6
IM[141,184]: -6
T13873: P19' := P19 - 1
IM[141,449]: -1
T13873: P242' := P242 + 1
IM[141,216]: 1
T13873: P65' := P65 + 1
IM[141,336]: 1
T13873: P706' := P706 + 1
IM[141,362]: 1
T13873: P185' := P185 + 4
IM[141,185]: 4
T13873: P751' := P751 - 1
IM[141,408]: -1
T13873: P472' := P472 - 1
IM[141,334]: -1
P193 --> T13872 : 7
Pre[142,184]: 7
P710 --> T13872 : 1
Pre[142,172]: 1
P295 --> T13872 : 1
Pre[142,258]: 1
P190 --> T13872 : 1
Pre[142,363]: 1
P19 --> T13872 : 1
Pre[142,449]: 1
T13872: P355' := P355 + 1
IM[142,319]: 1
T13872: P193' := P193 - 7
IM[142,184]: -7
T13872: P721' := P721 + 3
IM[142,192]: 3
T13872: P710' := P710 - 1
IM[142,172]: -1
T13872: P295' := P295 - 1
IM[142,258]: -1
T13872: P215' := P215 + 1
IM[142,365]: 1
T13872: P408' := P408 + 1
IM[142,420]: 1
T13872: P190' := P190 - 1
IM[142,363]: -1
T13872: P19' := P19 - 1
IM[142,449]: -1
P648 --> T13871 : 1
Pre[143,327]: 1
P133 --> T13871 : 1
Pre[143,307]: 1
P190 --> T13871 : 1
Pre[143,363]: 1
P640 --> T13871 : 1
Pre[143,355]: 1
P193 --> T13871 : 6
Pre[143,184]: 6
P295 --> T13871 : 1
Pre[143,258]: 1
T13871: P685' := P685 + 1
IM[143,403]: 1
T13871: P648' := P648 - 1
IM[143,327]: -1
T13871: P326' := P326 + 1
IM[143,346]: 1
T13871: P185' := P185 + 4
IM[143,185]: 4
T13871: P133' := P133 - 1
IM[143,307]: -1
T13871: P227' := P227 + 1
IM[143,344]: 1
T13871: P190' := P190 - 1
IM[143,363]: -1
T13871: P640' := P640 - 1
IM[143,355]: -1
T13871: P193' := P193 - 6
IM[143,184]: -6
T13871: P295' := P295 - 1
IM[143,258]: -1
T13871: P53' := P53 + 1
IM[143,224]: 1
P472 --> T13870 : 1
Pre[144,334]: 1
P751 --> T13870 : 1
Pre[144,408]: 1
P648 --> T13870 : 1
Pre[144,327]: 1
P133 --> T13870 : 1
Pre[144,307]: 1
P193 --> T13870 : 7
Pre[144,184]: 7
T13870: P465' := P465 + 1
IM[144,389]: 1
T13870: P472' := P472 - 1
IM[144,334]: -1
T13870: P721' := P721 + 3
IM[144,192]: 3
T13870: P751' := P751 - 1
IM[144,408]: -1
T13870: P648' := P648 - 1
IM[144,327]: -1
T13870: P242' := P242 + 1
IM[144,216]: 1
T13870: P133' := P133 - 1
IM[144,307]: -1
T13870: P193' := P193 - 7
IM[144,184]: -7
T13870: P457' := P457 + 1
IM[144,347]: 1
P648 --> T13869 : 1
Pre[145,327]: 1
P193 --> T13869 : 6
Pre[145,184]: 6
P5 --> T13869 : 1
Pre[145,384]: 1
P190 --> T13869 : 1
Pre[145,363]: 1
P751 --> T13869 : 2
Pre[145,408]: 2
T13869: P340' := P340 + 1
IM[145,461]: 1
T13869: P185' := P185 + 4
IM[145,185]: 4
T13869: P648' := P648 - 1
IM[145,327]: -1
T13869: P193' := P193 - 6
IM[145,184]: -6
T13869: P5' := P5 - 1
IM[145,384]: -1
T13869: P190' := P190 - 1
IM[145,363]: -1
T13869: P67' := P67 + 2
IM[145,414]: 2
T13869: P568' := P568 + 1
IM[145,385]: 1
T13869: P751' := P751 - 2
IM[145,408]: -2
P19 --> T13868 : 1
Pre[146,449]: 1
P193 --> T13868 : 6
Pre[146,184]: 6
P648 --> T13868 : 1
Pre[146,327]: 1
P5 --> T13868 : 1
Pre[146,384]: 1
P133 --> T13868 : 2
Pre[146,307]: 2
T13868: P568' := P568 + 1
IM[146,385]: 1
T13868: P19' := P19 - 1
IM[146,449]: -1
T13868: P193' := P193 - 6
IM[146,184]: -6
T13868: P648' := P648 - 1
IM[146,327]: -1
T13868: P185' := P185 + 4
IM[146,185]: 4
T13868: P5' := P5 - 1
IM[146,384]: -1
T13868: P668' := P668 + 2
IM[146,447]: 2
T13868: P133' := P133 - 2
IM[146,307]: -2
T13868: P552' := P552 + 1
IM[146,442]: 1
P190 --> T13867 : 1
Pre[147,363]: 1
P648 --> T13867 : 1
Pre[147,327]: 1
P751 --> T13867 : 1
Pre[147,408]: 1
P133 --> T13867 : 1
Pre[147,307]: 1
P193 --> T13867 : 6
Pre[147,184]: 6
P567 --> T13867 : 1
Pre[147,243]: 1
T13867: P190' := P190 - 1
IM[147,363]: -1
T13867: P648' := P648 - 1
IM[147,327]: -1
T13867: P530' := P530 + 1
IM[147,435]: 1
T13867: P352' := P352 + 1
IM[147,331]: 1
T13867: P240' := P240 + 1
IM[147,358]: 1
T13867: P751' := P751 - 1
IM[147,408]: -1
T13867: P584' := P584 + 1
IM[147,437]: 1
T13867: P133' := P133 - 1
IM[147,307]: -1
T13867: P193' := P193 - 6
IM[147,184]: -6
T13867: P185' := P185 + 4
IM[147,185]: 4
T13867: P567' := P567 - 1
IM[147,243]: -1
P193 --> T13866 : 6
Pre[148,184]: 6
P710 --> T13866 : 1
Pre[148,172]: 1
P295 --> T13866 : 1
Pre[148,258]: 1
P133 --> T13866 : 1
Pre[148,307]: 1
P190 --> T13866 : 2
Pre[148,363]: 2
T13866: P137' := P137 + 1
IM[148,280]: 1
T13866: P193' := P193 - 6
IM[148,184]: -6
T13866: P710' := P710 - 1
IM[148,172]: -1
T13866: P355' := P355 + 1
IM[148,319]: 1
T13866: P295' := P295 - 1
IM[148,258]: -1
T13866: P185' := P185 + 4
IM[148,185]: 4
T13866: P133' := P133 - 1
IM[148,307]: -1
T13866: P408' := P408 + 2
IM[148,420]: 2
T13866: P190' := P190 - 2
IM[148,363]: -2
P295 --> T13865 : 2
Pre[149,258]: 2
P193 --> T13865 : 6
Pre[149,184]: 6
P306 --> T13865 : 1
Pre[149,407]: 1
P133 --> T13865 : 1
Pre[149,307]: 1
P648 --> T13865 : 1
Pre[149,327]: 1
T13865: P295' := P295 - 2
IM[149,258]: -2
T13865: P667' := P667 + 1
IM[149,440]: 1
T13865: P193' := P193 - 6
IM[149,184]: -6
T13865: P591' := P591 + 1
IM[149,202]: 1
T13865: P306' := P306 - 1
IM[149,407]: -1
T13865: P345' := P345 + 2
IM[149,415]: 2
T13865: P185' := P185 + 4
IM[149,185]: 4
T13865: P133' := P133 - 1
IM[149,307]: -1
T13865: P648' := P648 - 1
IM[149,327]: -1
P193 --> T13864 : 6
Pre[150,184]: 6
P19 --> T13864 : 2
Pre[150,449]: 2
P5 --> T13864 : 1
Pre[150,384]: 1
P133 --> T13864 : 1
Pre[150,307]: 1
P295 --> T13864 : 1
Pre[150,258]: 1
T13864: P193' := P193 - 6
IM[150,184]: -6
T13864: P214' := P214 + 1
IM[150,432]: 1
T13864: P185' := P185 + 4
IM[150,185]: 4
T13864: P19' := P19 - 2
IM[150,449]: -2
T13864: P668' := P668 + 1
IM[150,447]: 1
T13864: P5' := P5 - 1
IM[150,384]: -1
T13864: P552' := P552 + 2
IM[150,442]: 2
T13864: P133' := P133 - 1
IM[150,307]: -1
T13864: P295' := P295 - 1
IM[150,258]: -1
P190 --> T13863 : 1
Pre[151,363]: 1
P648 --> T13863 : 2
Pre[151,327]: 2
P710 --> T13863 : 1
Pre[151,172]: 1
P133 --> T13863 : 1
Pre[151,307]: 1
P193 --> T13863 : 6
Pre[151,184]: 6
T13863: P190' := P190 - 1
IM[151,363]: -1
T13863: P652' := P652 + 2
IM[151,393]: 2
T13863: P648' := P648 - 2
IM[151,327]: -2
T13863: P185' := P185 + 4
IM[151,185]: 4
T13863: P710' := P710 - 1
IM[151,172]: -1
T13863: P133' := P133 - 1
IM[151,307]: -1
T13863: P137' := P137 + 1
IM[151,280]: 1
T13863: P408' := P408 + 1
IM[151,420]: 1
T13863: P193' := P193 - 6
IM[151,184]: -6
P673 --> T13862 : 1
Pre[152,16]: 1
P422 --> T13862 : 1
Pre[152,58]: 1
P650 --> T13862 : 1
Pre[152,9]: 1
T13862: P673' := P673 - 1
IM[152,16]: -1
T13862: P422' := P422 - 1
IM[152,58]: -1
T13862: P528' := P528 + 1
IM[152,125]: 1
T13862: P650' := P650 - 1
IM[152,9]: -1
T13862: P299' := P299 + 1
IM[152,10]: 1
P19 --> T13861 : 2
Pre[153,449]: 2
P133 --> T13861 : 1
Pre[153,307]: 1
P295 --> T13861 : 1
Pre[153,258]: 1
P472 --> T13861 : 1
Pre[153,334]: 1
P193 --> T13861 : 6
Pre[153,184]: 6
T13861: P19' := P19 - 2
IM[153,449]: -2
T13861: P133' := P133 - 1
IM[153,307]: -1
T13861: P185' := P185 + 4
IM[153,185]: 4
T13861: P706' := P706 + 2
IM[153,362]: 2
T13861: P295' := P295 - 1
IM[153,258]: -1
T13861: P472' := P472 - 1
IM[153,334]: -1
T13861: P193' := P193 - 6
IM[153,184]: -6
T13861: P457' := P457 + 1
IM[153,347]: 1
T13861: P586' := P586 + 1
IM[153,379]: 1
P193 --> T13860 : 6
Pre[154,184]: 6
P751 --> T13860 : 2
Pre[154,408]: 2
P133 --> T13860 : 2
Pre[154,307]: 2
P567 --> T13860 : 1
Pre[154,243]: 1
T13860: P193' := P193 - 6
IM[154,184]: -6
T13860: P530' := P530 + 2
IM[154,435]: 2
T13860: P751' := P751 - 2
IM[154,408]: -2
T13860: P133' := P133 - 2
IM[154,307]: -2
T13860: P567' := P567 - 1
IM[154,243]: -1
T13860: P352' := P352 + 2
IM[154,331]: 2
T13860: P185' := P185 + 4
IM[154,185]: 4
P648 --> T13859 : 2
Pre[155,327]: 2
P193 --> T13859 : 6
Pre[155,184]: 6
P190 --> T13859 : 1
Pre[155,363]: 1
P751 --> T13859 : 1
Pre[155,408]: 1
P710 --> T13859 : 1
Pre[155,172]: 1
T13859: P648' := P648 - 2
IM[155,327]: -2
T13859: P408' := P408 + 1
IM[155,420]: 1
T13859: P193' := P193 - 6
IM[155,184]: -6
T13859: P190' := P190 - 1
IM[155,363]: -1
T13859: P185' := P185 + 4
IM[155,185]: 4
T13859: P565' := P565 + 1
IM[155,315]: 1
T13859: P652' := P652 + 2
IM[155,393]: 2
T13859: P751' := P751 - 1
IM[155,408]: -1
T13859: P710' := P710 - 1
IM[155,172]: -1
P751 --> T13858 : 2
Pre[156,408]: 2
P16 --> T13858 : 1
Pre[156,215]: 1
P193 --> T13858 : 6
Pre[156,184]: 6
P133 --> T13858 : 1
Pre[156,307]: 1
P19 --> T13858 : 1
Pre[156,449]: 1
T13858: P677' := P677 + 2
IM[156,409]: 2
T13858: P751' := P751 - 2
IM[156,408]: -2
T13858: P16' := P16 - 1
IM[156,215]: -1
T13858: P105' := P105 + 1
IM[156,293]: 1
T13858: P185' := P185 + 4
IM[156,185]: 4
T13858: P193' := P193 - 6
IM[156,184]: -6
T13858: P133' := P133 - 1
IM[156,307]: -1
T13858: P322' := P322 + 1
IM[156,416]: 1
T13858: P19' := P19 - 1
IM[156,449]: -1
P333 --> T13857 : 1
Pre[157,6]: 1
P29 --> T13857 : 1
Pre[157,11]: 1
P365 --> T13857 : 1
Pre[157,134]: 1
T13857: P333' := P333 - 1
IM[157,6]: -1
T13857: P783' := P783 + 1
IM[157,75]: 1
T13857: P29' := P29 - 1
IM[157,11]: -1
T13857: P650' := P650 + 1
IM[157,9]: 1
T13857: P365' := P365 - 1
IM[157,134]: -1
P193 --> T13856 : 6
Pre[158,184]: 6
P710 --> T13856 : 1
Pre[158,172]: 1
P190 --> T13856 : 1
Pre[158,363]: 1
P19 --> T13856 : 3
Pre[158,449]: 3
T13856: P193' := P193 - 6
IM[158,184]: -6
T13856: P710' := P710 - 1
IM[158,172]: -1
T13856: P190' := P190 - 1
IM[158,363]: -1
T13856: P19' := P19 - 3
IM[158,449]: -3
T13856: P408' := P408 + 1
IM[158,420]: 1
T13856: P215' := P215 + 3
IM[158,365]: 3
T13856: P185' := P185 + 4
IM[158,185]: 4
P295 --> T13855 : 2
Pre[159,258]: 2
P640 --> T13855 : 1
Pre[159,355]: 1
P19 --> T13855 : 1
Pre[159,449]: 1
P133 --> T13855 : 1
Pre[159,307]: 1
P193 --> T13855 : 6
Pre[159,184]: 6
T13855: P295' := P295 - 2
IM[159,258]: -2
T13855: P640' := P640 - 1
IM[159,355]: -1
T13855: P19' := P19 - 1
IM[159,449]: -1
T13855: P133' := P133 - 1
IM[159,307]: -1
T13855: P53' := P53 + 2
IM[159,224]: 2
T13855: P227' := P227 + 1
IM[159,344]: 1
T13855: P193' := P193 - 6
IM[159,184]: -6
T13855: P111' := P111 + 1
IM[159,411]: 1
T13855: P185' := P185 + 4
IM[159,185]: 4
P710 --> T13854 : 1
Pre[160,172]: 1
P648 --> T13854 : 2
Pre[160,327]: 2
P295 --> T13854 : 1
Pre[160,258]: 1
P751 --> T13854 : 1
Pre[160,408]: 1
P193 --> T13854 : 6
Pre[160,184]: 6
T13854: P652' := P652 + 2
IM[160,393]: 2
T13854: P185' := P185 + 4
IM[160,185]: 4
T13854: P710' := P710 - 1
IM[160,172]: -1
T13854: P648' := P648 - 2
IM[160,327]: -2
T13854: P565' := P565 + 1
IM[160,315]: 1
T13854: P295' := P295 - 1
IM[160,258]: -1
T13854: P751' := P751 - 1
IM[160,408]: -1
T13854: P355' := P355 + 1
IM[160,319]: 1
T13854: P193' := P193 - 6
IM[160,184]: -6
P567 --> T13853 : 1
Pre[161,243]: 1
P193 --> T13853 : 6
Pre[161,184]: 6
P751 --> T13853 : 1
Pre[161,408]: 1
P133 --> T13853 : 2
Pre[161,307]: 2
P295 --> T13853 : 1
Pre[161,258]: 1
T13853: P567' := P567 - 1
IM[161,243]: -1
T13853: P193' := P193 - 6
IM[161,184]: -6
T13853: P751' := P751 - 1
IM[161,408]: -1
T13853: P185' := P185 + 4
IM[161,185]: 4
T13853: P133' := P133 - 2
IM[161,307]: -2
T13853: P352' := P352 + 2
IM[161,331]: 2
T13853: P530' := P530 + 1
IM[161,435]: 1
T13853: P79' := P79 + 1
IM[161,218]: 1
T13853: P295' := P295 - 1
IM[161,258]: -1
P133 --> T13852 : 1
Pre[162,307]: 1
P211 --> T13852 : 1
Pre[162,335]: 1
P19 --> T13852 : 1
Pre[162,449]: 1
P295 --> T13852 : 1
Pre[162,258]: 1
P648 --> T13852 : 1
Pre[162,327]: 1
P193 --> T13852 : 6
Pre[162,184]: 6
T13852: P133' := P133 - 1
IM[162,307]: -1
T13852: P211' := P211 - 1
IM[162,335]: -1
T13852: P581' := P581 + 1
IM[162,477]: 1
T13852: P494' := P494 + 1
IM[162,265]: 1
T13852: P19' := P19 - 1
IM[162,449]: -1
T13852: P692' := P692 + 1
IM[162,287]: 1
T13852: P185' := P185 + 4
IM[162,185]: 4
T13852: P427' := P427 + 1
IM[162,322]: 1
T13852: P295' := P295 - 1
IM[162,258]: -1
T13852: P648' := P648 - 1
IM[162,327]: -1
T13852: P193' := P193 - 6
IM[162,184]: -6
P190 --> T13851 : 1
Pre[163,363]: 1
P5 --> T13851 : 1
Pre[163,384]: 1
P133 --> T13851 : 1
Pre[163,307]: 1
P19 --> T13851 : 1
Pre[163,449]: 1
P193 --> T13851 : 6
Pre[163,184]: 6
P648 --> T13851 : 1
Pre[163,327]: 1
T13851: P568' := P568 + 1
IM[163,385]: 1
T13851: P190' := P190 - 1
IM[163,363]: -1
T13851: P552' := P552 + 1
IM[163,442]: 1
T13851: P5' := P5 - 1
IM[163,384]: -1
T13851: P340' := P340 + 1
IM[163,461]: 1
T13851: P133' := P133 - 1
IM[163,307]: -1
T13851: P19' := P19 - 1
IM[163,449]: -1
T13851: P668' := P668 + 1
IM[163,447]: 1
T13851: P185' := P185 + 4
IM[163,185]: 4
T13851: P193' := P193 - 6
IM[163,184]: -6
T13851: P648' := P648 - 1
IM[163,327]: -1
P751 --> T13850 : 1
Pre[164,408]: 1
P295 --> T13850 : 2
Pre[164,258]: 2
P193 --> T13850 : 6
Pre[164,184]: 6
P5 --> T13850 : 1
Pre[164,384]: 1
P19 --> T13850 : 1
Pre[164,449]: 1
T13850: P552' := P552 + 1
IM[164,442]: 1
T13850: P751' := P751 - 1
IM[164,408]: -1
T13850: P214' := P214 + 2
IM[164,432]: 2
T13850: P185' := P185 + 4
IM[164,185]: 4
T13850: P295' := P295 - 2
IM[164,258]: -2
T13850: P193' := P193 - 6
IM[164,184]: -6
T13850: P67' := P67 + 1
IM[164,414]: 1
T13850: P5' := P5 - 1
IM[164,384]: -1
T13850: P19' := P19 - 1
IM[164,449]: -1
P190 --> T13849 : 2
Pre[165,363]: 2
P710 --> T13849 : 1
Pre[165,172]: 1
P295 --> T13849 : 2
Pre[165,258]: 2
P193 --> T13849 : 6
Pre[165,184]: 6
T13849: P190' := P190 - 2
IM[165,363]: -2
T13849: P710' := P710 - 1
IM[165,172]: -1
T13849: P355' := P355 + 2
IM[165,319]: 2
T13849: P185' := P185 + 4
IM[165,185]: 4
T13849: P408' := P408 + 2
IM[165,420]: 2
T13849: P295' := P295 - 2
IM[165,258]: -2
T13849: P193' := P193 - 6
IM[165,184]: -6
P193 --> T13848 : 7
Pre[166,184]: 7
P306 --> T13848 : 1
Pre[166,407]: 1
P19 --> T13848 : 2
Pre[166,449]: 2
P133 --> T13848 : 1
Pre[166,307]: 1
T13848: P480' := P480 + 2
IM[166,418]: 2
T13848: P591' := P591 + 1
IM[166,202]: 1
T13848: P193' := P193 - 7
IM[166,184]: -7
T13848: P306' := P306 - 1
IM[166,407]: -1
T13848: P19' := P19 - 2
IM[166,449]: -2
T13848: P133' := P133 - 1
IM[166,307]: -1
T13848: P721' := P721 + 3
IM[166,192]: 3
P133 --> T13847 : 1
Pre[167,307]: 1
P648 --> T13847 : 2
Pre[167,327]: 2
P193 --> T13847 : 6
Pre[167,184]: 6
P16 --> T13847 : 1
Pre[167,215]: 1
P751 --> T13847 : 1
Pre[167,408]: 1
T13847: P133' := P133 - 1
IM[167,307]: -1
T13847: P648' := P648 - 2
IM[167,327]: -2
T13847: P105' := P105 + 1
IM[167,293]: 1
T13847: P193' := P193 - 6
IM[167,184]: -6
T13847: P185' := P185 + 4
IM[167,185]: 4
T13847: P677' := P677 + 1
IM[167,409]: 1
T13847: P16' := P16 - 1
IM[167,215]: -1
T13847: P751' := P751 - 1
IM[167,408]: -1
T13847: P570' := P570 + 2
IM[167,296]: 2
P332 --> T13846 : 1
Pre[168,511]: 1
P110 --> T13846 : 1
Pre[168,294]: 1
P723 --> T13846 : 1
Pre[168,512]: 1
T13846: P459' := P459 + 1
IM[168,510]: 1
T13846: P110' := P110 - 1
IM[168,294]: -1
T13846: P634' := P634 + 1
IM[168,571]: 1
T13846: P231' := P231 + 1
IM[168,520]: 1
T13846: P723' := P723 - 1
IM[168,512]: -1
P444 --> T13845 : 1
Pre[169,83]: 1
P407 --> T13845 : 1
Pre[169,48]: 1
T13845: P776' := P776 + 1
IM[169,396]: 1
T13845: P444' := P444 - 1
IM[169,83]: -1
T13845: P407' := P407 - 1
IM[169,48]: -1
T13845: P497' := P497 + 1
IM[169,20]: 1
P193 --> T13844 : 6
Pre[170,184]: 6
P648 --> T13844 : 2
Pre[170,327]: 2
P710 --> T13844 : 1
Pre[170,172]: 1
P295 --> T13844 : 1
Pre[170,258]: 1
P19 --> T13844 : 1
Pre[170,449]: 1
T13844: P193' := P193 - 6
IM[170,184]: -6
T13844: P215' := P215 + 1
IM[170,365]: 1
T13844: P355' := P355 + 1
IM[170,319]: 1
T13844: P185' := P185 + 4
IM[170,185]: 4
T13844: P648' := P648 - 2
IM[170,327]: -2
T13844: P710' := P710 - 1
IM[170,172]: -1
T13844: P652' := P652 + 2
IM[170,393]: 2
T13844: P295' := P295 - 1
IM[170,258]: -1
T13844: P19' := P19 - 1
IM[170,449]: -1
P751 --> T13843 : 1
Pre[171,408]: 1
P295 --> T13843 : 1
Pre[171,258]: 1
P19 --> T13843 : 2
Pre[171,449]: 2
P5 --> T13843 : 1
Pre[171,384]: 1
P193 --> T13843 : 6
Pre[171,184]: 6
T13843: P751' := P751 - 1
IM[171,408]: -1
T13843: P185' := P185 + 4
IM[171,185]: 4
T13843: P214' := P214 + 1
IM[171,432]: 1
T13843: P295' := P295 - 1
IM[171,258]: -1
T13843: P552' := P552 + 2
IM[171,442]: 2
T13843: P19' := P19 - 2
IM[171,449]: -2
T13843: P5' := P5 - 1
IM[171,384]: -1
T13843: P67' := P67 + 1
IM[171,414]: 1
T13843: P193' := P193 - 6
IM[171,184]: -6
P193 --> T13842 : 6
Pre[172,184]: 6
P190 --> T13842 : 1
Pre[172,363]: 1
P211 --> T13842 : 1
Pre[172,335]: 1
P648 --> T13842 : 1
Pre[172,327]: 1
P751 --> T13842 : 2
Pre[172,408]: 2
T13842: P193' := P193 - 6
IM[172,184]: -6
T13842: P190' := P190 - 1
IM[172,363]: -1
T13842: P211' := P211 - 1
IM[172,335]: -1
T13842: P328' := P328 + 2
IM[172,425]: 2
T13842: P648' := P648 - 1
IM[172,327]: -1
T13842: P427' := P427 + 1
IM[172,322]: 1
T13842: P185' := P185 + 4
IM[172,185]: 4
T13842: P751' := P751 - 2
IM[172,408]: -2
T13842: P798' := P798 + 1
IM[172,301]: 1
P190 --> T13841 : 1
Pre[173,363]: 1
P751 --> T13841 : 3
Pre[173,408]: 3
P193 --> T13841 : 6
Pre[173,184]: 6
P211 --> T13841 : 1
Pre[173,335]: 1
T13841: P190' := P190 - 1
IM[173,363]: -1
T13841: P328' := P328 + 3
IM[173,425]: 3
T13841: P751' := P751 - 3
IM[173,408]: -3
T13841: P185' := P185 + 4
IM[173,185]: 4
T13841: P193' := P193 - 6
IM[173,184]: -6
T13841: P798' := P798 + 1
IM[173,301]: 1
T13841: P211' := P211 - 1
IM[173,335]: -1
P193 --> T13840 : 6
Pre[174,184]: 6
P567 --> T13840 : 1
Pre[174,243]: 1
P19 --> T13840 : 2
Pre[174,449]: 2
P648 --> T13840 : 1
Pre[174,327]: 1
P751 --> T13840 : 1
Pre[174,408]: 1
T13840: P193' := P193 - 6
IM[174,184]: -6
T13840: P530' := P530 + 1
IM[174,435]: 1
T13840: P567' := P567 - 1
IM[174,243]: -1
T13840: P19' := P19 - 2
IM[174,449]: -2
T13840: P185' := P185 + 4
IM[174,185]: 4
T13840: P648' := P648 - 1
IM[174,327]: -1
T13840: P37' := P37 + 2
IM[174,219]: 2
T13840: P751' := P751 - 1
IM[174,408]: -1
T13840: P240' := P240 + 1
IM[174,358]: 1
P193 --> T13839 : 6
Pre[175,184]: 6
P16 --> T13839 : 1
Pre[175,215]: 1
P295 --> T13839 : 1
Pre[175,258]: 1
P19 --> T13839 : 1
Pre[175,449]: 1
P133 --> T13839 : 1
Pre[175,307]: 1
P751 --> T13839 : 1
Pre[175,408]: 1
T13839: P193' := P193 - 6
IM[175,184]: -6
T13839: P257' := P257 + 1
IM[175,236]: 1
T13839: P677' := P677 + 1
IM[175,409]: 1
T13839: P16' := P16 - 1
IM[175,215]: -1
T13839: P295' := P295 - 1
IM[175,258]: -1
T13839: P19' := P19 - 1
IM[175,449]: -1
T13839: P105' := P105 + 1
IM[175,293]: 1
T13839: P133' := P133 - 1
IM[175,307]: -1
T13839: P185' := P185 + 4
IM[175,185]: 4
T13839: P322' := P322 + 1
IM[175,416]: 1
T13839: P751' := P751 - 1
IM[175,408]: -1
P567 --> T13838 : 1
Pre[176,243]: 1
P193 --> T13838 : 6
Pre[176,184]: 6
P19 --> T13838 : 2
Pre[176,449]: 2
P190 --> T13838 : 1
Pre[176,363]: 1
P751 --> T13838 : 1
Pre[176,408]: 1
T13838: P185' := P185 + 4
IM[176,185]: 4
T13838: P567' := P567 - 1
IM[176,243]: -1
T13838: P37' := P37 + 2
IM[176,219]: 2
T13838: P193' := P193 - 6
IM[176,184]: -6
T13838: P530' := P530 + 1
IM[176,435]: 1
T13838: P19' := P19 - 2
IM[176,449]: -2
T13838: P190' := P190 - 1
IM[176,363]: -1
T13838: P584' := P584 + 1
IM[176,437]: 1
T13838: P751' := P751 - 1
IM[176,408]: -1
P751 --> T13837 : 1
Pre[177,408]: 1
P193 --> T13837 : 6
Pre[177,184]: 6
P19 --> T13837 : 1
Pre[177,449]: 1
P133 --> T13837 : 1
Pre[177,307]: 1
P190 --> T13837 : 1
Pre[177,363]: 1
P472 --> T13837 : 1
Pre[177,334]: 1
T13837: P751' := P751 - 1
IM[177,408]: -1
T13837: P65' := P65 + 1
IM[177,336]: 1
T13837: P193' := P193 - 6
IM[177,184]: -6
T13837: P19' := P19 - 1
IM[177,449]: -1
T13837: P133' := P133 - 1
IM[177,307]: -1
T13837: P706' := P706 + 1
IM[177,362]: 1
T13837: P190' := P190 - 1
IM[177,363]: -1
T13837: P457' := P457 + 1
IM[177,347]: 1
T13837: P472' := P472 - 1
IM[177,334]: -1
T13837: P242' := P242 + 1
IM[177,216]: 1
T13837: P185' := P185 + 4
IM[177,185]: 4
P16 --> T13836 : 1
Pre[178,215]: 1
P19 --> T13836 : 1
Pre[178,449]: 1
P648 --> T13836 : 2
Pre[178,327]: 2
P751 --> T13836 : 1
Pre[178,408]: 1
P193 --> T13836 : 6
Pre[178,184]: 6
T13836: P16' := P16 - 1
IM[178,215]: -1
T13836: P19' := P19 - 1
IM[178,449]: -1
T13836: P185' := P185 + 4
IM[178,185]: 4
T13836: P570' := P570 + 2
IM[178,296]: 2
T13836: P677' := P677 + 1
IM[178,409]: 1
T13836: P648' := P648 - 2
IM[178,327]: -2
T13836: P751' := P751 - 1
IM[178,408]: -1
T13836: P193' := P193 - 6
IM[178,184]: -6
T13836: P322' := P322 + 1
IM[178,416]: 1
P133 --> T13835 : 2
Pre[179,307]: 2
P751 --> T13835 : 2
Pre[179,408]: 2
P16 --> T13835 : 1
Pre[179,215]: 1
P193 --> T13835 : 6
Pre[179,184]: 6
T13835: P677' := P677 + 2
IM[179,409]: 2
T13835: P185' := P185 + 4
IM[179,185]: 4
T13835: P105' := P105 + 2
IM[179,293]: 2
T13835: P133' := P133 - 2
IM[179,307]: -2
T13835: P751' := P751 - 2
IM[179,408]: -2
T13835: P16' := P16 - 1
IM[179,215]: -1
T13835: P193' := P193 - 6
IM[179,184]: -6
P648 --> T13834 : 1
Pre[180,327]: 1
P211 --> T13834 : 1
Pre[180,335]: 1
P193 --> T13834 : 7
Pre[180,184]: 7
P133 --> T13834 : 1
Pre[180,307]: 1
P19 --> T13834 : 1
Pre[180,449]: 1
T13834: P648' := P648 - 1
IM[180,327]: -1
T13834: P211' := P211 - 1
IM[180,335]: -1
T13834: P193' := P193 - 7
IM[180,184]: -7
T13834: P581' := P581 + 1
IM[180,477]: 1
T13834: P427' := P427 + 1
IM[180,322]: 1
T13834: P133' := P133 - 1
IM[180,307]: -1
T13834: P19' := P19 - 1
IM[180,449]: -1
T13834: P494' := P494 + 1
IM[180,265]: 1
T13834: P721' := P721 + 3
IM[180,192]: 3
P211 --> T13833 : 1
Pre[181,335]: 1
P193 --> T13833 : 6
Pre[181,184]: 6
P19 --> T13833 : 2
Pre[181,449]: 2
P190 --> T13833 : 2
Pre[181,363]: 2
T13833: P211' := P211 - 1
IM[181,335]: -1
T13833: P193' := P193 - 6
IM[181,184]: -6
T13833: P798' := P798 + 2
IM[181,301]: 2
T13833: P185' := P185 + 4
IM[181,185]: 4
T13833: P581' := P581 + 2
IM[181,477]: 2
T13833: P19' := P19 - 2
IM[181,449]: -2
T13833: P190' := P190 - 2
IM[181,363]: -2
P751 --> T13832 : 1
Pre[182,408]: 1
P193 --> T13832 : 6
Pre[182,184]: 6
P295 --> T13832 : 1
Pre[182,258]: 1
P19 --> T13832 : 1
Pre[182,449]: 1
P710 --> T13832 : 1
Pre[182,172]: 1
P648 --> T13832 : 1
Pre[182,327]: 1
T13832: P652' := P652 + 1
IM[182,393]: 1
T13832: P751' := P751 - 1
IM[182,408]: -1
T13832: P193' := P193 - 6
IM[182,184]: -6
T13832: P355' := P355 + 1
IM[182,319]: 1
T13832: P295' := P295 - 1
IM[182,258]: -1
T13832: P19' := P19 - 1
IM[182,449]: -1
T13832: P710' := P710 - 1
IM[182,172]: -1
T13832: P565' := P565 + 1
IM[182,315]: 1
T13832: P215' := P215 + 1
IM[182,365]: 1
T13832: P185' := P185 + 4
IM[182,185]: 4
T13832: P648' := P648 - 1
IM[182,327]: -1
P710 --> T13831 : 1
Pre[183,172]: 1
P190 --> T13831 : 2
Pre[183,363]: 2
P193 --> T13831 : 7
Pre[183,184]: 7
P19 --> T13831 : 1
Pre[183,449]: 1
T13831: P710' := P710 - 1
IM[183,172]: -1
T13831: P721' := P721 + 3
IM[183,192]: 3
T13831: P190' := P190 - 2
IM[183,363]: -2
T13831: P408' := P408 + 2
IM[183,420]: 2
T13831: P193' := P193 - 7
IM[183,184]: -7
T13831: P19' := P19 - 1
IM[183,449]: -1
T13831: P215' := P215 + 1
IM[183,365]: 1
P640 --> T13830 : 1
Pre[184,355]: 1
P133 --> T13830 : 1
Pre[184,307]: 1
P190 --> T13830 : 2
Pre[184,363]: 2
P19 --> T13830 : 1
Pre[184,449]: 1
P193 --> T13830 : 6
Pre[184,184]: 6
T13830: P640' := P640 - 1
IM[184,355]: -1
T13830: P133' := P133 - 1
IM[184,307]: -1
T13830: P227' := P227 + 1
IM[184,344]: 1
T13830: P190' := P190 - 2
IM[184,363]: -2
T13830: P185' := P185 + 4
IM[184,185]: 4
T13830: P19' := P19 - 1
IM[184,449]: -1
T13830: P685' := P685 + 2
IM[184,403]: 2
T13830: P193' := P193 - 6
IM[184,184]: -6
T13830: P111' := P111 + 1
IM[184,411]: 1
P193 --> T13829 : 6
Pre[185,184]: 6
P133 --> T13829 : 1
Pre[185,307]: 1
P567 --> T13829 : 1
Pre[185,243]: 1
P295 --> T13829 : 1
Pre[185,258]: 1
P190 --> T13829 : 1
Pre[185,363]: 1
P751 --> T13829 : 1
Pre[185,408]: 1
T13829: P530' := P530 + 1
IM[185,435]: 1
T13829: P79' := P79 + 1
IM[185,218]: 1
T13829: P193' := P193 - 6
IM[185,184]: -6
T13829: P185' := P185 + 4
IM[185,185]: 4
T13829: P133' := P133 - 1
IM[185,307]: -1
T13829: P584' := P584 + 1
IM[185,437]: 1
T13829: P567' := P567 - 1
IM[185,243]: -1
T13829: P295' := P295 - 1
IM[185,258]: -1
T13829: P190' := P190 - 1
IM[185,363]: -1
T13829: P352' := P352 + 1
IM[185,331]: 1
T13829: P751' := P751 - 1
IM[185,408]: -1
P193 --> T13828 : 6
Pre[186,184]: 6
P19 --> T13828 : 1
Pre[186,449]: 1
P190 --> T13828 : 2
Pre[186,363]: 2
P567 --> T13828 : 1
Pre[186,243]: 1
P133 --> T13828 : 1
Pre[186,307]: 1
T13828: P193' := P193 - 6
IM[186,184]: -6
T13828: P19' := P19 - 1
IM[186,449]: -1
T13828: P185' := P185 + 4
IM[186,185]: 4
T13828: P190' := P190 - 2
IM[186,363]: -2
T13828: P584' := P584 + 2
IM[186,437]: 2
T13828: P567' := P567 - 1
IM[186,243]: -1
T13828: P37' := P37 + 1
IM[186,219]: 1
T13828: P133' := P133 - 1
IM[186,307]: -1
T13828: P352' := P352 + 1
IM[186,331]: 1
P211 --> T13827 : 1
Pre[187,335]: 1
P193 --> T13827 : 6
Pre[187,184]: 6
P751 --> T13827 : 2
Pre[187,408]: 2
P19 --> T13827 : 1
Pre[187,449]: 1
P648 --> T13827 : 1
Pre[187,327]: 1
T13827: P427' := P427 + 1
IM[187,322]: 1
T13827: P211' := P211 - 1
IM[187,335]: -1
T13827: P185' := P185 + 4
IM[187,185]: 4
T13827: P193' := P193 - 6
IM[187,184]: -6
T13827: P751' := P751 - 2
IM[187,408]: -2
T13827: P19' := P19 - 1
IM[187,449]: -1
T13827: P328' := P328 + 2
IM[187,425]: 2
T13827: P648' := P648 - 1
IM[187,327]: -1
T13827: P581' := P581 + 1
IM[187,477]: 1
P193 --> T13826 : 6
Pre[188,184]: 6
P648 --> T13826 : 1
Pre[188,327]: 1
P472 --> T13826 : 1
Pre[188,334]: 1
P295 --> T13826 : 1
Pre[188,258]: 1
P751 --> T13826 : 2
Pre[188,408]: 2
T13826: P193' := P193 - 6
IM[188,184]: -6
T13826: P648' := P648 - 1
IM[188,327]: -1
T13826: P242' := P242 + 2
IM[188,216]: 2
T13826: P472' := P472 - 1
IM[188,334]: -1
T13826: P586' := P586 + 1
IM[188,379]: 1
T13826: P185' := P185 + 4
IM[188,185]: 4
T13826: P295' := P295 - 1
IM[188,258]: -1
T13826: P751' := P751 - 2
IM[188,408]: -2
T13826: P465' := P465 + 1
IM[188,389]: 1
P280 --> T13825 : 1
Pre[189,235]: 1
P593 --> T13825 : 1
Pre[189,225]: 1
T13825: P91' := P91 + 1
IM[189,251]: 1
T13825: P280' := P280 - 1
IM[189,235]: -1
T13825: P386' := P386 + 1
IM[189,198]: 1
T13825: P593' := P593 - 1
IM[189,225]: -1
P415 --> T13824 : 10
Pre[190,509]: 10
P797 --> T13824 : 1
Pre[190,685]: 1
T13824: P447' := P447 + 1
IM[190,637]: 1
T13824: P797' := P797 - 1
IM[190,685]: -1
P648 --> T13823 : 1
Pre[191,327]: 1
P5 --> T13823 : 1
Pre[191,384]: 1
P193 --> T13823 : 7
Pre[191,184]: 7
P190 --> T13823 : 1
Pre[191,363]: 1
P19 --> T13823 : 1
Pre[191,449]: 1
T13823: P648' := P648 - 1
IM[191,327]: -1
T13823: P5' := P5 - 1
IM[191,384]: -1
T13823: P568' := P568 + 1
IM[191,385]: 1
T13823: P193' := P193 - 7
IM[191,184]: -7
T13823: P190' := P190 - 1
IM[191,363]: -1
T13823: P552' := P552 + 1
IM[191,442]: 1
T13823: P340' := P340 + 1
IM[191,461]: 1
T13823: P19' := P19 - 1
IM[191,449]: -1
T13823: P721' := P721 + 3
IM[191,192]: 3
P133 --> T13822 : 1
Pre[192,307]: 1
P710 --> T13822 : 1
Pre[192,172]: 1
P193 --> T13822 : 6
Pre[192,184]: 6
P19 --> T13822 : 3
Pre[192,449]: 3
T13822: P215' := P215 + 3
IM[192,365]: 3
T13822: P133' := P133 - 1
IM[192,307]: -1
T13822: P137' := P137 + 1
IM[192,280]: 1
T13822: P710' := P710 - 1
IM[192,172]: -1
T13822: P193' := P193 - 6
IM[192,184]: -6
T13822: P19' := P19 - 3
IM[192,449]: -3
T13822: P185' := P185 + 4
IM[192,185]: 4
P211 --> T13821 : 1
Pre[193,335]: 1
P193 --> T13821 : 6
Pre[193,184]: 6
P751 --> T13821 : 1
Pre[193,408]: 1
P133 --> T13821 : 1
Pre[193,307]: 1
P190 --> T13821 : 1
Pre[193,363]: 1
P19 --> T13821 : 1
Pre[193,449]: 1
T13821: P211' := P211 - 1
IM[193,335]: -1
T13821: P494' := P494 + 1
IM[193,265]: 1
T13821: P798' := P798 + 1
IM[193,301]: 1
T13821: P193' := P193 - 6
IM[193,184]: -6
T13821: P328' := P328 + 1
IM[193,425]: 1
T13821: P751' := P751 - 1
IM[193,408]: -1
T13821: P133' := P133 - 1
IM[193,307]: -1
T13821: P190' := P190 - 1
IM[193,363]: -1
T13821: P581' := P581 + 1
IM[193,477]: 1
T13821: P19' := P19 - 1
IM[193,449]: -1
T13821: P185' := P185 + 4
IM[193,185]: 4
P422 --> T13820 : 1
Pre[194,58]: 1
P299 --> T13820 : 1
Pre[194,10]: 1
P467 --> T13820 : 1
Pre[194,2]: 1
T13820: P333' := P333 + 1
IM[194,6]: 1
T13820: P154' := P154 + 1
IM[194,297]: 1
T13820: P422' := P422 - 1
IM[194,58]: -1
T13820: P299' := P299 - 1
IM[194,10]: -1
T13820: P467' := P467 - 1
IM[194,2]: -1
P16 --> T13819 : 1
Pre[195,215]: 1
P648 --> T13819 : 1
Pre[195,327]: 1
P19 --> T13819 : 1
Pre[195,449]: 1
P190 --> T13819 : 1
Pre[195,363]: 1
P751 --> T13819 : 1
Pre[195,408]: 1
P193 --> T13819 : 6
Pre[195,184]: 6
T13819: P555' := P555 + 1
IM[195,368]: 1
T13819: P322' := P322 + 1
IM[195,416]: 1
T13819: P16' := P16 - 1
IM[195,215]: -1
T13819: P677' := P677 + 1
IM[195,409]: 1
T13819: P648' := P648 - 1
IM[195,327]: -1
T13819: P19' := P19 - 1
IM[195,449]: -1
T13819: P190' := P190 - 1
IM[195,363]: -1
T13819: P751' := P751 - 1
IM[195,408]: -1
T13819: P193' := P193 - 6
IM[195,184]: -6
T13819: P185' := P185 + 4
IM[195,185]: 4
T13819: P570' := P570 + 1
IM[195,296]: 1
P19 --> T13818 : 1
Pre[196,449]: 1
P193 --> T13818 : 6
Pre[196,184]: 6
P648 --> T13818 : 1
Pre[196,327]: 1
P5 --> T13818 : 1
Pre[196,384]: 1
P295 --> T13818 : 2
Pre[196,258]: 2
T13818: P568' := P568 + 1
IM[196,385]: 1
T13818: P19' := P19 - 1
IM[196,449]: -1
T13818: P193' := P193 - 6
IM[196,184]: -6
T13818: P185' := P185 + 4
IM[196,185]: 4
T13818: P648' := P648 - 1
IM[196,327]: -1
T13818: P214' := P214 + 2
IM[196,432]: 2
T13818: P5' := P5 - 1
IM[196,384]: -1
T13818: P552' := P552 + 1
IM[196,442]: 1
T13818: P295' := P295 - 2
IM[196,258]: -2
P19 --> T13817 : 1
Pre[197,449]: 1
P648 --> T13817 : 1
Pre[197,327]: 1
P472 --> T13817 : 1
Pre[197,334]: 1
P193 --> T13817 : 6
Pre[197,184]: 6
P133 --> T13817 : 1
Pre[197,307]: 1
P295 --> T13817 : 1
Pre[197,258]: 1
T13817: P19' := P19 - 1
IM[197,449]: -1
T13817: P648' := P648 - 1
IM[197,327]: -1
T13817: P457' := P457 + 1
IM[197,347]: 1
T13817: P472' := P472 - 1
IM[197,334]: -1
T13817: P193' := P193 - 6
IM[197,184]: -6
T13817: P586' := P586 + 1
IM[197,379]: 1
T13817: P706' := P706 + 1
IM[197,362]: 1
T13817: P133' := P133 - 1
IM[197,307]: -1
T13817: P295' := P295 - 1
IM[197,258]: -1
T13817: P185' := P185 + 4
IM[197,185]: 4
T13817: P465' := P465 + 1
IM[197,389]: 1
P133 --> T13816 : 1
Pre[198,307]: 1
P295 --> T13816 : 1
Pre[198,258]: 1
P193 --> T13816 : 6
Pre[198,184]: 6
P648 --> T13816 : 2
Pre[198,327]: 2
P16 --> T13816 : 1
Pre[198,215]: 1
T13816: P105' := P105 + 1
IM[198,293]: 1
T13816: P133' := P133 - 1
IM[198,307]: -1
T13816: P295' := P295 - 1
IM[198,258]: -1
T13816: P193' := P193 - 6
IM[198,184]: -6
T13816: P648' := P648 - 2
IM[198,327]: -2
T13816: P185' := P185 + 4
IM[198,185]: 4
T13816: P570' := P570 + 2
IM[198,296]: 2
T13816: P257' := P257 + 1
IM[198,236]: 1
T13816: P16' := P16 - 1
IM[198,215]: -1
P295 --> T13815 : 1
Pre[199,258]: 1
P193 --> T13815 : 7
Pre[199,184]: 7
P472 --> T13815 : 1
Pre[199,334]: 1
P648 --> T13815 : 1
Pre[199,327]: 1
P751 --> T13815 : 1
Pre[199,408]: 1
T13815: P295' := P295 - 1
IM[199,258]: -1
T13815: P193' := P193 - 7
IM[199,184]: -7
T13815: P472' := P472 - 1
IM[199,334]: -1
T13815: P721' := P721 + 3
IM[199,192]: 3
T13815: P242' := P242 + 1
IM[199,216]: 1
T13815: P465' := P465 + 1
IM[199,389]: 1
T13815: P648' := P648 - 1
IM[199,327]: -1
T13815: P586' := P586 + 1
IM[199,379]: 1
T13815: P751' := P751 - 1
IM[199,408]: -1
P19 --> T13814 : 1
Pre[200,449]: 1
P190 --> T13814 : 1
Pre[200,363]: 1
P193 --> T13814 : 6
Pre[200,184]: 6
P567 --> T13814 : 1
Pre[200,243]: 1
P295 --> T13814 : 1
Pre[200,258]: 1
P751 --> T13814 : 1
Pre[200,408]: 1
T13814: P584' := P584 + 1
IM[200,437]: 1
T13814: P19' := P19 - 1
IM[200,449]: -1
T13814: P530' := P530 + 1
IM[200,435]: 1
T13814: P190' := P190 - 1
IM[200,363]: -1
T13814: P79' := P79 + 1
IM[200,218]: 1
T13814: P185' := P185 + 4
IM[200,185]: 4
T13814: P193' := P193 - 6
IM[200,184]: -6
T13814: P567' := P567 - 1
IM[200,243]: -1
T13814: P295' := P295 - 1
IM[200,258]: -1
T13814: P751' := P751 - 1
IM[200,408]: -1
T13814: P37' := P37 + 1
IM[200,219]: 1
P336 --> T13813 : 1
Pre[201,5]: 1
P759 --> T13813 : 1
Pre[201,429]: 1
T13813: P336' := P336 - 1
IM[201,5]: -1
T13813: P404' := P404 + 1
IM[201,3]: 1
T13813: P759' := P759 - 1
IM[201,429]: -1
T13813: P358' := P358 + 1
IM[201,404]: 1
T13813: P773' := P773 + 1
IM[201,7]: 1
P193 --> T13812 : 9
Pre[202,184]: 9
P295 --> T13812 : 1
Pre[202,258]: 1
P16 --> T13812 : 1
Pre[202,215]: 1
T13812: P193' := P193 - 9
IM[202,184]: -9
T13812: P295' := P295 - 1
IM[202,258]: -1
T13812: P16' := P16 - 1
IM[202,215]: -1
T13812: P47' := P47 + 1
IM[202,13]: 1
T13812: P257' := P257 + 1
IM[202,236]: 1
P19 --> T13811 : 1
Pre[203,449]: 1
P193 --> T13811 : 6
Pre[203,184]: 6
P751 --> T13811 : 2
Pre[203,408]: 2
P211 --> T13811 : 1
Pre[203,335]: 1
P133 --> T13811 : 1
Pre[203,307]: 1
T13811: P185' := P185 + 4
IM[203,185]: 4
T13811: P19' := P19 - 1
IM[203,449]: -1
T13811: P494' := P494 + 1
IM[203,265]: 1
T13811: P581' := P581 + 1
IM[203,477]: 1
T13811: P193' := P193 - 6
IM[203,184]: -6
T13811: P751' := P751 - 2
IM[203,408]: -2
T13811: P211' := P211 - 1
IM[203,335]: -1
T13811: P133' := P133 - 1
IM[203,307]: -1
T13811: P328' := P328 + 2
IM[203,425]: 2
P295 --> T13810 : 1
Pre[204,258]: 1
P472 --> T13810 : 1
Pre[204,334]: 1
P193 --> T13810 : 6
Pre[204,184]: 6
P133 --> T13810 : 1
Pre[204,307]: 1
P190 --> T13810 : 1
Pre[204,363]: 1
P751 --> T13810 : 1
Pre[204,408]: 1
T13810: P295' := P295 - 1
IM[204,258]: -1
T13810: P472' := P472 - 1
IM[204,334]: -1
T13810: P586' := P586 + 1
IM[204,379]: 1
T13810: P185' := P185 + 4
IM[204,185]: 4
T13810: P193' := P193 - 6
IM[204,184]: -6
T13810: P65' := P65 + 1
IM[204,336]: 1
T13810: P133' := P133 - 1
IM[204,307]: -1
T13810: P242' := P242 + 1
IM[204,216]: 1
T13810: P457' := P457 + 1
IM[204,347]: 1
T13810: P190' := P190 - 1
IM[204,363]: -1
T13810: P751' := P751 - 1
IM[204,408]: -1
P640 --> T13809 : 1
Pre[205,355]: 1
P19 --> T13809 : 1
Pre[205,449]: 1
P295 --> T13809 : 1
Pre[205,258]: 1
P648 --> T13809 : 1
Pre[205,327]: 1
P190 --> T13809 : 1
Pre[205,363]: 1
P193 --> T13809 : 6
Pre[205,184]: 6
T13809: P685' := P685 + 1
IM[205,403]: 1
T13809: P640' := P640 - 1
IM[205,355]: -1
T13809: P111' := P111 + 1
IM[205,411]: 1
T13809: P19' := P19 - 1
IM[205,449]: -1
T13809: P295' := P295 - 1
IM[205,258]: -1
T13809: P326' := P326 + 1
IM[205,346]: 1
T13809: P648' := P648 - 1
IM[205,327]: -1
T13809: P53' := P53 + 1
IM[205,224]: 1
T13809: P190' := P190 - 1
IM[205,363]: -1
T13809: P193' := P193 - 6
IM[205,184]: -6
T13809: P185' := P185 + 4
IM[205,185]: 4
P710 --> T13808 : 1
Pre[206,172]: 1
P190 --> T13808 : 1
Pre[206,363]: 1
P19 --> T13808 : 2
Pre[206,449]: 2
P193 --> T13808 : 6
Pre[206,184]: 6
P648 --> T13808 : 1
Pre[206,327]: 1
T13808: P408' := P408 + 1
IM[206,420]: 1
T13808: P652' := P652 + 1
IM[206,393]: 1
T13808: P185' := P185 + 4
IM[206,185]: 4
T13808: P710' := P710 - 1
IM[206,172]: -1
T13808: P190' := P190 - 1
IM[206,363]: -1
T13808: P215' := P215 + 2
IM[206,365]: 2
T13808: P19' := P19 - 2
IM[206,449]: -2
T13808: P193' := P193 - 6
IM[206,184]: -6
T13808: P648' := P648 - 1
IM[206,327]: -1
P193 --> T13807 : 8
Pre[207,184]: 8
P16 --> T13807 : 1
Pre[207,215]: 1
P19 --> T13807 : 1
Pre[207,449]: 1
P295 --> T13807 : 1
Pre[207,258]: 1
T13807: P193' := P193 - 8
IM[207,184]: -8
T13807: P16' := P16 - 1
IM[207,215]: -1
T13807: P322' := P322 + 1
IM[207,416]: 1
T13807: P19' := P19 - 1
IM[207,449]: -1
T13807: P257' := P257 + 1
IM[207,236]: 1
T13807: P295' := P295 - 1
IM[207,258]: -1
T13807: P52' := P52 + 2
IM[207,174]: 2
P193 --> T13806 : 6
Pre[208,184]: 6
P190 --> T13806 : 1
Pre[208,363]: 1
P19 --> T13806 : 1
Pre[208,449]: 1
P640 --> T13806 : 1
Pre[208,355]: 1
P751 --> T13806 : 2
Pre[208,408]: 2
T13806: P193' := P193 - 6
IM[208,184]: -6
T13806: P185' := P185 + 4
IM[208,185]: 4
T13806: P190' := P190 - 1
IM[208,363]: -1
T13806: P462' := P462 + 2
IM[208,410]: 2
T13806: P685' := P685 + 1
IM[208,403]: 1
T13806: P111' := P111 + 1
IM[208,411]: 1
T13806: P19' := P19 - 1
IM[208,449]: -1
T13806: P640' := P640 - 1
IM[208,355]: -1
T13806: P751' := P751 - 2
IM[208,408]: -2
P190 --> T13805 : 2
Pre[209,363]: 2
P648 --> T13805 : 1
Pre[209,327]: 1
P19 --> T13805 : 1
Pre[209,449]: 1
P710 --> T13805 : 1
Pre[209,172]: 1
P193 --> T13805 : 6
Pre[209,184]: 6
T13805: P185' := P185 + 4
IM[209,185]: 4
T13805: P215' := P215 + 1
IM[209,365]: 1
T13805: P190' := P190 - 2
IM[209,363]: -2
T13805: P648' := P648 - 1
IM[209,327]: -1
T13805: P19' := P19 - 1
IM[209,449]: -1
T13805: P408' := P408 + 2
IM[209,420]: 2
T13805: P710' := P710 - 1
IM[209,172]: -1
T13805: P652' := P652 + 1
IM[209,393]: 1
T13805: P193' := P193 - 6
IM[209,184]: -6
P391 --> T13804 : 1
Pre[210,805]: 1
P543 --> T13804 : 1
Pre[210,537]: 1
T13804: P563' := P563 + 1
IM[210,806]: 1
T13804: P46' := P46 + 1
IM[210,529]: 1
T13804: P551' := P551 + 1
IM[210,513]: 1
T13804: P391' := P391 - 1
IM[210,805]: -1
T13804: P543' := P543 - 1
IM[210,537]: -1
P133 --> T13803 : 1
Pre[211,307]: 1
P193 --> T13803 : 8
Pre[211,184]: 8
P306 --> T13803 : 1
Pre[211,407]: 1
P648 --> T13803 : 1
Pre[211,327]: 1
T13803: P52' := P52 + 2
IM[211,174]: 2
T13803: P133' := P133 - 1
IM[211,307]: -1
T13803: P193' := P193 - 8
IM[211,184]: -8
T13803: P306' := P306 - 1
IM[211,407]: -1
T13803: P667' := P667 + 1
IM[211,440]: 1
T13803: P591' := P591 + 1
IM[211,202]: 1
T13803: P648' := P648 - 1
IM[211,327]: -1
P295 --> T13802 : 1
Pre[212,258]: 1
P19 --> T13802 : 2
Pre[212,449]: 2
P211 --> T13802 : 1
Pre[212,335]: 1
P648 --> T13802 : 1
Pre[212,327]: 1
P193 --> T13802 : 6
Pre[212,184]: 6
T13802: P295' := P295 - 1
IM[212,258]: -1
T13802: P692' := P692 + 1
IM[212,287]: 1
T13802: P19' := P19 - 2
IM[212,449]: -2
T13802: P211' := P211 - 1
IM[212,335]: -1
T13802: P581' := P581 + 2
IM[212,477]: 2
T13802: P648' := P648 - 1
IM[212,327]: -1
T13802: P193' := P193 - 6
IM[212,184]: -6
T13802: P185' := P185 + 4
IM[212,185]: 4
T13802: P427' := P427 + 1
IM[212,322]: 1
P19 --> T13801 : 1
Pre[213,449]: 1
P193 --> T13801 : 6
Pre[213,184]: 6
P567 --> T13801 : 1
Pre[213,243]: 1
P295 --> T13801 : 2
Pre[213,258]: 2
P751 --> T13801 : 1
Pre[213,408]: 1
T13801: P19' := P19 - 1
IM[213,449]: -1
T13801: P79' := P79 + 2
IM[213,218]: 2
T13801: P37' := P37 + 1
IM[213,219]: 1
T13801: P185' := P185 + 4
IM[213,185]: 4
T13801: P193' := P193 - 6
IM[213,184]: -6
T13801: P567' := P567 - 1
IM[213,243]: -1
T13801: P295' := P295 - 2
IM[213,258]: -2
T13801: P751' := P751 - 1
IM[213,408]: -1
T13801: P530' := P530 + 1
IM[213,435]: 1
P133 --> T13800 : 1
Pre[214,307]: 1
P567 --> T13800 : 1
Pre[214,243]: 1
P751 --> T13800 : 1
Pre[214,408]: 1
P193 --> T13800 : 6
Pre[214,184]: 6
P19 --> T13800 : 2
Pre[214,449]: 2
T13800: P133' := P133 - 1
IM[214,307]: -1
T13800: P567' := P567 - 1
IM[214,243]: -1
T13800: P37' := P37 + 2
IM[214,219]: 2
T13800: P352' := P352 + 1
IM[214,331]: 1
T13800: P751' := P751 - 1
IM[214,408]: -1
T13800: P530' := P530 + 1
IM[214,435]: 1
T13800: P193' := P193 - 6
IM[214,184]: -6
T13800: P185' := P185 + 4
IM[214,185]: 4
T13800: P19' := P19 - 2
IM[214,449]: -2
P193 --> T13799 : 6
Pre[215,184]: 6
P306 --> T13799 : 1
Pre[215,407]: 1
P295 --> T13799 : 2
Pre[215,258]: 2
P19 --> T13799 : 1
Pre[215,449]: 1
P648 --> T13799 : 1
Pre[215,327]: 1
T13799: P193' := P193 - 6
IM[215,184]: -6
T13799: P306' := P306 - 1
IM[215,407]: -1
T13799: P295' := P295 - 2
IM[215,258]: -2
T13799: P480' := P480 + 1
IM[215,418]: 1
T13799: P667' := P667 + 1
IM[215,440]: 1
T13799: P19' := P19 - 1
IM[215,449]: -1
T13799: P345' := P345 + 2
IM[215,415]: 2
T13799: P648' := P648 - 1
IM[215,327]: -1
T13799: P185' := P185 + 4
IM[215,185]: 4
P193 --> T13798 : 6
Pre[216,184]: 6
P648 --> T13798 : 1
Pre[216,327]: 1
P295 --> T13798 : 1
Pre[216,258]: 1
P751 --> T13798 : 2
Pre[216,408]: 2
P16 --> T13798 : 1
Pre[216,215]: 1
T13798: P193' := P193 - 6
IM[216,184]: -6
T13798: P648' := P648 - 1
IM[216,327]: -1
T13798: P295' := P295 - 1
IM[216,258]: -1
T13798: P751' := P751 - 2
IM[216,408]: -2
T13798: P185' := P185 + 4
IM[216,185]: 4
T13798: P570' := P570 + 1
IM[216,296]: 1
T13798: P16' := P16 - 1
IM[216,215]: -1
T13798: P677' := P677 + 2
IM[216,409]: 2
T13798: P257' := P257 + 1
IM[216,236]: 1
P133 --> T13797 : 1
Pre[217,307]: 1
P751 --> T13797 : 1
Pre[217,408]: 1
P193 --> T13797 : 6
Pre[217,184]: 6
P640 --> T13797 : 1
Pre[217,355]: 1
P190 --> T13797 : 2
Pre[217,363]: 2
T13797: P133' := P133 - 1
IM[217,307]: -1
T13797: P751' := P751 - 1
IM[217,408]: -1
T13797: P227' := P227 + 1
IM[217,344]: 1
T13797: P185' := P185 + 4
IM[217,185]: 4
T13797: P193' := P193 - 6
IM[217,184]: -6
T13797: P640' := P640 - 1
IM[217,355]: -1
T13797: P685' := P685 + 2
IM[217,403]: 2
T13797: P462' := P462 + 1
IM[217,410]: 1
T13797: P190' := P190 - 2
IM[217,363]: -2
P567 --> T13796 : 1
Pre[218,243]: 1
P751 --> T13796 : 2
Pre[218,408]: 2
P133 --> T13796 : 1
Pre[218,307]: 1
P193 --> T13796 : 6
Pre[218,184]: 6
P295 --> T13796 : 1
Pre[218,258]: 1
T13796: P352' := P352 + 1
IM[218,331]: 1
T13796: P567' := P567 - 1
IM[218,243]: -1
T13796: P751' := P751 - 2
IM[218,408]: -2
T13796: P185' := P185 + 4
IM[218,185]: 4
T13796: P530' := P530 + 2
IM[218,435]: 2
T13796: P79' := P79 + 1
IM[218,218]: 1
T13796: P133' := P133 - 1
IM[218,307]: -1
T13796: P193' := P193 - 6
IM[218,184]: -6
T13796: P295' := P295 - 1
IM[218,258]: -1
P751 --> T13795 : 2
Pre[219,408]: 2
P710 --> T13795 : 1
Pre[219,172]: 1
P295 --> T13795 : 1
Pre[219,258]: 1
P193 --> T13795 : 6
Pre[219,184]: 6
P190 --> T13795 : 1
Pre[219,363]: 1
T13795: P751' := P751 - 2
IM[219,408]: -2
T13795: P355' := P355 + 1
IM[219,319]: 1
T13795: P185' := P185 + 4
IM[219,185]: 4
T13795: P710' := P710 - 1
IM[219,172]: -1
T13795: P408' := P408 + 1
IM[219,420]: 1
T13795: P295' := P295 - 1
IM[219,258]: -1
T13795: P193' := P193 - 6
IM[219,184]: -6
T13795: P565' := P565 + 2
IM[219,315]: 2
T13795: P190' := P190 - 1
IM[219,363]: -1
P648 --> T13794 : 1
Pre[220,327]: 1
P19 --> T13794 : 1
Pre[220,449]: 1
P567 --> T13794 : 1
Pre[220,243]: 1
P193 --> T13794 : 6
Pre[220,184]: 6
P295 --> T13794 : 2
Pre[220,258]: 2
T13794: P648' := P648 - 1
IM[220,327]: -1
T13794: P37' := P37 + 1
IM[220,219]: 1
T13794: P19' := P19 - 1
IM[220,449]: -1
T13794: P240' := P240 + 1
IM[220,358]: 1
T13794: P567' := P567 - 1
IM[220,243]: -1
T13794: P185' := P185 + 4
IM[220,185]: 4
T13794: P193' := P193 - 6
IM[220,184]: -6
T13794: P295' := P295 - 2
IM[220,258]: -2
T13794: P79' := P79 + 2
IM[220,218]: 2
P193 --> T13793 : 7
Pre[221,184]: 7
P190 --> T13793 : 1
Pre[221,363]: 1
P648 --> T13793 : 1
Pre[221,327]: 1
P640 --> T13793 : 1
Pre[221,355]: 1
P133 --> T13793 : 1
Pre[221,307]: 1
T13793: P193' := P193 - 7
IM[221,184]: -7
T13793: P721' := P721 + 3
IM[221,192]: 3
T13793: P190' := P190 - 1
IM[221,363]: -1
T13793: P648' := P648 - 1
IM[221,327]: -1
T13793: P227' := P227 + 1
IM[221,344]: 1
T13793: P640' := P640 - 1
IM[221,355]: -1
T13793: P326' := P326 + 1
IM[221,346]: 1
T13793: P133' := P133 - 1
IM[221,307]: -1
T13793: P685' := P685 + 1
IM[221,403]: 1
P295 --> T13792 : 1
Pre[222,258]: 1
P190 --> T13792 : 2
Pre[222,363]: 2
P710 --> T13792 : 1
Pre[222,172]: 1
P133 --> T13792 : 1
Pre[222,307]: 1
P193 --> T13792 : 6
Pre[222,184]: 6
T13792: P295' := P295 - 1
IM[222,258]: -1
T13792: P137' := P137 + 1
IM[222,280]: 1
T13792: P185' := P185 + 4
IM[222,185]: 4
T13792: P190' := P190 - 2
IM[222,363]: -2
T13792: P710' := P710 - 1
IM[222,172]: -1
T13792: P133' := P133 - 1
IM[222,307]: -1
T13792: P193' := P193 - 6
IM[222,184]: -6
T13792: P355' := P355 + 1
IM[222,319]: 1
T13792: P408' := P408 + 2
IM[222,420]: 2
P295 --> T13791 : 1
Pre[223,258]: 1
P193 --> T13791 : 6
Pre[223,184]: 6
P5 --> T13791 : 1
Pre[223,384]: 1
P133 --> T13791 : 1
Pre[223,307]: 1
P751 --> T13791 : 2
Pre[223,408]: 2
T13791: P185' := P185 + 4
IM[223,185]: 4
T13791: P295' := P295 - 1
IM[223,258]: -1
T13791: P193' := P193 - 6
IM[223,184]: -6
T13791: P5' := P5 - 1
IM[223,384]: -1
T13791: P214' := P214 + 1
IM[223,432]: 1
T13791: P133' := P133 - 1
IM[223,307]: -1
T13791: P751' := P751 - 2
IM[223,408]: -2
T13791: P67' := P67 + 2
IM[223,414]: 2
T13791: P668' := P668 + 1
IM[223,447]: 1
P133 --> T13790 : 1
Pre[224,307]: 1
P5 --> T13790 : 1
Pre[224,384]: 1
P648 --> T13790 : 1
Pre[224,327]: 1
P193 --> T13790 : 7
Pre[224,184]: 7
P751 --> T13790 : 1
Pre[224,408]: 1
T13790: P67' := P67 + 1
IM[224,414]: 1
T13790: P721' := P721 + 3
IM[224,192]: 3
T13790: P568' := P568 + 1
IM[224,385]: 1
T13790: P133' := P133 - 1
IM[224,307]: -1
T13790: P5' := P5 - 1
IM[224,384]: -1
T13790: P648' := P648 - 1
IM[224,327]: -1
T13790: P193' := P193 - 7
IM[224,184]: -7
T13790: P751' := P751 - 1
IM[224,408]: -1
T13790: P668' := P668 + 1
IM[224,447]: 1
P5 --> T13789 : 1
Pre[225,384]: 1
P133 --> T13789 : 2
Pre[225,307]: 2
P193 --> T13789 : 6
Pre[225,184]: 6
P648 --> T13789 : 1
Pre[225,327]: 1
P190 --> T13789 : 1
Pre[225,363]: 1
T13789: P5' := P5 - 1
IM[225,384]: -1
T13789: P185' := P185 + 4
IM[225,185]: 4
T13789: P133' := P133 - 2
IM[225,307]: -2
T13789: P568' := P568 + 1
IM[225,385]: 1
T13789: P193' := P193 - 6
IM[225,184]: -6
T13789: P668' := P668 + 2
IM[225,447]: 2
T13789: P340' := P340 + 1
IM[225,461]: 1
T13789: P648' := P648 - 1
IM[225,327]: -1
T13789: P190' := P190 - 1
IM[225,363]: -1
P193 --> T13788 : 6
Pre[226,184]: 6
P19 --> T13788 : 1
Pre[226,449]: 1
P190 --> T13788 : 2
Pre[226,363]: 2
P5 --> T13788 : 1
Pre[226,384]: 1
P295 --> T13788 : 1
Pre[226,258]: 1
T13788: P193' := P193 - 6
IM[226,184]: -6
T13788: P185' := P185 + 4
IM[226,185]: 4
T13788: P552' := P552 + 1
IM[226,442]: 1
T13788: P19' := P19 - 1
IM[226,449]: -1
T13788: P340' := P340 + 2
IM[226,461]: 2
T13788: P190' := P190 - 2
IM[226,363]: -2
T13788: P5' := P5 - 1
IM[226,384]: -1
T13788: P214' := P214 + 1
IM[226,432]: 1
T13788: P295' := P295 - 1
IM[226,258]: -1
P193 --> T13787 : 6
Pre[227,184]: 6
P710 --> T13787 : 1
Pre[227,172]: 1
P751 --> T13787 : 1
Pre[227,408]: 1
P295 --> T13787 : 1
Pre[227,258]: 1
P190 --> T13787 : 2
Pre[227,363]: 2
T13787: P355' := P355 + 1
IM[227,319]: 1
T13787: P193' := P193 - 6
IM[227,184]: -6
T13787: P710' := P710 - 1
IM[227,172]: -1
T13787: P751' := P751 - 1
IM[227,408]: -1
T13787: P295' := P295 - 1
IM[227,258]: -1
T13787: P565' := P565 + 1
IM[227,315]: 1
T13787: P190' := P190 - 2
IM[227,363]: -2
T13787: P408' := P408 + 2
IM[227,420]: 2
T13787: P185' := P185 + 4
IM[227,185]: 4
P190 --> T13786 : 1
Pre[228,363]: 1
P193 --> T13786 : 6
Pre[228,184]: 6
P19 --> T13786 : 1
Pre[228,449]: 1
P567 --> T13786 : 1
Pre[228,243]: 1
P648 --> T13786 : 2
Pre[228,327]: 2
T13786: P190' := P190 - 1
IM[228,363]: -1
T13786: P185' := P185 + 4
IM[228,185]: 4
T13786: P193' := P193 - 6
IM[228,184]: -6
T13786: P584' := P584 + 1
IM[228,437]: 1
T13786: P19' := P19 - 1
IM[228,449]: -1
T13786: P567' := P567 - 1
IM[228,243]: -1
T13786: P240' := P240 + 2
IM[228,358]: 2
T13786: P648' := P648 - 2
IM[228,327]: -2
T13786: P37' := P37 + 1
IM[228,219]: 1
P640 --> T13785 : 1
Pre[229,355]: 1
P133 --> T13785 : 1
Pre[229,307]: 1
P190 --> T13785 : 1
Pre[229,363]: 1
P648 --> T13785 : 2
Pre[229,327]: 2
P193 --> T13785 : 6
Pre[229,184]: 6
T13785: P640' := P640 - 1
IM[229,355]: -1
T13785: P685' := P685 + 1
IM[229,403]: 1
T13785: P227' := P227 + 1
IM[229,344]: 1
T13785: P133' := P133 - 1
IM[229,307]: -1
T13785: P326' := P326 + 2
IM[229,346]: 2
T13785: P190' := P190 - 1
IM[229,363]: -1
T13785: P185' := P185 + 4
IM[229,185]: 4
T13785: P648' := P648 - 2
IM[229,327]: -2
T13785: P193' := P193 - 6
IM[229,184]: -6
P19 --> T13784 : 2
Pre[230,449]: 2
P133 --> T13784 : 1
Pre[230,307]: 1
P472 --> T13784 : 1
Pre[230,334]: 1
P193 --> T13784 : 6
Pre[230,184]: 6
P751 --> T13784 : 1
Pre[230,408]: 1
T13784: P185' := P185 + 4
IM[230,185]: 4
T13784: P19' := P19 - 2
IM[230,449]: -2
T13784: P133' := P133 - 1
IM[230,307]: -1
T13784: P242' := P242 + 1
IM[230,216]: 1
T13784: P472' := P472 - 1
IM[230,334]: -1
T13784: P193' := P193 - 6
IM[230,184]: -6
T13784: P751' := P751 - 1
IM[230,408]: -1
T13784: P706' := P706 + 2
IM[230,362]: 2
T13784: P457' := P457 + 1
IM[230,347]: 1
P472 --> T13783 : 1
Pre[231,334]: 1
P751 --> T13783 : 1
Pre[231,408]: 1
P193 --> T13783 : 6
Pre[231,184]: 6
P190 --> T13783 : 1
Pre[231,363]: 1
P19 --> T13783 : 2
Pre[231,449]: 2
T13783: P472' := P472 - 1
IM[231,334]: -1
T13783: P751' := P751 - 1
IM[231,408]: -1
T13783: P193' := P193 - 6
IM[231,184]: -6
T13783: P706' := P706 + 2
IM[231,362]: 2
T13783: P65' := P65 + 1
IM[231,336]: 1
T13783: P190' := P190 - 1
IM[231,363]: -1
T13783: P242' := P242 + 1
IM[231,216]: 1
T13783: P185' := P185 + 4
IM[231,185]: 4
T13783: P19' := P19 - 2
IM[231,449]: -2
P295 --> T13782 : 3
Pre[232,258]: 3
P751 --> T13782 : 1
Pre[232,408]: 1
P193 --> T13782 : 6
Pre[232,184]: 6
P306 --> T13782 : 1
Pre[232,407]: 1
T13782: P295' := P295 - 3
IM[232,258]: -3
T13782: P751' := P751 - 1
IM[232,408]: -1
T13782: P193' := P193 - 6
IM[232,184]: -6
T13782: P761' := P761 + 1
IM[232,456]: 1
T13782: P345' := P345 + 3
IM[232,415]: 3
T13782: P306' := P306 - 1
IM[232,407]: -1
T13782: P185' := P185 + 4
IM[232,185]: 4
P133 --> T13781 : 1
Pre[233,307]: 1
P190 --> T13781 : 1
Pre[233,363]: 1
P567 --> T13781 : 1
Pre[233,243]: 1
P19 --> T13781 : 1
Pre[233,449]: 1
P193 --> T13781 : 7
Pre[233,184]: 7
T13781: P133' := P133 - 1
IM[233,307]: -1
T13781: P190' := P190 - 1
IM[233,363]: -1
T13781: P567' := P567 - 1
IM[233,243]: -1
T13781: P352' := P352 + 1
IM[233,331]: 1
T13781: P721' := P721 + 3
IM[233,192]: 3
T13781: P19' := P19 - 1
IM[233,449]: -1
T13781: P584' := P584 + 1
IM[233,437]: 1
T13781: P37' := P37 + 1
IM[233,219]: 1
T13781: P193' := P193 - 7
IM[233,184]: -7
P648 --> T13780 : 1
Pre[234,327]: 1
P5 --> T13780 : 1
Pre[234,384]: 1
P193 --> T13780 : 6
Pre[234,184]: 6
P19 --> T13780 : 1
Pre[234,449]: 1
P751 --> T13780 : 2
Pre[234,408]: 2
T13780: P568' := P568 + 1
IM[234,385]: 1
T13780: P185' := P185 + 4
IM[234,185]: 4
T13780: P648' := P648 - 1
IM[234,327]: -1
T13780: P5' := P5 - 1
IM[234,384]: -1
T13780: P552' := P552 + 1
IM[234,442]: 1
T13780: P193' := P193 - 6
IM[234,184]: -6
T13780: P19' := P19 - 1
IM[234,449]: -1
T13780: P67' := P67 + 2
IM[234,414]: 2
T13780: P751' := P751 - 2
IM[234,408]: -2
P648 --> T13779 : 1
Pre[235,327]: 1
P211 --> T13779 : 1
Pre[235,335]: 1
P19 --> T13779 : 1
Pre[235,449]: 1
P751 --> T13779 : 1
Pre[235,408]: 1
P133 --> T13779 : 1
Pre[235,307]: 1
P193 --> T13779 : 6
Pre[235,184]: 6
T13779: P648' := P648 - 1
IM[235,327]: -1
T13779: P328' := P328 + 1
IM[235,425]: 1
T13779: P427' := P427 + 1
IM[235,322]: 1
T13779: P211' := P211 - 1
IM[235,335]: -1
T13779: P19' := P19 - 1
IM[235,449]: -1
T13779: P751' := P751 - 1
IM[235,408]: -1
T13779: P494' := P494 + 1
IM[235,265]: 1
T13779: P133' := P133 - 1
IM[235,307]: -1
T13779: P185' := P185 + 4
IM[235,185]: 4
T13779: P581' := P581 + 1
IM[235,477]: 1
T13779: P193' := P193 - 6
IM[235,184]: -6
P190 --> T13778 : 1
Pre[236,363]: 1
P306 --> T13778 : 1
Pre[236,407]: 1
P295 --> T13778 : 1
Pre[236,258]: 1
P193 --> T13778 : 6
Pre[236,184]: 6
P19 --> T13778 : 1
Pre[236,449]: 1
P133 --> T13778 : 1
Pre[236,307]: 1
T13778: P190' := P190 - 1
IM[236,363]: -1
T13778: P185' := P185 + 4
IM[236,185]: 4
T13778: P306' := P306 - 1
IM[236,407]: -1
T13778: P295' := P295 - 1
IM[236,258]: -1
T13778: P193' := P193 - 6
IM[236,184]: -6
T13778: P345' := P345 + 1
IM[236,415]: 1
T13778: P480' := P480 + 1
IM[236,418]: 1
T13778: P591' := P591 + 1
IM[236,202]: 1
T13778: P249' := P249 + 1
IM[236,381]: 1
T13778: P19' := P19 - 1
IM[236,449]: -1
T13778: P133' := P133 - 1
IM[236,307]: -1
P193 --> T13777 : 6
Pre[237,184]: 6
P751 --> T13777 : 1
Pre[237,408]: 1
P190 --> T13777 : 3
Pre[237,363]: 3
P640 --> T13777 : 1
Pre[237,355]: 1
T13777: P193' := P193 - 6
IM[237,184]: -6
T13777: P751' := P751 - 1
IM[237,408]: -1
T13777: P190' := P190 - 3
IM[237,363]: -3
T13777: P685' := P685 + 3
IM[237,403]: 3
T13777: P462' := P462 + 1
IM[237,410]: 1
T13777: P185' := P185 + 4
IM[237,185]: 4
T13777: P640' := P640 - 1
IM[237,355]: -1
P190 --> T13776 : 1
Pre[238,363]: 1
P193 --> T13776 : 6
Pre[238,184]: 6
P640 --> T13776 : 1
Pre[238,355]: 1
P295 --> T13776 : 1
Pre[238,258]: 1
P751 --> T13776 : 2
Pre[238,408]: 2
T13776: P190' := P190 - 1
IM[238,363]: -1
T13776: P185' := P185 + 4
IM[238,185]: 4
T13776: P193' := P193 - 6
IM[238,184]: -6
T13776: P640' := P640 - 1
IM[238,355]: -1
T13776: P53' := P53 + 1
IM[238,224]: 1
T13776: P295' := P295 - 1
IM[238,258]: -1
T13776: P462' := P462 + 2
IM[238,410]: 2
T13776: P751' := P751 - 2
IM[238,408]: -2
T13776: P685' := P685 + 1
IM[238,403]: 1
P19 --> T13775 : 1
Pre[239,449]: 1
P133 --> T13775 : 1
Pre[239,307]: 1
P710 --> T13775 : 1
Pre[239,172]: 1
P295 --> T13775 : 1
Pre[239,258]: 1
P193 --> T13775 : 7
Pre[239,184]: 7
T13775: P19' := P19 - 1
IM[239,449]: -1
T13775: P215' := P215 + 1
IM[239,365]: 1
T13775: P721' := P721 + 3
IM[239,192]: 3
T13775: P133' := P133 - 1
IM[239,307]: -1
T13775: P710' := P710 - 1
IM[239,172]: -1
T13775: P295' := P295 - 1
IM[239,258]: -1
T13775: P355' := P355 + 1
IM[239,319]: 1
T13775: P193' := P193 - 7
IM[239,184]: -7
T13775: P137' := P137 + 1
IM[239,280]: 1
P193 --> T13774 : 7
Pre[240,184]: 7
P648 --> T13774 : 1
Pre[240,327]: 1
P19 --> T13774 : 1
Pre[240,449]: 1
P640 --> T13774 : 1
Pre[240,355]: 1
P751 --> T13774 : 1
Pre[240,408]: 1
T13774: P111' := P111 + 1
IM[240,411]: 1
T13774: P721' := P721 + 3
IM[240,192]: 3
T13774: P193' := P193 - 7
IM[240,184]: -7
T13774: P326' := P326 + 1
IM[240,346]: 1
T13774: P648' := P648 - 1
IM[240,327]: -1
T13774: P19' := P19 - 1
IM[240,449]: -1
T13774: P640' := P640 - 1
IM[240,355]: -1
T13774: P751' := P751 - 1
IM[240,408]: -1
T13774: P462' := P462 + 1
IM[240,410]: 1
P751 --> T13773 : 1
Pre[241,408]: 1
P710 --> T13773 : 1
Pre[241,172]: 1
P19 --> T13773 : 1
Pre[241,449]: 1
P193 --> T13773 : 8
Pre[241,184]: 8
T13773: P565' := P565 + 1
IM[241,315]: 1
T13773: P751' := P751 - 1
IM[241,408]: -1
T13773: P52' := P52 + 2
IM[241,174]: 2
T13773: P710' := P710 - 1
IM[241,172]: -1
T13773: P19' := P19 - 1
IM[241,449]: -1
T13773: P215' := P215 + 1
IM[241,365]: 1
T13773: P193' := P193 - 8
IM[241,184]: -8
P19 --> T13772 : 1
Pre[242,449]: 1
P295 --> T13772 : 1
Pre[242,258]: 1
P190 --> T13772 : 1
Pre[242,363]: 1
P193 --> T13772 : 6
Pre[242,184]: 6
P648 --> T13772 : 1
Pre[242,327]: 1
P5 --> T13772 : 1
Pre[242,384]: 1
T13772: P19' := P19 - 1
IM[242,449]: -1
T13772: P295' := P295 - 1
IM[242,258]: -1
T13772: P340' := P340 + 1
IM[242,461]: 1
T13772: P190' := P190 - 1
IM[242,363]: -1
T13772: P568' := P568 + 1
IM[242,385]: 1
T13772: P214' := P214 + 1
IM[242,432]: 1
T13772: P185' := P185 + 4
IM[242,185]: 4
T13772: P193' := P193 - 6
IM[242,184]: -6
T13772: P552' := P552 + 1
IM[242,442]: 1
T13772: P648' := P648 - 1
IM[242,327]: -1
T13772: P5' := P5 - 1
IM[242,384]: -1
P19 --> T13771 : 1
Pre[243,449]: 1
P567 --> T13771 : 1
Pre[243,243]: 1
P751 --> T13771 : 1
Pre[243,408]: 1
P193 --> T13771 : 7
Pre[243,184]: 7
P190 --> T13771 : 1
Pre[243,363]: 1
T13771: P721' := P721 + 3
IM[243,192]: 3
T13771: P19' := P19 - 1
IM[243,449]: -1
T13771: P530' := P530 + 1
IM[243,435]: 1
T13771: P567' := P567 - 1
IM[243,243]: -1
T13771: P37' := P37 + 1
IM[243,219]: 1
T13771: P751' := P751 - 1
IM[243,408]: -1
T13771: P193' := P193 - 7
IM[243,184]: -7
T13771: P584' := P584 + 1
IM[243,437]: 1
T13771: P190' := P190 - 1
IM[243,363]: -1
P193 --> T13770 : 6
Pre[244,184]: 6
P648 --> T13770 : 1
Pre[244,327]: 1
P19 --> T13770 : 1
Pre[244,449]: 1
P16 --> T13770 : 1
Pre[244,215]: 1
P295 --> T13770 : 1
Pre[244,258]: 1
P751 --> T13770 : 1
Pre[244,408]: 1
T13770: P570' := P570 + 1
IM[244,296]: 1
T13770: P677' := P677 + 1
IM[244,409]: 1
T13770: P193' := P193 - 6
IM[244,184]: -6
T13770: P257' := P257 + 1
IM[244,236]: 1
T13770: P648' := P648 - 1
IM[244,327]: -1
T13770: P19' := P19 - 1
IM[244,449]: -1
T13770: P185' := P185 + 4
IM[244,185]: 4
T13770: P16' := P16 - 1
IM[244,215]: -1
T13770: P295' := P295 - 1
IM[244,258]: -1
T13770: P322' := P322 + 1
IM[244,416]: 1
T13770: P751' := P751 - 1
IM[244,408]: -1
P190 --> T13769 : 1
Pre[245,363]: 1
P295 --> T13769 : 1
Pre[245,258]: 1
P19 --> T13769 : 1
Pre[245,449]: 1
P193 --> T13769 : 6
Pre[245,184]: 6
P472 --> T13769 : 1
Pre[245,334]: 1
P133 --> T13769 : 1
Pre[245,307]: 1
T13769: P586' := P586 + 1
IM[245,379]: 1
T13769: P190' := P190 - 1
IM[245,363]: -1
T13769: P65' := P65 + 1
IM[245,336]: 1
T13769: P295' := P295 - 1
IM[245,258]: -1
T13769: P19' := P19 - 1
IM[245,449]: -1
T13769: P185' := P185 + 4
IM[245,185]: 4
T13769: P193' := P193 - 6
IM[245,184]: -6
T13769: P457' := P457 + 1
IM[245,347]: 1
T13769: P472' := P472 - 1
IM[245,334]: -1
T13769: P133' := P133 - 1
IM[245,307]: -1
T13769: P706' := P706 + 1
IM[245,362]: 1
P567 --> T13768 : 1
Pre[246,243]: 1
P648 --> T13768 : 1
Pre[246,327]: 1
P295 --> T13768 : 1
Pre[246,258]: 1
P190 --> T13768 : 1
Pre[246,363]: 1
P133 --> T13768 : 1
Pre[246,307]: 1
P193 --> T13768 : 6
Pre[246,184]: 6
T13768: P567' := P567 - 1
IM[246,243]: -1
T13768: P584' := P584 + 1
IM[246,437]: 1
T13768: P648' := P648 - 1
IM[246,327]: -1
T13768: P295' := P295 - 1
IM[246,258]: -1
T13768: P190' := P190 - 1
IM[246,363]: -1
T13768: P133' := P133 - 1
IM[246,307]: -1
T13768: P79' := P79 + 1
IM[246,218]: 1
T13768: P185' := P185 + 4
IM[246,185]: 4
T13768: P193' := P193 - 6
IM[246,184]: -6
T13768: P240' := P240 + 1
IM[246,358]: 1
T13768: P352' := P352 + 1
IM[246,331]: 1
P133 --> T13767 : 1
Pre[247,307]: 1
P190 --> T13767 : 1
Pre[247,363]: 1
P295 --> T13767 : 2
Pre[247,258]: 2
P306 --> T13767 : 1
Pre[247,407]: 1
P193 --> T13767 : 6
Pre[247,184]: 6
T13767: P133' := P133 - 1
IM[247,307]: -1
T13767: P185' := P185 + 4
IM[247,185]: 4
T13767: P345' := P345 + 2
IM[247,415]: 2
T13767: P190' := P190 - 1
IM[247,363]: -1
T13767: P295' := P295 - 2
IM[247,258]: -2
T13767: P249' := P249 + 1
IM[247,381]: 1
T13767: P306' := P306 - 1
IM[247,407]: -1
T13767: P193' := P193 - 6
IM[247,184]: -6
T13767: P591' := P591 + 1
IM[247,202]: 1
P751 --> T13766 : 1
Pre[248,408]: 1
P190 --> T13766 : 1
Pre[248,363]: 1
P640 --> T13766 : 1
Pre[248,355]: 1
P295 --> T13766 : 1
Pre[248,258]: 1
P648 --> T13766 : 1
Pre[248,327]: 1
P193 --> T13766 : 6
Pre[248,184]: 6
T13766: P326' := P326 + 1
IM[248,346]: 1
T13766: P751' := P751 - 1
IM[248,408]: -1
T13766: P53' := P53 + 1
IM[248,224]: 1
T13766: P190' := P190 - 1
IM[248,363]: -1
T13766: P640' := P640 - 1
IM[248,355]: -1
T13766: P185' := P185 + 4
IM[248,185]: 4
T13766: P462' := P462 + 1
IM[248,410]: 1
T13766: P295' := P295 - 1
IM[248,258]: -1
T13766: P685' := P685 + 1
IM[248,403]: 1
T13766: P648' := P648 - 1
IM[248,327]: -1
T13766: P193' := P193 - 6
IM[248,184]: -6
P751 --> T13765 : 1
Pre[249,408]: 1
P295 --> T13765 : 1
Pre[249,258]: 1
P193 --> T13765 : 6
Pre[249,184]: 6
P648 --> T13765 : 1
Pre[249,327]: 1
P19 --> T13765 : 1
Pre[249,449]: 1
P472 --> T13765 : 1
Pre[249,334]: 1
T13765: P751' := P751 - 1
IM[249,408]: -1
T13765: P185' := P185 + 4
IM[249,185]: 4
T13765: P295' := P295 - 1
IM[249,258]: -1
T13765: P465' := P465 + 1
IM[249,389]: 1
T13765: P242' := P242 + 1
IM[249,216]: 1
T13765: P193' := P193 - 6
IM[249,184]: -6
T13765: P648' := P648 - 1
IM[249,327]: -1
T13765: P706' := P706 + 1
IM[249,362]: 1
T13765: P19' := P19 - 1
IM[249,449]: -1
T13765: P472' := P472 - 1
IM[249,334]: -1
T13765: P586' := P586 + 1
IM[249,379]: 1
P193 --> T13764 : 6
Pre[250,184]: 6
P211 --> T13764 : 1
Pre[250,335]: 1
P295 --> T13764 : 4
Pre[250,258]: 4
T13764: P692' := P692 + 4
IM[250,287]: 4
T13764: P193' := P193 - 6
IM[250,184]: -6
T13764: P185' := P185 + 4
IM[250,185]: 4
T13764: P211' := P211 - 1
IM[250,335]: -1
T13764: P295' := P295 - 4
IM[250,258]: -4
P751 --> T13763 : 3
Pre[251,408]: 3
P16 --> T13763 : 1
Pre[251,215]: 1
P193 --> T13763 : 7
Pre[251,184]: 7
T13763: P677' := P677 + 3
IM[251,409]: 3
T13763: P751' := P751 - 3
IM[251,408]: -3
T13763: P721' := P721 + 3
IM[251,192]: 3
T13763: P16' := P16 - 1
IM[251,215]: -1
T13763: P193' := P193 - 7
IM[251,184]: -7
P640 --> T13762 : 1
Pre[252,355]: 1
P193 --> T13762 : 6
Pre[252,184]: 6
P295 --> T13762 : 2
Pre[252,258]: 2
P19 --> T13762 : 2
Pre[252,449]: 2
T13762: P640' := P640 - 1
IM[252,355]: -1
T13762: P193' := P193 - 6
IM[252,184]: -6
T13762: P53' := P53 + 2
IM[252,224]: 2
T13762: P185' := P185 + 4
IM[252,185]: 4
T13762: P295' := P295 - 2
IM[252,258]: -2
T13762: P19' := P19 - 2
IM[252,449]: -2
T13762: P111' := P111 + 2
IM[252,411]: 2
P193 --> T13761 : 6
Pre[253,184]: 6
P133 --> T13761 : 1
Pre[253,307]: 1
P472 --> T13761 : 1
Pre[253,334]: 1
P648 --> T13761 : 1
Pre[253,327]: 1
P295 --> T13761 : 1
Pre[253,258]: 1
P19 --> T13761 : 1
Pre[253,449]: 1
T13761: P193' := P193 - 6
IM[253,184]: -6
T13761: P133' := P133 - 1
IM[253,307]: -1
T13761: P457' := P457 + 1
IM[253,347]: 1
T13761: P472' := P472 - 1
IM[253,334]: -1
T13761: P648' := P648 - 1
IM[253,327]: -1
T13761: P185' := P185 + 4
IM[253,185]: 4
T13761: P586' := P586 + 1
IM[253,379]: 1
T13761: P465' := P465 + 1
IM[253,389]: 1
T13761: P706' := P706 + 1
IM[253,362]: 1
T13761: P295' := P295 - 1
IM[253,258]: -1
T13761: P19' := P19 - 1
IM[253,449]: -1
P193 --> T13760 : 6
Pre[254,184]: 6
P295 --> T13760 : 1
Pre[254,258]: 1
P16 --> T13760 : 1
Pre[254,215]: 1
P190 --> T13760 : 2
Pre[254,363]: 2
P133 --> T13760 : 1
Pre[254,307]: 1
T13760: P193' := P193 - 6
IM[254,184]: -6
T13760: P295' := P295 - 1
IM[254,258]: -1
T13760: P16' := P16 - 1
IM[254,215]: -1
T13760: P190' := P190 - 2
IM[254,363]: -2
T13760: P105' := P105 + 1
IM[254,293]: 1
T13760: P185' := P185 + 4
IM[254,185]: 4
T13760: P133' := P133 - 1
IM[254,307]: -1
T13760: P555' := P555 + 2
IM[254,368]: 2
T13760: P257' := P257 + 1
IM[254,236]: 1
P19 --> T13759 : 1
Pre[255,449]: 1
P472 --> T13759 : 1
Pre[255,334]: 1
P193 --> T13759 : 6
Pre[255,184]: 6
P751 --> T13759 : 1
Pre[255,408]: 1
P190 --> T13759 : 2
Pre[255,363]: 2
T13759: P65' := P65 + 2
IM[255,336]: 2
T13759: P19' := P19 - 1
IM[255,449]: -1
T13759: P706' := P706 + 1
IM[255,362]: 1
T13759: P472' := P472 - 1
IM[255,334]: -1
T13759: P193' := P193 - 6
IM[255,184]: -6
T13759: P751' := P751 - 1
IM[255,408]: -1
T13759: P242' := P242 + 1
IM[255,216]: 1
T13759: P185' := P185 + 4
IM[255,185]: 4
T13759: P190' := P190 - 2
IM[255,363]: -2
P295 --> T13758 : 1
Pre[256,258]: 1
P19 --> T13758 : 1
Pre[256,449]: 1
P190 --> T13758 : 1
Pre[256,363]: 1
P648 --> T13758 : 1
Pre[256,327]: 1
P5 --> T13758 : 1
Pre[256,384]: 1
P193 --> T13758 : 6
Pre[256,184]: 6
T13758: P295' := P295 - 1
IM[256,258]: -1
T13758: P340' := P340 + 1
IM[256,461]: 1
T13758: P568' := P568 + 1
IM[256,385]: 1
T13758: P214' := P214 + 1
IM[256,432]: 1
T13758: P19' := P19 - 1
IM[256,449]: -1
T13758: P190' := P190 - 1
IM[256,363]: -1
T13758: P185' := P185 + 4
IM[256,185]: 4
T13758: P648' := P648 - 1
IM[256,327]: -1
T13758: P5' := P5 - 1
IM[256,384]: -1
T13758: P552' := P552 + 1
IM[256,442]: 1
T13758: P193' := P193 - 6
IM[256,184]: -6
P306 --> T13757 : 1
Pre[257,407]: 1
P193 --> T13757 : 6
Pre[257,184]: 6
P133 --> T13757 : 1
Pre[257,307]: 1
P19 --> T13757 : 2
Pre[257,449]: 2
P648 --> T13757 : 1
Pre[257,327]: 1
T13757: P480' := P480 + 2
IM[257,418]: 2
T13757: P306' := P306 - 1
IM[257,407]: -1
T13757: P667' := P667 + 1
IM[257,440]: 1
T13757: P193' := P193 - 6
IM[257,184]: -6
T13757: P185' := P185 + 4
IM[257,185]: 4
T13757: P133' := P133 - 1
IM[257,307]: -1
T13757: P591' := P591 + 1
IM[257,202]: 1
T13757: P19' := P19 - 2
IM[257,449]: -2
T13757: P648' := P648 - 1
IM[257,327]: -1
P211 --> T13756 : 1
Pre[258,335]: 1
P193 --> T13756 : 6
Pre[258,184]: 6
P19 --> T13756 : 1
Pre[258,449]: 1
P648 --> T13756 : 3
Pre[258,327]: 3
T13756: P427' := P427 + 3
IM[258,322]: 3
T13756: P185' := P185 + 4
IM[258,185]: 4
T13756: P211' := P211 - 1
IM[258,335]: -1
T13756: P193' := P193 - 6
IM[258,184]: -6
T13756: P19' := P19 - 1
IM[258,449]: -1
T13756: P648' := P648 - 3
IM[258,327]: -3
T13756: P581' := P581 + 1
IM[258,477]: 1
P751 --> T13755 : 1
Pre[259,408]: 1
P190 --> T13755 : 1
Pre[259,363]: 1
P648 --> T13755 : 1
Pre[259,327]: 1
P16 --> T13755 : 1
Pre[259,215]: 1
P133 --> T13755 : 1
Pre[259,307]: 1
P193 --> T13755 : 6
Pre[259,184]: 6
T13755: P185' := P185 + 4
IM[259,185]: 4
T13755: P751' := P751 - 1
IM[259,408]: -1
T13755: P677' := P677 + 1
IM[259,409]: 1
T13755: P190' := P190 - 1
IM[259,363]: -1
T13755: P648' := P648 - 1
IM[259,327]: -1
T13755: P105' := P105 + 1
IM[259,293]: 1
T13755: P16' := P16 - 1
IM[259,215]: -1
T13755: P133' := P133 - 1
IM[259,307]: -1
T13755: P555' := P555 + 1
IM[259,368]: 1
T13755: P193' := P193 - 6
IM[259,184]: -6
T13755: P570' := P570 + 1
IM[259,296]: 1
P190 --> T13754 : 2
Pre[260,363]: 2
P193 --> T13754 : 6
Pre[260,184]: 6
P648 --> T13754 : 1
Pre[260,327]: 1
P19 --> T13754 : 1
Pre[260,449]: 1
P16 --> T13754 : 1
Pre[260,215]: 1
T13754: P190' := P190 - 2
IM[260,363]: -2
T13754: P570' := P570 + 1
IM[260,296]: 1
T13754: P193' := P193 - 6
IM[260,184]: -6
T13754: P648' := P648 - 1
IM[260,327]: -1
T13754: P19' := P19 - 1
IM[260,449]: -1
T13754: P555' := P555 + 2
IM[260,368]: 2
T13754: P16' := P16 - 1
IM[260,215]: -1
T13754: P322' := P322 + 1
IM[260,416]: 1
T13754: P185' := P185 + 4
IM[260,185]: 4
P133 --> T13753 : 1
Pre[261,307]: 1
P295 --> T13753 : 2
Pre[261,258]: 2
P193 --> T13753 : 6
Pre[261,184]: 6
P16 --> T13753 : 1
Pre[261,215]: 1
P19 --> T13753 : 1
Pre[261,449]: 1
T13753: P185' := P185 + 4
IM[261,185]: 4
T13753: P322' := P322 + 1
IM[261,416]: 1
T13753: P133' := P133 - 1
IM[261,307]: -1
T13753: P295' := P295 - 2
IM[261,258]: -2
T13753: P105' := P105 + 1
IM[261,293]: 1
T13753: P193' := P193 - 6
IM[261,184]: -6
T13753: P16' := P16 - 1
IM[261,215]: -1
T13753: P19' := P19 - 1
IM[261,449]: -1
T13753: P257' := P257 + 2
IM[261,236]: 2
P193 --> T13752 : 8
Pre[262,184]: 8
P567 --> T13752 : 1
Pre[262,243]: 1
P751 --> T13752 : 2
Pre[262,408]: 2
T13752: P530' := P530 + 2
IM[262,435]: 2
T13752: P52' := P52 + 2
IM[262,174]: 2
T13752: P193' := P193 - 8
IM[262,184]: -8
T13752: P567' := P567 - 1
IM[262,243]: -1
T13752: P751' := P751 - 2
IM[262,408]: -2
P640 --> T13751 : 1
Pre[263,355]: 1
P133 --> T13751 : 2
Pre[263,307]: 2
P751 --> T13751 : 1
Pre[263,408]: 1
P193 --> T13751 : 6
Pre[263,184]: 6
P295 --> T13751 : 1
Pre[263,258]: 1
T13751: P640' := P640 - 1
IM[263,355]: -1
T13751: P185' := P185 + 4
IM[263,185]: 4
T13751: P133' := P133 - 2
IM[263,307]: -2
T13751: P53' := P53 + 1
IM[263,224]: 1
T13751: P751' := P751 - 1
IM[263,408]: -1
T13751: P227' := P227 + 2
IM[263,344]: 2
T13751: P193' := P193 - 6
IM[263,184]: -6
T13751: P295' := P295 - 1
IM[263,258]: -1
T13751: P462' := P462 + 1
IM[263,410]: 1
P497 --> T13750 : 1
Pre[264,20]: 1
P565 --> T13750 : 1
Pre[264,315]: 1
T13750: P497' := P497 - 1
IM[264,20]: -1
T13750: P565' := P565 - 1
IM[264,315]: -1
T13750: P75' := P75 + 1
IM[264,49]: 1
T13750: P331' := P331 + 1
IM[264,314]: 1
P751 --> T13749 : 1
Pre[265,408]: 1
P133 --> T13749 : 1
Pre[265,307]: 1
P16 --> T13749 : 1
Pre[265,215]: 1
P193 --> T13749 : 6
Pre[265,184]: 6
P295 --> T13749 : 1
Pre[265,258]: 1
P648 --> T13749 : 1
Pre[265,327]: 1
T13749: P751' := P751 - 1
IM[265,408]: -1
T13749: P105' := P105 + 1
IM[265,293]: 1
T13749: P133' := P133 - 1
IM[265,307]: -1
T13749: P16' := P16 - 1
IM[265,215]: -1
T13749: P193' := P193 - 6
IM[265,184]: -6
T13749: P185' := P185 + 4
IM[265,185]: 4
T13749: P257' := P257 + 1
IM[265,236]: 1
T13749: P295' := P295 - 1
IM[265,258]: -1
T13749: P648' := P648 - 1
IM[265,327]: -1
T13749: P677' := P677 + 1
IM[265,409]: 1
T13749: P570' := P570 + 1
IM[265,296]: 1
P751 --> T13748 : 1
Pre[266,408]: 1
P133 --> T13748 : 1
Pre[266,307]: 1
P193 --> T13748 : 7
Pre[266,184]: 7
P648 --> T13748 : 1
Pre[266,327]: 1
P472 --> T13748 : 1
Pre[266,334]: 1
T13748: P242' := P242 + 1
IM[266,216]: 1
T13748: P751' := P751 - 1
IM[266,408]: -1
T13748: P133' := P133 - 1
IM[266,307]: -1
T13748: P465' := P465 + 1
IM[266,389]: 1
T13748: P193' := P193 - 7
IM[266,184]: -7
T13748: P648' := P648 - 1
IM[266,327]: -1
T13748: P721' := P721 + 3
IM[266,192]: 3
T13748: P457' := P457 + 1
IM[266,347]: 1
T13748: P472' := P472 - 1
IM[266,334]: -1
P105 --> T13747 : 1
Pre[267,293]: 1
P423 --> T13747 : 1
Pre[267,4]: 1
T13747: P105' := P105 - 1
IM[267,293]: -1
T13747: P423' := P423 - 1
IM[267,4]: -1
T13747: P164' := P164 + 1
IM[267,53]: 1
T13747: P339' := P339 + 1
IM[267,274]: 1
P497 --> T13746 : 1
Pre[268,20]: 1
P552 --> T13746 : 1
Pre[268,442]: 1
T13746: P497' := P497 - 1
IM[268,20]: -1
T13746: P82' := P82 + 1
IM[268,387]: 1
T13746: P552' := P552 - 1
IM[268,442]: -1
T13746: P380' := P380 + 1
IM[268,46]: 1
P295 --> T13745 : 2
Pre[269,258]: 2
P567 --> T13745 : 1
Pre[269,243]: 1
P193 --> T13745 : 7
Pre[269,184]: 7
P190 --> T13745 : 1
Pre[269,363]: 1
T13745: P295' := P295 - 2
IM[269,258]: -2
T13745: P567' := P567 - 1
IM[269,243]: -1
T13745: P79' := P79 + 2
IM[269,218]: 2
T13745: P584' := P584 + 1
IM[269,437]: 1
T13745: P193' := P193 - 7
IM[269,184]: -7
T13745: P721' := P721 + 3
IM[269,192]: 3
T13745: P190' := P190 - 1
IM[269,363]: -1
P640 --> T13744 : 1
Pre[270,355]: 1
P193 --> T13744 : 6
Pre[270,184]: 6
P295 --> T13744 : 3
Pre[270,258]: 3
P190 --> T13744 : 1
Pre[270,363]: 1
T13744: P640' := P640 - 1
IM[270,355]: -1
T13744: P185' := P185 + 4
IM[270,185]: 4
T13744: P193' := P193 - 6
IM[270,184]: -6
T13744: P295' := P295 - 3
IM[270,258]: -3
T13744: P53' := P53 + 3
IM[270,224]: 3
T13744: P190' := P190 - 1
IM[270,363]: -1
T13744: P685' := P685 + 1
IM[270,403]: 1
P640 --> T13743 : 1
Pre[271,355]: 1
P193 --> T13743 : 6
Pre[271,184]: 6
P295 --> T13743 : 1
Pre[271,258]: 1
P648 --> T13743 : 1
Pre[271,327]: 1
P190 --> T13743 : 2
Pre[271,363]: 2
T13743: P326' := P326 + 1
IM[271,346]: 1
T13743: P640' := P640 - 1
IM[271,355]: -1
T13743: P185' := P185 + 4
IM[271,185]: 4
T13743: P685' := P685 + 2
IM[271,403]: 2
T13743: P193' := P193 - 6
IM[271,184]: -6
T13743: P295' := P295 - 1
IM[271,258]: -1
T13743: P53' := P53 + 1
IM[271,224]: 1
T13743: P648' := P648 - 1
IM[271,327]: -1
T13743: P190' := P190 - 2
IM[271,363]: -2
P133 --> T13742 : 2
Pre[272,307]: 2
P19 --> T13742 : 1
Pre[272,449]: 1
P648 --> T13742 : 1
Pre[272,327]: 1
P567 --> T13742 : 1
Pre[272,243]: 1
P193 --> T13742 : 6
Pre[272,184]: 6
T13742: P185' := P185 + 4
IM[272,185]: 4
T13742: P133' := P133 - 2
IM[272,307]: -2
T13742: P37' := P37 + 1
IM[272,219]: 1
T13742: P240' := P240 + 1
IM[272,358]: 1
T13742: P19' := P19 - 1
IM[272,449]: -1
T13742: P352' := P352 + 2
IM[272,331]: 2
T13742: P648' := P648 - 1
IM[272,327]: -1
T13742: P567' := P567 - 1
IM[272,243]: -1
T13742: P193' := P193 - 6
IM[272,184]: -6
P190 --> T13741 : 2
Pre[273,363]: 2
P133 --> T13741 : 1
Pre[273,307]: 1
P211 --> T13741 : 1
Pre[273,335]: 1
P193 --> T13741 : 7
Pre[273,184]: 7
T13741: P190' := P190 - 2
IM[273,363]: -2
T13741: P133' := P133 - 1
IM[273,307]: -1
T13741: P211' := P211 - 1
IM[273,335]: -1
T13741: P193' := P193 - 7
IM[273,184]: -7
T13741: P721' := P721 + 3
IM[273,192]: 3
T13741: P494' := P494 + 1
IM[273,265]: 1
T13741: P798' := P798 + 2
IM[273,301]: 2
P133 --> T13740 : 2
Pre[274,307]: 2
P472 --> T13740 : 1
Pre[274,334]: 1
P295 --> T13740 : 1
Pre[274,258]: 1
P193 --> T13740 : 7
Pre[274,184]: 7
T13740: P457' := P457 + 2
IM[274,347]: 2
T13740: P133' := P133 - 2
IM[274,307]: -2
T13740: P586' := P586 + 1
IM[274,379]: 1
T13740: P472' := P472 - 1
IM[274,334]: -1
T13740: P721' := P721 + 3
IM[274,192]: 3
T13740: P295' := P295 - 1
IM[274,258]: -1
T13740: P193' := P193 - 7
IM[274,184]: -7
P190 --> T13739 : 2
Pre[275,363]: 2
P193 --> T13739 : 6
Pre[275,184]: 6
P567 --> T13739 : 1
Pre[275,243]: 1
P648 --> T13739 : 2
Pre[275,327]: 2
T13739: P190' := P190 - 2
IM[275,363]: -2
T13739: P240' := P240 + 2
IM[275,358]: 2
T13739: P193' := P193 - 6
IM[275,184]: -6
T13739: P185' := P185 + 4
IM[275,185]: 4
T13739: P584' := P584 + 2
IM[275,437]: 2
T13739: P567' := P567 - 1
IM[275,243]: -1
T13739: P648' := P648 - 2
IM[275,327]: -2
P472 --> T13738 : 1
Pre[276,334]: 1
P19 --> T13738 : 1
Pre[276,449]: 1
P648 --> T13738 : 3
Pre[276,327]: 3
P193 --> T13738 : 6
Pre[276,184]: 6
T13738: P706' := P706 + 1
IM[276,362]: 1
T13738: P472' := P472 - 1
IM[276,334]: -1
T13738: P19' := P19 - 1
IM[276,449]: -1
T13738: P648' := P648 - 3
IM[276,327]: -3
T13738: P465' := P465 + 3
IM[276,389]: 3
T13738: P193' := P193 - 6
IM[276,184]: -6
T13738: P185' := P185 + 4
IM[276,185]: 4
P193 --> T13737 : 6
Pre[277,184]: 6
P211 --> T13737 : 1
Pre[277,335]: 1
P133 --> T13737 : 1
Pre[277,307]: 1
P19 --> T13737 : 2
Pre[277,449]: 2
P295 --> T13737 : 1
Pre[277,258]: 1
T13737: P581' := P581 + 2
IM[277,477]: 2
T13737: P193' := P193 - 6
IM[277,184]: -6
T13737: P211' := P211 - 1
IM[277,335]: -1
T13737: P133' := P133 - 1
IM[277,307]: -1
T13737: P185' := P185 + 4
IM[277,185]: 4
T13737: P494' := P494 + 1
IM[277,265]: 1
T13737: P19' := P19 - 2
IM[277,449]: -2
T13737: P692' := P692 + 1
IM[277,287]: 1
T13737: P295' := P295 - 1
IM[277,258]: -1
P193 --> T13736 : 6
Pre[278,184]: 6
P133 --> T13736 : 3
Pre[278,307]: 3
P16 --> T13736 : 1
Pre[278,215]: 1
P648 --> T13736 : 1
Pre[278,327]: 1
T13736: P193' := P193 - 6
IM[278,184]: -6
T13736: P105' := P105 + 3
IM[278,293]: 3
T13736: P570' := P570 + 1
IM[278,296]: 1
T13736: P133' := P133 - 3
IM[278,307]: -3
T13736: P16' := P16 - 1
IM[278,215]: -1
T13736: P185' := P185 + 4
IM[278,185]: 4
T13736: P648' := P648 - 1
IM[278,327]: -1
P193 --> T13735 : 6
Pre[279,184]: 6
P648 --> T13735 : 1
Pre[279,327]: 1
P472 --> T13735 : 1
Pre[279,334]: 1
P190 --> T13735 : 1
Pre[279,363]: 1
P133 --> T13735 : 1
Pre[279,307]: 1
P19 --> T13735 : 1
Pre[279,449]: 1
T13735: P193' := P193 - 6
IM[279,184]: -6
T13735: P648' := P648 - 1
IM[279,327]: -1
T13735: P706' := P706 + 1
IM[279,362]: 1
T13735: P472' := P472 - 1
IM[279,334]: -1
T13735: P65' := P65 + 1
IM[279,336]: 1
T13735: P190' := P190 - 1
IM[279,363]: -1
T13735: P185' := P185 + 4
IM[279,185]: 4
T13735: P465' := P465 + 1
IM[279,389]: 1
T13735: P133' := P133 - 1
IM[279,307]: -1
T13735: P457' := P457 + 1
IM[279,347]: 1
T13735: P19' := P19 - 1
IM[279,449]: -1
P640 --> T13734 : 1
Pre[280,355]: 1
P751 --> T13734 : 2
Pre[280,408]: 2
P648 --> T13734 : 1
Pre[280,327]: 1
P295 --> T13734 : 1
Pre[280,258]: 1
P193 --> T13734 : 6
Pre[280,184]: 6
T13734: P640' := P640 - 1
IM[280,355]: -1
T13734: P751' := P751 - 2
IM[280,408]: -2
T13734: P326' := P326 + 1
IM[280,346]: 1
T13734: P648' := P648 - 1
IM[280,327]: -1
T13734: P295' := P295 - 1
IM[280,258]: -1
T13734: P53' := P53 + 1
IM[280,224]: 1
T13734: P462' := P462 + 2
IM[280,410]: 2
T13734: P193' := P193 - 6
IM[280,184]: -6
T13734: P185' := P185 + 4
IM[280,185]: 4
P710 --> T13733 : 1
Pre[281,172]: 1
P648 --> T13733 : 1
Pre[281,327]: 1
P193 --> T13733 : 6
Pre[281,184]: 6
P190 --> T13733 : 2
Pre[281,363]: 2
P295 --> T13733 : 1
Pre[281,258]: 1
T13733: P710' := P710 - 1
IM[281,172]: -1
T13733: P652' := P652 + 1
IM[281,393]: 1
T13733: P408' := P408 + 2
IM[281,420]: 2
T13733: P648' := P648 - 1
IM[281,327]: -1
T13733: P193' := P193 - 6
IM[281,184]: -6
T13733: P355' := P355 + 1
IM[281,319]: 1
T13733: P190' := P190 - 2
IM[281,363]: -2
T13733: P295' := P295 - 1
IM[281,258]: -1
T13733: P185' := P185 + 4
IM[281,185]: 4
P295 --> T13732 : 1
Pre[282,258]: 1
P648 --> T13732 : 1
Pre[282,327]: 1
P710 --> T13732 : 1
Pre[282,172]: 1
P193 --> T13732 : 6
Pre[282,184]: 6
P133 --> T13732 : 1
Pre[282,307]: 1
P19 --> T13732 : 1
Pre[282,449]: 1
T13732: P295' := P295 - 1
IM[282,258]: -1
T13732: P137' := P137 + 1
IM[282,280]: 1
T13732: P355' := P355 + 1
IM[282,319]: 1
T13732: P648' := P648 - 1
IM[282,327]: -1
T13732: P710' := P710 - 1
IM[282,172]: -1
T13732: P193' := P193 - 6
IM[282,184]: -6
T13732: P215' := P215 + 1
IM[282,365]: 1
T13732: P133' := P133 - 1
IM[282,307]: -1
T13732: P185' := P185 + 4
IM[282,185]: 4
T13732: P652' := P652 + 1
IM[282,393]: 1
T13732: P19' := P19 - 1
IM[282,449]: -1
P193 --> T13731 : 6
Pre[283,184]: 6
P710 --> T13731 : 1
Pre[283,172]: 1
P190 --> T13731 : 2
Pre[283,363]: 2
P648 --> T13731 : 1
Pre[283,327]: 1
P19 --> T13731 : 1
Pre[283,449]: 1
T13731: P193' := P193 - 6
IM[283,184]: -6
T13731: P215' := P215 + 1
IM[283,365]: 1
T13731: P710' := P710 - 1
IM[283,172]: -1
T13731: P185' := P185 + 4
IM[283,185]: 4
T13731: P408' := P408 + 2
IM[283,420]: 2
T13731: P190' := P190 - 2
IM[283,363]: -2
T13731: P652' := P652 + 1
IM[283,393]: 1
T13731: P648' := P648 - 1
IM[283,327]: -1
T13731: P19' := P19 - 1
IM[283,449]: -1
P30 --> T13730 : 1
Pre[284,220]: 1
P333 --> T13730 : 1
Pre[284,6]: 1
P150 --> T13730 : 1
Pre[284,97]: 1
T13730: P30' := P30 - 1
IM[284,220]: -1
T13730: P333' := P333 - 1
IM[284,6]: -1
T13730: P650' := P650 + 1
IM[284,9]: 1
T13730: P108' := P108 + 1
IM[284,291]: 1
T13730: P150' := P150 - 1
IM[284,97]: -1
P567 --> T13729 : 1
Pre[285,243]: 1
P193 --> T13729 : 6
Pre[285,184]: 6
P648 --> T13729 : 3
Pre[285,327]: 3
P133 --> T13729 : 1
Pre[285,307]: 1
T13729: P240' := P240 + 3
IM[285,358]: 3
T13729: P567' := P567 - 1
IM[285,243]: -1
T13729: P193' := P193 - 6
IM[285,184]: -6
T13729: P648' := P648 - 3
IM[285,327]: -3
T13729: P133' := P133 - 1
IM[285,307]: -1
T13729: P185' := P185 + 4
IM[285,185]: 4
T13729: P352' := P352 + 1
IM[285,331]: 1
P193 --> T13728 : 6
Pre[286,184]: 6
P16 --> T13728 : 1
Pre[286,215]: 1
P19 --> T13728 : 2
Pre[286,449]: 2
P295 --> T13728 : 1
Pre[286,258]: 1
P648 --> T13728 : 1
Pre[286,327]: 1
T13728: P193' := P193 - 6
IM[286,184]: -6
T13728: P185' := P185 + 4
IM[286,185]: 4
T13728: P16' := P16 - 1
IM[286,215]: -1
T13728: P19' := P19 - 2
IM[286,449]: -2
T13728: P295' := P295 - 1
IM[286,258]: -1
T13728: P648' := P648 - 1
IM[286,327]: -1
T13728: P570' := P570 + 1
IM[286,296]: 1
T13728: P322' := P322 + 2
IM[286,416]: 2
T13728: P257' := P257 + 1
IM[286,236]: 1
P751 --> T13727 : 2
Pre[287,408]: 2
P193 --> T13727 : 6
Pre[287,184]: 6
P211 --> T13727 : 1
Pre[287,335]: 1
P19 --> T13727 : 1
Pre[287,449]: 1
P133 --> T13727 : 1
Pre[287,307]: 1
T13727: P185' := P185 + 4
IM[287,185]: 4
T13727: P751' := P751 - 2
IM[287,408]: -2
T13727: P193' := P193 - 6
IM[287,184]: -6
T13727: P211' := P211 - 1
IM[287,335]: -1
T13727: P581' := P581 + 1
IM[287,477]: 1
T13727: P19' := P19 - 1
IM[287,449]: -1
T13727: P494' := P494 + 1
IM[287,265]: 1
T13727: P133' := P133 - 1
IM[287,307]: -1
T13727: P328' := P328 + 2
IM[287,425]: 2
P190 --> T13726 : 2
Pre[288,363]: 2
P133 --> T13726 : 1
Pre[288,307]: 1
P5 --> T13726 : 1
Pre[288,384]: 1
P193 --> T13726 : 6
Pre[288,184]: 6
P751 --> T13726 : 1
Pre[288,408]: 1
T13726: P190' := P190 - 2
IM[288,363]: -2
T13726: P133' := P133 - 1
IM[288,307]: -1
T13726: P67' := P67 + 1
IM[288,414]: 1
T13726: P185' := P185 + 4
IM[288,185]: 4
T13726: P5' := P5 - 1
IM[288,384]: -1
T13726: P193' := P193 - 6
IM[288,184]: -6
T13726: P340' := P340 + 2
IM[288,461]: 2
T13726: P668' := P668 + 1
IM[288,447]: 1
T13726: P751' := P751 - 1
IM[288,408]: -1
P190 --> T13725 : 1
Pre[289,363]: 1
P193 --> T13725 : 6
Pre[289,184]: 6
P19 --> T13725 : 2
Pre[289,449]: 2
P472 --> T13725 : 1
Pre[289,334]: 1
P133 --> T13725 : 1
Pre[289,307]: 1
T13725: P65' := P65 + 1
IM[289,336]: 1
T13725: P190' := P190 - 1
IM[289,363]: -1
T13725: P193' := P193 - 6
IM[289,184]: -6
T13725: P19' := P19 - 2
IM[289,449]: -2
T13725: P472' := P472 - 1
IM[289,334]: -1
T13725: P185' := P185 + 4
IM[289,185]: 4
T13725: P706' := P706 + 2
IM[289,362]: 2
T13725: P133' := P133 - 1
IM[289,307]: -1
T13725: P457' := P457 + 1
IM[289,347]: 1
P751 --> T13724 : 1
Pre[290,408]: 1
P193 --> T13724 : 6
Pre[290,184]: 6
P19 --> T13724 : 3
Pre[290,449]: 3
P16 --> T13724 : 1
Pre[290,215]: 1
T13724: P751' := P751 - 1
IM[290,408]: -1
T13724: P193' := P193 - 6
IM[290,184]: -6
T13724: P19' := P19 - 3
IM[290,449]: -3
T13724: P677' := P677 + 1
IM[290,409]: 1
T13724: P322' := P322 + 3
IM[290,416]: 3
T13724: P185' := P185 + 4
IM[290,185]: 4
T13724: P16' := P16 - 1
IM[290,215]: -1
P295 --> T13723 : 2
Pre[291,258]: 2
P472 --> T13723 : 1
Pre[291,334]: 1
P193 --> T13723 : 6
Pre[291,184]: 6
P648 --> T13723 : 1
Pre[291,327]: 1
P133 --> T13723 : 1
Pre[291,307]: 1
T13723: P295' := P295 - 2
IM[291,258]: -2
T13723: P472' := P472 - 1
IM[291,334]: -1
T13723: P185' := P185 + 4
IM[291,185]: 4
T13723: P465' := P465 + 1
IM[291,389]: 1
T13723: P193' := P193 - 6
IM[291,184]: -6
T13723: P586' := P586 + 2
IM[291,379]: 2
T13723: P648' := P648 - 1
IM[291,327]: -1
T13723: P457' := P457 + 1
IM[291,347]: 1
T13723: P133' := P133 - 1
IM[291,307]: -1
P567 --> T13722 : 1
Pre[292,243]: 1
P193 --> T13722 : 6
Pre[292,184]: 6
P190 --> T13722 : 1
Pre[292,363]: 1
P751 --> T13722 : 2
Pre[292,408]: 2
P295 --> T13722 : 1
Pre[292,258]: 1
T13722: P584' := P584 + 1
IM[292,437]: 1
T13722: P567' := P567 - 1
IM[292,243]: -1
T13722: P193' := P193 - 6
IM[292,184]: -6
T13722: P190' := P190 - 1
IM[292,363]: -1
T13722: P79' := P79 + 1
IM[292,218]: 1
T13722: P185' := P185 + 4
IM[292,185]: 4
T13722: P751' := P751 - 2
IM[292,408]: -2
T13722: P530' := P530 + 2
IM[292,435]: 2
T13722: P295' := P295 - 1
IM[292,258]: -1
P751 --> T13721 : 1
Pre[293,408]: 1
P193 --> T13721 : 7
Pre[293,184]: 7
P648 --> T13721 : 1
Pre[293,327]: 1
P710 --> T13721 : 1
Pre[293,172]: 1
P295 --> T13721 : 1
Pre[293,258]: 1
T13721: P751' := P751 - 1
IM[293,408]: -1
T13721: P193' := P193 - 7
IM[293,184]: -7
T13721: P565' := P565 + 1
IM[293,315]: 1
T13721: P648' := P648 - 1
IM[293,327]: -1
T13721: P652' := P652 + 1
IM[293,393]: 1
T13721: P355' := P355 + 1
IM[293,319]: 1
T13721: P721' := P721 + 3
IM[293,192]: 3
T13721: P710' := P710 - 1
IM[293,172]: -1
T13721: P295' := P295 - 1
IM[293,258]: -1
P133 --> T13720 : 1
Pre[294,307]: 1
P19 --> T13720 : 1
Pre[294,449]: 1
P295 --> T13720 : 2
Pre[294,258]: 2
P211 --> T13720 : 1
Pre[294,335]: 1
P193 --> T13720 : 6
Pre[294,184]: 6
T13720: P133' := P133 - 1
IM[294,307]: -1
T13720: P19' := P19 - 1
IM[294,449]: -1
T13720: P494' := P494 + 1
IM[294,265]: 1
T13720: P692' := P692 + 2
IM[294,287]: 2
T13720: P581' := P581 + 1
IM[294,477]: 1
T13720: P295' := P295 - 2
IM[294,258]: -2
T13720: P185' := P185 + 4
IM[294,185]: 4
T13720: P211' := P211 - 1
IM[294,335]: -1
T13720: P193' := P193 - 6
IM[294,184]: -6
P133 --> T13719 : 1
Pre[295,307]: 1
P710 --> T13719 : 1
Pre[295,172]: 1
P193 --> T13719 : 6
Pre[295,184]: 6
P295 --> T13719 : 1
Pre[295,258]: 1
P190 --> T13719 : 2
Pre[295,363]: 2
T13719: P133' := P133 - 1
IM[295,307]: -1
T13719: P185' := P185 + 4
IM[295,185]: 4
T13719: P137' := P137 + 1
IM[295,280]: 1
T13719: P710' := P710 - 1
IM[295,172]: -1
T13719: P193' := P193 - 6
IM[295,184]: -6
T13719: P295' := P295 - 1
IM[295,258]: -1
T13719: P408' := P408 + 2
IM[295,420]: 2
T13719: P355' := P355 + 1
IM[295,319]: 1
T13719: P190' := P190 - 2
IM[295,363]: -2
P567 --> T13718 : 1
Pre[296,243]: 1
P193 --> T13718 : 7
Pre[296,184]: 7
P133 --> T13718 : 3
Pre[296,307]: 3
T13718: P567' := P567 - 1
IM[296,243]: -1
T13718: P193' := P193 - 7
IM[296,184]: -7
T13718: P721' := P721 + 3
IM[296,192]: 3
T13718: P352' := P352 + 3
IM[296,331]: 3
T13718: P133' := P133 - 3
IM[296,307]: -3
P295 --> T13717 : 1
Pre[297,258]: 1
P193 --> T13717 : 6
Pre[297,184]: 6
P648 --> T13717 : 1
Pre[297,327]: 1
P567 --> T13717 : 1
Pre[297,243]: 1
P19 --> T13717 : 1
Pre[297,449]: 1
P190 --> T13717 : 1
Pre[297,363]: 1
T13717: P295' := P295 - 1
IM[297,258]: -1
T13717: P185' := P185 + 4
IM[297,185]: 4
T13717: P193' := P193 - 6
IM[297,184]: -6
T13717: P79' := P79 + 1
IM[297,218]: 1
T13717: P648' := P648 - 1
IM[297,327]: -1
T13717: P567' := P567 - 1
IM[297,243]: -1
T13717: P19' := P19 - 1
IM[297,449]: -1
T13717: P190' := P190 - 1
IM[297,363]: -1
T13717: P584' := P584 + 1
IM[297,437]: 1
T13717: P37' := P37 + 1
IM[297,219]: 1
T13717: P240' := P240 + 1
IM[297,358]: 1
P19 --> T13716 : 2
Pre[298,449]: 2
P193 --> T13716 : 6
Pre[298,184]: 6
P133 --> T13716 : 1
Pre[298,307]: 1
P751 --> T13716 : 1
Pre[298,408]: 1
P16 --> T13716 : 1
Pre[298,215]: 1
T13716: P322' := P322 + 2
IM[298,416]: 2
T13716: P19' := P19 - 2
IM[298,449]: -2
T13716: P193' := P193 - 6
IM[298,184]: -6
T13716: P677' := P677 + 1
IM[298,409]: 1
T13716: P105' := P105 + 1
IM[298,293]: 1
T13716: P133' := P133 - 1
IM[298,307]: -1
T13716: P185' := P185 + 4
IM[298,185]: 4
T13716: P751' := P751 - 1
IM[298,408]: -1
T13716: P16' := P16 - 1
IM[298,215]: -1
P190 --> T13715 : 1
Pre[299,363]: 1
P648 --> T13715 : 1
Pre[299,327]: 1
P193 --> T13715 : 6
Pre[299,184]: 6
P295 --> T13715 : 2
Pre[299,258]: 2
P16 --> T13715 : 1
Pre[299,215]: 1
T13715: P257' := P257 + 2
IM[299,236]: 2
T13715: P555' := P555 + 1
IM[299,368]: 1
T13715: P190' := P190 - 1
IM[299,363]: -1
T13715: P648' := P648 - 1
IM[299,327]: -1
T13715: P185' := P185 + 4
IM[299,185]: 4
T13715: P193' := P193 - 6
IM[299,184]: -6
T13715: P570' := P570 + 1
IM[299,296]: 1
T13715: P295' := P295 - 2
IM[299,258]: -2
T13715: P16' := P16 - 1
IM[299,215]: -1
P469 --> T13714 : 1
Pre[300,554]: 1
P337 --> T13714 : 1
Pre[300,486]: 1
P493 --> T13714 : 1
Pre[300,566]: 1
T13714: P469' := P469 - 1
IM[300,554]: -1
T13714: P151' := P151 + 1
IM[300,217]: 1
T13714: P337' := P337 - 1
IM[300,486]: -1
T13714: P493' := P493 - 1
IM[300,566]: -1
P193 --> T13713 : 6
Pre[301,184]: 6
P190 --> T13713 : 2
Pre[301,363]: 2
P472 --> T13713 : 1
Pre[301,334]: 1
P133 --> T13713 : 2
Pre[301,307]: 2
T13713: P193' := P193 - 6
IM[301,184]: -6
T13713: P190' := P190 - 2
IM[301,363]: -2
T13713: P185' := P185 + 4
IM[301,185]: 4
T13713: P472' := P472 - 1
IM[301,334]: -1
T13713: P65' := P65 + 2
IM[301,336]: 2
T13713: P133' := P133 - 2
IM[301,307]: -2
T13713: P457' := P457 + 2
IM[301,347]: 2
P710 --> T13712 : 1
Pre[302,172]: 1
P193 --> T13712 : 6
Pre[302,184]: 6
P295 --> T13712 : 1
Pre[302,258]: 1
P751 --> T13712 : 1
Pre[302,408]: 1
P19 --> T13712 : 2
Pre[302,449]: 2
T13712: P565' := P565 + 1
IM[302,315]: 1
T13712: P710' := P710 - 1
IM[302,172]: -1
T13712: P193' := P193 - 6
IM[302,184]: -6
T13712: P215' := P215 + 2
IM[302,365]: 2
T13712: P295' := P295 - 1
IM[302,258]: -1
T13712: P185' := P185 + 4
IM[302,185]: 4
T13712: P355' := P355 + 1
IM[302,319]: 1
T13712: P751' := P751 - 1
IM[302,408]: -1
T13712: P19' := P19 - 2
IM[302,449]: -2
P19 --> T13711 : 1
Pre[303,449]: 1
P295 --> T13711 : 1
Pre[303,258]: 1
P190 --> T13711 : 1
Pre[303,363]: 1
P751 --> T13711 : 1
Pre[303,408]: 1
P640 --> T13711 : 1
Pre[303,355]: 1
P193 --> T13711 : 6
Pre[303,184]: 6
T13711: P111' := P111 + 1
IM[303,411]: 1
T13711: P462' := P462 + 1
IM[303,410]: 1
T13711: P19' := P19 - 1
IM[303,449]: -1
T13711: P53' := P53 + 1
IM[303,224]: 1
T13711: P185' := P185 + 4
IM[303,185]: 4
T13711: P295' := P295 - 1
IM[303,258]: -1
T13711: P190' := P190 - 1
IM[303,363]: -1
T13711: P751' := P751 - 1
IM[303,408]: -1
T13711: P640' := P640 - 1
IM[303,355]: -1
T13711: P193' := P193 - 6
IM[303,184]: -6
T13711: P685' := P685 + 1
IM[303,403]: 1
P295 --> T13710 : 1
Pre[304,258]: 1
P19 --> T13710 : 1
Pre[304,449]: 1
P306 --> T13710 : 1
Pre[304,407]: 1
P751 --> T13710 : 1
Pre[304,408]: 1
P648 --> T13710 : 1
Pre[304,327]: 1
P193 --> T13710 : 6
Pre[304,184]: 6
T13710: P295' := P295 - 1
IM[304,258]: -1
T13710: P480' := P480 + 1
IM[304,418]: 1
T13710: P19' := P19 - 1
IM[304,449]: -1
T13710: P306' := P306 - 1
IM[304,407]: -1
T13710: P751' := P751 - 1
IM[304,408]: -1
T13710: P345' := P345 + 1
IM[304,415]: 1
T13710: P648' := P648 - 1
IM[304,327]: -1
T13710: P667' := P667 + 1
IM[304,440]: 1
T13710: P185' := P185 + 4
IM[304,185]: 4
T13710: P193' := P193 - 6
IM[304,184]: -6
T13710: P761' := P761 + 1
IM[304,456]: 1
P63 --> T13709 : 1
Pre[305,12]: 1
P333 --> T13709 : 1
Pre[305,6]: 1
P422 --> T13709 : 1
Pre[305,58]: 1
T13709: P650' := P650 + 1
IM[305,9]: 1
T13709: P63' := P63 - 1
IM[305,12]: -1
T13709: P785' := P785 + 1
IM[305,105]: 1
T13709: P333' := P333 - 1
IM[305,6]: -1
T13709: P422' := P422 - 1
IM[305,58]: -1
P193 --> T13708 : 6
Pre[306,184]: 6
P648 --> T13708 : 1
Pre[306,327]: 1
P16 --> T13708 : 1
Pre[306,215]: 1
P190 --> T13708 : 1
Pre[306,363]: 1
P751 --> T13708 : 1
Pre[306,408]: 1
P19 --> T13708 : 1
Pre[306,449]: 1
T13708: P193' := P193 - 6
IM[306,184]: -6
T13708: P677' := P677 + 1
IM[306,409]: 1
T13708: P648' := P648 - 1
IM[306,327]: -1
T13708: P185' := P185 + 4
IM[306,185]: 4
T13708: P322' := P322 + 1
IM[306,416]: 1
T13708: P555' := P555 + 1
IM[306,368]: 1
T13708: P16' := P16 - 1
IM[306,215]: -1
T13708: P190' := P190 - 1
IM[306,363]: -1
T13708: P751' := P751 - 1
IM[306,408]: -1
T13708: P570' := P570 + 1
IM[306,296]: 1
T13708: P19' := P19 - 1
IM[306,449]: -1
P133 --> T13707 : 1
Pre[307,307]: 1
P710 --> T13707 : 1
Pre[307,172]: 1
P751 --> T13707 : 1
Pre[307,408]: 1
P648 --> T13707 : 1
Pre[307,327]: 1
P193 --> T13707 : 6
Pre[307,184]: 6
P19 --> T13707 : 1
Pre[307,449]: 1
T13707: P133' := P133 - 1
IM[307,307]: -1
T13707: P565' := P565 + 1
IM[307,315]: 1
T13707: P185' := P185 + 4
IM[307,185]: 4
T13707: P137' := P137 + 1
IM[307,280]: 1
T13707: P710' := P710 - 1
IM[307,172]: -1
T13707: P751' := P751 - 1
IM[307,408]: -1
T13707: P652' := P652 + 1
IM[307,393]: 1
T13707: P648' := P648 - 1
IM[307,327]: -1
T13707: P193' := P193 - 6
IM[307,184]: -6
T13707: P215' := P215 + 1
IM[307,365]: 1
T13707: P19' := P19 - 1
IM[307,449]: -1
P648 --> T13706 : 1
Pre[308,327]: 1
P193 --> T13706 : 6
Pre[308,184]: 6
P19 --> T13706 : 1
Pre[308,449]: 1
P190 --> T13706 : 1
Pre[308,363]: 1
P5 --> T13706 : 1
Pre[308,384]: 1
P295 --> T13706 : 1
Pre[308,258]: 1
T13706: P185' := P185 + 4
IM[308,185]: 4
T13706: P214' := P214 + 1
IM[308,432]: 1
T13706: P648' := P648 - 1
IM[308,327]: -1
T13706: P193' := P193 - 6
IM[308,184]: -6
T13706: P19' := P19 - 1
IM[308,449]: -1
T13706: P190' := P190 - 1
IM[308,363]: -1
T13706: P552' := P552 + 1
IM[308,442]: 1
T13706: P340' := P340 + 1
IM[308,461]: 1
T13706: P568' := P568 + 1
IM[308,385]: 1
T13706: P5' := P5 - 1
IM[308,384]: -1
T13706: P295' := P295 - 1
IM[308,258]: -1
P190 --> T13705 : 1
Pre[309,363]: 1
P751 --> T13705 : 1
Pre[309,408]: 1
P193 --> T13705 : 6
Pre[309,184]: 6
P640 --> T13705 : 1
Pre[309,355]: 1
P648 --> T13705 : 2
Pre[309,327]: 2
T13705: P185' := P185 + 4
IM[309,185]: 4
T13705: P326' := P326 + 2
IM[309,346]: 2
T13705: P190' := P190 - 1
IM[309,363]: -1
T13705: P462' := P462 + 1
IM[309,410]: 1
T13705: P685' := P685 + 1
IM[309,403]: 1
T13705: P751' := P751 - 1
IM[309,408]: -1
T13705: P193' := P193 - 6
IM[309,184]: -6
T13705: P640' := P640 - 1
IM[309,355]: -1
T13705: P648' := P648 - 2
IM[309,327]: -2
P193 --> T13704 : 8
Pre[310,184]: 8
P19 --> T13704 : 1
Pre[310,449]: 1
P133 --> T13704 : 1
Pre[310,307]: 1
P16 --> T13704 : 1
Pre[310,215]: 1
T13704: P52' := P52 + 2
IM[310,174]: 2
T13704: P193' := P193 - 8
IM[310,184]: -8
T13704: P322' := P322 + 1
IM[310,416]: 1
T13704: P105' := P105 + 1
IM[310,293]: 1
T13704: P19' := P19 - 1
IM[310,449]: -1
T13704: P133' := P133 - 1
IM[310,307]: -1
T13704: P16' := P16 - 1
IM[310,215]: -1
P133 --> T13703 : 2
Pre[311,307]: 2
P710 --> T13703 : 1
Pre[311,172]: 1
P193 --> T13703 : 6
Pre[311,184]: 6
P190 --> T13703 : 1
Pre[311,363]: 1
P648 --> T13703 : 1
Pre[311,327]: 1
T13703: P133' := P133 - 2
IM[311,307]: -2
T13703: P710' := P710 - 1
IM[311,172]: -1
T13703: P652' := P652 + 1
IM[311,393]: 1
T13703: P185' := P185 + 4
IM[311,185]: 4
T13703: P193' := P193 - 6
IM[311,184]: -6
T13703: P137' := P137 + 2
IM[311,280]: 2
T13703: P190' := P190 - 1
IM[311,363]: -1
T13703: P648' := P648 - 1
IM[311,327]: -1
T13703: P408' := P408 + 1
IM[311,420]: 1
P193 --> T13702 : 7
Pre[312,184]: 7
P19 --> T13702 : 3
Pre[312,449]: 3
P567 --> T13702 : 1
Pre[312,243]: 1
T13702: P721' := P721 + 3
IM[312,192]: 3
T13702: P193' := P193 - 7
IM[312,184]: -7
T13702: P37' := P37 + 3
IM[312,219]: 3
T13702: P19' := P19 - 3
IM[312,449]: -3
T13702: P567' := P567 - 1
IM[312,243]: -1
P640 --> T13701 : 1
Pre[313,355]: 1
P751 --> T13701 : 2
Pre[313,408]: 2
P193 --> T13701 : 6
Pre[313,184]: 6
P648 --> T13701 : 1
Pre[313,327]: 1
P133 --> T13701 : 1
Pre[313,307]: 1
T13701: P640' := P640 - 1
IM[313,355]: -1
T13701: P751' := P751 - 2
IM[313,408]: -2
T13701: P185' := P185 + 4
IM[313,185]: 4
T13701: P193' := P193 - 6
IM[313,184]: -6
T13701: P462' := P462 + 2
IM[313,410]: 2
T13701: P326' := P326 + 1
IM[313,346]: 1
T13701: P648' := P648 - 1
IM[313,327]: -1
T13701: P133' := P133 - 1
IM[313,307]: -1
T13701: P227' := P227 + 1
IM[313,344]: 1
P190 --> T13700 : 2
Pre[314,363]: 2
P295 --> T13700 : 1
Pre[314,258]: 1
P306 --> T13700 : 1
Pre[314,407]: 1
P193 --> T13700 : 6
Pre[314,184]: 6
P648 --> T13700 : 1
Pre[314,327]: 1
T13700: P345' := P345 + 1
IM[314,415]: 1
T13700: P190' := P190 - 2
IM[314,363]: -2
T13700: P295' := P295 - 1
IM[314,258]: -1
T13700: P185' := P185 + 4
IM[314,185]: 4
T13700: P667' := P667 + 1
IM[314,440]: 1
T13700: P306' := P306 - 1
IM[314,407]: -1
T13700: P249' := P249 + 2
IM[314,381]: 2
T13700: P193' := P193 - 6
IM[314,184]: -6
T13700: P648' := P648 - 1
IM[314,327]: -1
P133 --> T13699 : 1
Pre[315,307]: 1
P751 --> T13699 : 2
Pre[315,408]: 2
P193 --> T13699 : 6
Pre[315,184]: 6
P19 --> T13699 : 1
Pre[315,449]: 1
P306 --> T13699 : 1
Pre[315,407]: 1
T13699: P133' := P133 - 1
IM[315,307]: -1
T13699: P480' := P480 + 1
IM[315,418]: 1
T13699: P751' := P751 - 2
IM[315,408]: -2
T13699: P185' := P185 + 4
IM[315,185]: 4
T13699: P193' := P193 - 6
IM[315,184]: -6
T13699: P19' := P19 - 1
IM[315,449]: -1
T13699: P761' := P761 + 2
IM[315,456]: 2
T13699: P591' := P591 + 1
IM[315,202]: 1
T13699: P306' := P306 - 1
IM[315,407]: -1
P190 --> T13698 : 1
Pre[316,363]: 1
P211 --> T13698 : 1
Pre[316,335]: 1
P295 --> T13698 : 1
Pre[316,258]: 1
P193 --> T13698 : 7
Pre[316,184]: 7
P648 --> T13698 : 1
Pre[316,327]: 1
T13698: P427' := P427 + 1
IM[316,322]: 1
T13698: P798' := P798 + 1
IM[316,301]: 1
T13698: P190' := P190 - 1
IM[316,363]: -1
T13698: P692' := P692 + 1
IM[316,287]: 1
T13698: P211' := P211 - 1
IM[316,335]: -1
T13698: P295' := P295 - 1
IM[316,258]: -1
T13698: P721' := P721 + 3
IM[316,192]: 3
T13698: P193' := P193 - 7
IM[316,184]: -7
T13698: P648' := P648 - 1
IM[316,327]: -1
P16 --> T13697 : 1
Pre[317,215]: 1
P751 --> T13697 : 1
Pre[317,408]: 1
P193 --> T13697 : 6
Pre[317,184]: 6
P648 --> T13697 : 1
Pre[317,327]: 1
P190 --> T13697 : 2
Pre[317,363]: 2
T13697: P16' := P16 - 1
IM[317,215]: -1
T13697: P570' := P570 + 1
IM[317,296]: 1
T13697: P555' := P555 + 2
IM[317,368]: 2
T13697: P751' := P751 - 1
IM[317,408]: -1
T13697: P677' := P677 + 1
IM[317,409]: 1
T13697: P193' := P193 - 6
IM[317,184]: -6
T13697: P185' := P185 + 4
IM[317,185]: 4
T13697: P648' := P648 - 1
IM[317,327]: -1
T13697: P190' := P190 - 2
IM[317,363]: -2
P190 --> T13696 : 1
Pre[318,363]: 1
P133 --> T13696 : 2
Pre[318,307]: 2
P648 --> T13696 : 1
Pre[318,327]: 1
P193 --> T13696 : 6
Pre[318,184]: 6
P567 --> T13696 : 1
Pre[318,243]: 1
T13696: P190' := P190 - 1
IM[318,363]: -1
T13696: P240' := P240 + 1
IM[318,358]: 1
T13696: P584' := P584 + 1
IM[318,437]: 1
T13696: P133' := P133 - 2
IM[318,307]: -2
T13696: P185' := P185 + 4
IM[318,185]: 4
T13696: P648' := P648 - 1
IM[318,327]: -1
T13696: P193' := P193 - 6
IM[318,184]: -6
T13696: P352' := P352 + 2
IM[318,331]: 2
T13696: P567' := P567 - 1
IM[318,243]: -1
P19 --> T13695 : 1
Pre[319,449]: 1
P190 --> T13695 : 2
Pre[319,363]: 2
P472 --> T13695 : 1
Pre[319,334]: 1
P295 --> T13695 : 1
Pre[319,258]: 1
P193 --> T13695 : 6
Pre[319,184]: 6
T13695: P19' := P19 - 1
IM[319,449]: -1
T13695: P190' := P190 - 2
IM[319,363]: -2
T13695: P472' := P472 - 1
IM[319,334]: -1
T13695: P295' := P295 - 1
IM[319,258]: -1
T13695: P706' := P706 + 1
IM[319,362]: 1
T13695: P185' := P185 + 4
IM[319,185]: 4
T13695: P586' := P586 + 1
IM[319,379]: 1
T13695: P193' := P193 - 6
IM[319,184]: -6
T13695: P65' := P65 + 2
IM[319,336]: 2
P193 --> T13694 : 6
Pre[320,184]: 6
P751 --> T13694 : 1
Pre[320,408]: 1
P295 --> T13694 : 1
Pre[320,258]: 1
P211 --> T13694 : 1
Pre[320,335]: 1
P133 --> T13694 : 1
Pre[320,307]: 1
P190 --> T13694 : 1
Pre[320,363]: 1
T13694: P798' := P798 + 1
IM[320,301]: 1
T13694: P692' := P692 + 1
IM[320,287]: 1
T13694: P193' := P193 - 6
IM[320,184]: -6
T13694: P185' := P185 + 4
IM[320,185]: 4
T13694: P751' := P751 - 1
IM[320,408]: -1
T13694: P295' := P295 - 1
IM[320,258]: -1
T13694: P328' := P328 + 1
IM[320,425]: 1
T13694: P211' := P211 - 1
IM[320,335]: -1
T13694: P133' := P133 - 1
IM[320,307]: -1
T13694: P494' := P494 + 1
IM[320,265]: 1
T13694: P190' := P190 - 1
IM[320,363]: -1
P295 --> T13693 : 1
Pre[321,258]: 1
P133 --> T13693 : 1
Pre[321,307]: 1
P5 --> T13693 : 1
Pre[321,384]: 1
P648 --> T13693 : 1
Pre[321,327]: 1
P190 --> T13693 : 1
Pre[321,363]: 1
P193 --> T13693 : 6
Pre[321,184]: 6
T13693: P214' := P214 + 1
IM[321,432]: 1
T13693: P295' := P295 - 1
IM[321,258]: -1
T13693: P340' := P340 + 1
IM[321,461]: 1
T13693: P133' := P133 - 1
IM[321,307]: -1
T13693: P5' := P5 - 1
IM[321,384]: -1
T13693: P185' := P185 + 4
IM[321,185]: 4
T13693: P648' := P648 - 1
IM[321,327]: -1
T13693: P190' := P190 - 1
IM[321,363]: -1
T13693: P568' := P568 + 1
IM[321,385]: 1
T13693: P668' := P668 + 1
IM[321,447]: 1
T13693: P193' := P193 - 6
IM[321,184]: -6
P751 --> T13692 : 1
Pre[322,408]: 1
P648 --> T13692 : 1
Pre[322,327]: 1
P19 --> T13692 : 1
Pre[322,449]: 1
P472 --> T13692 : 1
Pre[322,334]: 1
P193 --> T13692 : 6
Pre[322,184]: 6
P133 --> T13692 : 1
Pre[322,307]: 1
T13692: P751' := P751 - 1
IM[322,408]: -1
T13692: P648' := P648 - 1
IM[322,327]: -1
T13692: P706' := P706 + 1
IM[322,362]: 1
T13692: P185' := P185 + 4
IM[322,185]: 4
T13692: P19' := P19 - 1
IM[322,449]: -1
T13692: P457' := P457 + 1
IM[322,347]: 1
T13692: P472' := P472 - 1
IM[322,334]: -1
T13692: P193' := P193 - 6
IM[322,184]: -6
T13692: P242' := P242 + 1
IM[322,216]: 1
T13692: P133' := P133 - 1
IM[322,307]: -1
T13692: P465' := P465 + 1
IM[322,389]: 1
P211 --> T13691 : 1
Pre[323,335]: 1
P190 --> T13691 : 1
Pre[323,363]: 1
P193 --> T13691 : 6
Pre[323,184]: 6
P751 --> T13691 : 1
Pre[323,408]: 1
P19 --> T13691 : 2
Pre[323,449]: 2
T13691: P581' := P581 + 2
IM[323,477]: 2
T13691: P211' := P211 - 1
IM[323,335]: -1
T13691: P190' := P190 - 1
IM[323,363]: -1
T13691: P328' := P328 + 1
IM[323,425]: 1
T13691: P193' := P193 - 6
IM[323,184]: -6
T13691: P798' := P798 + 1
IM[323,301]: 1
T13691: P185' := P185 + 4
IM[323,185]: 4
T13691: P751' := P751 - 1
IM[323,408]: -1
T13691: P19' := P19 - 2
IM[323,449]: -2
P710 --> T13690 : 1
Pre[324,172]: 1
P648 --> T13690 : 1
Pre[324,327]: 1
P19 --> T13690 : 2
Pre[324,449]: 2
P133 --> T13690 : 1
Pre[324,307]: 1
P193 --> T13690 : 6
Pre[324,184]: 6
T13690: P710' := P710 - 1
IM[324,172]: -1
T13690: P652' := P652 + 1
IM[324,393]: 1
T13690: P137' := P137 + 1
IM[324,280]: 1
T13690: P648' := P648 - 1
IM[324,327]: -1
T13690: P215' := P215 + 2
IM[324,365]: 2
T13690: P19' := P19 - 2
IM[324,449]: -2
T13690: P133' := P133 - 1
IM[324,307]: -1
T13690: P193' := P193 - 6
IM[324,184]: -6
T13690: P185' := P185 + 4
IM[324,185]: 4
P760 --> T13689 : 1
Pre[325,248]: 1
T13689: P760' := P760 - 1
IM[325,248]: -1
T13689: P647' := P647 + 1
IM[325,536]: 1
T13689: P542' := P542 + 1
IM[325,472]: 1
P295 --> T13688 : 1
Pre[326,258]: 1
P193 --> T13688 : 6
Pre[326,184]: 6
P472 --> T13688 : 1
Pre[326,334]: 1
P133 --> T13688 : 3
Pre[326,307]: 3
T13688: P457' := P457 + 3
IM[326,347]: 3
T13688: P295' := P295 - 1
IM[326,258]: -1
T13688: P193' := P193 - 6
IM[326,184]: -6
T13688: P185' := P185 + 4
IM[326,185]: 4
T13688: P586' := P586 + 1
IM[326,379]: 1
T13688: P472' := P472 - 1
IM[326,334]: -1
T13688: P133' := P133 - 3
IM[326,307]: -3
P295 --> T13687 : 1
Pre[327,258]: 1
P211 --> T13687 : 1
Pre[327,335]: 1
P648 --> T13687 : 1
Pre[327,327]: 1
P751 --> T13687 : 1
Pre[327,408]: 1
P193 --> T13687 : 6
Pre[327,184]: 6
P133 --> T13687 : 1
Pre[327,307]: 1
T13687: P295' := P295 - 1
IM[327,258]: -1
T13687: P211' := P211 - 1
IM[327,335]: -1
T13687: P648' := P648 - 1
IM[327,327]: -1
T13687: P494' := P494 + 1
IM[327,265]: 1
T13687: P328' := P328 + 1
IM[327,425]: 1
T13687: P185' := P185 + 4
IM[327,185]: 4
T13687: P692' := P692 + 1
IM[327,287]: 1
T13687: P751' := P751 - 1
IM[327,408]: -1
T13687: P193' := P193 - 6
IM[327,184]: -6
T13687: P133' := P133 - 1
IM[327,307]: -1
T13687: P427' := P427 + 1
IM[327,322]: 1
P16 --> T13686 : 1
Pre[328,215]: 1
P648 --> T13686 : 2
Pre[328,327]: 2
P190 --> T13686 : 2
Pre[328,363]: 2
P193 --> T13686 : 6
Pre[328,184]: 6
T13686: P555' := P555 + 2
IM[328,368]: 2
T13686: P16' := P16 - 1
IM[328,215]: -1
T13686: P570' := P570 + 2
IM[328,296]: 2
T13686: P648' := P648 - 2
IM[328,327]: -2
T13686: P190' := P190 - 2
IM[328,363]: -2
T13686: P193' := P193 - 6
IM[328,184]: -6
T13686: P185' := P185 + 4
IM[328,185]: 4
P141 --> T13685 : 1
Pre[329,526]: 1
P212 --> T13685 : 1
Pre[329,483]: 1
T13685: P141' := P141 - 1
IM[329,526]: -1
T13685: P232' := P232 + 1
IM[329,500]: 1
T13685: P212' := P212 - 1
IM[329,483]: -1
P190 --> T13684 : 1
Pre[330,363]: 1
P648 --> T13684 : 2
Pre[330,327]: 2
P472 --> T13684 : 1
Pre[330,334]: 1
P193 --> T13684 : 6
Pre[330,184]: 6
P19 --> T13684 : 1
Pre[330,449]: 1
T13684: P185' := P185 + 4
IM[330,185]: 4
T13684: P190' := P190 - 1
IM[330,363]: -1
T13684: P706' := P706 + 1
IM[330,362]: 1
T13684: P648' := P648 - 2
IM[330,327]: -2
T13684: P472' := P472 - 1
IM[330,334]: -1
T13684: P193' := P193 - 6
IM[330,184]: -6
T13684: P19' := P19 - 1
IM[330,449]: -1
T13684: P65' := P65 + 1
IM[330,336]: 1
T13684: P465' := P465 + 2
IM[330,389]: 2
P767 --> T13683 : 1
Pre[331,563]: 1
P415 --> T13683 : 10
Pre[331,509]: 10
P459 --> T13683 : 1
Pre[331,510]: 1
P301 --> T13683 : 1
Pre[331,323]: 1
P493 --> T13683 : 1
Pre[331,566]: 1
T13683: P767' := P767 - 1
IM[331,563]: -1
T13683: P723' := P723 + 1
IM[331,512]: 1
T13683: P459' := P459 - 1
IM[331,510]: -1
T13683: P405' := P405 + 1
IM[331,620]: 1
T13683: P301' := P301 - 1
IM[331,323]: -1
T13683: P493' := P493 - 1
IM[331,566]: -1
P751 --> T13682 : 1
Pre[332,408]: 1
P193 --> T13682 : 6
Pre[332,184]: 6
P190 --> T13682 : 1
Pre[332,363]: 1
P306 --> T13682 : 1
Pre[332,407]: 1
P133 --> T13682 : 2
Pre[332,307]: 2
T13682: P751' := P751 - 1
IM[332,408]: -1
T13682: P761' := P761 + 1
IM[332,456]: 1
T13682: P193' := P193 - 6
IM[332,184]: -6
T13682: P249' := P249 + 1
IM[332,381]: 1
T13682: P190' := P190 - 1
IM[332,363]: -1
T13682: P591' := P591 + 2
IM[332,202]: 2
T13682: P306' := P306 - 1
IM[332,407]: -1
T13682: P133' := P133 - 2
IM[332,307]: -2
T13682: P185' := P185 + 4
IM[332,185]: 4
P193 --> T13681 : 7
Pre[333,184]: 7
P640 --> T13681 : 1
Pre[333,355]: 1
P295 --> T13681 : 1
Pre[333,258]: 1
P19 --> T13681 : 1
Pre[333,449]: 1
P648 --> T13681 : 1
Pre[333,327]: 1
T13681: P721' := P721 + 3
IM[333,192]: 3
T13681: P193' := P193 - 7
IM[333,184]: -7
T13681: P640' := P640 - 1
IM[333,355]: -1
T13681: P111' := P111 + 1
IM[333,411]: 1
T13681: P295' := P295 - 1
IM[333,258]: -1
T13681: P19' := P19 - 1
IM[333,449]: -1
T13681: P648' := P648 - 1
IM[333,327]: -1
T13681: P326' := P326 + 1
IM[333,346]: 1
T13681: P53' := P53 + 1
IM[333,224]: 1
P133 --> T13680 : 1
Pre[334,307]: 1
P472 --> T13680 : 1
Pre[334,334]: 1
P648 --> T13680 : 1
Pre[334,327]: 1
P190 --> T13680 : 1
Pre[334,363]: 1
P193 --> T13680 : 6
Pre[334,184]: 6
P19 --> T13680 : 1
Pre[334,449]: 1
T13680: P457' := P457 + 1
IM[334,347]: 1
T13680: P706' := P706 + 1
IM[334,362]: 1
T13680: P185' := P185 + 4
IM[334,185]: 4
T13680: P133' := P133 - 1
IM[334,307]: -1
T13680: P472' := P472 - 1
IM[334,334]: -1
T13680: P648' := P648 - 1
IM[334,327]: -1
T13680: P190' := P190 - 1
IM[334,363]: -1
T13680: P65' := P65 + 1
IM[334,336]: 1
T13680: P193' := P193 - 6
IM[334,184]: -6
T13680: P19' := P19 - 1
IM[334,449]: -1
T13680: P465' := P465 + 1
IM[334,389]: 1
P567 --> T13679 : 1
Pre[335,243]: 1
P751 --> T13679 : 1
Pre[335,408]: 1
P190 --> T13679 : 1
Pre[335,363]: 1
P19 --> T13679 : 2
Pre[335,449]: 2
P193 --> T13679 : 6
Pre[335,184]: 6
T13679: P567' := P567 - 1
IM[335,243]: -1
T13679: P530' := P530 + 1
IM[335,435]: 1
T13679: P751' := P751 - 1
IM[335,408]: -1
T13679: P584' := P584 + 1
IM[335,437]: 1
T13679: P190' := P190 - 1
IM[335,363]: -1
T13679: P37' := P37 + 2
IM[335,219]: 2
T13679: P19' := P19 - 2
IM[335,449]: -2
T13679: P193' := P193 - 6
IM[335,184]: -6
T13679: P185' := P185 + 4
IM[335,185]: 4
P112 --> T13678 : 1
Pre[336,807]: 1
T13678: P112' := P112 - 1
IM[336,807]: -1
T13678: P234' := P234 + 1
IM[336,555]: 1
T13678: P493' := P493 + 1
IM[336,566]: 1
P211 --> T13677 : 1
Pre[337,335]: 1
P193 --> T13677 : 6
Pre[337,184]: 6
P190 --> T13677 : 1
Pre[337,363]: 1
P648 --> T13677 : 1
Pre[337,327]: 1
P133 --> T13677 : 2
Pre[337,307]: 2
T13677: P185' := P185 + 4
IM[337,185]: 4
T13677: P211' := P211 - 1
IM[337,335]: -1
T13677: P427' := P427 + 1
IM[337,322]: 1
T13677: P193' := P193 - 6
IM[337,184]: -6
T13677: P190' := P190 - 1
IM[337,363]: -1
T13677: P798' := P798 + 1
IM[337,301]: 1
T13677: P648' := P648 - 1
IM[337,327]: -1
T13677: P494' := P494 + 2
IM[337,265]: 2
T13677: P133' := P133 - 2
IM[337,307]: -2
P16 --> T13676 : 1
Pre[338,215]: 1
P193 --> T13676 : 7
Pre[338,184]: 7
P751 --> T13676 : 1
Pre[338,408]: 1
P19 --> T13676 : 1
Pre[338,449]: 1
P295 --> T13676 : 1
Pre[338,258]: 1
T13676: P677' := P677 + 1
IM[338,409]: 1
T13676: P16' := P16 - 1
IM[338,215]: -1
T13676: P193' := P193 - 7
IM[338,184]: -7
T13676: P751' := P751 - 1
IM[338,408]: -1
T13676: P322' := P322 + 1
IM[338,416]: 1
T13676: P19' := P19 - 1
IM[338,449]: -1
T13676: P257' := P257 + 1
IM[338,236]: 1
T13676: P721' := P721 + 3
IM[338,192]: 3
T13676: P295' := P295 - 1
IM[338,258]: -1
P5 --> T13675 : 1
Pre[339,384]: 1
P193 --> T13675 : 6
Pre[339,184]: 6
P751 --> T13675 : 2
Pre[339,408]: 2
P295 --> T13675 : 2
Pre[339,258]: 2
T13675: P67' := P67 + 2
IM[339,414]: 2
T13675: P185' := P185 + 4
IM[339,185]: 4
T13675: P5' := P5 - 1
IM[339,384]: -1
T13675: P214' := P214 + 2
IM[339,432]: 2
T13675: P193' := P193 - 6
IM[339,184]: -6
T13675: P751' := P751 - 2
IM[339,408]: -2
T13675: P295' := P295 - 2
IM[339,258]: -2
P190 --> T13674 : 1
Pre[340,363]: 1
P19 --> T13674 : 2
Pre[340,449]: 2
P211 --> T13674 : 1
Pre[340,335]: 1
P751 --> T13674 : 1
Pre[340,408]: 1
P193 --> T13674 : 6
Pre[340,184]: 6
T13674: P581' := P581 + 2
IM[340,477]: 2
T13674: P328' := P328 + 1
IM[340,425]: 1
T13674: P190' := P190 - 1
IM[340,363]: -1
T13674: P185' := P185 + 4
IM[340,185]: 4
T13674: P19' := P19 - 2
IM[340,449]: -2
T13674: P211' := P211 - 1
IM[340,335]: -1
T13674: P798' := P798 + 1
IM[340,301]: 1
T13674: P751' := P751 - 1
IM[340,408]: -1
T13674: P193' := P193 - 6
IM[340,184]: -6
P295 --> T13673 : 1
Pre[341,258]: 1
P190 --> T13673 : 1
Pre[341,363]: 1
P193 --> T13673 : 6
Pre[341,184]: 6
P133 --> T13673 : 1
Pre[341,307]: 1
P16 --> T13673 : 1
Pre[341,215]: 1
P751 --> T13673 : 1
Pre[341,408]: 1
T13673: P295' := P295 - 1
IM[341,258]: -1
T13673: P190' := P190 - 1
IM[341,363]: -1
T13673: P105' := P105 + 1
IM[341,293]: 1
T13673: P677' := P677 + 1
IM[341,409]: 1
T13673: P185' := P185 + 4
IM[341,185]: 4
T13673: P193' := P193 - 6
IM[341,184]: -6
T13673: P133' := P133 - 1
IM[341,307]: -1
T13673: P555' := P555 + 1
IM[341,368]: 1
T13673: P16' := P16 - 1
IM[341,215]: -1
T13673: P751' := P751 - 1
IM[341,408]: -1
T13673: P257' := P257 + 1
IM[341,236]: 1
P133 --> T13672 : 1
Pre[342,307]: 1
P19 --> T13672 : 1
Pre[342,449]: 1
P193 --> T13672 : 7
Pre[342,184]: 7
P472 --> T13672 : 1
Pre[342,334]: 1
P648 --> T13672 : 1
Pre[342,327]: 1
T13672: P133' := P133 - 1
IM[342,307]: -1
T13672: P465' := P465 + 1
IM[342,389]: 1
T13672: P19' := P19 - 1
IM[342,449]: -1
T13672: P193' := P193 - 7
IM[342,184]: -7
T13672: P706' := P706 + 1
IM[342,362]: 1
T13672: P472' := P472 - 1
IM[342,334]: -1
T13672: P457' := P457 + 1
IM[342,347]: 1
T13672: P721' := P721 + 3
IM[342,192]: 3
T13672: P648' := P648 - 1
IM[342,327]: -1
P751 --> T13671 : 2
Pre[343,408]: 2
P710 --> T13671 : 1
Pre[343,172]: 1
P648 --> T13671 : 1
Pre[343,327]: 1
P193 --> T13671 : 6
Pre[343,184]: 6
P295 --> T13671 : 1
Pre[343,258]: 1
T13671: P652' := P652 + 1
IM[343,393]: 1
T13671: P751' := P751 - 2
IM[343,408]: -2
T13671: P185' := P185 + 4
IM[343,185]: 4
T13671: P710' := P710 - 1
IM[343,172]: -1
T13671: P565' := P565 + 2
IM[343,315]: 2
T13671: P648' := P648 - 1
IM[343,327]: -1
T13671: P193' := P193 - 6
IM[343,184]: -6
T13671: P355' := P355 + 1
IM[343,319]: 1
T13671: P295' := P295 - 1
IM[343,258]: -1
P19 --> T13670 : 2
Pre[344,449]: 2
P193 --> T13670 : 6
Pre[344,184]: 6
P648 --> T13670 : 1
Pre[344,327]: 1
P640 --> T13670 : 1
Pre[344,355]: 1
P295 --> T13670 : 1
Pre[344,258]: 1
T13670: P19' := P19 - 2
IM[344,449]: -2
T13670: P193' := P193 - 6
IM[344,184]: -6
T13670: P648' := P648 - 1
IM[344,327]: -1
T13670: P326' := P326 + 1
IM[344,346]: 1
T13670: P640' := P640 - 1
IM[344,355]: -1
T13670: P111' := P111 + 2
IM[344,411]: 2
T13670: P185' := P185 + 4
IM[344,185]: 4
T13670: P53' := P53 + 1
IM[344,224]: 1
T13670: P295' := P295 - 1
IM[344,258]: -1
P19 --> T13669 : 1
Pre[345,449]: 1
P648 --> T13669 : 1
Pre[345,327]: 1
P193 --> T13669 : 6
Pre[345,184]: 6
P133 --> T13669 : 1
Pre[345,307]: 1
P190 --> T13669 : 1
Pre[345,363]: 1
P710 --> T13669 : 1
Pre[345,172]: 1
T13669: P19' := P19 - 1
IM[345,449]: -1
T13669: P137' := P137 + 1
IM[345,280]: 1
T13669: P215' := P215 + 1
IM[345,365]: 1
T13669: P648' := P648 - 1
IM[345,327]: -1
T13669: P193' := P193 - 6
IM[345,184]: -6
T13669: P133' := P133 - 1
IM[345,307]: -1
T13669: P652' := P652 + 1
IM[345,393]: 1
T13669: P408' := P408 + 1
IM[345,420]: 1
T13669: P190' := P190 - 1
IM[345,363]: -1
T13669: P710' := P710 - 1
IM[345,172]: -1
T13669: P185' := P185 + 4
IM[345,185]: 4
P295 --> T13668 : 1
Pre[346,258]: 1
P648 --> T13668 : 1
Pre[346,327]: 1
P133 --> T13668 : 1
Pre[346,307]: 1
P16 --> T13668 : 1
Pre[346,215]: 1
P193 --> T13668 : 7
Pre[346,184]: 7
T13668: P295' := P295 - 1
IM[346,258]: -1
T13668: P570' := P570 + 1
IM[346,296]: 1
T13668: P105' := P105 + 1
IM[346,293]: 1
T13668: P648' := P648 - 1
IM[346,327]: -1
T13668: P721' := P721 + 3
IM[346,192]: 3
T13668: P257' := P257 + 1
IM[346,236]: 1
T13668: P133' := P133 - 1
IM[346,307]: -1
T13668: P16' := P16 - 1
IM[346,215]: -1
T13668: P193' := P193 - 7
IM[346,184]: -7
P648 --> T13667 : 1
Pre[347,327]: 1
P193 --> T13667 : 6
Pre[347,184]: 6
P710 --> T13667 : 1
Pre[347,172]: 1
P133 --> T13667 : 1
Pre[347,307]: 1
P19 --> T13667 : 1
Pre[347,449]: 1
P751 --> T13667 : 1
Pre[347,408]: 1
T13667: P648' := P648 - 1
IM[347,327]: -1
T13667: P193' := P193 - 6
IM[347,184]: -6
T13667: P137' := P137 + 1
IM[347,280]: 1
T13667: P710' := P710 - 1
IM[347,172]: -1
T13667: P652' := P652 + 1
IM[347,393]: 1
T13667: P133' := P133 - 1
IM[347,307]: -1
T13667: P185' := P185 + 4
IM[347,185]: 4
T13667: P19' := P19 - 1
IM[347,449]: -1
T13667: P565' := P565 + 1
IM[347,315]: 1
T13667: P215' := P215 + 1
IM[347,365]: 1
T13667: P751' := P751 - 1
IM[347,408]: -1
P16 --> T13666 : 1
Pre[348,215]: 1
P190 --> T13666 : 1
Pre[348,363]: 1
P193 --> T13666 : 6
Pre[348,184]: 6
P19 --> T13666 : 1
Pre[348,449]: 1
P295 --> T13666 : 2
Pre[348,258]: 2
T13666: P555' := P555 + 1
IM[348,368]: 1
T13666: P16' := P16 - 1
IM[348,215]: -1
T13666: P190' := P190 - 1
IM[348,363]: -1
T13666: P193' := P193 - 6
IM[348,184]: -6
T13666: P257' := P257 + 2
IM[348,236]: 2
T13666: P322' := P322 + 1
IM[348,416]: 1
T13666: P19' := P19 - 1
IM[348,449]: -1
T13666: P295' := P295 - 2
IM[348,258]: -2
T13666: P185' := P185 + 4
IM[348,185]: 4
P193 --> T13665 : 6
Pre[349,184]: 6
P472 --> T13665 : 1
Pre[349,334]: 1
P751 --> T13665 : 1
Pre[349,408]: 1
P295 --> T13665 : 2
Pre[349,258]: 2
P133 --> T13665 : 1
Pre[349,307]: 1
T13665: P193' := P193 - 6
IM[349,184]: -6
T13665: P472' := P472 - 1
IM[349,334]: -1
T13665: P751' := P751 - 1
IM[349,408]: -1
T13665: P242' := P242 + 1
IM[349,216]: 1
T13665: P295' := P295 - 2
IM[349,258]: -2
T13665: P586' := P586 + 2
IM[349,379]: 2
T13665: P133' := P133 - 1
IM[349,307]: -1
T13665: P185' := P185 + 4
IM[349,185]: 4
T13665: P457' := P457 + 1
IM[349,347]: 1
P751 --> T13664 : 1
Pre[350,408]: 1
P295 --> T13664 : 2
Pre[350,258]: 2
P472 --> T13664 : 1
Pre[350,334]: 1
P133 --> T13664 : 1
Pre[350,307]: 1
P193 --> T13664 : 6
Pre[350,184]: 6
T13664: P242' := P242 + 1
IM[350,216]: 1
T13664: P751' := P751 - 1
IM[350,408]: -1
T13664: P295' := P295 - 2
IM[350,258]: -2
T13664: P472' := P472 - 1
IM[350,334]: -1
T13664: P185' := P185 + 4
IM[350,185]: 4
T13664: P133' := P133 - 1
IM[350,307]: -1
T13664: P586' := P586 + 2
IM[350,379]: 2
T13664: P457' := P457 + 1
IM[350,347]: 1
T13664: P193' := P193 - 6
IM[350,184]: -6
P477 --> T13663 : 1
Pre[351,547]: 1
P42 --> T13663 : 1
Pre[351,538]: 1
T13663: P477' := P477 - 1
IM[351,547]: -1
T13663: P521' := P521 + 1
IM[351,530]: 1
T13663: P469' := P469 + 1
IM[351,554]: 1
T13663: P551' := P551 + 1
IM[351,513]: 1
T13663: P42' := P42 - 1
IM[351,538]: -1
P190 --> T13662 : 1
Pre[352,363]: 1
P193 --> T13662 : 7
Pre[352,184]: 7
P211 --> T13662 : 1
Pre[352,335]: 1
P648 --> T13662 : 1
Pre[352,327]: 1
P133 --> T13662 : 1
Pre[352,307]: 1
T13662: P190' := P190 - 1
IM[352,363]: -1
T13662: P427' := P427 + 1
IM[352,322]: 1
T13662: P494' := P494 + 1
IM[352,265]: 1
T13662: P721' := P721 + 3
IM[352,192]: 3
T13662: P193' := P193 - 7
IM[352,184]: -7
T13662: P211' := P211 - 1
IM[352,335]: -1
T13662: P648' := P648 - 1
IM[352,327]: -1
T13662: P133' := P133 - 1
IM[352,307]: -1
T13662: P798' := P798 + 1
IM[352,301]: 1
P5 --> T13661 : 1
Pre[353,384]: 1
P751 --> T13661 : 1
Pre[353,408]: 1
P193 --> T13661 : 6
Pre[353,184]: 6
P133 --> T13661 : 1
Pre[353,307]: 1
P295 --> T13661 : 2
Pre[353,258]: 2
T13661: P5' := P5 - 1
IM[353,384]: -1
T13661: P751' := P751 - 1
IM[353,408]: -1
T13661: P193' := P193 - 6
IM[353,184]: -6
T13661: P668' := P668 + 1
IM[353,447]: 1
T13661: P214' := P214 + 2
IM[353,432]: 2
T13661: P133' := P133 - 1
IM[353,307]: -1
T13661: P295' := P295 - 2
IM[353,258]: -2
T13661: P67' := P67 + 1
IM[353,414]: 1
T13661: P185' := P185 + 4
IM[353,185]: 4
P472 --> T13660 : 1
Pre[354,334]: 1
P190 --> T13660 : 1
Pre[354,363]: 1
P193 --> T13660 : 6
Pre[354,184]: 6
P133 --> T13660 : 1
Pre[354,307]: 1
P295 --> T13660 : 1
Pre[354,258]: 1
P19 --> T13660 : 1
Pre[354,449]: 1
T13660: P472' := P472 - 1
IM[354,334]: -1
T13660: P190' := P190 - 1
IM[354,363]: -1
T13660: P457' := P457 + 1
IM[354,347]: 1
T13660: P193' := P193 - 6
IM[354,184]: -6
T13660: P706' := P706 + 1
IM[354,362]: 1
T13660: P586' := P586 + 1
IM[354,379]: 1
T13660: P133' := P133 - 1
IM[354,307]: -1
T13660: P65' := P65 + 1
IM[354,336]: 1
T13660: P185' := P185 + 4
IM[354,185]: 4
T13660: P295' := P295 - 1
IM[354,258]: -1
T13660: P19' := P19 - 1
IM[354,449]: -1
P648 --> T13659 : 1
Pre[355,327]: 1
P133 --> T13659 : 1
Pre[355,307]: 1
P193 --> T13659 : 6
Pre[355,184]: 6
P190 --> T13659 : 2
Pre[355,363]: 2
P640 --> T13659 : 1
Pre[355,355]: 1
T13659: P185' := P185 + 4
IM[355,185]: 4
T13659: P648' := P648 - 1
IM[355,327]: -1
T13659: P685' := P685 + 2
IM[355,403]: 2
T13659: P326' := P326 + 1
IM[355,346]: 1
T13659: P133' := P133 - 1
IM[355,307]: -1
T13659: P193' := P193 - 6
IM[355,184]: -6
T13659: P227' := P227 + 1
IM[355,344]: 1
T13659: P190' := P190 - 2
IM[355,363]: -2
T13659: P640' := P640 - 1
IM[355,355]: -1
P295 --> T13658 : 1
Pre[356,258]: 1
P306 --> T13658 : 1
Pre[356,407]: 1
P648 --> T13658 : 1
Pre[356,327]: 1
P19 --> T13658 : 1
Pre[356,449]: 1
P133 --> T13658 : 1
Pre[356,307]: 1
P193 --> T13658 : 6
Pre[356,184]: 6
T13658: P295' := P295 - 1
IM[356,258]: -1
T13658: P667' := P667 + 1
IM[356,440]: 1
T13658: P480' := P480 + 1
IM[356,418]: 1
T13658: P306' := P306 - 1
IM[356,407]: -1
T13658: P648' := P648 - 1
IM[356,327]: -1
T13658: P19' := P19 - 1
IM[356,449]: -1
T13658: P185' := P185 + 4
IM[356,185]: 4
T13658: P133' := P133 - 1
IM[356,307]: -1
T13658: P591' := P591 + 1
IM[356,202]: 1
T13658: P193' := P193 - 6
IM[356,184]: -6
T13658: P345' := P345 + 1
IM[356,415]: 1
P193 --> T13657 : 6
Pre[357,184]: 6
P567 --> T13657 : 1
Pre[357,243]: 1
P133 --> T13657 : 1
Pre[357,307]: 1
P751 --> T13657 : 1
Pre[357,408]: 1
P648 --> T13657 : 1
Pre[357,327]: 1
P190 --> T13657 : 1
Pre[357,363]: 1
T13657: P584' := P584 + 1
IM[357,437]: 1
T13657: P193' := P193 - 6
IM[357,184]: -6
T13657: P567' := P567 - 1
IM[357,243]: -1
T13657: P133' := P133 - 1
IM[357,307]: -1
T13657: P751' := P751 - 1
IM[357,408]: -1
T13657: P240' := P240 + 1
IM[357,358]: 1
T13657: P185' := P185 + 4
IM[357,185]: 4
T13657: P352' := P352 + 1
IM[357,331]: 1
T13657: P530' := P530 + 1
IM[357,435]: 1
T13657: P648' := P648 - 1
IM[357,327]: -1
T13657: P190' := P190 - 1
IM[357,363]: -1
P306 --> T13656 : 1
Pre[358,407]: 1
P193 --> T13656 : 6
Pre[358,184]: 6
P133 --> T13656 : 1
Pre[358,307]: 1
P190 --> T13656 : 1
Pre[358,363]: 1
P295 --> T13656 : 2
Pre[358,258]: 2
T13656: P306' := P306 - 1
IM[358,407]: -1
T13656: P249' := P249 + 1
IM[358,381]: 1
T13656: P193' := P193 - 6
IM[358,184]: -6
T13656: P133' := P133 - 1
IM[358,307]: -1
T13656: P591' := P591 + 1
IM[358,202]: 1
T13656: P345' := P345 + 2
IM[358,415]: 2
T13656: P190' := P190 - 1
IM[358,363]: -1
T13656: P185' := P185 + 4
IM[358,185]: 4
T13656: P295' := P295 - 2
IM[358,258]: -2
P648 --> T13655 : 1
Pre[359,327]: 1
P751 --> T13655 : 1
Pre[359,408]: 1
P193 --> T13655 : 6
Pre[359,184]: 6
P19 --> T13655 : 2
Pre[359,449]: 2
P306 --> T13655 : 1
Pre[359,407]: 1
T13655: P648' := P648 - 1
IM[359,327]: -1
T13655: P667' := P667 + 1
IM[359,440]: 1
T13655: P751' := P751 - 1
IM[359,408]: -1
T13655: P761' := P761 + 1
IM[359,456]: 1
T13655: P193' := P193 - 6
IM[359,184]: -6
T13655: P19' := P19 - 2
IM[359,449]: -2
T13655: P480' := P480 + 2
IM[359,418]: 2
T13655: P306' := P306 - 1
IM[359,407]: -1
T13655: P185' := P185 + 4
IM[359,185]: 4
P295 --> T13654 : 1
Pre[360,258]: 1
P648 --> T13654 : 1
Pre[360,327]: 1
P133 --> T13654 : 2
Pre[360,307]: 2
P193 --> T13654 : 6
Pre[360,184]: 6
P472 --> T13654 : 1
Pre[360,334]: 1
T13654: P295' := P295 - 1
IM[360,258]: -1
T13654: P465' := P465 + 1
IM[360,389]: 1
T13654: P648' := P648 - 1
IM[360,327]: -1
T13654: P133' := P133 - 2
IM[360,307]: -2
T13654: P457' := P457 + 2
IM[360,347]: 2
T13654: P586' := P586 + 1
IM[360,379]: 1
T13654: P185' := P185 + 4
IM[360,185]: 4
T13654: P193' := P193 - 6
IM[360,184]: -6
T13654: P472' := P472 - 1
IM[360,334]: -1
P190 --> T13653 : 2
Pre[361,363]: 2
P211 --> T13653 : 1
Pre[361,335]: 1
P295 --> T13653 : 1
Pre[361,258]: 1
P193 --> T13653 : 6
Pre[361,184]: 6
P648 --> T13653 : 1
Pre[361,327]: 1
T13653: P190' := P190 - 2
IM[361,363]: -2
T13653: P211' := P211 - 1
IM[361,335]: -1
T13653: P295' := P295 - 1
IM[361,258]: -1
T13653: P193' := P193 - 6
IM[361,184]: -6
T13653: P798' := P798 + 2
IM[361,301]: 2
T13653: P692' := P692 + 1
IM[361,287]: 1
T13653: P185' := P185 + 4
IM[361,185]: 4
T13653: P648' := P648 - 1
IM[361,327]: -1
T13653: P427' := P427 + 1
IM[361,322]: 1
P190 --> T13652 : 1
Pre[362,363]: 1
P19 --> T13652 : 2
Pre[362,449]: 2
P5 --> T13652 : 1
Pre[362,384]: 1
P648 --> T13652 : 1
Pre[362,327]: 1
P193 --> T13652 : 6
Pre[362,184]: 6
T13652: P190' := P190 - 1
IM[362,363]: -1
T13652: P568' := P568 + 1
IM[362,385]: 1
T13652: P340' := P340 + 1
IM[362,461]: 1
T13652: P19' := P19 - 2
IM[362,449]: -2
T13652: P552' := P552 + 2
IM[362,442]: 2
T13652: P5' := P5 - 1
IM[362,384]: -1
T13652: P648' := P648 - 1
IM[362,327]: -1
T13652: P193' := P193 - 6
IM[362,184]: -6
T13652: P185' := P185 + 4
IM[362,185]: 4
P16 --> T13651 : 1
Pre[363,215]: 1
P295 --> T13651 : 2
Pre[363,258]: 2
P193 --> T13651 : 7
Pre[363,184]: 7
P133 --> T13651 : 1
Pre[363,307]: 1
T13651: P16' := P16 - 1
IM[363,215]: -1
T13651: P257' := P257 + 2
IM[363,236]: 2
T13651: P295' := P295 - 2
IM[363,258]: -2
T13651: P105' := P105 + 1
IM[363,293]: 1
T13651: P721' := P721 + 3
IM[363,192]: 3
T13651: P193' := P193 - 7
IM[363,184]: -7
T13651: P133' := P133 - 1
IM[363,307]: -1
P751 --> T13650 : 1
Pre[364,408]: 1
P190 --> T13650 : 3
Pre[364,363]: 3
P16 --> T13650 : 1
Pre[364,215]: 1
P193 --> T13650 : 6
Pre[364,184]: 6
T13650: P751' := P751 - 1
IM[364,408]: -1
T13650: P190' := P190 - 3
IM[364,363]: -3
T13650: P555' := P555 + 3
IM[364,368]: 3
T13650: P677' := P677 + 1
IM[364,409]: 1
T13650: P16' := P16 - 1
IM[364,215]: -1
T13650: P193' := P193 - 6
IM[364,184]: -6
T13650: P185' := P185 + 4
IM[364,185]: 4
P19 --> T13649 : 1
Pre[365,449]: 1
P190 --> T13649 : 2
Pre[365,363]: 2
P133 --> T13649 : 1
Pre[365,307]: 1
P5 --> T13649 : 1
Pre[365,384]: 1
P193 --> T13649 : 6
Pre[365,184]: 6
T13649: P19' := P19 - 1
IM[365,449]: -1
T13649: P190' := P190 - 2
IM[365,363]: -2
T13649: P340' := P340 + 2
IM[365,461]: 2
T13649: P133' := P133 - 1
IM[365,307]: -1
T13649: P5' := P5 - 1
IM[365,384]: -1
T13649: P193' := P193 - 6
IM[365,184]: -6
T13649: P185' := P185 + 4
IM[365,185]: 4
T13649: P668' := P668 + 1
IM[365,447]: 1
T13649: P552' := P552 + 1
IM[365,442]: 1
P751 --> T13648 : 1
Pre[366,408]: 1
P19 --> T13648 : 1
Pre[366,449]: 1
P193 --> T13648 : 6
Pre[366,184]: 6
P211 --> T13648 : 1
Pre[366,335]: 1
P295 --> T13648 : 1
Pre[366,258]: 1
P648 --> T13648 : 1
Pre[366,327]: 1
T13648: P751' := P751 - 1
IM[366,408]: -1
T13648: P692' := P692 + 1
IM[366,287]: 1
T13648: P427' := P427 + 1
IM[366,322]: 1
T13648: P19' := P19 - 1
IM[366,449]: -1
T13648: P193' := P193 - 6
IM[366,184]: -6
T13648: P211' := P211 - 1
IM[366,335]: -1
T13648: P295' := P295 - 1
IM[366,258]: -1
T13648: P581' := P581 + 1
IM[366,477]: 1
T13648: P648' := P648 - 1
IM[366,327]: -1
T13648: P328' := P328 + 1
IM[366,425]: 1
T13648: P185' := P185 + 4
IM[366,185]: 4
P742 --> T13647 : 1
Pre[367,270]: 1
P738 --> T13647 : 1
Pre[367,8]: 1
T13647: P686' := P686 + 1
IM[367,22]: 1
T13647: P336' := P336 + 1
IM[367,5]: 1
T13647: P742' := P742 - 1
IM[367,270]: -1
T13647: P609' := P609 + 1
IM[367,364]: 1
T13647: P738' := P738 - 1
IM[367,8]: -1
P193 --> T13646 : 6
Pre[368,184]: 6
P19 --> T13646 : 1
Pre[368,449]: 1
P751 --> T13646 : 2
Pre[368,408]: 2
P648 --> T13646 : 1
Pre[368,327]: 1
P472 --> T13646 : 1
Pre[368,334]: 1
T13646: P193' := P193 - 6
IM[368,184]: -6
T13646: P465' := P465 + 1
IM[368,389]: 1
T13646: P19' := P19 - 1
IM[368,449]: -1
T13646: P751' := P751 - 2
IM[368,408]: -2
T13646: P648' := P648 - 1
IM[368,327]: -1
T13646: P185' := P185 + 4
IM[368,185]: 4
T13646: P242' := P242 + 2
IM[368,216]: 2
T13646: P706' := P706 + 1
IM[368,362]: 1
T13646: P472' := P472 - 1
IM[368,334]: -1
P472 --> T13645 : 1
Pre[369,334]: 1
P133 --> T13645 : 1
Pre[369,307]: 1
P193 --> T13645 : 6
Pre[369,184]: 6
P190 --> T13645 : 2
Pre[369,363]: 2
P751 --> T13645 : 1
Pre[369,408]: 1
T13645: P65' := P65 + 2
IM[369,336]: 2
T13645: P472' := P472 - 1
IM[369,334]: -1
T13645: P457' := P457 + 1
IM[369,347]: 1
T13645: P133' := P133 - 1
IM[369,307]: -1
T13645: P193' := P193 - 6
IM[369,184]: -6
T13645: P185' := P185 + 4
IM[369,185]: 4
T13645: P190' := P190 - 2
IM[369,363]: -2
T13645: P242' := P242 + 1
IM[369,216]: 1
T13645: P751' := P751 - 1
IM[369,408]: -1
P193 --> T13644 : 6
Pre[370,184]: 6
P710 --> T13644 : 1
Pre[370,172]: 1
P295 --> T13644 : 2
Pre[370,258]: 2
P133 --> T13644 : 1
Pre[370,307]: 1
P190 --> T13644 : 1
Pre[370,363]: 1
T13644: P137' := P137 + 1
IM[370,280]: 1
T13644: P185' := P185 + 4
IM[370,185]: 4
T13644: P193' := P193 - 6
IM[370,184]: -6
T13644: P355' := P355 + 2
IM[370,319]: 2
T13644: P710' := P710 - 1
IM[370,172]: -1
T13644: P408' := P408 + 1
IM[370,420]: 1
T13644: P295' := P295 - 2
IM[370,258]: -2
T13644: P133' := P133 - 1
IM[370,307]: -1
T13644: P190' := P190 - 1
IM[370,363]: -1
P5 --> T13643 : 1
Pre[371,384]: 1
P193 --> T13643 : 6
Pre[371,184]: 6
P133 --> T13643 : 1
Pre[371,307]: 1
P751 --> T13643 : 1
Pre[371,408]: 1
P19 --> T13643 : 1
Pre[371,449]: 1
P295 --> T13643 : 1
Pre[371,258]: 1
T13643: P5' := P5 - 1
IM[371,384]: -1
T13643: P185' := P185 + 4
IM[371,185]: 4
T13643: P193' := P193 - 6
IM[371,184]: -6
T13643: P133' := P133 - 1
IM[371,307]: -1
T13643: P552' := P552 + 1
IM[371,442]: 1
T13643: P214' := P214 + 1
IM[371,432]: 1
T13643: P668' := P668 + 1
IM[371,447]: 1
T13643: P751' := P751 - 1
IM[371,408]: -1
T13643: P19' := P19 - 1
IM[371,449]: -1
T13643: P67' := P67 + 1
IM[371,414]: 1
T13643: P295' := P295 - 1
IM[371,258]: -1
P79 --> T13642 : 1
Pre[372,218]: 1
P687 --> T13642 : 1
Pre[372,238]: 1
T13642: P381' := P381 + 1
IM[372,183]: 1
T13642: P79' := P79 - 1
IM[372,218]: -1
T13642: P315' := P315 + 1
IM[372,266]: 1
T13642: P687' := P687 - 1
IM[372,238]: -1
P193 --> T13641 : 6
Pre[373,184]: 6
P640 --> T13641 : 1
Pre[373,355]: 1
P648 --> T13641 : 1
Pre[373,327]: 1
P190 --> T13641 : 1
Pre[373,363]: 1
P133 --> T13641 : 1
Pre[373,307]: 1
P19 --> T13641 : 1
Pre[373,449]: 1
T13641: P193' := P193 - 6
IM[373,184]: -6
T13641: P640' := P640 - 1
IM[373,355]: -1
T13641: P648' := P648 - 1
IM[373,327]: -1
T13641: P685' := P685 + 1
IM[373,403]: 1
T13641: P326' := P326 + 1
IM[373,346]: 1
T13641: P190' := P190 - 1
IM[373,363]: -1
T13641: P133' := P133 - 1
IM[373,307]: -1
T13641: P111' := P111 + 1
IM[373,411]: 1
T13641: P185' := P185 + 4
IM[373,185]: 4
T13641: P19' := P19 - 1
IM[373,449]: -1
T13641: P227' := P227 + 1
IM[373,344]: 1
P190 --> T13640 : 1
Pre[374,363]: 1
P193 --> T13640 : 6
Pre[374,184]: 6
P640 --> T13640 : 1
Pre[374,355]: 1
P648 --> T13640 : 1
Pre[374,327]: 1
P133 --> T13640 : 2
Pre[374,307]: 2
T13640: P326' := P326 + 1
IM[374,346]: 1
T13640: P190' := P190 - 1
IM[374,363]: -1
T13640: P193' := P193 - 6
IM[374,184]: -6
T13640: P640' := P640 - 1
IM[374,355]: -1
T13640: P185' := P185 + 4
IM[374,185]: 4
T13640: P648' := P648 - 1
IM[374,327]: -1
T13640: P685' := P685 + 1
IM[374,403]: 1
T13640: P133' := P133 - 2
IM[374,307]: -2
T13640: P227' := P227 + 2
IM[374,344]: 2
P306 --> T13639 : 1
Pre[375,407]: 1
P193 --> T13639 : 6
Pre[375,184]: 6
P133 --> T13639 : 2
Pre[375,307]: 2
P751 --> T13639 : 1
Pre[375,408]: 1
P19 --> T13639 : 1
Pre[375,449]: 1
T13639: P306' := P306 - 1
IM[375,407]: -1
T13639: P761' := P761 + 1
IM[375,456]: 1
T13639: P193' := P193 - 6
IM[375,184]: -6
T13639: P591' := P591 + 2
IM[375,202]: 2
T13639: P133' := P133 - 2
IM[375,307]: -2
T13639: P751' := P751 - 1
IM[375,408]: -1
T13639: P185' := P185 + 4
IM[375,185]: 4
T13639: P480' := P480 + 1
IM[375,418]: 1
T13639: P19' := P19 - 1
IM[375,449]: -1
P211 --> T13638 : 1
Pre[376,335]: 1
P133 --> T13638 : 2
Pre[376,307]: 2
P193 --> T13638 : 7
Pre[376,184]: 7
P648 --> T13638 : 1
Pre[376,327]: 1
T13638: P427' := P427 + 1
IM[376,322]: 1
T13638: P494' := P494 + 2
IM[376,265]: 2
T13638: P721' := P721 + 3
IM[376,192]: 3
T13638: P211' := P211 - 1
IM[376,335]: -1
T13638: P133' := P133 - 2
IM[376,307]: -2
T13638: P193' := P193 - 7
IM[376,184]: -7
T13638: P648' := P648 - 1
IM[376,327]: -1
P190 --> T13637 : 1
Pre[377,363]: 1
P648 --> T13637 : 1
Pre[377,327]: 1
P472 --> T13637 : 1
Pre[377,334]: 1
P193 --> T13637 : 6
Pre[377,184]: 6
P295 --> T13637 : 2
Pre[377,258]: 2
T13637: P190' := P190 - 1
IM[377,363]: -1
T13637: P65' := P65 + 1
IM[377,336]: 1
T13637: P648' := P648 - 1
IM[377,327]: -1
T13637: P472' := P472 - 1
IM[377,334]: -1
T13637: P193' := P193 - 6
IM[377,184]: -6
T13637: P185' := P185 + 4
IM[377,185]: 4
T13637: P465' := P465 + 1
IM[377,389]: 1
T13637: P295' := P295 - 2
IM[377,258]: -2
T13637: P586' := P586 + 2
IM[377,379]: 2
P567 --> T13636 : 1
Pre[378,243]: 1
P648 --> T13636 : 1
Pre[378,327]: 1
P133 --> T13636 : 1
Pre[378,307]: 1
P19 --> T13636 : 1
Pre[378,449]: 1
P751 --> T13636 : 1
Pre[378,408]: 1
P193 --> T13636 : 6
Pre[378,184]: 6
T13636: P352' := P352 + 1
IM[378,331]: 1
T13636: P567' := P567 - 1
IM[378,243]: -1
T13636: P530' := P530 + 1
IM[378,435]: 1
T13636: P648' := P648 - 1
IM[378,327]: -1
T13636: P133' := P133 - 1
IM[378,307]: -1
T13636: P19' := P19 - 1
IM[378,449]: -1
T13636: P185' := P185 + 4
IM[378,185]: 4
T13636: P751' := P751 - 1
IM[378,408]: -1
T13636: P193' := P193 - 6
IM[378,184]: -6
T13636: P37' := P37 + 1
IM[378,219]: 1
T13636: P240' := P240 + 1
IM[378,358]: 1
P295 --> T13635 : 1
Pre[379,258]: 1
P5 --> T13635 : 1
Pre[379,384]: 1
P648 --> T13635 : 1
Pre[379,327]: 1
P190 --> T13635 : 1
Pre[379,363]: 1
P193 --> T13635 : 6
Pre[379,184]: 6
P133 --> T13635 : 1
Pre[379,307]: 1
T13635: P568' := P568 + 1
IM[379,385]: 1
T13635: P295' := P295 - 1
IM[379,258]: -1
T13635: P5' := P5 - 1
IM[379,384]: -1
T13635: P648' := P648 - 1
IM[379,327]: -1
T13635: P185' := P185 + 4
IM[379,185]: 4
T13635: P668' := P668 + 1
IM[379,447]: 1
T13635: P190' := P190 - 1
IM[379,363]: -1
T13635: P214' := P214 + 1
IM[379,432]: 1
T13635: P193' := P193 - 6
IM[379,184]: -6
T13635: P133' := P133 - 1
IM[379,307]: -1
T13635: P340' := P340 + 1
IM[379,461]: 1
P648 --> T13634 : 1
Pre[380,327]: 1
P133 --> T13634 : 2
Pre[380,307]: 2
P193 --> T13634 : 6
Pre[380,184]: 6
P190 --> T13634 : 1
Pre[380,363]: 1
P306 --> T13634 : 1
Pre[380,407]: 1
T13634: P185' := P185 + 4
IM[380,185]: 4
T13634: P648' := P648 - 1
IM[380,327]: -1
T13634: P133' := P133 - 2
IM[380,307]: -2
T13634: P249' := P249 + 1
IM[380,381]: 1
T13634: P193' := P193 - 6
IM[380,184]: -6
T13634: P190' := P190 - 1
IM[380,363]: -1
T13634: P306' := P306 - 1
IM[380,407]: -1
T13634: P667' := P667 + 1
IM[380,440]: 1
T13634: P591' := P591 + 2
IM[380,202]: 2
P190 --> T13633 : 1
Pre[381,363]: 1
P648 --> T13633 : 1
Pre[381,327]: 1
P133 --> T13633 : 1
Pre[381,307]: 1
P295 --> T13633 : 1
Pre[381,258]: 1
P567 --> T13633 : 1
Pre[381,243]: 1
P193 --> T13633 : 6
Pre[381,184]: 6
T13633: P190' := P190 - 1
IM[381,363]: -1
T13633: P240' := P240 + 1
IM[381,358]: 1
T13633: P352' := P352 + 1
IM[381,331]: 1
T13633: P648' := P648 - 1
IM[381,327]: -1
T13633: P133' := P133 - 1
IM[381,307]: -1
T13633: P295' := P295 - 1
IM[381,258]: -1
T13633: P584' := P584 + 1
IM[381,437]: 1
T13633: P79' := P79 + 1
IM[381,218]: 1
T13633: P185' := P185 + 4
IM[381,185]: 4
T13633: P567' := P567 - 1
IM[381,243]: -1
T13633: P193' := P193 - 6
IM[381,184]: -6
P295 --> T13632 : 1
Pre[382,258]: 1
P751 --> T13632 : 1
Pre[382,408]: 1
P640 --> T13632 : 1
Pre[382,355]: 1
P133 --> T13632 : 1
Pre[382,307]: 1
P193 --> T13632 : 7
Pre[382,184]: 7
T13632: P227' := P227 + 1
IM[382,344]: 1
T13632: P462' := P462 + 1
IM[382,410]: 1
T13632: P295' := P295 - 1
IM[382,258]: -1
T13632: P751' := P751 - 1
IM[382,408]: -1
T13632: P640' := P640 - 1
IM[382,355]: -1
T13632: P133' := P133 - 1
IM[382,307]: -1
T13632: P721' := P721 + 3
IM[382,192]: 3
T13632: P53' := P53 + 1
IM[382,224]: 1
T13632: P193' := P193 - 7
IM[382,184]: -7
P193 --> T13631 : 6
Pre[383,184]: 6
P751 --> T13631 : 2
Pre[383,408]: 2
P211 --> T13631 : 1
Pre[383,335]: 1
P648 --> T13631 : 1
Pre[383,327]: 1
P190 --> T13631 : 1
Pre[383,363]: 1
T13631: P328' := P328 + 2
IM[383,425]: 2
T13631: P193' := P193 - 6
IM[383,184]: -6
T13631: P751' := P751 - 2
IM[383,408]: -2
T13631: P211' := P211 - 1
IM[383,335]: -1
T13631: P427' := P427 + 1
IM[383,322]: 1
T13631: P798' := P798 + 1
IM[383,301]: 1
T13631: P648' := P648 - 1
IM[383,327]: -1
T13631: P185' := P185 + 4
IM[383,185]: 4
T13631: P190' := P190 - 1
IM[383,363]: -1
P306 --> T13630 : 1
Pre[384,407]: 1
P295 --> T13630 : 1
Pre[384,258]: 1
P193 --> T13630 : 6
Pre[384,184]: 6
P133 --> T13630 : 1
Pre[384,307]: 1
P751 --> T13630 : 1
Pre[384,408]: 1
P190 --> T13630 : 1
Pre[384,363]: 1
T13630: P591' := P591 + 1
IM[384,202]: 1
T13630: P306' := P306 - 1
IM[384,407]: -1
T13630: P345' := P345 + 1
IM[384,415]: 1
T13630: P295' := P295 - 1
IM[384,258]: -1
T13630: P185' := P185 + 4
IM[384,185]: 4
T13630: P249' := P249 + 1
IM[384,381]: 1
T13630: P193' := P193 - 6
IM[384,184]: -6
T13630: P761' := P761 + 1
IM[384,456]: 1
T13630: P133' := P133 - 1
IM[384,307]: -1
T13630: P751' := P751 - 1
IM[384,408]: -1
T13630: P190' := P190 - 1
IM[384,363]: -1
P19 --> T13629 : 1
Pre[385,449]: 1
P193 --> T13629 : 7
Pre[385,184]: 7
P211 --> T13629 : 1
Pre[385,335]: 1
P295 --> T13629 : 1
Pre[385,258]: 1
P751 --> T13629 : 1
Pre[385,408]: 1
T13629: P692' := P692 + 1
IM[385,287]: 1
T13629: P19' := P19 - 1
IM[385,449]: -1
T13629: P193' := P193 - 7
IM[385,184]: -7
T13629: P211' := P211 - 1
IM[385,335]: -1
T13629: P721' := P721 + 3
IM[385,192]: 3
T13629: P295' := P295 - 1
IM[385,258]: -1
T13629: P328' := P328 + 1
IM[385,425]: 1
T13629: P751' := P751 - 1
IM[385,408]: -1
T13629: P581' := P581 + 1
IM[385,477]: 1
P190 --> T13628 : 2
Pre[386,363]: 2
P5 --> T13628 : 1
Pre[386,384]: 1
P193 --> T13628 : 6
Pre[386,184]: 6
P295 --> T13628 : 2
Pre[386,258]: 2
T13628: P214' := P214 + 2
IM[386,432]: 2
T13628: P190' := P190 - 2
IM[386,363]: -2
T13628: P5' := P5 - 1
IM[386,384]: -1
T13628: P193' := P193 - 6
IM[386,184]: -6
T13628: P185' := P185 + 4
IM[386,185]: 4
T13628: P295' := P295 - 2
IM[386,258]: -2
T13628: P340' := P340 + 2
IM[386,461]: 2
P493 --> T13627 : 1
Pre[387,566]: 1
P415 --> T13627 : 10
Pre[387,509]: 10
P613 --> T13627 : 1
Pre[387,727]: 1
T13627: P493' := P493 - 1
IM[387,566]: -1
T13627: P515' := P515 + 1
IM[387,503]: 1
T13627: P613' := P613 - 1
IM[387,727]: -1
P295 --> T13626 : 1
Pre[388,258]: 1
P190 --> T13626 : 1
Pre[388,363]: 1
P193 --> T13626 : 6
Pre[388,184]: 6
P751 --> T13626 : 1
Pre[388,408]: 1
P648 --> T13626 : 1
Pre[388,327]: 1
P472 --> T13626 : 1
Pre[388,334]: 1
T13626: P185' := P185 + 4
IM[388,185]: 4
T13626: P295' := P295 - 1
IM[388,258]: -1
T13626: P65' := P65 + 1
IM[388,336]: 1
T13626: P242' := P242 + 1
IM[388,216]: 1
T13626: P190' := P190 - 1
IM[388,363]: -1
T13626: P586' := P586 + 1
IM[388,379]: 1
T13626: P465' := P465 + 1
IM[388,389]: 1
T13626: P193' := P193 - 6
IM[388,184]: -6
T13626: P751' := P751 - 1
IM[388,408]: -1
T13626: P648' := P648 - 1
IM[388,327]: -1
T13626: P472' := P472 - 1
IM[388,334]: -1
P19 --> T13625 : 1
Pre[389,449]: 1
P193 --> T13625 : 6
Pre[389,184]: 6
P211 --> T13625 : 1
Pre[389,335]: 1
P295 --> T13625 : 2
Pre[389,258]: 2
P648 --> T13625 : 1
Pre[389,327]: 1
T13625: P19' := P19 - 1
IM[389,449]: -1
T13625: P692' := P692 + 2
IM[389,287]: 2
T13625: P185' := P185 + 4
IM[389,185]: 4
T13625: P193' := P193 - 6
IM[389,184]: -6
T13625: P211' := P211 - 1
IM[389,335]: -1
T13625: P581' := P581 + 1
IM[389,477]: 1
T13625: P295' := P295 - 2
IM[389,258]: -2
T13625: P427' := P427 + 1
IM[389,322]: 1
T13625: P648' := P648 - 1
IM[389,327]: -1
P794 --> T13624 : 1
Pre[390,130]: 1
P266 --> T13624 : 1
Pre[390,14]: 1
T13624: P794' := P794 - 1
IM[390,130]: -1
T13624: P266' := P266 - 1
IM[390,14]: -1
T13624: P597' := P597 + 1
IM[390,15]: 1
T13624: P157' := P157 + 1
IM[390,112]: 1
P190 --> T13623 : 2
Pre[391,363]: 2
P19 --> T13623 : 2
Pre[391,449]: 2
P193 --> T13623 : 6
Pre[391,184]: 6
P640 --> T13623 : 1
Pre[391,355]: 1
T13623: P190' := P190 - 2
IM[391,363]: -2
T13623: P19' := P19 - 2
IM[391,449]: -2
T13623: P185' := P185 + 4
IM[391,185]: 4
T13623: P111' := P111 + 2
IM[391,411]: 2
T13623: P193' := P193 - 6
IM[391,184]: -6
T13623: P640' := P640 - 1
IM[391,355]: -1
T13623: P685' := P685 + 2
IM[391,403]: 2
P295 --> T13622 : 2
Pre[392,258]: 2
P193 --> T13622 : 6
Pre[392,184]: 6
P16 --> T13622 : 1
Pre[392,215]: 1
P190 --> T13622 : 1
Pre[392,363]: 1
P751 --> T13622 : 1
Pre[392,408]: 1
T13622: P677' := P677 + 1
IM[392,409]: 1
T13622: P295' := P295 - 2
IM[392,258]: -2
T13622: P193' := P193 - 6
IM[392,184]: -6
T13622: P257' := P257 + 2
IM[392,236]: 2
T13622: P16' := P16 - 1
IM[392,215]: -1
T13622: P185' := P185 + 4
IM[392,185]: 4
T13622: P190' := P190 - 1
IM[392,363]: -1
T13622: P751' := P751 - 1
IM[392,408]: -1
T13622: P555' := P555 + 1
IM[392,368]: 1
P211 --> T13621 : 1
Pre[393,335]: 1
P133 --> T13621 : 2
Pre[393,307]: 2
P193 --> T13621 : 6
Pre[393,184]: 6
P190 --> T13621 : 1
Pre[393,363]: 1
P648 --> T13621 : 1
Pre[393,327]: 1
T13621: P211' := P211 - 1
IM[393,335]: -1
T13621: P494' := P494 + 2
IM[393,265]: 2
T13621: P133' := P133 - 2
IM[393,307]: -2
T13621: P185' := P185 + 4
IM[393,185]: 4
T13621: P193' := P193 - 6
IM[393,184]: -6
T13621: P798' := P798 + 1
IM[393,301]: 1
T13621: P427' := P427 + 1
IM[393,322]: 1
T13621: P190' := P190 - 1
IM[393,363]: -1
T13621: P648' := P648 - 1
IM[393,327]: -1
P193 --> T13620 : 6
Pre[394,184]: 6
P472 --> T13620 : 1
Pre[394,334]: 1
P190 --> T13620 : 1
Pre[394,363]: 1
P751 --> T13620 : 2
Pre[394,408]: 2
P19 --> T13620 : 1
Pre[394,449]: 1
T13620: P65' := P65 + 1
IM[394,336]: 1
T13620: P193' := P193 - 6
IM[394,184]: -6
T13620: P472' := P472 - 1
IM[394,334]: -1
T13620: P242' := P242 + 2
IM[394,216]: 2
T13620: P185' := P185 + 4
IM[394,185]: 4
T13620: P190' := P190 - 1
IM[394,363]: -1
T13620: P751' := P751 - 2
IM[394,408]: -2
T13620: P19' := P19 - 1
IM[394,449]: -1
T13620: P706' := P706 + 1
IM[394,362]: 1
P16 --> T13619 : 1
Pre[395,215]: 1
P193 --> T13619 : 6
Pre[395,184]: 6
P190 --> T13619 : 1
Pre[395,363]: 1
P295 --> T13619 : 2
Pre[395,258]: 2
P751 --> T13619 : 1
Pre[395,408]: 1
T13619: P555' := P555 + 1
IM[395,368]: 1
T13619: P16' := P16 - 1
IM[395,215]: -1
T13619: P193' := P193 - 6
IM[395,184]: -6
T13619: P677' := P677 + 1
IM[395,409]: 1
T13619: P257' := P257 + 2
IM[395,236]: 2
T13619: P190' := P190 - 1
IM[395,363]: -1
T13619: P295' := P295 - 2
IM[395,258]: -2
T13619: P751' := P751 - 1
IM[395,408]: -1
T13619: P185' := P185 + 4
IM[395,185]: 4
P710 --> T13618 : 1
Pre[396,172]: 1
P751 --> T13618 : 1
Pre[396,408]: 1
P193 --> T13618 : 6
Pre[396,184]: 6
P19 --> T13618 : 1
Pre[396,449]: 1
P133 --> T13618 : 1
Pre[396,307]: 1
P190 --> T13618 : 1
Pre[396,363]: 1
T13618: P408' := P408 + 1
IM[396,420]: 1
T13618: P215' := P215 + 1
IM[396,365]: 1
T13618: P710' := P710 - 1
IM[396,172]: -1
T13618: P751' := P751 - 1
IM[396,408]: -1
T13618: P137' := P137 + 1
IM[396,280]: 1
T13618: P565' := P565 + 1
IM[396,315]: 1
T13618: P193' := P193 - 6
IM[396,184]: -6
T13618: P19' := P19 - 1
IM[396,449]: -1
T13618: P185' := P185 + 4
IM[396,185]: 4
T13618: P133' := P133 - 1
IM[396,307]: -1
T13618: P190' := P190 - 1
IM[396,363]: -1
P295 --> T13617 : 1
Pre[397,258]: 1
P211 --> T13617 : 1
Pre[397,335]: 1
P648 --> T13617 : 1
Pre[397,327]: 1
P133 --> T13617 : 1
Pre[397,307]: 1
P751 --> T13617 : 1
Pre[397,408]: 1
P193 --> T13617 : 6
Pre[397,184]: 6
T13617: P295' := P295 - 1
IM[397,258]: -1
T13617: P494' := P494 + 1
IM[397,265]: 1
T13617: P211' := P211 - 1
IM[397,335]: -1
T13617: P185' := P185 + 4
IM[397,185]: 4
T13617: P648' := P648 - 1
IM[397,327]: -1
T13617: P328' := P328 + 1
IM[397,425]: 1
T13617: P427' := P427 + 1
IM[397,322]: 1
T13617: P133' := P133 - 1
IM[397,307]: -1
T13617: P692' := P692 + 1
IM[397,287]: 1
T13617: P751' := P751 - 1
IM[397,408]: -1
T13617: P193' := P193 - 6
IM[397,184]: -6
P5 --> T13616 : 1
Pre[398,384]: 1
P193 --> T13616 : 7
Pre[398,184]: 7
P751 --> T13616 : 2
Pre[398,408]: 2
P133 --> T13616 : 1
Pre[398,307]: 1
T13616: P5' := P5 - 1
IM[398,384]: -1
T13616: P67' := P67 + 2
IM[398,414]: 2
T13616: P193' := P193 - 7
IM[398,184]: -7
T13616: P668' := P668 + 1
IM[398,447]: 1
T13616: P721' := P721 + 3
IM[398,192]: 3
T13616: P751' := P751 - 2
IM[398,408]: -2
T13616: P133' := P133 - 1
IM[398,307]: -1
P133 --> T13615 : 1
Pre[399,307]: 1
P751 --> T13615 : 1
Pre[399,408]: 1
P193 --> T13615 : 6
Pre[399,184]: 6
P648 --> T13615 : 1
Pre[399,327]: 1
P710 --> T13615 : 1
Pre[399,172]: 1
P190 --> T13615 : 1
Pre[399,363]: 1
T13615: P185' := P185 + 4
IM[399,185]: 4
T13615: P565' := P565 + 1
IM[399,315]: 1
T13615: P408' := P408 + 1
IM[399,420]: 1
T13615: P652' := P652 + 1
IM[399,393]: 1
T13615: P133' := P133 - 1
IM[399,307]: -1
T13615: P751' := P751 - 1
IM[399,408]: -1
T13615: P193' := P193 - 6
IM[399,184]: -6
T13615: P648' := P648 - 1
IM[399,327]: -1
T13615: P137' := P137 + 1
IM[399,280]: 1
T13615: P710' := P710 - 1
IM[399,172]: -1
T13615: P190' := P190 - 1
IM[399,363]: -1
P567 --> T13614 : 1
Pre[400,243]: 1
P648 --> T13614 : 1
Pre[400,327]: 1
P193 --> T13614 : 6
Pre[400,184]: 6
P190 --> T13614 : 2
Pre[400,363]: 2
P19 --> T13614 : 1
Pre[400,449]: 1
T13614: P567' := P567 - 1
IM[400,243]: -1
T13614: P648' := P648 - 1
IM[400,327]: -1
T13614: P240' := P240 + 1
IM[400,358]: 1
T13614: P37' := P37 + 1
IM[400,219]: 1
T13614: P193' := P193 - 6
IM[400,184]: -6
T13614: P584' := P584 + 2
IM[400,437]: 2
T13614: P190' := P190 - 2
IM[400,363]: -2
T13614: P19' := P19 - 1
IM[400,449]: -1
T13614: P185' := P185 + 4
IM[400,185]: 4
P648 --> T13613 : 1
Pre[401,327]: 1
P640 --> T13613 : 1
Pre[401,355]: 1
P193 --> T13613 : 6
Pre[401,184]: 6
P190 --> T13613 : 1
Pre[401,363]: 1
P751 --> T13613 : 1
Pre[401,408]: 1
P133 --> T13613 : 1
Pre[401,307]: 1
T13613: P462' := P462 + 1
IM[401,410]: 1
T13613: P227' := P227 + 1
IM[401,344]: 1
T13613: P185' := P185 + 4
IM[401,185]: 4
T13613: P648' := P648 - 1
IM[401,327]: -1
T13613: P640' := P640 - 1
IM[401,355]: -1
T13613: P193' := P193 - 6
IM[401,184]: -6
T13613: P326' := P326 + 1
IM[401,346]: 1
T13613: P190' := P190 - 1
IM[401,363]: -1
T13613: P751' := P751 - 1
IM[401,408]: -1
T13613: P133' := P133 - 1
IM[401,307]: -1
T13613: P685' := P685 + 1
IM[401,403]: 1
P190 --> T13612 : 1
Pre[402,363]: 1
P19 --> T13612 : 2
Pre[402,449]: 2
P211 --> T13612 : 1
Pre[402,335]: 1
P193 --> T13612 : 6
Pre[402,184]: 6
P133 --> T13612 : 1
Pre[402,307]: 1
T13612: P190' := P190 - 1
IM[402,363]: -1
T13612: P19' := P19 - 2
IM[402,449]: -2
T13612: P581' := P581 + 2
IM[402,477]: 2
T13612: P185' := P185 + 4
IM[402,185]: 4
T13612: P798' := P798 + 1
IM[402,301]: 1
T13612: P211' := P211 - 1
IM[402,335]: -1
T13612: P193' := P193 - 6
IM[402,184]: -6
T13612: P494' := P494 + 1
IM[402,265]: 1
T13612: P133' := P133 - 1
IM[402,307]: -1
P751 --> T13611 : 1
Pre[403,408]: 1
P648 --> T13611 : 1
Pre[403,327]: 1
P5 --> T13611 : 1
Pre[403,384]: 1
P193 --> T13611 : 6
Pre[403,184]: 6
P295 --> T13611 : 2
Pre[403,258]: 2
T13611: P751' := P751 - 1
IM[403,408]: -1
T13611: P568' := P568 + 1
IM[403,385]: 1
T13611: P648' := P648 - 1
IM[403,327]: -1
T13611: P5' := P5 - 1
IM[403,384]: -1
T13611: P67' := P67 + 1
IM[403,414]: 1
T13611: P214' := P214 + 2
IM[403,432]: 2
T13611: P185' := P185 + 4
IM[403,185]: 4
T13611: P193' := P193 - 6
IM[403,184]: -6
T13611: P295' := P295 - 2
IM[403,258]: -2
P193 --> T13610 : 6
Pre[404,184]: 6
P211 --> T13610 : 1
Pre[404,335]: 1
P133 --> T13610 : 2
Pre[404,307]: 2
P295 --> T13610 : 1
Pre[404,258]: 1
P190 --> T13610 : 1
Pre[404,363]: 1
T13610: P692' := P692 + 1
IM[404,287]: 1
T13610: P185' := P185 + 4
IM[404,185]: 4
T13610: P193' := P193 - 6
IM[404,184]: -6
T13610: P798' := P798 + 1
IM[404,301]: 1
T13610: P211' := P211 - 1
IM[404,335]: -1
T13610: P133' := P133 - 2
IM[404,307]: -2
T13610: P295' := P295 - 1
IM[404,258]: -1
T13610: P190' := P190 - 1
IM[404,363]: -1
T13610: P494' := P494 + 2
IM[404,265]: 2
P193 --> T13609 : 6
Pre[405,184]: 6
P133 --> T13609 : 1
Pre[405,307]: 1
P648 --> T13609 : 1
Pre[405,327]: 1
P295 --> T13609 : 1
Pre[405,258]: 1
P751 --> T13609 : 1
Pre[405,408]: 1
P211 --> T13609 : 1
Pre[405,335]: 1
T13609: P193' := P193 - 6
IM[405,184]: -6
T13609: P185' := P185 + 4
IM[405,185]: 4
T13609: P133' := P133 - 1
IM[405,307]: -1
T13609: P648' := P648 - 1
IM[405,327]: -1
T13609: P328' := P328 + 1
IM[405,425]: 1
T13609: P295' := P295 - 1
IM[405,258]: -1
T13609: P494' := P494 + 1
IM[405,265]: 1
T13609: P427' := P427 + 1
IM[405,322]: 1
T13609: P751' := P751 - 1
IM[405,408]: -1
T13609: P692' := P692 + 1
IM[405,287]: 1
T13609: P211' := P211 - 1
IM[405,335]: -1
P193 --> T13608 : 6
Pre[406,184]: 6
P751 --> T13608 : 1
Pre[406,408]: 1
P133 --> T13608 : 2
Pre[406,307]: 2
P190 --> T13608 : 1
Pre[406,363]: 1
P710 --> T13608 : 1
Pre[406,172]: 1
T13608: P185' := P185 + 4
IM[406,185]: 4
T13608: P137' := P137 + 2
IM[406,280]: 2
T13608: P565' := P565 + 1
IM[406,315]: 1
T13608: P193' := P193 - 6
IM[406,184]: -6
T13608: P751' := P751 - 1
IM[406,408]: -1
T13608: P408' := P408 + 1
IM[406,420]: 1
T13608: P133' := P133 - 2
IM[406,307]: -2
T13608: P190' := P190 - 1
IM[406,363]: -1
T13608: P710' := P710 - 1
IM[406,172]: -1
P295 --> T13607 : 1
Pre[407,258]: 1
P193 --> T13607 : 6
Pre[407,184]: 6
P710 --> T13607 : 1
Pre[407,172]: 1
P751 --> T13607 : 2
Pre[407,408]: 2
P133 --> T13607 : 1
Pre[407,307]: 1
T13607: P565' := P565 + 2
IM[407,315]: 2
T13607: P295' := P295 - 1
IM[407,258]: -1
T13607: P193' := P193 - 6
IM[407,184]: -6
T13607: P185' := P185 + 4
IM[407,185]: 4
T13607: P710' := P710 - 1
IM[407,172]: -1
T13607: P355' := P355 + 1
IM[407,319]: 1
T13607: P751' := P751 - 2
IM[407,408]: -2
T13607: P137' := P137 + 1
IM[407,280]: 1
T13607: P133' := P133 - 1
IM[407,307]: -1
P648 --> T13606 : 4
Pre[408,327]: 4
P5 --> T13606 : 1
Pre[408,384]: 1
P193 --> T13606 : 6
Pre[408,184]: 6
T13606: P568' := P568 + 4
IM[408,385]: 4
T13606: P648' := P648 - 4
IM[408,327]: -4
T13606: P5' := P5 - 1
IM[408,384]: -1
T13606: P185' := P185 + 4
IM[408,185]: 4
T13606: P193' := P193 - 6
IM[408,184]: -6
P193 --> T13605 : 6
Pre[409,184]: 6
P133 --> T13605 : 1
Pre[409,307]: 1
P190 --> T13605 : 1
Pre[409,363]: 1
P16 --> T13605 : 1
Pre[409,215]: 1
P751 --> T13605 : 1
Pre[409,408]: 1
P295 --> T13605 : 1
Pre[409,258]: 1
T13605: P193' := P193 - 6
IM[409,184]: -6
T13605: P133' := P133 - 1
IM[409,307]: -1
T13605: P190' := P190 - 1
IM[409,363]: -1
T13605: P16' := P16 - 1
IM[409,215]: -1
T13605: P257' := P257 + 1
IM[409,236]: 1
T13605: P677' := P677 + 1
IM[409,409]: 1
T13605: P751' := P751 - 1
IM[409,408]: -1
T13605: P105' := P105 + 1
IM[409,293]: 1
T13605: P295' := P295 - 1
IM[409,258]: -1
T13605: P185' := P185 + 4
IM[409,185]: 4
T13605: P555' := P555 + 1
IM[409,368]: 1
P133 --> T13604 : 1
Pre[410,307]: 1
P5 --> T13604 : 1
Pre[410,384]: 1
P295 --> T13604 : 1
Pre[410,258]: 1
P751 --> T13604 : 1
Pre[410,408]: 1
P193 --> T13604 : 6
Pre[410,184]: 6
P19 --> T13604 : 1
Pre[410,449]: 1
T13604: P133' := P133 - 1
IM[410,307]: -1
T13604: P552' := P552 + 1
IM[410,442]: 1
T13604: P5' := P5 - 1
IM[410,384]: -1
T13604: P668' := P668 + 1
IM[410,447]: 1
T13604: P295' := P295 - 1
IM[410,258]: -1
T13604: P67' := P67 + 1
IM[410,414]: 1
T13604: P751' := P751 - 1
IM[410,408]: -1
T13604: P193' := P193 - 6
IM[410,184]: -6
T13604: P185' := P185 + 4
IM[410,185]: 4
T13604: P214' := P214 + 1
IM[410,432]: 1
T13604: P19' := P19 - 1
IM[410,449]: -1
P751 --> T13603 : 1
Pre[411,408]: 1
P193 --> T13603 : 6
Pre[411,184]: 6
P306 --> T13603 : 1
Pre[411,407]: 1
P19 --> T13603 : 1
Pre[411,449]: 1
P190 --> T13603 : 1
Pre[411,363]: 1
P648 --> T13603 : 1
Pre[411,327]: 1
T13603: P751' := P751 - 1
IM[411,408]: -1
T13603: P480' := P480 + 1
IM[411,418]: 1
T13603: P193' := P193 - 6
IM[411,184]: -6
T13603: P306' := P306 - 1
IM[411,407]: -1
T13603: P761' := P761 + 1
IM[411,456]: 1
T13603: P19' := P19 - 1
IM[411,449]: -1
T13603: P190' := P190 - 1
IM[411,363]: -1
T13603: P185' := P185 + 4
IM[411,185]: 4
T13603: P648' := P648 - 1
IM[411,327]: -1
T13603: P249' := P249 + 1
IM[411,381]: 1
T13603: P667' := P667 + 1
IM[411,440]: 1
P295 --> T13602 : 1
Pre[412,258]: 1
P193 --> T13602 : 6
Pre[412,184]: 6
P211 --> T13602 : 1
Pre[412,335]: 1
P190 --> T13602 : 2
Pre[412,363]: 2
P19 --> T13602 : 1
Pre[412,449]: 1
T13602: P692' := P692 + 1
IM[412,287]: 1
T13602: P295' := P295 - 1
IM[412,258]: -1
T13602: P581' := P581 + 1
IM[412,477]: 1
T13602: P193' := P193 - 6
IM[412,184]: -6
T13602: P211' := P211 - 1
IM[412,335]: -1
T13602: P190' := P190 - 2
IM[412,363]: -2
T13602: P798' := P798 + 2
IM[412,301]: 2
T13602: P185' := P185 + 4
IM[412,185]: 4
T13602: P19' := P19 - 1
IM[412,449]: -1
P266 --> T13601 : 1
Pre[413,14]: 1
P357 --> T13601 : 1
Pre[413,68]: 1
T13601: P597' := P597 + 1
IM[413,15]: 1
T13601: P266' := P266 - 1
IM[413,14]: -1
T13601: P357' := P357 - 1
IM[413,68]: -1
T13601: P468' := P468 + 1
IM[413,214]: 1
P5 --> T13600 : 1
Pre[414,384]: 1
P193 --> T13600 : 7
Pre[414,184]: 7
P648 --> T13600 : 1
Pre[414,327]: 1
P190 --> T13600 : 1
Pre[414,363]: 1
P19 --> T13600 : 1
Pre[414,449]: 1
T13600: P721' := P721 + 3
IM[414,192]: 3
T13600: P340' := P340 + 1
IM[414,461]: 1
T13600: P5' := P5 - 1
IM[414,384]: -1
T13600: P552' := P552 + 1
IM[414,442]: 1
T13600: P193' := P193 - 7
IM[414,184]: -7
T13600: P648' := P648 - 1
IM[414,327]: -1
T13600: P190' := P190 - 1
IM[414,363]: -1
T13600: P19' := P19 - 1
IM[414,449]: -1
T13600: P568' := P568 + 1
IM[414,385]: 1
P295 --> T13599 : 1
Pre[415,258]: 1
P640 --> T13599 : 1
Pre[415,355]: 1
P190 --> T13599 : 1
Pre[415,363]: 1
P133 --> T13599 : 1
Pre[415,307]: 1
P193 --> T13599 : 7
Pre[415,184]: 7
T13599: P227' := P227 + 1
IM[415,344]: 1
T13599: P295' := P295 - 1
IM[415,258]: -1
T13599: P640' := P640 - 1
IM[415,355]: -1
T13599: P721' := P721 + 3
IM[415,192]: 3
T13599: P53' := P53 + 1
IM[415,224]: 1
T13599: P190' := P190 - 1
IM[415,363]: -1
T13599: P685' := P685 + 1
IM[415,403]: 1
T13599: P133' := P133 - 1
IM[415,307]: -1
T13599: P193' := P193 - 7
IM[415,184]: -7
P295 --> T13598 : 1
Pre[416,258]: 1
P133 --> T13598 : 1
Pre[416,307]: 1
P751 --> T13598 : 1
Pre[416,408]: 1
P16 --> T13598 : 1
Pre[416,215]: 1
P190 --> T13598 : 1
Pre[416,363]: 1
P193 --> T13598 : 6
Pre[416,184]: 6
T13598: P295' := P295 - 1
IM[416,258]: -1
T13598: P555' := P555 + 1
IM[416,368]: 1
T13598: P185' := P185 + 4
IM[416,185]: 4
T13598: P133' := P133 - 1
IM[416,307]: -1
T13598: P257' := P257 + 1
IM[416,236]: 1
T13598: P751' := P751 - 1
IM[416,408]: -1
T13598: P16' := P16 - 1
IM[416,215]: -1
T13598: P190' := P190 - 1
IM[416,363]: -1
T13598: P105' := P105 + 1
IM[416,293]: 1
T13598: P193' := P193 - 6
IM[416,184]: -6
T13598: P677' := P677 + 1
IM[416,409]: 1
P133 --> T13597 : 2
Pre[417,307]: 2
P193 --> T13597 : 6
Pre[417,184]: 6
P648 --> T13597 : 1
Pre[417,327]: 1
P640 --> T13597 : 1
Pre[417,355]: 1
P190 --> T13597 : 1
Pre[417,363]: 1
T13597: P227' := P227 + 2
IM[417,344]: 2
T13597: P133' := P133 - 2
IM[417,307]: -2
T13597: P193' := P193 - 6
IM[417,184]: -6
T13597: P185' := P185 + 4
IM[417,185]: 4
T13597: P648' := P648 - 1
IM[417,327]: -1
T13597: P640' := P640 - 1
IM[417,355]: -1
T13597: P326' := P326 + 1
IM[417,346]: 1
T13597: P190' := P190 - 1
IM[417,363]: -1
T13597: P685' := P685 + 1
IM[417,403]: 1
P19 --> T13596 : 2
Pre[418,449]: 2
P648 --> T13596 : 1
Pre[418,327]: 1
P306 --> T13596 : 1
Pre[418,407]: 1
P193 --> T13596 : 6
Pre[418,184]: 6
P133 --> T13596 : 1
Pre[418,307]: 1
T13596: P480' := P480 + 2
IM[418,418]: 2
T13596: P19' := P19 - 2
IM[418,449]: -2
T13596: P648' := P648 - 1
IM[418,327]: -1
T13596: P185' := P185 + 4
IM[418,185]: 4
T13596: P306' := P306 - 1
IM[418,407]: -1
T13596: P591' := P591 + 1
IM[418,202]: 1
T13596: P193' := P193 - 6
IM[418,184]: -6
T13596: P667' := P667 + 1
IM[418,440]: 1
T13596: P133' := P133 - 1
IM[418,307]: -1
P190 --> T13595 : 1
Pre[419,363]: 1
P19 --> T13595 : 1
Pre[419,449]: 1
P751 --> T13595 : 1
Pre[419,408]: 1
P193 --> T13595 : 6
Pre[419,184]: 6
P295 --> T13595 : 1
Pre[419,258]: 1
P306 --> T13595 : 1
Pre[419,407]: 1
T13595: P190' := P190 - 1
IM[419,363]: -1
T13595: P19' := P19 - 1
IM[419,449]: -1
T13595: P751' := P751 - 1
IM[419,408]: -1
T13595: P193' := P193 - 6
IM[419,184]: -6
T13595: P185' := P185 + 4
IM[419,185]: 4
T13595: P345' := P345 + 1
IM[419,415]: 1
T13595: P480' := P480 + 1
IM[419,418]: 1
T13595: P295' := P295 - 1
IM[419,258]: -1
T13595: P306' := P306 - 1
IM[419,407]: -1
T13595: P761' := P761 + 1
IM[419,456]: 1
T13595: P249' := P249 + 1
IM[419,381]: 1
P306 --> T13594 : 1
Pre[420,407]: 1
P193 --> T13594 : 6
Pre[420,184]: 6
P751 --> T13594 : 3
Pre[420,408]: 3
P19 --> T13594 : 1
Pre[420,449]: 1
T13594: P306' := P306 - 1
IM[420,407]: -1
T13594: P185' := P185 + 4
IM[420,185]: 4
T13594: P193' := P193 - 6
IM[420,184]: -6
T13594: P761' := P761 + 3
IM[420,456]: 3
T13594: P751' := P751 - 3
IM[420,408]: -3
T13594: P480' := P480 + 1
IM[420,418]: 1
T13594: P19' := P19 - 1
IM[420,449]: -1
P211 --> T13593 : 1
Pre[421,335]: 1
P648 --> T13593 : 2
Pre[421,327]: 2
P751 --> T13593 : 1
Pre[421,408]: 1
P193 --> T13593 : 6
Pre[421,184]: 6
P19 --> T13593 : 1
Pre[421,449]: 1
T13593: P427' := P427 + 2
IM[421,322]: 2
T13593: P328' := P328 + 1
IM[421,425]: 1
T13593: P211' := P211 - 1
IM[421,335]: -1
T13593: P185' := P185 + 4
IM[421,185]: 4
T13593: P581' := P581 + 1
IM[421,477]: 1
T13593: P648' := P648 - 2
IM[421,327]: -2
T13593: P751' := P751 - 1
IM[421,408]: -1
T13593: P193' := P193 - 6
IM[421,184]: -6
T13593: P19' := P19 - 1
IM[421,449]: -1
P648 --> T13592 : 1
Pre[422,327]: 1
P19 --> T13592 : 1
Pre[422,449]: 1
P193 --> T13592 : 6
Pre[422,184]: 6
P295 --> T13592 : 1
Pre[422,258]: 1
P640 --> T13592 : 1
Pre[422,355]: 1
P133 --> T13592 : 1
Pre[422,307]: 1
T13592: P227' := P227 + 1
IM[422,344]: 1
T13592: P185' := P185 + 4
IM[422,185]: 4
T13592: P648' := P648 - 1
IM[422,327]: -1
T13592: P53' := P53 + 1
IM[422,224]: 1
T13592: P19' := P19 - 1
IM[422,449]: -1
T13592: P193' := P193 - 6
IM[422,184]: -6
T13592: P295' := P295 - 1
IM[422,258]: -1
T13592: P111' := P111 + 1
IM[422,411]: 1
T13592: P640' := P640 - 1
IM[422,355]: -1
T13592: P326' := P326 + 1
IM[422,346]: 1
T13592: P133' := P133 - 1
IM[422,307]: -1
P648 --> T13591 : 2
Pre[423,327]: 2
P19 --> T13591 : 1
Pre[423,449]: 1
P193 --> T13591 : 7
Pre[423,184]: 7
P211 --> T13591 : 1
Pre[423,335]: 1
T13591: P648' := P648 - 2
IM[423,327]: -2
T13591: P19' := P19 - 1
IM[423,449]: -1
T13591: P193' := P193 - 7
IM[423,184]: -7
T13591: P211' := P211 - 1
IM[423,335]: -1
T13591: P721' := P721 + 3
IM[423,192]: 3
T13591: P581' := P581 + 1
IM[423,477]: 1
T13591: P427' := P427 + 2
IM[423,322]: 2
P190 --> T13590 : 1
Pre[424,363]: 1
P133 --> T13590 : 2
Pre[424,307]: 2
P306 --> T13590 : 1
Pre[424,407]: 1
P193 --> T13590 : 6
Pre[424,184]: 6
P295 --> T13590 : 1
Pre[424,258]: 1
T13590: P249' := P249 + 1
IM[424,381]: 1
T13590: P591' := P591 + 2
IM[424,202]: 2
T13590: P190' := P190 - 1
IM[424,363]: -1
T13590: P345' := P345 + 1
IM[424,415]: 1
T13590: P185' := P185 + 4
IM[424,185]: 4
T13590: P133' := P133 - 2
IM[424,307]: -2
T13590: P306' := P306 - 1
IM[424,407]: -1
T13590: P193' := P193 - 6
IM[424,184]: -6
T13590: P295' := P295 - 1
IM[424,258]: -1
P352 --> T13589 : 1
Pre[425,331]: 1
P687 --> T13589 : 1
Pre[425,238]: 1
T13589: P352' := P352 - 1
IM[425,331]: -1
T13589: P315' := P315 + 1
IM[425,266]: 1
T13589: P431' := P431 + 1
IM[425,35]: 1
T13589: P687' := P687 - 1
IM[425,238]: -1
P648 --> T13588 : 1
Pre[426,327]: 1
P19 --> T13588 : 1
Pre[426,449]: 1
P211 --> T13588 : 1
Pre[426,335]: 1
P193 --> T13588 : 6
Pre[426,184]: 6
P295 --> T13588 : 2
Pre[426,258]: 2
T13588: P581' := P581 + 1
IM[426,477]: 1
T13588: P648' := P648 - 1
IM[426,327]: -1
T13588: P19' := P19 - 1
IM[426,449]: -1
T13588: P211' := P211 - 1
IM[426,335]: -1
T13588: P692' := P692 + 2
IM[426,287]: 2
T13588: P185' := P185 + 4
IM[426,185]: 4
T13588: P193' := P193 - 6
IM[426,184]: -6
T13588: P295' := P295 - 2
IM[426,258]: -2
T13588: P427' := P427 + 1
IM[426,322]: 1
P472 --> T13587 : 1
Pre[427,334]: 1
P751 --> T13587 : 1
Pre[427,408]: 1
P190 --> T13587 : 1
Pre[427,363]: 1
P19 --> T13587 : 1
Pre[427,449]: 1
P648 --> T13587 : 1
Pre[427,327]: 1
P193 --> T13587 : 6
Pre[427,184]: 6
T13587: P472' := P472 - 1
IM[427,334]: -1
T13587: P465' := P465 + 1
IM[427,389]: 1
T13587: P185' := P185 + 4
IM[427,185]: 4
T13587: P706' := P706 + 1
IM[427,362]: 1
T13587: P751' := P751 - 1
IM[427,408]: -1
T13587: P190' := P190 - 1
IM[427,363]: -1
T13587: P19' := P19 - 1
IM[427,449]: -1
T13587: P648' := P648 - 1
IM[427,327]: -1
T13587: P242' := P242 + 1
IM[427,216]: 1
T13587: P193' := P193 - 6
IM[427,184]: -6
T13587: P65' := P65 + 1
IM[427,336]: 1
P190 --> T13586 : 2
Pre[428,363]: 2
P5 --> T13586 : 1
Pre[428,384]: 1
P193 --> T13586 : 6
Pre[428,184]: 6
P751 --> T13586 : 1
Pre[428,408]: 1
P133 --> T13586 : 1
Pre[428,307]: 1
T13586: P67' := P67 + 1
IM[428,414]: 1
T13586: P190' := P190 - 2
IM[428,363]: -2
T13586: P185' := P185 + 4
IM[428,185]: 4
T13586: P5' := P5 - 1
IM[428,384]: -1
T13586: P193' := P193 - 6
IM[428,184]: -6
T13586: P751' := P751 - 1
IM[428,408]: -1
T13586: P668' := P668 + 1
IM[428,447]: 1
T13586: P340' := P340 + 2
IM[428,461]: 2
T13586: P133' := P133 - 1
IM[428,307]: -1
P16 --> T13585 : 1
Pre[429,215]: 1
P190 --> T13585 : 2
Pre[429,363]: 2
P648 --> T13585 : 1
Pre[429,327]: 1
P751 --> T13585 : 1
Pre[429,408]: 1
P193 --> T13585 : 6
Pre[429,184]: 6
T13585: P16' := P16 - 1
IM[429,215]: -1
T13585: P190' := P190 - 2
IM[429,363]: -2
T13585: P555' := P555 + 2
IM[429,368]: 2
T13585: P570' := P570 + 1
IM[429,296]: 1
T13585: P677' := P677 + 1
IM[429,409]: 1
T13585: P648' := P648 - 1
IM[429,327]: -1
T13585: P185' := P185 + 4
IM[429,185]: 4
T13585: P751' := P751 - 1
IM[429,408]: -1
T13585: P193' := P193 - 6
IM[429,184]: -6
P19 --> T13584 : 1
Pre[430,449]: 1
P133 --> T13584 : 1
Pre[430,307]: 1
P472 --> T13584 : 1
Pre[430,334]: 1
P193 --> T13584 : 6
Pre[430,184]: 6
P648 --> T13584 : 1
Pre[430,327]: 1
P751 --> T13584 : 1
Pre[430,408]: 1
T13584: P19' := P19 - 1
IM[430,449]: -1
T13584: P185' := P185 + 4
IM[430,185]: 4
T13584: P133' := P133 - 1
IM[430,307]: -1
T13584: P472' := P472 - 1
IM[430,334]: -1
T13584: P465' := P465 + 1
IM[430,389]: 1
T13584: P193' := P193 - 6
IM[430,184]: -6
T13584: P706' := P706 + 1
IM[430,362]: 1
T13584: P648' := P648 - 1
IM[430,327]: -1
T13584: P242' := P242 + 1
IM[430,216]: 1
T13584: P751' := P751 - 1
IM[430,408]: -1
T13584: P457' := P457 + 1
IM[430,347]: 1
P193 --> T13583 : 6
Pre[431,184]: 6
P648 --> T13583 : 1
Pre[431,327]: 1
P751 --> T13583 : 1
Pre[431,408]: 1
P295 --> T13583 : 2
Pre[431,258]: 2
P472 --> T13583 : 1
Pre[431,334]: 1
T13583: P193' := P193 - 6
IM[431,184]: -6
T13583: P648' := P648 - 1
IM[431,327]: -1
T13583: P465' := P465 + 1
IM[431,389]: 1
T13583: P185' := P185 + 4
IM[431,185]: 4
T13583: P751' := P751 - 1
IM[431,408]: -1
T13583: P295' := P295 - 2
IM[431,258]: -2
T13583: P586' := P586 + 2
IM[431,379]: 2
T13583: P472' := P472 - 1
IM[431,334]: -1
T13583: P242' := P242 + 1
IM[431,216]: 1
P295 --> T13582 : 1
Pre[432,258]: 1
P751 --> T13582 : 2
Pre[432,408]: 2
P648 --> T13582 : 1
Pre[432,327]: 1
P193 --> T13582 : 6
Pre[432,184]: 6
P710 --> T13582 : 1
Pre[432,172]: 1
T13582: P652' := P652 + 1
IM[432,393]: 1
T13582: P355' := P355 + 1
IM[432,319]: 1
T13582: P295' := P295 - 1
IM[432,258]: -1
T13582: P751' := P751 - 2
IM[432,408]: -2
T13582: P648' := P648 - 1
IM[432,327]: -1
T13582: P565' := P565 + 2
IM[432,315]: 2
T13582: P193' := P193 - 6
IM[432,184]: -6
T13582: P710' := P710 - 1
IM[432,172]: -1
T13582: P185' := P185 + 4
IM[432,185]: 4
P193 --> T13581 : 6
Pre[433,184]: 6
P190 --> T13581 : 1
Pre[433,363]: 1
P710 --> T13581 : 1
Pre[433,172]: 1
P751 --> T13581 : 3
Pre[433,408]: 3
T13581: P193' := P193 - 6
IM[433,184]: -6
T13581: P565' := P565 + 3
IM[433,315]: 3
T13581: P190' := P190 - 1
IM[433,363]: -1
T13581: P710' := P710 - 1
IM[433,172]: -1
T13581: P185' := P185 + 4
IM[433,185]: 4
T13581: P751' := P751 - 3
IM[433,408]: -3
T13581: P408' := P408 + 1
IM[433,420]: 1
P648 --> T13580 : 1
Pre[434,327]: 1
P133 --> T13580 : 1
Pre[434,307]: 1
P567 --> T13580 : 1
Pre[434,243]: 1
P193 --> T13580 : 7
Pre[434,184]: 7
P295 --> T13580 : 1
Pre[434,258]: 1
T13580: P79' := P79 + 1
IM[434,218]: 1
T13580: P648' := P648 - 1
IM[434,327]: -1
T13580: P240' := P240 + 1
IM[434,358]: 1
T13580: P352' := P352 + 1
IM[434,331]: 1
T13580: P133' := P133 - 1
IM[434,307]: -1
T13580: P567' := P567 - 1
IM[434,243]: -1
T13580: P721' := P721 + 3
IM[434,192]: 3
T13580: P193' := P193 - 7
IM[434,184]: -7
T13580: P295' := P295 - 1
IM[434,258]: -1
P295 --> T13579 : 2
Pre[435,258]: 2
P16 --> T13579 : 1
Pre[435,215]: 1
P193 --> T13579 : 6
Pre[435,184]: 6
P648 --> T13579 : 1
Pre[435,327]: 1
P751 --> T13579 : 1
Pre[435,408]: 1
T13579: P677' := P677 + 1
IM[435,409]: 1
T13579: P295' := P295 - 2
IM[435,258]: -2
T13579: P16' := P16 - 1
IM[435,215]: -1
T13579: P193' := P193 - 6
IM[435,184]: -6
T13579: P185' := P185 + 4
IM[435,185]: 4
T13579: P257' := P257 + 2
IM[435,236]: 2
T13579: P570' := P570 + 1
IM[435,296]: 1
T13579: P648' := P648 - 1
IM[435,327]: -1
T13579: P751' := P751 - 1
IM[435,408]: -1
P586 --> T13578 : 1
Pre[436,379]: 1
P597 --> T13578 : 1
Pre[436,15]: 1
T13578: P586' := P586 - 1
IM[436,379]: -1
T13578: P351' := P351 + 1
IM[436,39]: 1
T13578: P221' := P221 + 1
IM[436,298]: 1
T13578: P597' := P597 - 1
IM[436,15]: -1
P133 --> T13577 : 3
Pre[437,307]: 3
P193 --> T13577 : 6
Pre[437,184]: 6
P472 --> T13577 : 1
Pre[437,334]: 1
P648 --> T13577 : 1
Pre[437,327]: 1
T13577: P133' := P133 - 3
IM[437,307]: -3
T13577: P457' := P457 + 3
IM[437,347]: 3
T13577: P193' := P193 - 6
IM[437,184]: -6
T13577: P185' := P185 + 4
IM[437,185]: 4
T13577: P465' := P465 + 1
IM[437,389]: 1
T13577: P472' := P472 - 1
IM[437,334]: -1
T13577: P648' := P648 - 1
IM[437,327]: -1
P295 --> T13576 : 1
Pre[438,258]: 1
P193 --> T13576 : 6
Pre[438,184]: 6
P133 --> T13576 : 1
Pre[438,307]: 1
P648 --> T13576 : 1
Pre[438,327]: 1
P472 --> T13576 : 1
Pre[438,334]: 1
P190 --> T13576 : 1
Pre[438,363]: 1
T13576: P185' := P185 + 4
IM[438,185]: 4
T13576: P465' := P465 + 1
IM[438,389]: 1
T13576: P295' := P295 - 1
IM[438,258]: -1
T13576: P586' := P586 + 1
IM[438,379]: 1
T13576: P193' := P193 - 6
IM[438,184]: -6
T13576: P457' := P457 + 1
IM[438,347]: 1
T13576: P65' := P65 + 1
IM[438,336]: 1
T13576: P133' := P133 - 1
IM[438,307]: -1
T13576: P648' := P648 - 1
IM[438,327]: -1
T13576: P472' := P472 - 1
IM[438,334]: -1
T13576: P190' := P190 - 1
IM[438,363]: -1
P135 --> T13575 : 1
Pre[439,459]: 1
P573 --> T13575 : 1
Pre[439,455]: 1
T13575: P135' := P135 - 1
IM[439,459]: -1
T13575: P502' := P502 + 1
IM[439,321]: 1
T13575: P573' := P573 - 1
IM[439,455]: -1
P295 --> T13574 : 1
Pre[440,258]: 1
P751 --> T13574 : 1
Pre[440,408]: 1
P133 --> T13574 : 2
Pre[440,307]: 2
P193 --> T13574 : 6
Pre[440,184]: 6
P211 --> T13574 : 1
Pre[440,335]: 1
T13574: P494' := P494 + 2
IM[440,265]: 2
T13574: P295' := P295 - 1
IM[440,258]: -1
T13574: P751' := P751 - 1
IM[440,408]: -1
T13574: P185' := P185 + 4
IM[440,185]: 4
T13574: P692' := P692 + 1
IM[440,287]: 1
T13574: P328' := P328 + 1
IM[440,425]: 1
T13574: P133' := P133 - 2
IM[440,307]: -2
T13574: P193' := P193 - 6
IM[440,184]: -6
T13574: P211' := P211 - 1
IM[440,335]: -1
P244 --> T13573 : 1
Pre[441,25]: 1
P740 --> T13573 : 1
Pre[441,148]: 1
P299 --> T13573 : 1
Pre[441,10]: 1
T13573: P244' := P244 - 1
IM[441,25]: -1
T13573: P333' := P333 + 1
IM[441,6]: 1
T13573: P740' := P740 - 1
IM[441,148]: -1
T13573: P152' := P152 + 1
IM[441,138]: 1
T13573: P299' := P299 - 1
IM[441,10]: -1
P19 --> T13572 : 1
Pre[442,449]: 1
P710 --> T13572 : 1
Pre[442,172]: 1
P133 --> T13572 : 2
Pre[442,307]: 2
P193 --> T13572 : 6
Pre[442,184]: 6
P648 --> T13572 : 1
Pre[442,327]: 1
T13572: P19' := P19 - 1
IM[442,449]: -1
T13572: P137' := P137 + 2
IM[442,280]: 2
T13572: P710' := P710 - 1
IM[442,172]: -1
T13572: P133' := P133 - 2
IM[442,307]: -2
T13572: P193' := P193 - 6
IM[442,184]: -6
T13572: P185' := P185 + 4
IM[442,185]: 4
T13572: P215' := P215 + 1
IM[442,365]: 1
T13572: P652' := P652 + 1
IM[442,393]: 1
T13572: P648' := P648 - 1
IM[442,327]: -1
P595 --> T13571 : 1
Pre[443,417]: 1
P69 --> T13571 : 1
Pre[443,523]: 1
T13571: P595' := P595 - 1
IM[443,417]: -1
T13571: P263' := P263 + 1
IM[443,339]: 1
T13571: P199' := P199 + 1
IM[443,532]: 1
T13571: P69' := P69 - 1
IM[443,523]: -1
T13571: P551' := P551 + 1
IM[443,513]: 1
P190 --> T13570 : 3
Pre[444,363]: 3
P193 --> T13570 : 6
Pre[444,184]: 6
P472 --> T13570 : 1
Pre[444,334]: 1
P133 --> T13570 : 1
Pre[444,307]: 1
T13570: P457' := P457 + 1
IM[444,347]: 1
T13570: P190' := P190 - 3
IM[444,363]: -3
T13570: P193' := P193 - 6
IM[444,184]: -6
T13570: P185' := P185 + 4
IM[444,185]: 4
T13570: P472' := P472 - 1
IM[444,334]: -1
T13570: P65' := P65 + 3
IM[444,336]: 3
T13570: P133' := P133 - 1
IM[444,307]: -1
P19 --> T13569 : 1
Pre[445,449]: 1
P751 --> T13569 : 1
Pre[445,408]: 1
P295 --> T13569 : 1
Pre[445,258]: 1
P193 --> T13569 : 6
Pre[445,184]: 6
P306 --> T13569 : 1
Pre[445,407]: 1
P133 --> T13569 : 1
Pre[445,307]: 1
T13569: P185' := P185 + 4
IM[445,185]: 4
T13569: P480' := P480 + 1
IM[445,418]: 1
T13569: P345' := P345 + 1
IM[445,415]: 1
T13569: P19' := P19 - 1
IM[445,449]: -1
T13569: P761' := P761 + 1
IM[445,456]: 1
T13569: P751' := P751 - 1
IM[445,408]: -1
T13569: P591' := P591 + 1
IM[445,202]: 1
T13569: P295' := P295 - 1
IM[445,258]: -1
T13569: P193' := P193 - 6
IM[445,184]: -6
T13569: P306' := P306 - 1
IM[445,407]: -1
T13569: P133' := P133 - 1
IM[445,307]: -1
P133 --> T13568 : 1
Pre[446,307]: 1
P751 --> T13568 : 2
Pre[446,408]: 2
P648 --> T13568 : 1
Pre[446,327]: 1
P193 --> T13568 : 6
Pre[446,184]: 6
P211 --> T13568 : 1
Pre[446,335]: 1
T13568: P133' := P133 - 1
IM[446,307]: -1
T13568: P427' := P427 + 1
IM[446,322]: 1
T13568: P751' := P751 - 2
IM[446,408]: -2
T13568: P648' := P648 - 1
IM[446,327]: -1
T13568: P185' := P185 + 4
IM[446,185]: 4
T13568: P193' := P193 - 6
IM[446,184]: -6
T13568: P328' := P328 + 2
IM[446,425]: 2
T13568: P211' := P211 - 1
IM[446,335]: -1
T13568: P494' := P494 + 1
IM[446,265]: 1
P295 --> T13567 : 1
Pre[447,258]: 1
P751 --> T13567 : 1
Pre[447,408]: 1
P193 --> T13567 : 6
Pre[447,184]: 6
P133 --> T13567 : 1
Pre[447,307]: 1
P190 --> T13567 : 1
Pre[447,363]: 1
P211 --> T13567 : 1
Pre[447,335]: 1
T13567: P494' := P494 + 1
IM[447,265]: 1
T13567: P798' := P798 + 1
IM[447,301]: 1
T13567: P295' := P295 - 1
IM[447,258]: -1
T13567: P751' := P751 - 1
IM[447,408]: -1
T13567: P692' := P692 + 1
IM[447,287]: 1
T13567: P193' := P193 - 6
IM[447,184]: -6
T13567: P185' := P185 + 4
IM[447,185]: 4
T13567: P133' := P133 - 1
IM[447,307]: -1
T13567: P190' := P190 - 1
IM[447,363]: -1
T13567: P211' := P211 - 1
IM[447,335]: -1
T13567: P328' := P328 + 1
IM[447,425]: 1
P19 --> T13566 : 1
Pre[448,449]: 1
P190 --> T13566 : 1
Pre[448,363]: 1
P193 --> T13566 : 6
Pre[448,184]: 6
P133 --> T13566 : 2
Pre[448,307]: 2
P211 --> T13566 : 1
Pre[448,335]: 1
T13566: P19' := P19 - 1
IM[448,449]: -1
T13566: P190' := P190 - 1
IM[448,363]: -1
T13566: P193' := P193 - 6
IM[448,184]: -6
T13566: P185' := P185 + 4
IM[448,185]: 4
T13566: P494' := P494 + 2
IM[448,265]: 2
T13566: P133' := P133 - 2
IM[448,307]: -2
T13566: P581' := P581 + 1
IM[448,477]: 1
T13566: P798' := P798 + 1
IM[448,301]: 1
T13566: P211' := P211 - 1
IM[448,335]: -1
P211 --> T13565 : 1
Pre[449,335]: 1
P133 --> T13565 : 1
Pre[449,307]: 1
P190 --> T13565 : 1
Pre[449,363]: 1
P19 --> T13565 : 1
Pre[449,449]: 1
P648 --> T13565 : 1
Pre[449,327]: 1
P193 --> T13565 : 6
Pre[449,184]: 6
T13565: P211' := P211 - 1
IM[449,335]: -1
T13565: P133' := P133 - 1
IM[449,307]: -1
T13565: P185' := P185 + 4
IM[449,185]: 4
T13565: P494' := P494 + 1
IM[449,265]: 1
T13565: P190' := P190 - 1
IM[449,363]: -1
T13565: P581' := P581 + 1
IM[449,477]: 1
T13565: P19' := P19 - 1
IM[449,449]: -1
T13565: P648' := P648 - 1
IM[449,327]: -1
T13565: P798' := P798 + 1
IM[449,301]: 1
T13565: P193' := P193 - 6
IM[449,184]: -6
T13565: P427' := P427 + 1
IM[449,322]: 1
P415 --> T13564 : 10
Pre[450,509]: 10
P432 --> T13564 : 1
Pre[450,464]: 1
T13564: P61' := P61 + 1
IM[450,624]: 1
T13564: P432' := P432 - 1
IM[450,464]: -1
P295 --> T13563 : 1
Pre[451,258]: 1
P211 --> T13563 : 1
Pre[451,335]: 1
P751 --> T13563 : 1
Pre[451,408]: 1
P190 --> T13563 : 1
Pre[451,363]: 1
P648 --> T13563 : 1
Pre[451,327]: 1
P193 --> T13563 : 6
Pre[451,184]: 6
T13563: P295' := P295 - 1
IM[451,258]: -1
T13563: P185' := P185 + 4
IM[451,185]: 4
T13563: P427' := P427 + 1
IM[451,322]: 1
T13563: P211' := P211 - 1
IM[451,335]: -1
T13563: P798' := P798 + 1
IM[451,301]: 1
T13563: P328' := P328 + 1
IM[451,425]: 1
T13563: P751' := P751 - 1
IM[451,408]: -1
T13563: P692' := P692 + 1
IM[451,287]: 1
T13563: P190' := P190 - 1
IM[451,363]: -1
T13563: P648' := P648 - 1
IM[451,327]: -1
T13563: P193' := P193 - 6
IM[451,184]: -6
P133 --> T13562 : 1
Pre[452,307]: 1
P190 --> T13562 : 2
Pre[452,363]: 2
P193 --> T13562 : 6
Pre[452,184]: 6
P211 --> T13562 : 1
Pre[452,335]: 1
P648 --> T13562 : 1
Pre[452,327]: 1
T13562: P133' := P133 - 1
IM[452,307]: -1
T13562: P185' := P185 + 4
IM[452,185]: 4
T13562: P798' := P798 + 2
IM[452,301]: 2
T13562: P190' := P190 - 2
IM[452,363]: -2
T13562: P193' := P193 - 6
IM[452,184]: -6
T13562: P211' := P211 - 1
IM[452,335]: -1
T13562: P427' := P427 + 1
IM[452,322]: 1
T13562: P494' := P494 + 1
IM[452,265]: 1
T13562: P648' := P648 - 1
IM[452,327]: -1
P295 --> T13561 : 1
Pre[453,258]: 1
P193 --> T13561 : 6
Pre[453,184]: 6
P710 --> T13561 : 1
Pre[453,172]: 1
P19 --> T13561 : 3
Pre[453,449]: 3
T13561: P295' := P295 - 1
IM[453,258]: -1
T13561: P185' := P185 + 4
IM[453,185]: 4
T13561: P193' := P193 - 6
IM[453,184]: -6
T13561: P710' := P710 - 1
IM[453,172]: -1
T13561: P215' := P215 + 3
IM[453,365]: 3
T13561: P19' := P19 - 3
IM[453,449]: -3
T13561: P355' := P355 + 1
IM[453,319]: 1
P5 --> T13560 : 1
Pre[454,384]: 1
P193 --> T13560 : 6
Pre[454,184]: 6
P19 --> T13560 : 1
Pre[454,449]: 1
P190 --> T13560 : 2
Pre[454,363]: 2
P648 --> T13560 : 1
Pre[454,327]: 1
T13560: P340' := P340 + 2
IM[454,461]: 2
T13560: P5' := P5 - 1
IM[454,384]: -1
T13560: P193' := P193 - 6
IM[454,184]: -6
T13560: P568' := P568 + 1
IM[454,385]: 1
T13560: P185' := P185 + 4
IM[454,185]: 4
T13560: P19' := P19 - 1
IM[454,449]: -1
T13560: P190' := P190 - 2
IM[454,363]: -2
T13560: P552' := P552 + 1
IM[454,442]: 1
T13560: P648' := P648 - 1
IM[454,327]: -1
P16 --> T13559 : 1
Pre[455,215]: 1
P19 --> T13559 : 1
Pre[455,449]: 1
P193 --> T13559 : 6
Pre[455,184]: 6
P751 --> T13559 : 2
Pre[455,408]: 2
P295 --> T13559 : 1
Pre[455,258]: 1
T13559: P16' := P16 - 1
IM[455,215]: -1
T13559: P185' := P185 + 4
IM[455,185]: 4
T13559: P19' := P19 - 1
IM[455,449]: -1
T13559: P193' := P193 - 6
IM[455,184]: -6
T13559: P322' := P322 + 1
IM[455,416]: 1
T13559: P751' := P751 - 2
IM[455,408]: -2
T13559: P295' := P295 - 1
IM[455,258]: -1
T13559: P677' := P677 + 2
IM[455,409]: 2
T13559: P257' := P257 + 1
IM[455,236]: 1
P719 --> T13558 : 1
Pre[456,367]: 1
T13558: P719' := P719 - 1
IM[456,367]: -1
T13558: P672' := P672 + 1
IM[456,309]: 1
P751 --> T13557 : 1
Pre[457,408]: 1
P133 --> T13557 : 1
Pre[457,307]: 1
P19 --> T13557 : 1
Pre[457,449]: 1
P710 --> T13557 : 1
Pre[457,172]: 1
P190 --> T13557 : 1
Pre[457,363]: 1
P193 --> T13557 : 6
Pre[457,184]: 6
T13557: P215' := P215 + 1
IM[457,365]: 1
T13557: P751' := P751 - 1
IM[457,408]: -1
T13557: P408' := P408 + 1
IM[457,420]: 1
T13557: P133' := P133 - 1
IM[457,307]: -1
T13557: P565' := P565 + 1
IM[457,315]: 1
T13557: P19' := P19 - 1
IM[457,449]: -1
T13557: P185' := P185 + 4
IM[457,185]: 4
T13557: P710' := P710 - 1
IM[457,172]: -1
T13557: P190' := P190 - 1
IM[457,363]: -1
T13557: P137' := P137 + 1
IM[457,280]: 1
T13557: P193' := P193 - 6
IM[457,184]: -6
P554 --> T13556 : 1
Pre[458,54]: 1
P559 --> T13556 : 1
Pre[458,332]: 1
T13556: P554' := P554 - 1
IM[458,54]: -1
T13556: P559' := P559 - 1
IM[458,332]: -1
T13556: P252' := P252 + 1
IM[458,357]: 1
T13556: P423' := P423 + 1
IM[458,4]: 1
P295 --> T13555 : 1
Pre[459,258]: 1
P751 --> T13555 : 1
Pre[459,408]: 1
P19 --> T13555 : 1
Pre[459,449]: 1
P648 --> T13555 : 1
Pre[459,327]: 1
P472 --> T13555 : 1
Pre[459,334]: 1
P193 --> T13555 : 6
Pre[459,184]: 6
T13555: P295' := P295 - 1
IM[459,258]: -1
T13555: P751' := P751 - 1
IM[459,408]: -1
T13555: P586' := P586 + 1
IM[459,379]: 1
T13555: P465' := P465 + 1
IM[459,389]: 1
T13555: P185' := P185 + 4
IM[459,185]: 4
T13555: P19' := P19 - 1
IM[459,449]: -1
T13555: P648' := P648 - 1
IM[459,327]: -1
T13555: P706' := P706 + 1
IM[459,362]: 1
T13555: P242' := P242 + 1
IM[459,216]: 1
T13555: P472' := P472 - 1
IM[459,334]: -1
T13555: P193' := P193 - 6
IM[459,184]: -6
P211 --> T13554 : 1
Pre[460,335]: 1
P193 --> T13554 : 7
Pre[460,184]: 7
P295 --> T13554 : 3
Pre[460,258]: 3
T13554: P211' := P211 - 1
IM[460,335]: -1
T13554: P193' := P193 - 7
IM[460,184]: -7
T13554: P692' := P692 + 3
IM[460,287]: 3
T13554: P295' := P295 - 3
IM[460,258]: -3
T13554: P721' := P721 + 3
IM[460,192]: 3
P211 --> T13553 : 1
Pre[461,335]: 1
P751 --> T13553 : 1
Pre[461,408]: 1
P19 --> T13553 : 1
Pre[461,449]: 1
P648 --> T13553 : 1
Pre[461,327]: 1
P193 --> T13553 : 6
Pre[461,184]: 6
P295 --> T13553 : 1
Pre[461,258]: 1
T13553: P185' := P185 + 4
IM[461,185]: 4
T13553: P211' := P211 - 1
IM[461,335]: -1
T13553: P751' := P751 - 1
IM[461,408]: -1
T13553: P19' := P19 - 1
IM[461,449]: -1
T13553: P328' := P328 + 1
IM[461,425]: 1
T13553: P648' := P648 - 1
IM[461,327]: -1
T13553: P193' := P193 - 6
IM[461,184]: -6
T13553: P427' := P427 + 1
IM[461,322]: 1
T13553: P692' := P692 + 1
IM[461,287]: 1
T13553: P295' := P295 - 1
IM[461,258]: -1
T13553: P581' := P581 + 1
IM[461,477]: 1
P193 --> T13552 : 6
Pre[462,184]: 6
P190 --> T13552 : 1
Pre[462,363]: 1
P567 --> T13552 : 1
Pre[462,243]: 1
P751 --> T13552 : 2
Pre[462,408]: 2
P648 --> T13552 : 1
Pre[462,327]: 1
T13552: P185' := P185 + 4
IM[462,185]: 4
T13552: P193' := P193 - 6
IM[462,184]: -6
T13552: P190' := P190 - 1
IM[462,363]: -1
T13552: P567' := P567 - 1
IM[462,243]: -1
T13552: P751' := P751 - 2
IM[462,408]: -2
T13552: P648' := P648 - 1
IM[462,327]: -1
T13552: P584' := P584 + 1
IM[462,437]: 1
T13552: P530' := P530 + 2
IM[462,435]: 2
T13552: P240' := P240 + 1
IM[462,358]: 1
P127 --> T13551 : 1
Pre[463,666]: 1
P415 --> T13551 : 10
Pre[463,509]: 10
P585 --> T13551 : 1
Pre[463,398]: 1
P493 --> T13551 : 1
Pre[463,566]: 1
P459 --> T13551 : 1
Pre[463,510]: 1
T13551: P723' := P723 + 1
IM[463,512]: 1
T13551: P127' := P127 - 1
IM[463,666]: -1
T13551: P585' := P585 - 1
IM[463,398]: -1
T13551: P96' := P96 + 1
IM[463,648]: 1
T13551: P493' := P493 - 1
IM[463,566]: -1
T13551: P459' := P459 - 1
IM[463,510]: -1
P193 --> T13550 : 6
Pre[464,184]: 6
P751 --> T13550 : 1
Pre[464,408]: 1
P295 --> T13550 : 1
Pre[464,258]: 1
P16 --> T13550 : 1
Pre[464,215]: 1
P190 --> T13550 : 2
Pre[464,363]: 2
T13550: P677' := P677 + 1
IM[464,409]: 1
T13550: P193' := P193 - 6
IM[464,184]: -6
T13550: P751' := P751 - 1
IM[464,408]: -1
T13550: P257' := P257 + 1
IM[464,236]: 1
T13550: P555' := P555 + 2
IM[464,368]: 2
T13550: P295' := P295 - 1
IM[464,258]: -1
T13550: P185' := P185 + 4
IM[464,185]: 4
T13550: P16' := P16 - 1
IM[464,215]: -1
T13550: P190' := P190 - 2
IM[464,363]: -2
P133 --> T13549 : 1
Pre[465,307]: 1
P16 --> T13549 : 1
Pre[465,215]: 1
P751 --> T13549 : 1
Pre[465,408]: 1
P648 --> T13549 : 1
Pre[465,327]: 1
P193 --> T13549 : 6
Pre[465,184]: 6
P295 --> T13549 : 1
Pre[465,258]: 1
T13549: P257' := P257 + 1
IM[465,236]: 1
T13549: P133' := P133 - 1
IM[465,307]: -1
T13549: P16' := P16 - 1
IM[465,215]: -1
T13549: P570' := P570 + 1
IM[465,296]: 1
T13549: P185' := P185 + 4
IM[465,185]: 4
T13549: P751' := P751 - 1
IM[465,408]: -1
T13549: P648' := P648 - 1
IM[465,327]: -1
T13549: P193' := P193 - 6
IM[465,184]: -6
T13549: P295' := P295 - 1
IM[465,258]: -1
T13549: P677' := P677 + 1
IM[465,409]: 1
T13549: P105' := P105 + 1
IM[465,293]: 1
P567 --> T13548 : 1
Pre[466,243]: 1
P751 --> T13548 : 1
Pre[466,408]: 1
P193 --> T13548 : 6
Pre[466,184]: 6
P648 --> T13548 : 1
Pre[466,327]: 1
P190 --> T13548 : 1
Pre[466,363]: 1
P295 --> T13548 : 1
Pre[466,258]: 1
T13548: P530' := P530 + 1
IM[466,435]: 1
T13548: P567' := P567 - 1
IM[466,243]: -1
T13548: P185' := P185 + 4
IM[466,185]: 4
T13548: P584' := P584 + 1
IM[466,437]: 1
T13548: P751' := P751 - 1
IM[466,408]: -1
T13548: P79' := P79 + 1
IM[466,218]: 1
T13548: P193' := P193 - 6
IM[466,184]: -6
T13548: P648' := P648 - 1
IM[466,327]: -1
T13548: P240' := P240 + 1
IM[466,358]: 1
T13548: P190' := P190 - 1
IM[466,363]: -1
T13548: P295' := P295 - 1
IM[466,258]: -1
P710 --> T13547 : 1
Pre[467,172]: 1
P19 --> T13547 : 1
Pre[467,449]: 1
P133 --> T13547 : 1
Pre[467,307]: 1
P193 --> T13547 : 6
Pre[467,184]: 6
P751 --> T13547 : 2
Pre[467,408]: 2
T13547: P710' := P710 - 1
IM[467,172]: -1
T13547: P215' := P215 + 1
IM[467,365]: 1
T13547: P19' := P19 - 1
IM[467,449]: -1
T13547: P133' := P133 - 1
IM[467,307]: -1
T13547: P193' := P193 - 6
IM[467,184]: -6
T13547: P751' := P751 - 2
IM[467,408]: -2
T13547: P185' := P185 + 4
IM[467,185]: 4
T13547: P137' := P137 + 1
IM[467,280]: 1
T13547: P565' := P565 + 2
IM[467,315]: 2
P19 --> T13546 : 1
Pre[468,449]: 1
P567 --> T13546 : 1
Pre[468,243]: 1
P193 --> T13546 : 6
Pre[468,184]: 6
P133 --> T13546 : 2
Pre[468,307]: 2
P295 --> T13546 : 1
Pre[468,258]: 1
T13546: P19' := P19 - 1
IM[468,449]: -1
T13546: P567' := P567 - 1
IM[468,243]: -1
T13546: P193' := P193 - 6
IM[468,184]: -6
T13546: P79' := P79 + 1
IM[468,218]: 1
T13546: P133' := P133 - 2
IM[468,307]: -2
T13546: P37' := P37 + 1
IM[468,219]: 1
T13546: P295' := P295 - 1
IM[468,258]: -1
T13546: P352' := P352 + 2
IM[468,331]: 2
T13546: P185' := P185 + 4
IM[468,185]: 4
P193 --> T13545 : 6
Pre[469,184]: 6
P295 --> T13545 : 1
Pre[469,258]: 1
P710 --> T13545 : 1
Pre[469,172]: 1
P751 --> T13545 : 2
Pre[469,408]: 2
P19 --> T13545 : 1
Pre[469,449]: 1
T13545: P355' := P355 + 1
IM[469,319]: 1
T13545: P193' := P193 - 6
IM[469,184]: -6
T13545: P295' := P295 - 1
IM[469,258]: -1
T13545: P565' := P565 + 2
IM[469,315]: 2
T13545: P185' := P185 + 4
IM[469,185]: 4
T13545: P710' := P710 - 1
IM[469,172]: -1
T13545: P215' := P215 + 1
IM[469,365]: 1
T13545: P751' := P751 - 2
IM[469,408]: -2
T13545: P19' := P19 - 1
IM[469,449]: -1
P19 --> T13544 : 1
Pre[470,449]: 1
P472 --> T13544 : 1
Pre[470,334]: 1
P751 --> T13544 : 1
Pre[470,408]: 1
P133 --> T13544 : 2
Pre[470,307]: 2
P193 --> T13544 : 6
Pre[470,184]: 6
T13544: P19' := P19 - 1
IM[470,449]: -1
T13544: P706' := P706 + 1
IM[470,362]: 1
T13544: P472' := P472 - 1
IM[470,334]: -1
T13544: P242' := P242 + 1
IM[470,216]: 1
T13544: P751' := P751 - 1
IM[470,408]: -1
T13544: P185' := P185 + 4
IM[470,185]: 4
T13544: P133' := P133 - 2
IM[470,307]: -2
T13544: P457' := P457 + 2
IM[470,347]: 2
T13544: P193' := P193 - 6
IM[470,184]: -6
P16 --> T13543 : 1
Pre[471,215]: 1
P648 --> T13543 : 1
Pre[471,327]: 1
P751 --> T13543 : 2
Pre[471,408]: 2
P193 --> T13543 : 7
Pre[471,184]: 7
T13543: P16' := P16 - 1
IM[471,215]: -1
T13543: P648' := P648 - 1
IM[471,327]: -1
T13543: P751' := P751 - 2
IM[471,408]: -2
T13543: P193' := P193 - 7
IM[471,184]: -7
T13543: P677' := P677 + 2
IM[471,409]: 2
T13543: P721' := P721 + 3
IM[471,192]: 3
T13543: P570' := P570 + 1
IM[471,296]: 1
P723 --> T13542 : 1
Pre[472,512]: 1
P749 --> T13542 : 1
Pre[472,673]: 1
T13542: P69' := P69 + 1
IM[472,523]: 1
T13542: P749' := P749 - 1
IM[472,673]: -1
T13542: P1' := P1 + 1
IM[472,471]: 1
P193 --> T13541 : 6
Pre[473,184]: 6
P190 --> T13541 : 2
Pre[473,363]: 2
P751 --> T13541 : 1
Pre[473,408]: 1
P472 --> T13541 : 1
Pre[473,334]: 1
P295 --> T13541 : 1
Pre[473,258]: 1
T13541: P193' := P193 - 6
IM[473,184]: -6
T13541: P586' := P586 + 1
IM[473,379]: 1
T13541: P185' := P185 + 4
IM[473,185]: 4
T13541: P242' := P242 + 1
IM[473,216]: 1
T13541: P190' := P190 - 2
IM[473,363]: -2
T13541: P65' := P65 + 2
IM[473,336]: 2
T13541: P751' := P751 - 1
IM[473,408]: -1
T13541: P472' := P472 - 1
IM[473,334]: -1
T13541: P295' := P295 - 1
IM[473,258]: -1
P648 --> T13540 : 2
Pre[474,327]: 2
P193 --> T13540 : 6
Pre[474,184]: 6
P190 --> T13540 : 1
Pre[474,363]: 1
P751 --> T13540 : 1
Pre[474,408]: 1
P710 --> T13540 : 1
Pre[474,172]: 1
T13540: P648' := P648 - 2
IM[474,327]: -2
T13540: P652' := P652 + 2
IM[474,393]: 2
T13540: P185' := P185 + 4
IM[474,185]: 4
T13540: P193' := P193 - 6
IM[474,184]: -6
T13540: P190' := P190 - 1
IM[474,363]: -1
T13540: P751' := P751 - 1
IM[474,408]: -1
T13540: P710' := P710 - 1
IM[474,172]: -1
T13540: P565' := P565 + 1
IM[474,315]: 1
T13540: P408' := P408 + 1
IM[474,420]: 1
P133 --> T13539 : 1
Pre[475,307]: 1
P193 --> T13539 : 6
Pre[475,184]: 6
P648 --> T13539 : 1
Pre[475,327]: 1
P640 --> T13539 : 1
Pre[475,355]: 1
P19 --> T13539 : 1
Pre[475,449]: 1
P295 --> T13539 : 1
Pre[475,258]: 1
T13539: P111' := P111 + 1
IM[475,411]: 1
T13539: P133' := P133 - 1
IM[475,307]: -1
T13539: P326' := P326 + 1
IM[475,346]: 1
T13539: P185' := P185 + 4
IM[475,185]: 4
T13539: P193' := P193 - 6
IM[475,184]: -6
T13539: P648' := P648 - 1
IM[475,327]: -1
T13539: P640' := P640 - 1
IM[475,355]: -1
T13539: P19' := P19 - 1
IM[475,449]: -1
T13539: P227' := P227 + 1
IM[475,344]: 1
T13539: P53' := P53 + 1
IM[475,224]: 1
T13539: P295' := P295 - 1
IM[475,258]: -1
P19 --> T13538 : 1
Pre[476,449]: 1
P648 --> T13538 : 1
Pre[476,327]: 1
P16 --> T13538 : 1
Pre[476,215]: 1
P193 --> T13538 : 7
Pre[476,184]: 7
P190 --> T13538 : 1
Pre[476,363]: 1
T13538: P555' := P555 + 1
IM[476,368]: 1
T13538: P19' := P19 - 1
IM[476,449]: -1
T13538: P648' := P648 - 1
IM[476,327]: -1
T13538: P721' := P721 + 3
IM[476,192]: 3
T13538: P16' := P16 - 1
IM[476,215]: -1
T13538: P570' := P570 + 1
IM[476,296]: 1
T13538: P322' := P322 + 1
IM[476,416]: 1
T13538: P193' := P193 - 7
IM[476,184]: -7
T13538: P190' := P190 - 1
IM[476,363]: -1
P193 --> T13537 : 6
Pre[477,184]: 6
P751 --> T13537 : 1
Pre[477,408]: 1
P295 --> T13537 : 2
Pre[477,258]: 2
P133 --> T13537 : 1
Pre[477,307]: 1
P640 --> T13537 : 1
Pre[477,355]: 1
T13537: P193' := P193 - 6
IM[477,184]: -6
T13537: P751' := P751 - 1
IM[477,408]: -1
T13537: P185' := P185 + 4
IM[477,185]: 4
T13537: P227' := P227 + 1
IM[477,344]: 1
T13537: P295' := P295 - 2
IM[477,258]: -2
T13537: P133' := P133 - 1
IM[477,307]: -1
T13537: P640' := P640 - 1
IM[477,355]: -1
T13537: P462' := P462 + 1
IM[477,410]: 1
T13537: P53' := P53 + 2
IM[477,224]: 2
P567 --> T13536 : 1
Pre[478,243]: 1
P751 --> T13536 : 1
Pre[478,408]: 1
P133 --> T13536 : 1
Pre[478,307]: 1
P193 --> T13536 : 8
Pre[478,184]: 8
T13536: P52' := P52 + 2
IM[478,174]: 2
T13536: P567' := P567 - 1
IM[478,243]: -1
T13536: P530' := P530 + 1
IM[478,435]: 1
T13536: P751' := P751 - 1
IM[478,408]: -1
T13536: P352' := P352 + 1
IM[478,331]: 1
T13536: P133' := P133 - 1
IM[478,307]: -1
T13536: P193' := P193 - 8
IM[478,184]: -8
P472 --> T13535 : 1
Pre[479,334]: 1
P190 --> T13535 : 1
Pre[479,363]: 1
P193 --> T13535 : 6
Pre[479,184]: 6
P133 --> T13535 : 1
Pre[479,307]: 1
P295 --> T13535 : 1
Pre[479,258]: 1
P19 --> T13535 : 1
Pre[479,449]: 1
T13535: P472' := P472 - 1
IM[479,334]: -1
T13535: P65' := P65 + 1
IM[479,336]: 1
T13535: P190' := P190 - 1
IM[479,363]: -1
T13535: P586' := P586 + 1
IM[479,379]: 1
T13535: P193' := P193 - 6
IM[479,184]: -6
T13535: P457' := P457 + 1
IM[479,347]: 1
T13535: P185' := P185 + 4
IM[479,185]: 4
T13535: P133' := P133 - 1
IM[479,307]: -1
T13535: P295' := P295 - 1
IM[479,258]: -1
T13535: P706' := P706 + 1
IM[479,362]: 1
T13535: P19' := P19 - 1
IM[479,449]: -1
P640 --> T13534 : 1
Pre[480,355]: 1
P133 --> T13534 : 1
Pre[480,307]: 1
P193 --> T13534 : 6
Pre[480,184]: 6
P751 --> T13534 : 1
Pre[480,408]: 1
P648 --> T13534 : 1
Pre[480,327]: 1
P190 --> T13534 : 1
Pre[480,363]: 1
T13534: P326' := P326 + 1
IM[480,346]: 1
T13534: P462' := P462 + 1
IM[480,410]: 1
T13534: P185' := P185 + 4
IM[480,185]: 4
T13534: P227' := P227 + 1
IM[480,344]: 1
T13534: P640' := P640 - 1
IM[480,355]: -1
T13534: P133' := P133 - 1
IM[480,307]: -1
T13534: P193' := P193 - 6
IM[480,184]: -6
T13534: P751' := P751 - 1
IM[480,408]: -1
T13534: P648' := P648 - 1
IM[480,327]: -1
T13534: P685' := P685 + 1
IM[480,403]: 1
T13534: P190' := P190 - 1
IM[480,363]: -1
P751 --> T13533 : 1
Pre[481,408]: 1
P648 --> T13533 : 1
Pre[481,327]: 1
P190 --> T13533 : 2
Pre[481,363]: 2
P193 --> T13533 : 6
Pre[481,184]: 6
P567 --> T13533 : 1
Pre[481,243]: 1
T13533: P584' := P584 + 2
IM[481,437]: 2
T13533: P751' := P751 - 1
IM[481,408]: -1
T13533: P240' := P240 + 1
IM[481,358]: 1
T13533: P648' := P648 - 1
IM[481,327]: -1
T13533: P530' := P530 + 1
IM[481,435]: 1
T13533: P190' := P190 - 2
IM[481,363]: -2
T13533: P185' := P185 + 4
IM[481,185]: 4
T13533: P193' := P193 - 6
IM[481,184]: -6
T13533: P567' := P567 - 1
IM[481,243]: -1
P193 --> T13532 : 6
Pre[482,184]: 6
P751 --> T13532 : 1
Pre[482,408]: 1
P19 --> T13532 : 1
Pre[482,449]: 1
P295 --> T13532 : 1
Pre[482,258]: 1
P710 --> T13532 : 1
Pre[482,172]: 1
P648 --> T13532 : 1
Pre[482,327]: 1
T13532: P193' := P193 - 6
IM[482,184]: -6
T13532: P215' := P215 + 1
IM[482,365]: 1
T13532: P751' := P751 - 1
IM[482,408]: -1
T13532: P185' := P185 + 4
IM[482,185]: 4
T13532: P652' := P652 + 1
IM[482,393]: 1
T13532: P565' := P565 + 1
IM[482,315]: 1
T13532: P19' := P19 - 1
IM[482,449]: -1
T13532: P295' := P295 - 1
IM[482,258]: -1
T13532: P710' := P710 - 1
IM[482,172]: -1
T13532: P355' := P355 + 1
IM[482,319]: 1
T13532: P648' := P648 - 1
IM[482,327]: -1
P472 --> T13531 : 1
Pre[483,334]: 1
P19 --> T13531 : 1
Pre[483,449]: 1
P751 --> T13531 : 1
Pre[483,408]: 1
P190 --> T13531 : 2
Pre[483,363]: 2
P193 --> T13531 : 6
Pre[483,184]: 6
T13531: P472' := P472 - 1
IM[483,334]: -1
T13531: P19' := P19 - 1
IM[483,449]: -1
T13531: P185' := P185 + 4
IM[483,185]: 4
T13531: P751' := P751 - 1
IM[483,408]: -1
T13531: P706' := P706 + 1
IM[483,362]: 1
T13531: P65' := P65 + 2
IM[483,336]: 2
T13531: P190' := P190 - 2
IM[483,363]: -2
T13531: P242' := P242 + 1
IM[483,216]: 1
T13531: P193' := P193 - 6
IM[483,184]: -6
P133 --> T13530 : 1
Pre[484,307]: 1
P648 --> T13530 : 2
Pre[484,327]: 2
P567 --> T13530 : 1
Pre[484,243]: 1
P193 --> T13530 : 7
Pre[484,184]: 7
T13530: P352' := P352 + 1
IM[484,331]: 1
T13530: P721' := P721 + 3
IM[484,192]: 3
T13530: P133' := P133 - 1
IM[484,307]: -1
T13530: P240' := P240 + 2
IM[484,358]: 2
T13530: P648' := P648 - 2
IM[484,327]: -2
T13530: P567' := P567 - 1
IM[484,243]: -1
T13530: P193' := P193 - 7
IM[484,184]: -7
P472 --> T13529 : 1
Pre[485,334]: 1
P190 --> T13529 : 1
Pre[485,363]: 1
P133 --> T13529 : 2
Pre[485,307]: 2
P193 --> T13529 : 6
Pre[485,184]: 6
P751 --> T13529 : 1
Pre[485,408]: 1
T13529: P472' := P472 - 1
IM[485,334]: -1
T13529: P457' := P457 + 2
IM[485,347]: 2
T13529: P185' := P185 + 4
IM[485,185]: 4
T13529: P190' := P190 - 1
IM[485,363]: -1
T13529: P65' := P65 + 1
IM[485,336]: 1
T13529: P133' := P133 - 2
IM[485,307]: -2
T13529: P242' := P242 + 1
IM[485,216]: 1
T13529: P193' := P193 - 6
IM[485,184]: -6
T13529: P751' := P751 - 1
IM[485,408]: -1
P751 --> T13528 : 1
Pre[486,408]: 1
P133 --> T13528 : 1
Pre[486,307]: 1
P190 --> T13528 : 1
Pre[486,363]: 1
P19 --> T13528 : 1
Pre[486,449]: 1
P567 --> T13528 : 1
Pre[486,243]: 1
P193 --> T13528 : 6
Pre[486,184]: 6
T13528: P352' := P352 + 1
IM[486,331]: 1
T13528: P185' := P185 + 4
IM[486,185]: 4
T13528: P37' := P37 + 1
IM[486,219]: 1
T13528: P751' := P751 - 1
IM[486,408]: -1
T13528: P133' := P133 - 1
IM[486,307]: -1
T13528: P584' := P584 + 1
IM[486,437]: 1
T13528: P190' := P190 - 1
IM[486,363]: -1
T13528: P19' := P19 - 1
IM[486,449]: -1
T13528: P567' := P567 - 1
IM[486,243]: -1
T13528: P193' := P193 - 6
IM[486,184]: -6
T13528: P530' := P530 + 1
IM[486,435]: 1
P295 --> T13527 : 1
Pre[487,258]: 1
P472 --> T13527 : 1
Pre[487,334]: 1
P193 --> T13527 : 6
Pre[487,184]: 6
P19 --> T13527 : 1
Pre[487,449]: 1
P190 --> T13527 : 2
Pre[487,363]: 2
T13527: P295' := P295 - 1
IM[487,258]: -1
T13527: P185' := P185 + 4
IM[487,185]: 4
T13527: P472' := P472 - 1
IM[487,334]: -1
T13527: P706' := P706 + 1
IM[487,362]: 1
T13527: P193' := P193 - 6
IM[487,184]: -6
T13527: P586' := P586 + 1
IM[487,379]: 1
T13527: P19' := P19 - 1
IM[487,449]: -1
T13527: P190' := P190 - 2
IM[487,363]: -2
T13527: P65' := P65 + 2
IM[487,336]: 2
P133 --> T13526 : 2
Pre[488,307]: 2
P19 --> T13526 : 1
Pre[488,449]: 1
P710 --> T13526 : 1
Pre[488,172]: 1
P193 --> T13526 : 6
Pre[488,184]: 6
P751 --> T13526 : 1
Pre[488,408]: 1
T13526: P215' := P215 + 1
IM[488,365]: 1
T13526: P133' := P133 - 2
IM[488,307]: -2
T13526: P19' := P19 - 1
IM[488,449]: -1
T13526: P137' := P137 + 2
IM[488,280]: 2
T13526: P565' := P565 + 1
IM[488,315]: 1
T13526: P710' := P710 - 1
IM[488,172]: -1
T13526: P193' := P193 - 6
IM[488,184]: -6
T13526: P751' := P751 - 1
IM[488,408]: -1
T13526: P185' := P185 + 4
IM[488,185]: 4
P19 --> T13525 : 1
Pre[489,449]: 1
P648 --> T13525 : 1
Pre[489,327]: 1
P190 --> T13525 : 1
Pre[489,363]: 1
P640 --> T13525 : 1
Pre[489,355]: 1
P751 --> T13525 : 1
Pre[489,408]: 1
P193 --> T13525 : 6
Pre[489,184]: 6
T13525: P185' := P185 + 4
IM[489,185]: 4
T13525: P19' := P19 - 1
IM[489,449]: -1
T13525: P326' := P326 + 1
IM[489,346]: 1
T13525: P111' := P111 + 1
IM[489,411]: 1
T13525: P648' := P648 - 1
IM[489,327]: -1
T13525: P190' := P190 - 1
IM[489,363]: -1
T13525: P640' := P640 - 1
IM[489,355]: -1
T13525: P751' := P751 - 1
IM[489,408]: -1
T13525: P685' := P685 + 1
IM[489,403]: 1
T13525: P462' := P462 + 1
IM[489,410]: 1
T13525: P193' := P193 - 6
IM[489,184]: -6
P19 --> T13524 : 1
Pre[490,449]: 1
P472 --> T13524 : 1
Pre[490,334]: 1
P751 --> T13524 : 1
Pre[490,408]: 1
P133 --> T13524 : 2
Pre[490,307]: 2
P193 --> T13524 : 6
Pre[490,184]: 6
T13524: P19' := P19 - 1
IM[490,449]: -1
T13524: P472' := P472 - 1
IM[490,334]: -1
T13524: P457' := P457 + 2
IM[490,347]: 2
T13524: P242' := P242 + 1
IM[490,216]: 1
T13524: P185' := P185 + 4
IM[490,185]: 4
T13524: P706' := P706 + 1
IM[490,362]: 1
T13524: P751' := P751 - 1
IM[490,408]: -1
T13524: P133' := P133 - 2
IM[490,307]: -2
T13524: P193' := P193 - 6
IM[490,184]: -6
P133 --> T13523 : 2
Pre[491,307]: 2
P472 --> T13523 : 1
Pre[491,334]: 1
P193 --> T13523 : 6
Pre[491,184]: 6
P190 --> T13523 : 1
Pre[491,363]: 1
P751 --> T13523 : 1
Pre[491,408]: 1
T13523: P185' := P185 + 4
IM[491,185]: 4
T13523: P457' := P457 + 2
IM[491,347]: 2
T13523: P133' := P133 - 2
IM[491,307]: -2
T13523: P472' := P472 - 1
IM[491,334]: -1
T13523: P193' := P193 - 6
IM[491,184]: -6
T13523: P242' := P242 + 1
IM[491,216]: 1
T13523: P190' := P190 - 1
IM[491,363]: -1
T13523: P65' := P65 + 1
IM[491,336]: 1
T13523: P751' := P751 - 1
IM[491,408]: -1
P133 --> T13522 : 1
Pre[492,307]: 1
P648 --> T13522 : 1
Pre[492,327]: 1
P193 --> T13522 : 6
Pre[492,184]: 6
P16 --> T13522 : 1
Pre[492,215]: 1
P751 --> T13522 : 1
Pre[492,408]: 1
P19 --> T13522 : 1
Pre[492,449]: 1
T13522: P322' := P322 + 1
IM[492,416]: 1
T13522: P133' := P133 - 1
IM[492,307]: -1
T13522: P648' := P648 - 1
IM[492,327]: -1
T13522: P105' := P105 + 1
IM[492,293]: 1
T13522: P193' := P193 - 6
IM[492,184]: -6
T13522: P16' := P16 - 1
IM[492,215]: -1
T13522: P185' := P185 + 4
IM[492,185]: 4
T13522: P677' := P677 + 1
IM[492,409]: 1
T13522: P570' := P570 + 1
IM[492,296]: 1
T13522: P751' := P751 - 1
IM[492,408]: -1
T13522: P19' := P19 - 1
IM[492,449]: -1
P52 --> T13521 : 1
Pre[493,174]: 1
P368 --> T13521 : 1
Pre[493,99]: 1
T13521: P52' := P52 - 1
IM[493,174]: -1
T13521: P368' := P368 - 1
IM[493,99]: -1
T13521: P409' := P409 + 1
IM[493,223]: 1
P751 --> T13520 : 1
Pre[494,408]: 1
P133 --> T13520 : 1
Pre[494,307]: 1
P710 --> T13520 : 1
Pre[494,172]: 1
P193 --> T13520 : 6
Pre[494,184]: 6
P190 --> T13520 : 1
Pre[494,363]: 1
P648 --> T13520 : 1
Pre[494,327]: 1
T13520: P751' := P751 - 1
IM[494,408]: -1
T13520: P185' := P185 + 4
IM[494,185]: 4
T13520: P565' := P565 + 1
IM[494,315]: 1
T13520: P133' := P133 - 1
IM[494,307]: -1
T13520: P408' := P408 + 1
IM[494,420]: 1
T13520: P710' := P710 - 1
IM[494,172]: -1
T13520: P193' := P193 - 6
IM[494,184]: -6
T13520: P652' := P652 + 1
IM[494,393]: 1
T13520: P190' := P190 - 1
IM[494,363]: -1
T13520: P648' := P648 - 1
IM[494,327]: -1
T13520: P137' := P137 + 1
IM[494,280]: 1
P133 --> T13519 : 1
Pre[495,307]: 1
P5 --> T13519 : 1
Pre[495,384]: 1
P19 --> T13519 : 1
Pre[495,449]: 1
P751 --> T13519 : 1
Pre[495,408]: 1
P193 --> T13519 : 6
Pre[495,184]: 6
P190 --> T13519 : 1
Pre[495,363]: 1
T13519: P133' := P133 - 1
IM[495,307]: -1
T13519: P185' := P185 + 4
IM[495,185]: 4
T13519: P552' := P552 + 1
IM[495,442]: 1
T13519: P5' := P5 - 1
IM[495,384]: -1
T13519: P19' := P19 - 1
IM[495,449]: -1
T13519: P751' := P751 - 1
IM[495,408]: -1
T13519: P340' := P340 + 1
IM[495,461]: 1
T13519: P67' := P67 + 1
IM[495,414]: 1
T13519: P193' := P193 - 6
IM[495,184]: -6
T13519: P190' := P190 - 1
IM[495,363]: -1
T13519: P668' := P668 + 1
IM[495,447]: 1
P648 --> T13518 : 1
Pre[496,327]: 1
P193 --> T13518 : 6
Pre[496,184]: 6
P190 --> T13518 : 1
Pre[496,363]: 1
P133 --> T13518 : 1
Pre[496,307]: 1
P640 --> T13518 : 1
Pre[496,355]: 1
P295 --> T13518 : 1
Pre[496,258]: 1
T13518: P648' := P648 - 1
IM[496,327]: -1
T13518: P193' := P193 - 6
IM[496,184]: -6
T13518: P190' := P190 - 1
IM[496,363]: -1
T13518: P227' := P227 + 1
IM[496,344]: 1
T13518: P133' := P133 - 1
IM[496,307]: -1
T13518: P185' := P185 + 4
IM[496,185]: 4
T13518: P53' := P53 + 1
IM[496,224]: 1
T13518: P640' := P640 - 1
IM[496,355]: -1
T13518: P295' := P295 - 1
IM[496,258]: -1
T13518: P326' := P326 + 1
IM[496,346]: 1
T13518: P685' := P685 + 1
IM[496,403]: 1
P19 --> T13517 : 1
Pre[497,449]: 1
P193 --> T13517 : 6
Pre[497,184]: 6
P751 --> T13517 : 1
Pre[497,408]: 1
P472 --> T13517 : 1
Pre[497,334]: 1
P295 --> T13517 : 2
Pre[497,258]: 2
T13517: P19' := P19 - 1
IM[497,449]: -1
T13517: P242' := P242 + 1
IM[497,216]: 1
T13517: P193' := P193 - 6
IM[497,184]: -6
T13517: P586' := P586 + 2
IM[497,379]: 2
T13517: P751' := P751 - 1
IM[497,408]: -1
T13517: P472' := P472 - 1
IM[497,334]: -1
T13517: P185' := P185 + 4
IM[497,185]: 4
T13517: P706' := P706 + 1
IM[497,362]: 1
T13517: P295' := P295 - 2
IM[497,258]: -2
P295 --> T13516 : 2
Pre[498,258]: 2
P648 --> T13516 : 1
Pre[498,327]: 1
P193 --> T13516 : 6
Pre[498,184]: 6
P306 --> T13516 : 1
Pre[498,407]: 1
P133 --> T13516 : 1
Pre[498,307]: 1
T13516: P295' := P295 - 2
IM[498,258]: -2
T13516: P591' := P591 + 1
IM[498,202]: 1
T13516: P648' := P648 - 1
IM[498,327]: -1
T13516: P345' := P345 + 2
IM[498,415]: 2
T13516: P667' := P667 + 1
IM[498,440]: 1
T13516: P193' := P193 - 6
IM[498,184]: -6
T13516: P306' := P306 - 1
IM[498,407]: -1
T13516: P185' := P185 + 4
IM[498,185]: 4
T13516: P133' := P133 - 1
IM[498,307]: -1
P710 --> T13515 : 1
Pre[499,172]: 1
P133 --> T13515 : 1
Pre[499,307]: 1
P751 --> T13515 : 1
Pre[499,408]: 1
P193 --> T13515 : 6
Pre[499,184]: 6
P19 --> T13515 : 2
Pre[499,449]: 2
T13515: P565' := P565 + 1
IM[499,315]: 1
T13515: P710' := P710 - 1
IM[499,172]: -1
T13515: P133' := P133 - 1
IM[499,307]: -1
T13515: P215' := P215 + 2
IM[499,365]: 2
T13515: P751' := P751 - 1
IM[499,408]: -1
T13515: P193' := P193 - 6
IM[499,184]: -6
T13515: P137' := P137 + 1
IM[499,280]: 1
T13515: P185' := P185 + 4
IM[499,185]: 4
T13515: P19' := P19 - 2
IM[499,449]: -2
P193 --> T13514 : 7
Pre[500,184]: 7
P19 --> T13514 : 2
Pre[500,449]: 2
P133 --> T13514 : 1
Pre[500,307]: 1
P472 --> T13514 : 1
Pre[500,334]: 1
T13514: P193' := P193 - 7
IM[500,184]: -7
T13514: P706' := P706 + 2
IM[500,362]: 2
T13514: P19' := P19 - 2
IM[500,449]: -2
T13514: P133' := P133 - 1
IM[500,307]: -1
T13514: P457' := P457 + 1
IM[500,347]: 1
T13514: P721' := P721 + 3
IM[500,192]: 3
T13514: P472' := P472 - 1
IM[500,334]: -1
P190 --> T13513 : 1
Pre[501,363]: 1
P751 --> T13513 : 1
Pre[501,408]: 1
P567 --> T13513 : 1
Pre[501,243]: 1
P193 --> T13513 : 6
Pre[501,184]: 6
P133 --> T13513 : 2
Pre[501,307]: 2
T13513: P190' := P190 - 1
IM[501,363]: -1
T13513: P584' := P584 + 1
IM[501,437]: 1
T13513: P751' := P751 - 1
IM[501,408]: -1
T13513: P567' := P567 - 1
IM[501,243]: -1
T13513: P193' := P193 - 6
IM[501,184]: -6
T13513: P185' := P185 + 4
IM[501,185]: 4
T13513: P133' := P133 - 2
IM[501,307]: -2
T13513: P530' := P530 + 1
IM[501,435]: 1
T13513: P352' := P352 + 2
IM[501,331]: 2
P193 --> T13512 : 6
Pre[502,184]: 6
P133 --> T13512 : 1
Pre[502,307]: 1
P751 --> T13512 : 2
Pre[502,408]: 2
P16 --> T13512 : 1
Pre[502,215]: 1
P295 --> T13512 : 1
Pre[502,258]: 1
T13512: P185' := P185 + 4
IM[502,185]: 4
T13512: P193' := P193 - 6
IM[502,184]: -6
T13512: P105' := P105 + 1
IM[502,293]: 1
T13512: P133' := P133 - 1
IM[502,307]: -1
T13512: P257' := P257 + 1
IM[502,236]: 1
T13512: P751' := P751 - 2
IM[502,408]: -2
T13512: P16' := P16 - 1
IM[502,215]: -1
T13512: P677' := P677 + 2
IM[502,409]: 2
T13512: P295' := P295 - 1
IM[502,258]: -1
P190 --> T13511 : 1
Pre[503,363]: 1
P295 --> T13511 : 2
Pre[503,258]: 2
P19 --> T13511 : 1
Pre[503,449]: 1
P193 --> T13511 : 6
Pre[503,184]: 6
P567 --> T13511 : 1
Pre[503,243]: 1
T13511: P185' := P185 + 4
IM[503,185]: 4
T13511: P190' := P190 - 1
IM[503,363]: -1
T13511: P79' := P79 + 2
IM[503,218]: 2
T13511: P295' := P295 - 2
IM[503,258]: -2
T13511: P19' := P19 - 1
IM[503,449]: -1
T13511: P193' := P193 - 6
IM[503,184]: -6
T13511: P567' := P567 - 1
IM[503,243]: -1
T13511: P584' := P584 + 1
IM[503,437]: 1
T13511: P37' := P37 + 1
IM[503,219]: 1
P190 --> T13510 : 1
Pre[504,363]: 1
P751 --> T13510 : 2
Pre[504,408]: 2
P193 --> T13510 : 6
Pre[504,184]: 6
P295 --> T13510 : 1
Pre[504,258]: 1
P306 --> T13510 : 1
Pre[504,407]: 1
T13510: P190' := P190 - 1
IM[504,363]: -1
T13510: P761' := P761 + 2
IM[504,456]: 2
T13510: P751' := P751 - 2
IM[504,408]: -2
T13510: P249' := P249 + 1
IM[504,381]: 1
T13510: P185' := P185 + 4
IM[504,185]: 4
T13510: P345' := P345 + 1
IM[504,415]: 1
T13510: P193' := P193 - 6
IM[504,184]: -6
T13510: P295' := P295 - 1
IM[504,258]: -1
T13510: P306' := P306 - 1
IM[504,407]: -1
P19 --> T13509 : 1
Pre[505,449]: 1
P193 --> T13509 : 6
Pre[505,184]: 6
P751 --> T13509 : 1
Pre[505,408]: 1
P648 --> T13509 : 2
Pre[505,327]: 2
P306 --> T13509 : 1
Pre[505,407]: 1
T13509: P19' := P19 - 1
IM[505,449]: -1
T13509: P667' := P667 + 2
IM[505,440]: 2
T13509: P193' := P193 - 6
IM[505,184]: -6
T13509: P751' := P751 - 1
IM[505,408]: -1
T13509: P761' := P761 + 1
IM[505,456]: 1
T13509: P648' := P648 - 2
IM[505,327]: -2
T13509: P185' := P185 + 4
IM[505,185]: 4
T13509: P306' := P306 - 1
IM[505,407]: -1
T13509: P480' := P480 + 1
IM[505,418]: 1
P738 --> T13508 : 1
Pre[506,8]: 1
P173 --> T13508 : 1
Pre[506,279]: 1
T13508: P336' := P336 + 1
IM[506,5]: 1
T13508: P467' := P467 + 1
IM[506,2]: 1
T13508: P738' := P738 - 1
IM[506,8]: -1
T13508: P173' := P173 - 1
IM[506,279]: -1
T13508: P129' := P129 + 1
IM[506,278]: 1
P650 --> T13507 : 1
Pre[507,9]: 1
P618 --> T13507 : 1
Pre[507,86]: 1
P390 --> T13507 : 1
Pre[507,17]: 1
T13507: P650' := P650 - 1
IM[507,9]: -1
T13507: P618' := P618 - 1
IM[507,86]: -1
T13507: P299' := P299 + 1
IM[507,10]: 1
T13507: P390' := P390 - 1
IM[507,17]: -1
T13507: P440' := P440 + 1
IM[507,69]: 1
P133 --> T13506 : 1
Pre[508,307]: 1
P751 --> T13506 : 1
Pre[508,408]: 1
P648 --> T13506 : 1
Pre[508,327]: 1
P16 --> T13506 : 1
Pre[508,215]: 1
P193 --> T13506 : 7
Pre[508,184]: 7
T13506: P105' := P105 + 1
IM[508,293]: 1
T13506: P133' := P133 - 1
IM[508,307]: -1
T13506: P721' := P721 + 3
IM[508,192]: 3
T13506: P751' := P751 - 1
IM[508,408]: -1
T13506: P648' := P648 - 1
IM[508,327]: -1
T13506: P570' := P570 + 1
IM[508,296]: 1
T13506: P677' := P677 + 1
IM[508,409]: 1
T13506: P16' := P16 - 1
IM[508,215]: -1
T13506: P193' := P193 - 7
IM[508,184]: -7
P751 --> T13505 : 1
Pre[509,408]: 1
P193 --> T13505 : 6
Pre[509,184]: 6
P710 --> T13505 : 1
Pre[509,172]: 1
P295 --> T13505 : 2
Pre[509,258]: 2
P133 --> T13505 : 1
Pre[509,307]: 1
T13505: P137' := P137 + 1
IM[509,280]: 1
T13505: P751' := P751 - 1
IM[509,408]: -1
T13505: P193' := P193 - 6
IM[509,184]: -6
T13505: P710' := P710 - 1
IM[509,172]: -1
T13505: P355' := P355 + 2
IM[509,319]: 2
T13505: P295' := P295 - 2
IM[509,258]: -2
T13505: P185' := P185 + 4
IM[509,185]: 4
T13505: P565' := P565 + 1
IM[509,315]: 1
T13505: P133' := P133 - 1
IM[509,307]: -1
P190 --> T13504 : 2
Pre[510,363]: 2
P193 --> T13504 : 6
Pre[510,184]: 6
P19 --> T13504 : 1
Pre[510,449]: 1
P133 --> T13504 : 1
Pre[510,307]: 1
P472 --> T13504 : 1
Pre[510,334]: 1
T13504: P190' := P190 - 2
IM[510,363]: -2
T13504: P457' := P457 + 1
IM[510,347]: 1
T13504: P193' := P193 - 6
IM[510,184]: -6
T13504: P19' := P19 - 1
IM[510,449]: -1
T13504: P185' := P185 + 4
IM[510,185]: 4
T13504: P65' := P65 + 2
IM[510,336]: 2
T13504: P133' := P133 - 1
IM[510,307]: -1
T13504: P472' := P472 - 1
IM[510,334]: -1
T13504: P706' := P706 + 1
IM[510,362]: 1
P295 --> T13503 : 2
Pre[511,258]: 2
P19 --> T13503 : 1
Pre[511,449]: 1
P648 --> T13503 : 1
Pre[511,327]: 1
P193 --> T13503 : 6
Pre[511,184]: 6
P640 --> T13503 : 1
Pre[511,355]: 1
T13503: P295' := P295 - 2
IM[511,258]: -2
T13503: P53' := P53 + 2
IM[511,224]: 2
T13503: P19' := P19 - 1
IM[511,449]: -1
T13503: P648' := P648 - 1
IM[511,327]: -1
T13503: P185' := P185 + 4
IM[511,185]: 4
T13503: P111' := P111 + 1
IM[511,411]: 1
T13503: P326' := P326 + 1
IM[511,346]: 1
T13503: P193' := P193 - 6
IM[511,184]: -6
T13503: P640' := P640 - 1
IM[511,355]: -1
P190 --> T13502 : 1
Pre[512,363]: 1
P295 --> T13502 : 1
Pre[512,258]: 1
P211 --> T13502 : 1
Pre[512,335]: 1
P133 --> T13502 : 2
Pre[512,307]: 2
P193 --> T13502 : 6
Pre[512,184]: 6
T13502: P185' := P185 + 4
IM[512,185]: 4
T13502: P190' := P190 - 1
IM[512,363]: -1
T13502: P494' := P494 + 2
IM[512,265]: 2
T13502: P295' := P295 - 1
IM[512,258]: -1
T13502: P798' := P798 + 1
IM[512,301]: 1
T13502: P211' := P211 - 1
IM[512,335]: -1
T13502: P692' := P692 + 1
IM[512,287]: 1
T13502: P133' := P133 - 2
IM[512,307]: -2
T13502: P193' := P193 - 6
IM[512,184]: -6
P19 --> T13501 : 1
Pre[513,449]: 1
P295 --> T13501 : 1
Pre[513,258]: 1
P306 --> T13501 : 1
Pre[513,407]: 1
P133 --> T13501 : 2
Pre[513,307]: 2
P193 --> T13501 : 6
Pre[513,184]: 6
T13501: P19' := P19 - 1
IM[513,449]: -1
T13501: P345' := P345 + 1
IM[513,415]: 1
T13501: P295' := P295 - 1
IM[513,258]: -1
T13501: P306' := P306 - 1
IM[513,407]: -1
T13501: P591' := P591 + 2
IM[513,202]: 2
T13501: P133' := P133 - 2
IM[513,307]: -2
T13501: P480' := P480 + 1
IM[513,418]: 1
T13501: P185' := P185 + 4
IM[513,185]: 4
T13501: P193' := P193 - 6
IM[513,184]: -6
P470 --> T13500 : 1
Pre[514,18]: 1
P125 --> T13500 : 1
Pre[514,257]: 1
P650 --> T13500 : 1
Pre[514,9]: 1
T13500: P571' := P571 + 1
IM[514,259]: 1
T13500: P470' := P470 - 1
IM[514,18]: -1
T13500: P299' := P299 + 1
IM[514,10]: 1
T13500: P125' := P125 - 1
IM[514,257]: -1
T13500: P650' := P650 - 1
IM[514,9]: -1
P5 --> T13499 : 1
Pre[515,384]: 1
P648 --> T13499 : 1
Pre[515,327]: 1
P190 --> T13499 : 1
Pre[515,363]: 1
P133 --> T13499 : 1
Pre[515,307]: 1
P751 --> T13499 : 1
Pre[515,408]: 1
P193 --> T13499 : 6
Pre[515,184]: 6
T13499: P668' := P668 + 1
IM[515,447]: 1
T13499: P5' := P5 - 1
IM[515,384]: -1
T13499: P648' := P648 - 1
IM[515,327]: -1
T13499: P190' := P190 - 1
IM[515,363]: -1
T13499: P568' := P568 + 1
IM[515,385]: 1
T13499: P185' := P185 + 4
IM[515,185]: 4
T13499: P340' := P340 + 1
IM[515,461]: 1
T13499: P133' := P133 - 1
IM[515,307]: -1
T13499: P751' := P751 - 1
IM[515,408]: -1
T13499: P193' := P193 - 6
IM[515,184]: -6
T13499: P67' := P67 + 1
IM[515,414]: 1
P190 --> T13498 : 2
Pre[516,363]: 2
P133 --> T13498 : 2
Pre[516,307]: 2
P211 --> T13498 : 1
Pre[516,335]: 1
P193 --> T13498 : 6
Pre[516,184]: 6
T13498: P190' := P190 - 2
IM[516,363]: -2
T13498: P133' := P133 - 2
IM[516,307]: -2
T13498: P185' := P185 + 4
IM[516,185]: 4
T13498: P211' := P211 - 1
IM[516,335]: -1
T13498: P494' := P494 + 2
IM[516,265]: 2
T13498: P193' := P193 - 6
IM[516,184]: -6
T13498: P798' := P798 + 2
IM[516,301]: 2
P190 --> T13497 : 1
Pre[517,363]: 1
P193 --> T13497 : 7
Pre[517,184]: 7
P306 --> T13497 : 1
Pre[517,407]: 1
P751 --> T13497 : 1
Pre[517,408]: 1
P295 --> T13497 : 1
Pre[517,258]: 1
T13497: P761' := P761 + 1
IM[517,456]: 1
T13497: P345' := P345 + 1
IM[517,415]: 1
T13497: P190' := P190 - 1
IM[517,363]: -1
T13497: P193' := P193 - 7
IM[517,184]: -7
T13497: P306' := P306 - 1
IM[517,407]: -1
T13497: P751' := P751 - 1
IM[517,408]: -1
T13497: P295' := P295 - 1
IM[517,258]: -1
T13497: P721' := P721 + 3
IM[517,192]: 3
T13497: P249' := P249 + 1
IM[517,381]: 1
P640 --> T13496 : 1
Pre[518,355]: 1
P190 --> T13496 : 1
Pre[518,363]: 1
P193 --> T13496 : 6
Pre[518,184]: 6
P133 --> T13496 : 1
Pre[518,307]: 1
P19 --> T13496 : 2
Pre[518,449]: 2
T13496: P227' := P227 + 1
IM[518,344]: 1
T13496: P640' := P640 - 1
IM[518,355]: -1
T13496: P685' := P685 + 1
IM[518,403]: 1
T13496: P190' := P190 - 1
IM[518,363]: -1
T13496: P193' := P193 - 6
IM[518,184]: -6
T13496: P111' := P111 + 2
IM[518,411]: 2
T13496: P133' := P133 - 1
IM[518,307]: -1
T13496: P185' := P185 + 4
IM[518,185]: 4
T13496: P19' := P19 - 2
IM[518,449]: -2
P211 --> T13495 : 1
Pre[519,335]: 1
P648 --> T13495 : 2
Pre[519,327]: 2
P193 --> T13495 : 8
Pre[519,184]: 8
T13495: P211' := P211 - 1
IM[519,335]: -1
T13495: P648' := P648 - 2
IM[519,327]: -2
T13495: P427' := P427 + 2
IM[519,322]: 2
T13495: P193' := P193 - 8
IM[519,184]: -8
T13495: P52' := P52 + 2
IM[519,174]: 2
P190 --> T13494 : 1
Pre[520,363]: 1
P648 --> T13494 : 1
Pre[520,327]: 1
P295 --> T13494 : 1
Pre[520,258]: 1
P751 --> T13494 : 1
Pre[520,408]: 1
P211 --> T13494 : 1
Pre[520,335]: 1
P193 --> T13494 : 6
Pre[520,184]: 6
T13494: P190' := P190 - 1
IM[520,363]: -1
T13494: P798' := P798 + 1
IM[520,301]: 1
T13494: P648' := P648 - 1
IM[520,327]: -1
T13494: P295' := P295 - 1
IM[520,258]: -1
T13494: P751' := P751 - 1
IM[520,408]: -1
T13494: P211' := P211 - 1
IM[520,335]: -1
T13494: P427' := P427 + 1
IM[520,322]: 1
T13494: P328' := P328 + 1
IM[520,425]: 1
T13494: P185' := P185 + 4
IM[520,185]: 4
T13494: P193' := P193 - 6
IM[520,184]: -6
T13494: P692' := P692 + 1
IM[520,287]: 1
P19 --> T13493 : 1
Pre[521,449]: 1
P640 --> T13493 : 1
Pre[521,355]: 1
P295 --> T13493 : 2
Pre[521,258]: 2
P190 --> T13493 : 1
Pre[521,363]: 1
P193 --> T13493 : 6
Pre[521,184]: 6
T13493: P19' := P19 - 1
IM[521,449]: -1
T13493: P53' := P53 + 2
IM[521,224]: 2
T13493: P185' := P185 + 4
IM[521,185]: 4
T13493: P640' := P640 - 1
IM[521,355]: -1
T13493: P111' := P111 + 1
IM[521,411]: 1
T13493: P295' := P295 - 2
IM[521,258]: -2
T13493: P190' := P190 - 1
IM[521,363]: -1
T13493: P685' := P685 + 1
IM[521,403]: 1
T13493: P193' := P193 - 6
IM[521,184]: -6
P133 --> T13492 : 3
Pre[522,307]: 3
P295 --> T13492 : 1
Pre[522,258]: 1
P5 --> T13492 : 1
Pre[522,384]: 1
P193 --> T13492 : 6
Pre[522,184]: 6
T13492: P133' := P133 - 3
IM[522,307]: -3
T13492: P185' := P185 + 4
IM[522,185]: 4
T13492: P295' := P295 - 1
IM[522,258]: -1
T13492: P5' := P5 - 1
IM[522,384]: -1
T13492: P214' := P214 + 1
IM[522,432]: 1
T13492: P193' := P193 - 6
IM[522,184]: -6
T13492: P668' := P668 + 3
IM[522,447]: 3
P19 --> T13491 : 1
Pre[523,449]: 1
P190 --> T13491 : 3
Pre[523,363]: 3
P193 --> T13491 : 6
Pre[523,184]: 6
P472 --> T13491 : 1
Pre[523,334]: 1
T13491: P185' := P185 + 4
IM[523,185]: 4
T13491: P19' := P19 - 1
IM[523,449]: -1
T13491: P190' := P190 - 3
IM[523,363]: -3
T13491: P193' := P193 - 6
IM[523,184]: -6
T13491: P65' := P65 + 3
IM[523,336]: 3
T13491: P706' := P706 + 1
IM[523,362]: 1
T13491: P472' := P472 - 1
IM[523,334]: -1
P16 --> T13490 : 1
Pre[524,215]: 1
P648 --> T13490 : 2
Pre[524,327]: 2
P193 --> T13490 : 6
Pre[524,184]: 6
P751 --> T13490 : 1
Pre[524,408]: 1
P295 --> T13490 : 1
Pre[524,258]: 1
T13490: P185' := P185 + 4
IM[524,185]: 4
T13490: P677' := P677 + 1
IM[524,409]: 1
T13490: P16' := P16 - 1
IM[524,215]: -1
T13490: P648' := P648 - 2
IM[524,327]: -2
T13490: P570' := P570 + 2
IM[524,296]: 2
T13490: P193' := P193 - 6
IM[524,184]: -6
T13490: P751' := P751 - 1
IM[524,408]: -1
T13490: P295' := P295 - 1
IM[524,258]: -1
T13490: P257' := P257 + 1
IM[524,236]: 1
P190 --> T13489 : 1
Pre[525,363]: 1
P751 --> T13489 : 1
Pre[525,408]: 1
P648 --> T13489 : 1
Pre[525,327]: 1
P211 --> T13489 : 1
Pre[525,335]: 1
P295 --> T13489 : 1
Pre[525,258]: 1
P193 --> T13489 : 6
Pre[525,184]: 6
T13489: P328' := P328 + 1
IM[525,425]: 1
T13489: P190' := P190 - 1
IM[525,363]: -1
T13489: P751' := P751 - 1
IM[525,408]: -1
T13489: P692' := P692 + 1
IM[525,287]: 1
T13489: P648' := P648 - 1
IM[525,327]: -1
T13489: P211' := P211 - 1
IM[525,335]: -1
T13489: P185' := P185 + 4
IM[525,185]: 4
T13489: P295' := P295 - 1
IM[525,258]: -1
T13489: P798' := P798 + 1
IM[525,301]: 1
T13489: P193' := P193 - 6
IM[525,184]: -6
T13489: P427' := P427 + 1
IM[525,322]: 1
P193 --> T13488 : 6
Pre[526,184]: 6
P295 --> T13488 : 1
Pre[526,258]: 1
P133 --> T13488 : 1
Pre[526,307]: 1
P19 --> T13488 : 1
Pre[526,449]: 1
P648 --> T13488 : 1
Pre[526,327]: 1
P640 --> T13488 : 1
Pre[526,355]: 1
T13488: P326' := P326 + 1
IM[526,346]: 1
T13488: P193' := P193 - 6
IM[526,184]: -6
T13488: P295' := P295 - 1
IM[526,258]: -1
T13488: P111' := P111 + 1
IM[526,411]: 1
T13488: P185' := P185 + 4
IM[526,185]: 4
T13488: P133' := P133 - 1
IM[526,307]: -1
T13488: P227' := P227 + 1
IM[526,344]: 1
T13488: P19' := P19 - 1
IM[526,449]: -1
T13488: P648' := P648 - 1
IM[526,327]: -1
T13488: P53' := P53 + 1
IM[526,224]: 1
T13488: P640' := P640 - 1
IM[526,355]: -1
P648 --> T13487 : 1
Pre[527,327]: 1
P193 --> T13487 : 6
Pre[527,184]: 6
P640 --> T13487 : 1
Pre[527,355]: 1
P133 --> T13487 : 1
Pre[527,307]: 1
P751 --> T13487 : 1
Pre[527,408]: 1
P19 --> T13487 : 1
Pre[527,449]: 1
T13487: P227' := P227 + 1
IM[527,344]: 1
T13487: P185' := P185 + 4
IM[527,185]: 4
T13487: P648' := P648 - 1
IM[527,327]: -1
T13487: P193' := P193 - 6
IM[527,184]: -6
T13487: P111' := P111 + 1
IM[527,411]: 1
T13487: P640' := P640 - 1
IM[527,355]: -1
T13487: P462' := P462 + 1
IM[527,410]: 1
T13487: P133' := P133 - 1
IM[527,307]: -1
T13487: P326' := P326 + 1
IM[527,346]: 1
T13487: P751' := P751 - 1
IM[527,408]: -1
T13487: P19' := P19 - 1
IM[527,449]: -1
P295 --> T13486 : 2
Pre[528,258]: 2
P193 --> T13486 : 6
Pre[528,184]: 6
P306 --> T13486 : 1
Pre[528,407]: 1
P133 --> T13486 : 2
Pre[528,307]: 2
T13486: P295' := P295 - 2
IM[528,258]: -2
T13486: P345' := P345 + 2
IM[528,415]: 2
T13486: P193' := P193 - 6
IM[528,184]: -6
T13486: P306' := P306 - 1
IM[528,407]: -1
T13486: P133' := P133 - 2
IM[528,307]: -2
T13486: P185' := P185 + 4
IM[528,185]: 4
T13486: P591' := P591 + 2
IM[528,202]: 2
P648 --> T13485 : 2
Pre[529,327]: 2
P133 --> T13485 : 1
Pre[529,307]: 1
P295 --> T13485 : 1
Pre[529,258]: 1
P193 --> T13485 : 6
Pre[529,184]: 6
P567 --> T13485 : 1
Pre[529,243]: 1
T13485: P648' := P648 - 2
IM[529,327]: -2
T13485: P133' := P133 - 1
IM[529,307]: -1
T13485: P352' := P352 + 1
IM[529,331]: 1
T13485: P185' := P185 + 4
IM[529,185]: 4
T13485: P295' := P295 - 1
IM[529,258]: -1
T13485: P240' := P240 + 2
IM[529,358]: 2
T13485: P79' := P79 + 1
IM[529,218]: 1
T13485: P193' := P193 - 6
IM[529,184]: -6
T13485: P567' := P567 - 1
IM[529,243]: -1
P133 --> T13484 : 1
Pre[530,307]: 1
P295 --> T13484 : 1
Pre[530,258]: 1
P472 --> T13484 : 1
Pre[530,334]: 1
P193 --> T13484 : 6
Pre[530,184]: 6
P190 --> T13484 : 2
Pre[530,363]: 2
T13484: P133' := P133 - 1
IM[530,307]: -1
T13484: P65' := P65 + 2
IM[530,336]: 2
T13484: P586' := P586 + 1
IM[530,379]: 1
T13484: P457' := P457 + 1
IM[530,347]: 1
T13484: P295' := P295 - 1
IM[530,258]: -1
T13484: P472' := P472 - 1
IM[530,334]: -1
T13484: P193' := P193 - 6
IM[530,184]: -6
T13484: P185' := P185 + 4
IM[530,185]: 4
T13484: P190' := P190 - 2
IM[530,363]: -2
P567 --> T13483 : 1
Pre[531,243]: 1
P193 --> T13483 : 6
Pre[531,184]: 6
P19 --> T13483 : 1
Pre[531,449]: 1
P295 --> T13483 : 1
Pre[531,258]: 1
P190 --> T13483 : 1
Pre[531,363]: 1
P133 --> T13483 : 1
Pre[531,307]: 1
T13483: P567' := P567 - 1
IM[531,243]: -1
T13483: P193' := P193 - 6
IM[531,184]: -6
T13483: P352' := P352 + 1
IM[531,331]: 1
T13483: P37' := P37 + 1
IM[531,219]: 1
T13483: P19' := P19 - 1
IM[531,449]: -1
T13483: P584' := P584 + 1
IM[531,437]: 1
T13483: P295' := P295 - 1
IM[531,258]: -1
T13483: P79' := P79 + 1
IM[531,218]: 1
T13483: P185' := P185 + 4
IM[531,185]: 4
T13483: P190' := P190 - 1
IM[531,363]: -1
T13483: P133' := P133 - 1
IM[531,307]: -1
P493 --> T13482 : 1
Pre[532,566]: 1
P455 --> T13482 : 1
Pre[532,742]: 1
T13482: P527' := P527 + 1
IM[532,795]: 1
T13482: P493' := P493 - 1
IM[532,566]: -1
T13482: P455' := P455 - 1
IM[532,742]: -1
P133 --> T13481 : 1
Pre[533,307]: 1
P193 --> T13481 : 6
Pre[533,184]: 6
P751 --> T13481 : 1
Pre[533,408]: 1
P190 --> T13481 : 1
Pre[533,363]: 1
P5 --> T13481 : 1
Pre[533,384]: 1
P295 --> T13481 : 1
Pre[533,258]: 1
T13481: P67' := P67 + 1
IM[533,414]: 1
T13481: P133' := P133 - 1
IM[533,307]: -1
T13481: P193' := P193 - 6
IM[533,184]: -6
T13481: P751' := P751 - 1
IM[533,408]: -1
T13481: P190' := P190 - 1
IM[533,363]: -1
T13481: P214' := P214 + 1
IM[533,432]: 1
T13481: P668' := P668 + 1
IM[533,447]: 1
T13481: P5' := P5 - 1
IM[533,384]: -1
T13481: P295' := P295 - 1
IM[533,258]: -1
T13481: P185' := P185 + 4
IM[533,185]: 4
T13481: P340' := P340 + 1
IM[533,461]: 1
P193 --> T13480 : 6
Pre[534,184]: 6
P472 --> T13480 : 1
Pre[534,334]: 1
P133 --> T13480 : 1
Pre[534,307]: 1
P751 --> T13480 : 1
Pre[534,408]: 1
P190 --> T13480 : 1
Pre[534,363]: 1
P648 --> T13480 : 1
Pre[534,327]: 1
T13480: P193' := P193 - 6
IM[534,184]: -6
T13480: P472' := P472 - 1
IM[534,334]: -1
T13480: P133' := P133 - 1
IM[534,307]: -1
T13480: P185' := P185 + 4
IM[534,185]: 4
T13480: P751' := P751 - 1
IM[534,408]: -1
T13480: P465' := P465 + 1
IM[534,389]: 1
T13480: P190' := P190 - 1
IM[534,363]: -1
T13480: P65' := P65 + 1
IM[534,336]: 1
T13480: P242' := P242 + 1
IM[534,216]: 1
T13480: P648' := P648 - 1
IM[534,327]: -1
T13480: P457' := P457 + 1
IM[534,347]: 1
P751 --> T13479 : 1
Pre[535,408]: 1
P295 --> T13479 : 1
Pre[535,258]: 1
P193 --> T13479 : 6
Pre[535,184]: 6
P190 --> T13479 : 1
Pre[535,363]: 1
P567 --> T13479 : 1
Pre[535,243]: 1
P133 --> T13479 : 1
Pre[535,307]: 1
T13479: P352' := P352 + 1
IM[535,331]: 1
T13479: P751' := P751 - 1
IM[535,408]: -1
T13479: P295' := P295 - 1
IM[535,258]: -1
T13479: P530' := P530 + 1
IM[535,435]: 1
T13479: P193' := P193 - 6
IM[535,184]: -6
T13479: P190' := P190 - 1
IM[535,363]: -1
T13479: P567' := P567 - 1
IM[535,243]: -1
T13479: P185' := P185 + 4
IM[535,185]: 4
T13479: P79' := P79 + 1
IM[535,218]: 1
T13479: P584' := P584 + 1
IM[535,437]: 1
T13479: P133' := P133 - 1
IM[535,307]: -1
P577 --> T13478 : 2
Pre[536,186]: 2
T13478: P577' := P577 - 2
IM[536,186]: -2
T13478: P193' := P193 + 10
IM[536,184]: 10
T13478: P118' := P118 + 1
IM[536,175]: 1
P133 --> T13477 : 1
Pre[537,307]: 1
P211 --> T13477 : 1
Pre[537,335]: 1
P190 --> T13477 : 3
Pre[537,363]: 3
P193 --> T13477 : 6
Pre[537,184]: 6
T13477: P133' := P133 - 1
IM[537,307]: -1
T13477: P185' := P185 + 4
IM[537,185]: 4
T13477: P211' := P211 - 1
IM[537,335]: -1
T13477: P190' := P190 - 3
IM[537,363]: -3
T13477: P494' := P494 + 1
IM[537,265]: 1
T13477: P193' := P193 - 6
IM[537,184]: -6
T13477: P798' := P798 + 3
IM[537,301]: 3
P133 --> T13476 : 1
Pre[538,307]: 1
P295 --> T13476 : 2
Pre[538,258]: 2
P567 --> T13476 : 1
Pre[538,243]: 1
P190 --> T13476 : 1
Pre[538,363]: 1
P193 --> T13476 : 6
Pre[538,184]: 6
T13476: P133' := P133 - 1
IM[538,307]: -1
T13476: P295' := P295 - 2
IM[538,258]: -2
T13476: P185' := P185 + 4
IM[538,185]: 4
T13476: P567' := P567 - 1
IM[538,243]: -1
T13476: P190' := P190 - 1
IM[538,363]: -1
T13476: P584' := P584 + 1
IM[538,437]: 1
T13476: P193' := P193 - 6
IM[538,184]: -6
T13476: P79' := P79 + 2
IM[538,218]: 2
T13476: P352' := P352 + 1
IM[538,331]: 1
P295 --> T13475 : 1
Pre[539,258]: 1
P648 --> T13475 : 1
Pre[539,327]: 1
P472 --> T13475 : 1
Pre[539,334]: 1
P193 --> T13475 : 6
Pre[539,184]: 6
P751 --> T13475 : 2
Pre[539,408]: 2
T13475: P185' := P185 + 4
IM[539,185]: 4
T13475: P242' := P242 + 2
IM[539,216]: 2
T13475: P295' := P295 - 1
IM[539,258]: -1
T13475: P465' := P465 + 1
IM[539,389]: 1
T13475: P648' := P648 - 1
IM[539,327]: -1
T13475: P586' := P586 + 1
IM[539,379]: 1
T13475: P472' := P472 - 1
IM[539,334]: -1
T13475: P193' := P193 - 6
IM[539,184]: -6
T13475: P751' := P751 - 2
IM[539,408]: -2
P133 --> T13474 : 1
Pre[540,307]: 1
P193 --> T13474 : 6
Pre[540,184]: 6
P751 --> T13474 : 1
Pre[540,408]: 1
P19 --> T13474 : 2
Pre[540,449]: 2
P5 --> T13474 : 1
Pre[540,384]: 1
T13474: P133' := P133 - 1
IM[540,307]: -1
T13474: P668' := P668 + 1
IM[540,447]: 1
T13474: P193' := P193 - 6
IM[540,184]: -6
T13474: P751' := P751 - 1
IM[540,408]: -1
T13474: P185' := P185 + 4
IM[540,185]: 4
T13474: P19' := P19 - 2
IM[540,449]: -2
T13474: P5' := P5 - 1
IM[540,384]: -1
T13474: P552' := P552 + 2
IM[540,442]: 2
T13474: P67' := P67 + 1
IM[540,414]: 1
P190 --> T13473 : 1
Pre[541,363]: 1
P295 --> T13473 : 2
Pre[541,258]: 2
P193 --> T13473 : 6
Pre[541,184]: 6
P751 --> T13473 : 1
Pre[541,408]: 1
P472 --> T13473 : 1
Pre[541,334]: 1
T13473: P190' := P190 - 1
IM[541,363]: -1
T13473: P295' := P295 - 2
IM[541,258]: -2
T13473: P193' := P193 - 6
IM[541,184]: -6
T13473: P751' := P751 - 1
IM[541,408]: -1
T13473: P472' := P472 - 1
IM[541,334]: -1
T13473: P586' := P586 + 2
IM[541,379]: 2
T13473: P65' := P65 + 1
IM[541,336]: 1
T13473: P242' := P242 + 1
IM[541,216]: 1
T13473: P185' := P185 + 4
IM[541,185]: 4
P480 --> T13472 : 1
Pre[542,418]: 1
P687 --> T13472 : 1
Pre[542,238]: 1
T13472: P606' := P606 + 1
IM[542,329]: 1
T13472: P480' := P480 - 1
IM[542,418]: -1
T13472: P687' := P687 - 1
IM[542,238]: -1
T13472: P694' := P694 + 1
IM[542,273]: 1
P133 --> T13471 : 2
Pre[543,307]: 2
P193 --> T13471 : 6
Pre[543,184]: 6
P640 --> T13471 : 1
Pre[543,355]: 1
P19 --> T13471 : 1
Pre[543,449]: 1
P751 --> T13471 : 1
Pre[543,408]: 1
T13471: P133' := P133 - 2
IM[543,307]: -2
T13471: P193' := P193 - 6
IM[543,184]: -6
T13471: P185' := P185 + 4
IM[543,185]: 4
T13471: P111' := P111 + 1
IM[543,411]: 1
T13471: P640' := P640 - 1
IM[543,355]: -1
T13471: P227' := P227 + 2
IM[543,344]: 2
T13471: P19' := P19 - 1
IM[543,449]: -1
T13471: P751' := P751 - 1
IM[543,408]: -1
T13471: P462' := P462 + 1
IM[543,410]: 1
P19 --> T13470 : 1
Pre[544,449]: 1
P295 --> T13470 : 1
Pre[544,258]: 1
P306 --> T13470 : 1
Pre[544,407]: 1
P751 --> T13470 : 1
Pre[544,408]: 1
P193 --> T13470 : 7
Pre[544,184]: 7
T13470: P19' := P19 - 1
IM[544,449]: -1
T13470: P295' := P295 - 1
IM[544,258]: -1
T13470: P721' := P721 + 3
IM[544,192]: 3
T13470: P480' := P480 + 1
IM[544,418]: 1
T13470: P761' := P761 + 1
IM[544,456]: 1
T13470: P306' := P306 - 1
IM[544,407]: -1
T13470: P345' := P345 + 1
IM[544,415]: 1
T13470: P751' := P751 - 1
IM[544,408]: -1
T13470: P193' := P193 - 7
IM[544,184]: -7
P640 --> T13469 : 1
Pre[545,355]: 1
P193 --> T13469 : 7
Pre[545,184]: 7
P190 --> T13469 : 1
Pre[545,363]: 1
P751 --> T13469 : 2
Pre[545,408]: 2
T13469: P640' := P640 - 1
IM[545,355]: -1
T13469: P193' := P193 - 7
IM[545,184]: -7
T13469: P721' := P721 + 3
IM[545,192]: 3
T13469: P462' := P462 + 2
IM[545,410]: 2
T13469: P190' := P190 - 1
IM[545,363]: -1
T13469: P685' := P685 + 1
IM[545,403]: 1
T13469: P751' := P751 - 2
IM[545,408]: -2
P459 --> T13468 : 1
Pre[546,510]: 1
P332 --> T13468 : 1
Pre[546,511]: 1
P629 --> T13468 : 1
Pre[546,593]: 1
T13468: P613' := P613 + 1
IM[546,727]: 1
T13468: P629' := P629 - 1
IM[546,593]: -1
T13468: P493' := P493 + 1
IM[546,566]: 1
P133 --> T13467 : 1
Pre[547,307]: 1
P16 --> T13467 : 1
Pre[547,215]: 1
P193 --> T13467 : 7
Pre[547,184]: 7
P19 --> T13467 : 1
Pre[547,449]: 1
P648 --> T13467 : 1
Pre[547,327]: 1
T13467: P133' := P133 - 1
IM[547,307]: -1
T13467: P721' := P721 + 3
IM[547,192]: 3
T13467: P16' := P16 - 1
IM[547,215]: -1
T13467: P193' := P193 - 7
IM[547,184]: -7
T13467: P19' := P19 - 1
IM[547,449]: -1
T13467: P570' := P570 + 1
IM[547,296]: 1
T13467: P105' := P105 + 1
IM[547,293]: 1
T13467: P648' := P648 - 1
IM[547,327]: -1
T13467: P322' := P322 + 1
IM[547,416]: 1
P133 --> T13466 : 1
Pre[548,307]: 1
P751 --> T13466 : 2
Pre[548,408]: 2
P193 --> T13466 : 6
Pre[548,184]: 6
P295 --> T13466 : 1
Pre[548,258]: 1
P640 --> T13466 : 1
Pre[548,355]: 1
T13466: P227' := P227 + 1
IM[548,344]: 1
T13466: P462' := P462 + 2
IM[548,410]: 2
T13466: P133' := P133 - 1
IM[548,307]: -1
T13466: P53' := P53 + 1
IM[548,224]: 1
T13466: P751' := P751 - 2
IM[548,408]: -2
T13466: P193' := P193 - 6
IM[548,184]: -6
T13466: P295' := P295 - 1
IM[548,258]: -1
T13466: P185' := P185 + 4
IM[548,185]: 4
T13466: P640' := P640 - 1
IM[548,355]: -1
P710 --> T13465 : 1
Pre[549,172]: 1
P190 --> T13465 : 2
Pre[549,363]: 2
P295 --> T13465 : 1
Pre[549,258]: 1
P193 --> T13465 : 7
Pre[549,184]: 7
T13465: P710' := P710 - 1
IM[549,172]: -1
T13465: P190' := P190 - 2
IM[549,363]: -2
T13465: P295' := P295 - 1
IM[549,258]: -1
T13465: P355' := P355 + 1
IM[549,319]: 1
T13465: P408' := P408 + 2
IM[549,420]: 2
T13465: P721' := P721 + 3
IM[549,192]: 3
T13465: P193' := P193 - 7
IM[549,184]: -7
P19 --> T13464 : 1
Pre[550,449]: 1
P133 --> T13464 : 1
Pre[550,307]: 1
P648 --> T13464 : 1
Pre[550,327]: 1
P16 --> T13464 : 1
Pre[550,215]: 1
P190 --> T13464 : 1
Pre[550,363]: 1
P193 --> T13464 : 6
Pre[550,184]: 6
T13464: P19' := P19 - 1
IM[550,449]: -1
T13464: P570' := P570 + 1
IM[550,296]: 1
T13464: P555' := P555 + 1
IM[550,368]: 1
T13464: P133' := P133 - 1
IM[550,307]: -1
T13464: P322' := P322 + 1
IM[550,416]: 1
T13464: P648' := P648 - 1
IM[550,327]: -1
T13464: P16' := P16 - 1
IM[550,215]: -1
T13464: P190' := P190 - 1
IM[550,363]: -1
T13464: P105' := P105 + 1
IM[550,293]: 1
T13464: P193' := P193 - 6
IM[550,184]: -6
T13464: P185' := P185 + 4
IM[550,185]: 4
P19 --> T13463 : 1
Pre[551,449]: 1
P751 --> T13463 : 1
Pre[551,408]: 1
P295 --> T13463 : 2
Pre[551,258]: 2
P193 --> T13463 : 6
Pre[551,184]: 6
P710 --> T13463 : 1
Pre[551,172]: 1
T13463: P19' := P19 - 1
IM[551,449]: -1
T13463: P355' := P355 + 2
IM[551,319]: 2
T13463: P565' := P565 + 1
IM[551,315]: 1
T13463: P215' := P215 + 1
IM[551,365]: 1
T13463: P751' := P751 - 1
IM[551,408]: -1
T13463: P185' := P185 + 4
IM[551,185]: 4
T13463: P295' := P295 - 2
IM[551,258]: -2
T13463: P193' := P193 - 6
IM[551,184]: -6
T13463: P710' := P710 - 1
IM[551,172]: -1
P567 --> T13462 : 1
Pre[552,243]: 1
P193 --> T13462 : 6
Pre[552,184]: 6
P19 --> T13462 : 1
Pre[552,449]: 1
P295 --> T13462 : 1
Pre[552,258]: 1
P648 --> T13462 : 2
Pre[552,327]: 2
T13462: P567' := P567 - 1
IM[552,243]: -1
T13462: P185' := P185 + 4
IM[552,185]: 4
T13462: P193' := P193 - 6
IM[552,184]: -6
T13462: P240' := P240 + 2
IM[552,358]: 2
T13462: P37' := P37 + 1
IM[552,219]: 1
T13462: P79' := P79 + 1
IM[552,218]: 1
T13462: P19' := P19 - 1
IM[552,449]: -1
T13462: P295' := P295 - 1
IM[552,258]: -1
T13462: P648' := P648 - 2
IM[552,327]: -2
P336 --> T13461 : 1
Pre[553,5]: 1
P362 --> T13461 : 1
Pre[553,412]: 1
T13461: P404' := P404 + 1
IM[553,3]: 1
T13461: P29' := P29 + 1
IM[553,11]: 1
T13461: P304' := P304 + 1
IM[553,383]: 1
T13461: P336' := P336 - 1
IM[553,5]: -1
T13461: P362' := P362 - 1
IM[553,412]: -1
P472 --> T13460 : 1
Pre[554,334]: 1
P193 --> T13460 : 8
Pre[554,184]: 8
P648 --> T13460 : 1
Pre[554,327]: 1
P751 --> T13460 : 1
Pre[554,408]: 1
T13460: P472' := P472 - 1
IM[554,334]: -1
T13460: P242' := P242 + 1
IM[554,216]: 1
T13460: P52' := P52 + 2
IM[554,174]: 2
T13460: P465' := P465 + 1
IM[554,389]: 1
T13460: P193' := P193 - 8
IM[554,184]: -8
T13460: P648' := P648 - 1
IM[554,327]: -1
T13460: P751' := P751 - 1
IM[554,408]: -1
P497 --> T13459 : 1
Pre[555,20]: 1
P555 --> T13459 : 1
Pre[555,368]: 1
T13459: P752' := P752 + 1
IM[555,44]: 1
T13459: P497' := P497 - 1
IM[555,20]: -1
T13459: P555' := P555 - 1
IM[555,368]: -1
T13459: P15' := P15 + 1
IM[555,351]: 1
P193 --> T13458 : 6
Pre[556,184]: 6
P16 --> T13458 : 1
Pre[556,215]: 1
P295 --> T13458 : 1
Pre[556,258]: 1
P751 --> T13458 : 2
Pre[556,408]: 2
P19 --> T13458 : 1
Pre[556,449]: 1
T13458: P193' := P193 - 6
IM[556,184]: -6
T13458: P677' := P677 + 2
IM[556,409]: 2
T13458: P185' := P185 + 4
IM[556,185]: 4
T13458: P16' := P16 - 1
IM[556,215]: -1
T13458: P295' := P295 - 1
IM[556,258]: -1
T13458: P322' := P322 + 1
IM[556,416]: 1
T13458: P751' := P751 - 2
IM[556,408]: -2
T13458: P19' := P19 - 1
IM[556,449]: -1
T13458: P257' := P257 + 1
IM[556,236]: 1
P133 --> T13457 : 1
Pre[557,307]: 1
P5 --> T13457 : 1
Pre[557,384]: 1
P19 --> T13457 : 1
Pre[557,449]: 1
P190 --> T13457 : 1
Pre[557,363]: 1
P193 --> T13457 : 6
Pre[557,184]: 6
P295 --> T13457 : 1
Pre[557,258]: 1
T13457: P668' := P668 + 1
IM[557,447]: 1
T13457: P133' := P133 - 1
IM[557,307]: -1
T13457: P552' := P552 + 1
IM[557,442]: 1
T13457: P5' := P5 - 1
IM[557,384]: -1
T13457: P185' := P185 + 4
IM[557,185]: 4
T13457: P19' := P19 - 1
IM[557,449]: -1
T13457: P190' := P190 - 1
IM[557,363]: -1
T13457: P193' := P193 - 6
IM[557,184]: -6
T13457: P340' := P340 + 1
IM[557,461]: 1
T13457: P214' := P214 + 1
IM[557,432]: 1
T13457: P295' := P295 - 1
IM[557,258]: -1
P193 --> T13456 : 6
Pre[558,184]: 6
P295 --> T13456 : 1
Pre[558,258]: 1
P751 --> T13456 : 1
Pre[558,408]: 1
P133 --> T13456 : 1
Pre[558,307]: 1
P306 --> T13456 : 1
Pre[558,407]: 1
P190 --> T13456 : 1
Pre[558,363]: 1
T13456: P193' := P193 - 6
IM[558,184]: -6
T13456: P295' := P295 - 1
IM[558,258]: -1
T13456: P345' := P345 + 1
IM[558,415]: 1
T13456: P249' := P249 + 1
IM[558,381]: 1
T13456: P761' := P761 + 1
IM[558,456]: 1
T13456: P185' := P185 + 4
IM[558,185]: 4
T13456: P751' := P751 - 1
IM[558,408]: -1
T13456: P133' := P133 - 1
IM[558,307]: -1
T13456: P306' := P306 - 1
IM[558,407]: -1
T13456: P591' := P591 + 1
IM[558,202]: 1
T13456: P190' := P190 - 1
IM[558,363]: -1
P648 --> T13455 : 1
Pre[559,327]: 1
P295 --> T13455 : 1
Pre[559,258]: 1
P751 --> T13455 : 1
Pre[559,408]: 1
P19 --> T13455 : 1
Pre[559,449]: 1
P567 --> T13455 : 1
Pre[559,243]: 1
P193 --> T13455 : 6
Pre[559,184]: 6
T13455: P648' := P648 - 1
IM[559,327]: -1
T13455: P295' := P295 - 1
IM[559,258]: -1
T13455: P185' := P185 + 4
IM[559,185]: 4
T13455: P751' := P751 - 1
IM[559,408]: -1
T13455: P19' := P19 - 1
IM[559,449]: -1
T13455: P567' := P567 - 1
IM[559,243]: -1
T13455: P193' := P193 - 6
IM[559,184]: -6
T13455: P240' := P240 + 1
IM[559,358]: 1
T13455: P79' := P79 + 1
IM[559,218]: 1
T13455: P530' := P530 + 1
IM[559,435]: 1
T13455: P37' := P37 + 1
IM[559,219]: 1
P193 --> T13454 : 6
Pre[560,184]: 6
P16 --> T13454 : 1
Pre[560,215]: 1
P133 --> T13454 : 2
Pre[560,307]: 2
P19 --> T13454 : 1
Pre[560,449]: 1
P751 --> T13454 : 1
Pre[560,408]: 1
T13454: P193' := P193 - 6
IM[560,184]: -6
T13454: P322' := P322 + 1
IM[560,416]: 1
T13454: P677' := P677 + 1
IM[560,409]: 1
T13454: P185' := P185 + 4
IM[560,185]: 4
T13454: P16' := P16 - 1
IM[560,215]: -1
T13454: P133' := P133 - 2
IM[560,307]: -2
T13454: P105' := P105 + 2
IM[560,293]: 2
T13454: P19' := P19 - 1
IM[560,449]: -1
T13454: P751' := P751 - 1
IM[560,408]: -1
P751 --> T13453 : 2
Pre[561,408]: 2
P190 --> T13453 : 1
Pre[561,363]: 1
P648 --> T13453 : 1
Pre[561,327]: 1
P710 --> T13453 : 1
Pre[561,172]: 1
P193 --> T13453 : 6
Pre[561,184]: 6
T13453: P751' := P751 - 2
IM[561,408]: -2
T13453: P190' := P190 - 1
IM[561,363]: -1
T13453: P652' := P652 + 1
IM[561,393]: 1
T13453: P648' := P648 - 1
IM[561,327]: -1
T13453: P565' := P565 + 2
IM[561,315]: 2
T13453: P185' := P185 + 4
IM[561,185]: 4
T13453: P710' := P710 - 1
IM[561,172]: -1
T13453: P408' := P408 + 1
IM[561,420]: 1
T13453: P193' := P193 - 6
IM[561,184]: -6
P16 --> T13452 : 1
Pre[562,215]: 1
P193 --> T13452 : 7
Pre[562,184]: 7
P295 --> T13452 : 1
Pre[562,258]: 1
P190 --> T13452 : 2
Pre[562,363]: 2
T13452: P16' := P16 - 1
IM[562,215]: -1
T13452: P257' := P257 + 1
IM[562,236]: 1
T13452: P193' := P193 - 7
IM[562,184]: -7
T13452: P721' := P721 + 3
IM[562,192]: 3
T13452: P295' := P295 - 1
IM[562,258]: -1
T13452: P190' := P190 - 2
IM[562,363]: -2
T13452: P555' := P555 + 2
IM[562,368]: 2
P648 --> T13451 : 1
Pre[563,327]: 1
P295 --> T13451 : 1
Pre[563,258]: 1
P190 --> T13451 : 1
Pre[563,363]: 1
P306 --> T13451 : 1
Pre[563,407]: 1
P751 --> T13451 : 1
Pre[563,408]: 1
P193 --> T13451 : 6
Pre[563,184]: 6
T13451: P648' := P648 - 1
IM[563,327]: -1
T13451: P249' := P249 + 1
IM[563,381]: 1
T13451: P185' := P185 + 4
IM[563,185]: 4
T13451: P295' := P295 - 1
IM[563,258]: -1
T13451: P190' := P190 - 1
IM[563,363]: -1
T13451: P306' := P306 - 1
IM[563,407]: -1
T13451: P761' := P761 + 1
IM[563,456]: 1
T13451: P751' := P751 - 1
IM[563,408]: -1
T13451: P345' := P345 + 1
IM[563,415]: 1
T13451: P667' := P667 + 1
IM[563,440]: 1
T13451: P193' := P193 - 6
IM[563,184]: -6
P193 --> T13450 : 8
Pre[564,184]: 8
P640 --> T13450 : 1
Pre[564,355]: 1
P19 --> T13450 : 1
Pre[564,449]: 1
P648 --> T13450 : 1
Pre[564,327]: 1
T13450: P111' := P111 + 1
IM[564,411]: 1
T13450: P193' := P193 - 8
IM[564,184]: -8
T13450: P640' := P640 - 1
IM[564,355]: -1
T13450: P52' := P52 + 2
IM[564,174]: 2
T13450: P326' := P326 + 1
IM[564,346]: 1
T13450: P19' := P19 - 1
IM[564,449]: -1
T13450: P648' := P648 - 1
IM[564,327]: -1
P640 --> T13449 : 1
Pre[565,355]: 1
P751 --> T13449 : 4
Pre[565,408]: 4
P193 --> T13449 : 6
Pre[565,184]: 6
T13449: P462' := P462 + 4
IM[565,410]: 4
T13449: P185' := P185 + 4
IM[565,185]: 4
T13449: P640' := P640 - 1
IM[565,355]: -1
T13449: P751' := P751 - 4
IM[565,408]: -4
T13449: P193' := P193 - 6
IM[565,184]: -6
P193 --> T13448 : 6
Pre[566,184]: 6
P133 --> T13448 : 2
Pre[566,307]: 2
P190 --> T13448 : 1
Pre[566,363]: 1
P19 --> T13448 : 1
Pre[566,449]: 1
P567 --> T13448 : 1
Pre[566,243]: 1
T13448: P37' := P37 + 1
IM[566,219]: 1
T13448: P193' := P193 - 6
IM[566,184]: -6
T13448: P584' := P584 + 1
IM[566,437]: 1
T13448: P133' := P133 - 2
IM[566,307]: -2
T13448: P352' := P352 + 2
IM[566,331]: 2
T13448: P190' := P190 - 1
IM[566,363]: -1
T13448: P185' := P185 + 4
IM[566,185]: 4
T13448: P19' := P19 - 1
IM[566,449]: -1
T13448: P567' := P567 - 1
IM[566,243]: -1
P751 --> T13447 : 1
Pre[567,408]: 1
P193 --> T13447 : 6
Pre[567,184]: 6
P190 --> T13447 : 2
Pre[567,363]: 2
P472 --> T13447 : 1
Pre[567,334]: 1
P648 --> T13447 : 1
Pre[567,327]: 1
T13447: P751' := P751 - 1
IM[567,408]: -1
T13447: P242' := P242 + 1
IM[567,216]: 1
T13447: P193' := P193 - 6
IM[567,184]: -6
T13447: P185' := P185 + 4
IM[567,185]: 4
T13447: P190' := P190 - 2
IM[567,363]: -2
T13447: P472' := P472 - 1
IM[567,334]: -1
T13447: P65' := P65 + 2
IM[567,336]: 2
T13447: P648' := P648 - 1
IM[567,327]: -1
T13447: P465' := P465 + 1
IM[567,389]: 1
P193 --> T13446 : 6
Pre[568,184]: 6
P710 --> T13446 : 1
Pre[568,172]: 1
P295 --> T13446 : 1
Pre[568,258]: 1
P19 --> T13446 : 1
Pre[568,449]: 1
P648 --> T13446 : 2
Pre[568,327]: 2
T13446: P652' := P652 + 2
IM[568,393]: 2
T13446: P185' := P185 + 4
IM[568,185]: 4
T13446: P193' := P193 - 6
IM[568,184]: -6
T13446: P710' := P710 - 1
IM[568,172]: -1
T13446: P295' := P295 - 1
IM[568,258]: -1
T13446: P19' := P19 - 1
IM[568,449]: -1
T13446: P648' := P648 - 2
IM[568,327]: -2
T13446: P215' := P215 + 1
IM[568,365]: 1
T13446: P355' := P355 + 1
IM[568,319]: 1
P193 --> T13445 : 6
Pre[569,184]: 6
P472 --> T13445 : 1
Pre[569,334]: 1
P19 --> T13445 : 2
Pre[569,449]: 2
P133 --> T13445 : 1
Pre[569,307]: 1
P190 --> T13445 : 1
Pre[569,363]: 1
T13445: P193' := P193 - 6
IM[569,184]: -6
T13445: P457' := P457 + 1
IM[569,347]: 1
T13445: P472' := P472 - 1
IM[569,334]: -1
T13445: P706' := P706 + 2
IM[569,362]: 2
T13445: P185' := P185 + 4
IM[569,185]: 4
T13445: P19' := P19 - 2
IM[569,449]: -2
T13445: P65' := P65 + 1
IM[569,336]: 1
T13445: P133' := P133 - 1
IM[569,307]: -1
T13445: P190' := P190 - 1
IM[569,363]: -1
P710 --> T13444 : 1
Pre[570,172]: 1
P295 --> T13444 : 1
Pre[570,258]: 1
P19 --> T13444 : 1
Pre[570,449]: 1
P648 --> T13444 : 1
Pre[570,327]: 1
P193 --> T13444 : 6
Pre[570,184]: 6
P133 --> T13444 : 1
Pre[570,307]: 1
T13444: P710' := P710 - 1
IM[570,172]: -1
T13444: P355' := P355 + 1
IM[570,319]: 1
T13444: P295' := P295 - 1
IM[570,258]: -1
T13444: P19' := P19 - 1
IM[570,449]: -1
T13444: P137' := P137 + 1
IM[570,280]: 1
T13444: P648' := P648 - 1
IM[570,327]: -1
T13444: P193' := P193 - 6
IM[570,184]: -6
T13444: P652' := P652 + 1
IM[570,393]: 1
T13444: P133' := P133 - 1
IM[570,307]: -1
T13444: P215' := P215 + 1
IM[570,365]: 1
T13444: P185' := P185 + 4
IM[570,185]: 4
P193 --> T13443 : 6
Pre[571,184]: 6
P640 --> T13443 : 1
Pre[571,355]: 1
P648 --> T13443 : 1
Pre[571,327]: 1
P19 --> T13443 : 1
Pre[571,449]: 1
P190 --> T13443 : 2
Pre[571,363]: 2
T13443: P326' := P326 + 1
IM[571,346]: 1
T13443: P685' := P685 + 2
IM[571,403]: 2
T13443: P193' := P193 - 6
IM[571,184]: -6
T13443: P111' := P111 + 1
IM[571,411]: 1
T13443: P640' := P640 - 1
IM[571,355]: -1
T13443: P185' := P185 + 4
IM[571,185]: 4
T13443: P648' := P648 - 1
IM[571,327]: -1
T13443: P19' := P19 - 1
IM[571,449]: -1
T13443: P190' := P190 - 2
IM[571,363]: -2
P193 --> T13442 : 7
Pre[572,184]: 7
P648 --> T13442 : 1
Pre[572,327]: 1
P211 --> T13442 : 1
Pre[572,335]: 1
P190 --> T13442 : 1
Pre[572,363]: 1
P751 --> T13442 : 1
Pre[572,408]: 1
T13442: P193' := P193 - 7
IM[572,184]: -7
T13442: P648' := P648 - 1
IM[572,327]: -1
T13442: P211' := P211 - 1
IM[572,335]: -1
T13442: P721' := P721 + 3
IM[572,192]: 3
T13442: P427' := P427 + 1
IM[572,322]: 1
T13442: P190' := P190 - 1
IM[572,363]: -1
T13442: P751' := P751 - 1
IM[572,408]: -1
T13442: P798' := P798 + 1
IM[572,301]: 1
T13442: P328' := P328 + 1
IM[572,425]: 1
P193 --> T13441 : 6
Pre[573,184]: 6
P133 --> T13441 : 1
Pre[573,307]: 1
P710 --> T13441 : 1
Pre[573,172]: 1
P190 --> T13441 : 2
Pre[573,363]: 2
P19 --> T13441 : 1
Pre[573,449]: 1
T13441: P408' := P408 + 2
IM[573,420]: 2
T13441: P137' := P137 + 1
IM[573,280]: 1
T13441: P215' := P215 + 1
IM[573,365]: 1
T13441: P193' := P193 - 6
IM[573,184]: -6
T13441: P133' := P133 - 1
IM[573,307]: -1
T13441: P185' := P185 + 4
IM[573,185]: 4
T13441: P710' := P710 - 1
IM[573,172]: -1
T13441: P190' := P190 - 2
IM[573,363]: -2
T13441: P19' := P19 - 1
IM[573,449]: -1
P19 --> T13440 : 1
Pre[574,449]: 1
P751 --> T13440 : 1
Pre[574,408]: 1
P567 --> T13440 : 1
Pre[574,243]: 1
P133 --> T13440 : 2
Pre[574,307]: 2
P193 --> T13440 : 6
Pre[574,184]: 6
T13440: P352' := P352 + 2
IM[574,331]: 2
T13440: P19' := P19 - 1
IM[574,449]: -1
T13440: P530' := P530 + 1
IM[574,435]: 1
T13440: P751' := P751 - 1
IM[574,408]: -1
T13440: P567' := P567 - 1
IM[574,243]: -1
T13440: P37' := P37 + 1
IM[574,219]: 1
T13440: P133' := P133 - 2
IM[574,307]: -2
T13440: P185' := P185 + 4
IM[574,185]: 4
T13440: P193' := P193 - 6
IM[574,184]: -6
P735 --> T13439 : 1
Pre[575,289]: 1
P738 --> T13439 : 1
Pre[575,8]: 1
T13439: P304' := P304 + 1
IM[575,383]: 1
T13439: P336' := P336 + 1
IM[575,5]: 1
T13439: P735' := P735 - 1
IM[575,289]: -1
T13439: P738' := P738 - 1
IM[575,8]: -1
T13439: P467' := P467 + 1
IM[575,2]: 1
P133 --> T13438 : 1
Pre[576,307]: 1
P19 --> T13438 : 2
Pre[576,449]: 2
P640 --> T13438 : 1
Pre[576,355]: 1
P193 --> T13438 : 6
Pre[576,184]: 6
P751 --> T13438 : 1
Pre[576,408]: 1
T13438: P133' := P133 - 1
IM[576,307]: -1
T13438: P462' := P462 + 1
IM[576,410]: 1
T13438: P111' := P111 + 2
IM[576,411]: 2
T13438: P19' := P19 - 2
IM[576,449]: -2
T13438: P227' := P227 + 1
IM[576,344]: 1
T13438: P640' := P640 - 1
IM[576,355]: -1
T13438: P193' := P193 - 6
IM[576,184]: -6
T13438: P185' := P185 + 4
IM[576,185]: 4
T13438: P751' := P751 - 1
IM[576,408]: -1
P133 --> T13437 : 2
Pre[577,307]: 2
P211 --> T13437 : 1
Pre[577,335]: 1
P751 --> T13437 : 2
Pre[577,408]: 2
P193 --> T13437 : 6
Pre[577,184]: 6
T13437: P133' := P133 - 2
IM[577,307]: -2
T13437: P185' := P185 + 4
IM[577,185]: 4
T13437: P211' := P211 - 1
IM[577,335]: -1
T13437: P328' := P328 + 2
IM[577,425]: 2
T13437: P751' := P751 - 2
IM[577,408]: -2
T13437: P193' := P193 - 6
IM[577,184]: -6
T13437: P494' := P494 + 2
IM[577,265]: 2
P133 --> T13436 : 1
Pre[578,307]: 1
P193 --> T13436 : 6
Pre[578,184]: 6
P190 --> T13436 : 1
Pre[578,363]: 1
P648 --> T13436 : 2
Pre[578,327]: 2
P472 --> T13436 : 1
Pre[578,334]: 1
T13436: P133' := P133 - 1
IM[578,307]: -1
T13436: P65' := P65 + 1
IM[578,336]: 1
T13436: P193' := P193 - 6
IM[578,184]: -6
T13436: P465' := P465 + 2
IM[578,389]: 2
T13436: P190' := P190 - 1
IM[578,363]: -1
T13436: P648' := P648 - 2
IM[578,327]: -2
T13436: P185' := P185 + 4
IM[578,185]: 4
T13436: P457' := P457 + 1
IM[578,347]: 1
T13436: P472' := P472 - 1
IM[578,334]: -1
P295 --> T13435 : 2
Pre[579,258]: 2
P5 --> T13435 : 1
Pre[579,384]: 1
P751 --> T13435 : 2
Pre[579,408]: 2
P193 --> T13435 : 6
Pre[579,184]: 6
T13435: P67' := P67 + 2
IM[579,414]: 2
T13435: P185' := P185 + 4
IM[579,185]: 4
T13435: P295' := P295 - 2
IM[579,258]: -2
T13435: P5' := P5 - 1
IM[579,384]: -1
T13435: P751' := P751 - 2
IM[579,408]: -2
T13435: P214' := P214 + 2
IM[579,432]: 2
T13435: P193' := P193 - 6
IM[579,184]: -6
P306 --> T13434 : 1
Pre[580,407]: 1
P648 --> T13434 : 1
Pre[580,327]: 1
P190 --> T13434 : 2
Pre[580,363]: 2
P193 --> T13434 : 6
Pre[580,184]: 6
P751 --> T13434 : 1
Pre[580,408]: 1
T13434: P306' := P306 - 1
IM[580,407]: -1
T13434: P648' := P648 - 1
IM[580,327]: -1
T13434: P190' := P190 - 2
IM[580,363]: -2
T13434: P761' := P761 + 1
IM[580,456]: 1
T13434: P667' := P667 + 1
IM[580,440]: 1
T13434: P193' := P193 - 6
IM[580,184]: -6
T13434: P249' := P249 + 2
IM[580,381]: 2
T13434: P185' := P185 + 4
IM[580,185]: 4
T13434: P751' := P751 - 1
IM[580,408]: -1
P19 --> T13433 : 1
Pre[581,449]: 1
P193 --> T13433 : 6
Pre[581,184]: 6
P710 --> T13433 : 1
Pre[581,172]: 1
P751 --> T13433 : 2
Pre[581,408]: 2
P133 --> T13433 : 1
Pre[581,307]: 1
T13433: P19' := P19 - 1
IM[581,449]: -1
T13433: P193' := P193 - 6
IM[581,184]: -6
T13433: P710' := P710 - 1
IM[581,172]: -1
T13433: P185' := P185 + 4
IM[581,185]: 4
T13433: P751' := P751 - 2
IM[581,408]: -2
T13433: P215' := P215 + 1
IM[581,365]: 1
T13433: P137' := P137 + 1
IM[581,280]: 1
T13433: P133' := P133 - 1
IM[581,307]: -1
T13433: P565' := P565 + 2
IM[581,315]: 2
P751 --> T13432 : 2
Pre[582,408]: 2
P193 --> T13432 : 6
Pre[582,184]: 6
P306 --> T13432 : 1
Pre[582,407]: 1
P19 --> T13432 : 1
Pre[582,449]: 1
P295 --> T13432 : 1
Pre[582,258]: 1
T13432: P761' := P761 + 2
IM[582,456]: 2
T13432: P751' := P751 - 2
IM[582,408]: -2
T13432: P480' := P480 + 1
IM[582,418]: 1
T13432: P193' := P193 - 6
IM[582,184]: -6
T13432: P306' := P306 - 1
IM[582,407]: -1
T13432: P19' := P19 - 1
IM[582,449]: -1
T13432: P345' := P345 + 1
IM[582,415]: 1
T13432: P185' := P185 + 4
IM[582,185]: 4
T13432: P295' := P295 - 1
IM[582,258]: -1
P190 --> T13431 : 1
Pre[583,363]: 1
P16 --> T13431 : 1
Pre[583,215]: 1
P193 --> T13431 : 6
Pre[583,184]: 6
P751 --> T13431 : 3
Pre[583,408]: 3
T13431: P185' := P185 + 4
IM[583,185]: 4
T13431: P190' := P190 - 1
IM[583,363]: -1
T13431: P16' := P16 - 1
IM[583,215]: -1
T13431: P193' := P193 - 6
IM[583,184]: -6
T13431: P751' := P751 - 3
IM[583,408]: -3
T13431: P677' := P677 + 3
IM[583,409]: 3
T13431: P555' := P555 + 1
IM[583,368]: 1
P415 --> T13430 : 10
Pre[584,509]: 10
P658 --> T13430 : 1
Pre[584,657]: 1
T13430: P701' := P701 + 1
IM[584,630]: 1
T13430: P658' := P658 - 1
IM[584,657]: -1
P710 --> T13429 : 1
Pre[585,172]: 1
P19 --> T13429 : 1
Pre[585,449]: 1
P193 --> T13429 : 7
Pre[585,184]: 7
P295 --> T13429 : 2
Pre[585,258]: 2
T13429: P710' := P710 - 1
IM[585,172]: -1
T13429: P215' := P215 + 1
IM[585,365]: 1
T13429: P19' := P19 - 1
IM[585,449]: -1
T13429: P721' := P721 + 3
IM[585,192]: 3
T13429: P355' := P355 + 2
IM[585,319]: 2
T13429: P193' := P193 - 7
IM[585,184]: -7
T13429: P295' := P295 - 2
IM[585,258]: -2
P415 --> T13428 : 10
Pre[586,509]: 10
P676 --> T13428 : 1
Pre[586,745]: 1
P493 --> T13428 : 1
Pre[586,566]: 1
T13428: P348' := P348 + 1
IM[586,600]: 1
T13428: P676' := P676 - 1
IM[586,745]: -1
T13428: P493' := P493 - 1
IM[586,566]: -1
P190 --> T13427 : 1
Pre[587,363]: 1
P751 --> T13427 : 1
Pre[587,408]: 1
P567 --> T13427 : 1
Pre[587,243]: 1
P648 --> T13427 : 1
Pre[587,327]: 1
P193 --> T13427 : 6
Pre[587,184]: 6
P19 --> T13427 : 1
Pre[587,449]: 1
T13427: P530' := P530 + 1
IM[587,435]: 1
T13427: P190' := P190 - 1
IM[587,363]: -1
T13427: P584' := P584 + 1
IM[587,437]: 1
T13427: P751' := P751 - 1
IM[587,408]: -1
T13427: P240' := P240 + 1
IM[587,358]: 1
T13427: P567' := P567 - 1
IM[587,243]: -1
T13427: P648' := P648 - 1
IM[587,327]: -1
T13427: P193' := P193 - 6
IM[587,184]: -6
T13427: P37' := P37 + 1
IM[587,219]: 1
T13427: P185' := P185 + 4
IM[587,185]: 4
T13427: P19' := P19 - 1
IM[587,449]: -1
P206 --> T13426 : 1
Pre[588,239]: 1
P801 --> T13426 : 1
Pre[588,139]: 1
T13426: P206' := P206 - 1
IM[588,239]: -1
T13426: P801' := P801 - 1
IM[588,139]: -1
T13426: P772' := P772 + 1
IM[588,207]: 1
T13426: P687' := P687 + 1
IM[588,238]: 1
P5 --> T13425 : 1
Pre[589,384]: 1
P648 --> T13425 : 1
Pre[589,327]: 1
P751 --> T13425 : 3
Pre[589,408]: 3
P193 --> T13425 : 6
Pre[589,184]: 6
T13425: P568' := P568 + 1
IM[589,385]: 1
T13425: P5' := P5 - 1
IM[589,384]: -1
T13425: P185' := P185 + 4
IM[589,185]: 4
T13425: P648' := P648 - 1
IM[589,327]: -1
T13425: P751' := P751 - 3
IM[589,408]: -3
T13425: P67' := P67 + 3
IM[589,414]: 3
T13425: P193' := P193 - 6
IM[589,184]: -6
P295 --> T13424 : 1
Pre[590,258]: 1
P648 --> T13424 : 1
Pre[590,327]: 1
P472 --> T13424 : 1
Pre[590,334]: 1
P193 --> T13424 : 6
Pre[590,184]: 6
P190 --> T13424 : 1
Pre[590,363]: 1
P133 --> T13424 : 1
Pre[590,307]: 1
T13424: P465' := P465 + 1
IM[590,389]: 1
T13424: P295' := P295 - 1
IM[590,258]: -1
T13424: P648' := P648 - 1
IM[590,327]: -1
T13424: P586' := P586 + 1
IM[590,379]: 1
T13424: P185' := P185 + 4
IM[590,185]: 4
T13424: P472' := P472 - 1
IM[590,334]: -1
T13424: P193' := P193 - 6
IM[590,184]: -6
T13424: P457' := P457 + 1
IM[590,347]: 1
T13424: P190' := P190 - 1
IM[590,363]: -1
T13424: P65' := P65 + 1
IM[590,336]: 1
T13424: P133' := P133 - 1
IM[590,307]: -1
P710 --> T13423 : 1
Pre[591,172]: 1
P751 --> T13423 : 3
Pre[591,408]: 3
P193 --> T13423 : 7
Pre[591,184]: 7
T13423: P721' := P721 + 3
IM[591,192]: 3
T13423: P710' := P710 - 1
IM[591,172]: -1
T13423: P751' := P751 - 3
IM[591,408]: -3
T13423: P193' := P193 - 7
IM[591,184]: -7
T13423: P565' := P565 + 3
IM[591,315]: 3
P193 --> T13422 : 7
Pre[592,184]: 7
P648 --> T13422 : 1
Pre[592,327]: 1
P295 --> T13422 : 1
Pre[592,258]: 1
P751 --> T13422 : 1
Pre[592,408]: 1
P567 --> T13422 : 1
Pre[592,243]: 1
T13422: P193' := P193 - 7
IM[592,184]: -7
T13422: P648' := P648 - 1
IM[592,327]: -1
T13422: P295' := P295 - 1
IM[592,258]: -1
T13422: P751' := P751 - 1
IM[592,408]: -1
T13422: P79' := P79 + 1
IM[592,218]: 1
T13422: P567' := P567 - 1
IM[592,243]: -1
T13422: P240' := P240 + 1
IM[592,358]: 1
T13422: P530' := P530 + 1
IM[592,435]: 1
T13422: P721' := P721 + 3
IM[592,192]: 3
P710 --> T13421 : 1
Pre[593,172]: 1
P751 --> T13421 : 1
Pre[593,408]: 1
P193 --> T13421 : 6
Pre[593,184]: 6
P133 --> T13421 : 1
Pre[593,307]: 1
P190 --> T13421 : 2
Pre[593,363]: 2
T13421: P710' := P710 - 1
IM[593,172]: -1
T13421: P565' := P565 + 1
IM[593,315]: 1
T13421: P185' := P185 + 4
IM[593,185]: 4
T13421: P408' := P408 + 2
IM[593,420]: 2
T13421: P751' := P751 - 1
IM[593,408]: -1
T13421: P193' := P193 - 6
IM[593,184]: -6
T13421: P133' := P133 - 1
IM[593,307]: -1
T13421: P190' := P190 - 2
IM[593,363]: -2
T13421: P137' := P137 + 1
IM[593,280]: 1
P472 --> T13420 : 1
Pre[594,334]: 1
P193 --> T13420 : 6
Pre[594,184]: 6
P133 --> T13420 : 2
Pre[594,307]: 2
P190 --> T13420 : 2
Pre[594,363]: 2
T13420: P472' := P472 - 1
IM[594,334]: -1
T13420: P193' := P193 - 6
IM[594,184]: -6
T13420: P457' := P457 + 2
IM[594,347]: 2
T13420: P133' := P133 - 2
IM[594,307]: -2
T13420: P185' := P185 + 4
IM[594,185]: 4
T13420: P190' := P190 - 2
IM[594,363]: -2
T13420: P65' := P65 + 2
IM[594,336]: 2
P5 --> T13419 : 1
Pre[595,384]: 1
P193 --> T13419 : 6
Pre[595,184]: 6
P751 --> T13419 : 2
Pre[595,408]: 2
P648 --> T13419 : 2
Pre[595,327]: 2
T13419: P5' := P5 - 1
IM[595,384]: -1
T13419: P185' := P185 + 4
IM[595,185]: 4
T13419: P67' := P67 + 2
IM[595,414]: 2
T13419: P193' := P193 - 6
IM[595,184]: -6
T13419: P751' := P751 - 2
IM[595,408]: -2
T13419: P568' := P568 + 2
IM[595,385]: 2
T13419: P648' := P648 - 2
IM[595,327]: -2
P19 --> T13418 : 1
Pre[596,449]: 1
P472 --> T13418 : 1
Pre[596,334]: 1
P133 --> T13418 : 1
Pre[596,307]: 1
P193 --> T13418 : 6
Pre[596,184]: 6
P751 --> T13418 : 1
Pre[596,408]: 1
P190 --> T13418 : 1
Pre[596,363]: 1
T13418: P19' := P19 - 1
IM[596,449]: -1
T13418: P472' := P472 - 1
IM[596,334]: -1
T13418: P133' := P133 - 1
IM[596,307]: -1
T13418: P65' := P65 + 1
IM[596,336]: 1
T13418: P457' := P457 + 1
IM[596,347]: 1
T13418: P706' := P706 + 1
IM[596,362]: 1
T13418: P193' := P193 - 6
IM[596,184]: -6
T13418: P751' := P751 - 1
IM[596,408]: -1
T13418: P190' := P190 - 1
IM[596,363]: -1
T13418: P185' := P185 + 4
IM[596,185]: 4
T13418: P242' := P242 + 1
IM[596,216]: 1
P723 --> T13417 : 1
Pre[597,512]: 1
P332 --> T13417 : 1
Pre[597,511]: 1
P72 --> T13417 : 1
Pre[597,681]: 1
T13417: P723' := P723 - 1
IM[597,512]: -1
T13417: P459' := P459 + 1
IM[597,510]: 1
T13417: P711' := P711 + 1
IM[597,577]: 1
T13417: P329' := P329 + 1
IM[597,521]: 1
T13417: P72' := P72 - 1
IM[597,681]: -1
P133 --> T13416 : 1
Pre[598,307]: 1
P190 --> T13416 : 2
Pre[598,363]: 2
P193 --> T13416 : 6
Pre[598,184]: 6
P295 --> T13416 : 1
Pre[598,258]: 1
P306 --> T13416 : 1
Pre[598,407]: 1
T13416: P133' := P133 - 1
IM[598,307]: -1
T13416: P185' := P185 + 4
IM[598,185]: 4
T13416: P345' := P345 + 1
IM[598,415]: 1
T13416: P190' := P190 - 2
IM[598,363]: -2
T13416: P249' := P249 + 2
IM[598,381]: 2
T13416: P193' := P193 - 6
IM[598,184]: -6
T13416: P591' := P591 + 1
IM[598,202]: 1
T13416: P295' := P295 - 1
IM[598,258]: -1
T13416: P306' := P306 - 1
IM[598,407]: -1
P5 --> T13415 : 1
Pre[599,384]: 1
P190 --> T13415 : 3
Pre[599,363]: 3
P648 --> T13415 : 1
Pre[599,327]: 1
P193 --> T13415 : 6
Pre[599,184]: 6
T13415: P5' := P5 - 1
IM[599,384]: -1
T13415: P340' := P340 + 3
IM[599,461]: 3
T13415: P190' := P190 - 3
IM[599,363]: -3
T13415: P648' := P648 - 1
IM[599,327]: -1
T13415: P568' := P568 + 1
IM[599,385]: 1
T13415: P193' := P193 - 6
IM[599,184]: -6
T13415: P185' := P185 + 4
IM[599,185]: 4
P190 --> T13414 : 1
Pre[600,363]: 1
P295 --> T13414 : 1
Pre[600,258]: 1
P567 --> T13414 : 1
Pre[600,243]: 1
P648 --> T13414 : 1
Pre[600,327]: 1
P193 --> T13414 : 6
Pre[600,184]: 6
P19 --> T13414 : 1
Pre[600,449]: 1
T13414: P185' := P185 + 4
IM[600,185]: 4
T13414: P240' := P240 + 1
IM[600,358]: 1
T13414: P190' := P190 - 1
IM[600,363]: -1
T13414: P79' := P79 + 1
IM[600,218]: 1
T13414: P295' := P295 - 1
IM[600,258]: -1
T13414: P37' := P37 + 1
IM[600,219]: 1
T13414: P567' := P567 - 1
IM[600,243]: -1
T13414: P648' := P648 - 1
IM[600,327]: -1
T13414: P193' := P193 - 6
IM[600,184]: -6
T13414: P584' := P584 + 1
IM[600,437]: 1
T13414: P19' := P19 - 1
IM[600,449]: -1
P559 --> T13413 : 1
Pre[601,332]: 1
P164 --> T13413 : 1
Pre[601,53]: 1
T13413: P559' := P559 - 1
IM[601,332]: -1
T13413: P757' := P757 + 1
IM[601,341]: 1
T13413: P423' := P423 + 1
IM[601,4]: 1
T13413: P164' := P164 - 1
IM[601,53]: -1
P648 --> T13412 : 1
Pre[602,327]: 1
P472 --> T13412 : 1
Pre[602,334]: 1
P751 --> T13412 : 1
Pre[602,408]: 1
P295 --> T13412 : 1
Pre[602,258]: 1
P133 --> T13412 : 1
Pre[602,307]: 1
P193 --> T13412 : 6
Pre[602,184]: 6
T13412: P648' := P648 - 1
IM[602,327]: -1
T13412: P242' := P242 + 1
IM[602,216]: 1
T13412: P185' := P185 + 4
IM[602,185]: 4
T13412: P586' := P586 + 1
IM[602,379]: 1
T13412: P472' := P472 - 1
IM[602,334]: -1
T13412: P465' := P465 + 1
IM[602,389]: 1
T13412: P751' := P751 - 1
IM[602,408]: -1
T13412: P295' := P295 - 1
IM[602,258]: -1
T13412: P133' := P133 - 1
IM[602,307]: -1
T13412: P457' := P457 + 1
IM[602,347]: 1
T13412: P193' := P193 - 6
IM[602,184]: -6
P49 --> T13411 : 1
Pre[603,286]: 1
T13411: P49' := P49 - 1
IM[603,286]: -1
T13411: P730' := P730 + 1
IM[603,85]: 1
P459 --> T13410 : 1
Pre[604,510]: 1
P513 --> T13410 : 1
Pre[604,664]: 1
T13410: P232' := P232 + 1
IM[604,500]: 1
T13410: P513' := P513 - 1
IM[604,664]: -1
P193 --> T13409 : 6
Pre[605,184]: 6
P710 --> T13409 : 1
Pre[605,172]: 1
P133 --> T13409 : 3
Pre[605,307]: 3
P751 --> T13409 : 1
Pre[605,408]: 1
T13409: P193' := P193 - 6
IM[605,184]: -6
T13409: P137' := P137 + 3
IM[605,280]: 3
T13409: P710' := P710 - 1
IM[605,172]: -1
T13409: P565' := P565 + 1
IM[605,315]: 1
T13409: P185' := P185 + 4
IM[605,185]: 4
T13409: P133' := P133 - 3
IM[605,307]: -3
T13409: P751' := P751 - 1
IM[605,408]: -1
P295 --> T13408 : 2
Pre[606,258]: 2
P648 --> T13408 : 1
Pre[606,327]: 1
P193 --> T13408 : 6
Pre[606,184]: 6
P710 --> T13408 : 1
Pre[606,172]: 1
P751 --> T13408 : 1
Pre[606,408]: 1
T13408: P355' := P355 + 2
IM[606,319]: 2
T13408: P295' := P295 - 2
IM[606,258]: -2
T13408: P648' := P648 - 1
IM[606,327]: -1
T13408: P565' := P565 + 1
IM[606,315]: 1
T13408: P185' := P185 + 4
IM[606,185]: 4
T13408: P193' := P193 - 6
IM[606,184]: -6
T13408: P710' := P710 - 1
IM[606,172]: -1
T13408: P652' := P652 + 1
IM[606,393]: 1
T13408: P751' := P751 - 1
IM[606,408]: -1
P751 --> T13407 : 1
Pre[607,408]: 1
P648 --> T13407 : 1
Pre[607,327]: 1
P19 --> T13407 : 1
Pre[607,449]: 1
P193 --> T13407 : 6
Pre[607,184]: 6
P710 --> T13407 : 1
Pre[607,172]: 1
P133 --> T13407 : 1
Pre[607,307]: 1
T13407: P751' := P751 - 1
IM[607,408]: -1
T13407: P648' := P648 - 1
IM[607,327]: -1
T13407: P652' := P652 + 1
IM[607,393]: 1
T13407: P19' := P19 - 1
IM[607,449]: -1
T13407: P565' := P565 + 1
IM[607,315]: 1
T13407: P215' := P215 + 1
IM[607,365]: 1
T13407: P185' := P185 + 4
IM[607,185]: 4
T13407: P193' := P193 - 6
IM[607,184]: -6
T13407: P710' := P710 - 1
IM[607,172]: -1
T13407: P133' := P133 - 1
IM[607,307]: -1
T13407: P137' := P137 + 1
IM[607,280]: 1
P710 --> T13406 : 1
Pre[608,172]: 1
P295 --> T13406 : 1
Pre[608,258]: 1
P193 --> T13406 : 6
Pre[608,184]: 6
P133 --> T13406 : 1
Pre[608,307]: 1
P751 --> T13406 : 2
Pre[608,408]: 2
T13406: P710' := P710 - 1
IM[608,172]: -1
T13406: P355' := P355 + 1
IM[608,319]: 1
T13406: P295' := P295 - 1
IM[608,258]: -1
T13406: P565' := P565 + 2
IM[608,315]: 2
T13406: P193' := P193 - 6
IM[608,184]: -6
T13406: P137' := P137 + 1
IM[608,280]: 1
T13406: P133' := P133 - 1
IM[608,307]: -1
T13406: P751' := P751 - 2
IM[608,408]: -2
T13406: P185' := P185 + 4
IM[608,185]: 4
P567 --> T13405 : 1
Pre[609,243]: 1
P295 --> T13405 : 1
Pre[609,258]: 1
P133 --> T13405 : 2
Pre[609,307]: 2
P193 --> T13405 : 6
Pre[609,184]: 6
P751 --> T13405 : 1
Pre[609,408]: 1
T13405: P567' := P567 - 1
IM[609,243]: -1
T13405: P295' := P295 - 1
IM[609,258]: -1
T13405: P185' := P185 + 4
IM[609,185]: 4
T13405: P133' := P133 - 2
IM[609,307]: -2
T13405: P352' := P352 + 2
IM[609,331]: 2
T13405: P193' := P193 - 6
IM[609,184]: -6
T13405: P79' := P79 + 1
IM[609,218]: 1
T13405: P530' := P530 + 1
IM[609,435]: 1
T13405: P751' := P751 - 1
IM[609,408]: -1
P295 --> T13404 : 2
Pre[610,258]: 2
P710 --> T13404 : 1
Pre[610,172]: 1
P193 --> T13404 : 7
Pre[610,184]: 7
P19 --> T13404 : 1
Pre[610,449]: 1
T13404: P295' := P295 - 2
IM[610,258]: -2
T13404: P215' := P215 + 1
IM[610,365]: 1
T13404: P721' := P721 + 3
IM[610,192]: 3
T13404: P710' := P710 - 1
IM[610,172]: -1
T13404: P355' := P355 + 2
IM[610,319]: 2
T13404: P193' := P193 - 7
IM[610,184]: -7
T13404: P19' := P19 - 1
IM[610,449]: -1
P193 --> T13403 : 6
Pre[611,184]: 6
P640 --> T13403 : 1
Pre[611,355]: 1
P19 --> T13403 : 1
Pre[611,449]: 1
P133 --> T13403 : 1
Pre[611,307]: 1
P648 --> T13403 : 1
Pre[611,327]: 1
P751 --> T13403 : 1
Pre[611,408]: 1
T13403: P111' := P111 + 1
IM[611,411]: 1
T13403: P193' := P193 - 6
IM[611,184]: -6
T13403: P640' := P640 - 1
IM[611,355]: -1
T13403: P19' := P19 - 1
IM[611,449]: -1
T13403: P185' := P185 + 4
IM[611,185]: 4
T13403: P133' := P133 - 1
IM[611,307]: -1
T13403: P326' := P326 + 1
IM[611,346]: 1
T13403: P227' := P227 + 1
IM[611,344]: 1
T13403: P648' := P648 - 1
IM[611,327]: -1
T13403: P751' := P751 - 1
IM[611,408]: -1
T13403: P462' := P462 + 1
IM[611,410]: 1
P133 --> T13402 : 2
Pre[612,307]: 2
P190 --> T13402 : 1
Pre[612,363]: 1
P640 --> T13402 : 1
Pre[612,355]: 1
P193 --> T13402 : 6
Pre[612,184]: 6
P295 --> T13402 : 1
Pre[612,258]: 1
T13402: P227' := P227 + 2
IM[612,344]: 2
T13402: P133' := P133 - 2
IM[612,307]: -2
T13402: P190' := P190 - 1
IM[612,363]: -1
T13402: P185' := P185 + 4
IM[612,185]: 4
T13402: P53' := P53 + 1
IM[612,224]: 1
T13402: P640' := P640 - 1
IM[612,355]: -1
T13402: P685' := P685 + 1
IM[612,403]: 1
T13402: P193' := P193 - 6
IM[612,184]: -6
T13402: P295' := P295 - 1
IM[612,258]: -1
P16 --> T13401 : 1
Pre[613,215]: 1
P193 --> T13401 : 7
Pre[613,184]: 7
P295 --> T13401 : 2
Pre[613,258]: 2
P19 --> T13401 : 1
Pre[613,449]: 1
T13401: P16' := P16 - 1
IM[613,215]: -1
T13401: P721' := P721 + 3
IM[613,192]: 3
T13401: P257' := P257 + 2
IM[613,236]: 2
T13401: P322' := P322 + 1
IM[613,416]: 1
T13401: P193' := P193 - 7
IM[613,184]: -7
T13401: P295' := P295 - 2
IM[613,258]: -2
T13401: P19' := P19 - 1
IM[613,449]: -1
P211 --> T13400 : 1
Pre[614,335]: 1
P193 --> T13400 : 6
Pre[614,184]: 6
P19 --> T13400 : 1
Pre[614,449]: 1
P133 --> T13400 : 2
Pre[614,307]: 2
P295 --> T13400 : 1
Pre[614,258]: 1
T13400: P211' := P211 - 1
IM[614,335]: -1
T13400: P193' := P193 - 6
IM[614,184]: -6
T13400: P19' := P19 - 1
IM[614,449]: -1
T13400: P133' := P133 - 2
IM[614,307]: -2
T13400: P295' := P295 - 1
IM[614,258]: -1
T13400: P581' := P581 + 1
IM[614,477]: 1
T13400: P185' := P185 + 4
IM[614,185]: 4
T13400: P692' := P692 + 1
IM[614,287]: 1
T13400: P494' := P494 + 2
IM[614,265]: 2
P190 --> T13399 : 2
Pre[615,363]: 2
P648 --> T13399 : 2
Pre[615,327]: 2
P193 --> T13399 : 6
Pre[615,184]: 6
P5 --> T13399 : 1
Pre[615,384]: 1
T13399: P185' := P185 + 4
IM[615,185]: 4
T13399: P568' := P568 + 2
IM[615,385]: 2
T13399: P190' := P190 - 2
IM[615,363]: -2
T13399: P648' := P648 - 2
IM[615,327]: -2
T13399: P193' := P193 - 6
IM[615,184]: -6
T13399: P340' := P340 + 2
IM[615,461]: 2
T13399: P5' := P5 - 1
IM[615,384]: -1
P193 --> T13398 : 7
Pre[616,184]: 7
P190 --> T13398 : 1
Pre[616,363]: 1
P710 --> T13398 : 1
Pre[616,172]: 1
P648 --> T13398 : 2
Pre[616,327]: 2
T13398: P193' := P193 - 7
IM[616,184]: -7
T13398: P190' := P190 - 1
IM[616,363]: -1
T13398: P710' := P710 - 1
IM[616,172]: -1
T13398: P721' := P721 + 3
IM[616,192]: 3
T13398: P648' := P648 - 2
IM[616,327]: -2
T13398: P652' := P652 + 2
IM[616,393]: 2
T13398: P408' := P408 + 1
IM[616,420]: 1
P640 --> T13397 : 1
Pre[617,355]: 1
P295 --> T13397 : 2
Pre[617,258]: 2
P133 --> T13397 : 1
Pre[617,307]: 1
P193 --> T13397 : 6
Pre[617,184]: 6
P648 --> T13397 : 1
Pre[617,327]: 1
T13397: P640' := P640 - 1
IM[617,355]: -1
T13397: P227' := P227 + 1
IM[617,344]: 1
T13397: P295' := P295 - 2
IM[617,258]: -2
T13397: P185' := P185 + 4
IM[617,185]: 4
T13397: P53' := P53 + 2
IM[617,224]: 2
T13397: P326' := P326 + 1
IM[617,346]: 1
T13397: P133' := P133 - 1
IM[617,307]: -1
T13397: P193' := P193 - 6
IM[617,184]: -6
T13397: P648' := P648 - 1
IM[617,327]: -1
P5 --> T13396 : 1
Pre[618,384]: 1
P751 --> T13396 : 1
Pre[618,408]: 1
P133 --> T13396 : 1
Pre[618,307]: 1
P193 --> T13396 : 6
Pre[618,184]: 6
P295 --> T13396 : 1
Pre[618,258]: 1
P648 --> T13396 : 1
Pre[618,327]: 1
T13396: P5' := P5 - 1
IM[618,384]: -1
T13396: P751' := P751 - 1
IM[618,408]: -1
T13396: P668' := P668 + 1
IM[618,447]: 1
T13396: P185' := P185 + 4
IM[618,185]: 4
T13396: P133' := P133 - 1
IM[618,307]: -1
T13396: P67' := P67 + 1
IM[618,414]: 1
T13396: P193' := P193 - 6
IM[618,184]: -6
T13396: P568' := P568 + 1
IM[618,385]: 1
T13396: P295' := P295 - 1
IM[618,258]: -1
T13396: P214' := P214 + 1
IM[618,432]: 1
T13396: P648' := P648 - 1
IM[618,327]: -1
P648 --> T13395 : 2
Pre[619,327]: 2
P190 --> T13395 : 1
Pre[619,363]: 1
P295 --> T13395 : 1
Pre[619,258]: 1
P710 --> T13395 : 1
Pre[619,172]: 1
P193 --> T13395 : 6
Pre[619,184]: 6
T13395: P648' := P648 - 2
IM[619,327]: -2
T13395: P355' := P355 + 1
IM[619,319]: 1
T13395: P190' := P190 - 1
IM[619,363]: -1
T13395: P408' := P408 + 1
IM[619,420]: 1
T13395: P295' := P295 - 1
IM[619,258]: -1
T13395: P652' := P652 + 2
IM[619,393]: 2
T13395: P710' := P710 - 1
IM[619,172]: -1
T13395: P185' := P185 + 4
IM[619,185]: 4
T13395: P193' := P193 - 6
IM[619,184]: -6
P710 --> T13394 : 1
Pre[620,172]: 1
P295 --> T13394 : 2
Pre[620,258]: 2
P19 --> T13394 : 1
Pre[620,449]: 1
P193 --> T13394 : 6
Pre[620,184]: 6
P751 --> T13394 : 1
Pre[620,408]: 1
T13394: P565' := P565 + 1
IM[620,315]: 1
T13394: P185' := P185 + 4
IM[620,185]: 4
T13394: P710' := P710 - 1
IM[620,172]: -1
T13394: P295' := P295 - 2
IM[620,258]: -2
T13394: P19' := P19 - 1
IM[620,449]: -1
T13394: P193' := P193 - 6
IM[620,184]: -6
T13394: P751' := P751 - 1
IM[620,408]: -1
T13394: P355' := P355 + 2
IM[620,319]: 2
T13394: P215' := P215 + 1
IM[620,365]: 1
P193 --> T13393 : 6
Pre[621,184]: 6
P710 --> T13393 : 1
Pre[621,172]: 1
P190 --> T13393 : 2
Pre[621,363]: 2
P295 --> T13393 : 1
Pre[621,258]: 1
P648 --> T13393 : 1
Pre[621,327]: 1
T13393: P193' := P193 - 6
IM[621,184]: -6
T13393: P710' := P710 - 1
IM[621,172]: -1
T13393: P190' := P190 - 2
IM[621,363]: -2
T13393: P355' := P355 + 1
IM[621,319]: 1
T13393: P652' := P652 + 1
IM[621,393]: 1
T13393: P295' := P295 - 1
IM[621,258]: -1
T13393: P648' := P648 - 1
IM[621,327]: -1
T13393: P185' := P185 + 4
IM[621,185]: 4
T13393: P408' := P408 + 2
IM[621,420]: 2
P193 --> T13392 : 6
Pre[622,184]: 6
P648 --> T13392 : 1
Pre[622,327]: 1
P19 --> T13392 : 1
Pre[622,449]: 1
P133 --> T13392 : 1
Pre[622,307]: 1
P567 --> T13392 : 1
Pre[622,243]: 1
P190 --> T13392 : 1
Pre[622,363]: 1
T13392: P584' := P584 + 1
IM[622,437]: 1
T13392: P240' := P240 + 1
IM[622,358]: 1
T13392: P193' := P193 - 6
IM[622,184]: -6
T13392: P648' := P648 - 1
IM[622,327]: -1
T13392: P19' := P19 - 1
IM[622,449]: -1
T13392: P133' := P133 - 1
IM[622,307]: -1
T13392: P37' := P37 + 1
IM[622,219]: 1
T13392: P567' := P567 - 1
IM[622,243]: -1
T13392: P190' := P190 - 1
IM[622,363]: -1
T13392: P352' := P352 + 1
IM[622,331]: 1
T13392: P185' := P185 + 4
IM[622,185]: 4
P133 --> T13391 : 2
Pre[623,307]: 2
P751 --> T13391 : 1
Pre[623,408]: 1
P193 --> T13391 : 7
Pre[623,184]: 7
P710 --> T13391 : 1
Pre[623,172]: 1
T13391: P133' := P133 - 2
IM[623,307]: -2
T13391: P751' := P751 - 1
IM[623,408]: -1
T13391: P565' := P565 + 1
IM[623,315]: 1
T13391: P137' := P137 + 2
IM[623,280]: 2
T13391: P193' := P193 - 7
IM[623,184]: -7
T13391: P721' := P721 + 3
IM[623,192]: 3
T13391: P710' := P710 - 1
IM[623,172]: -1
P752 --> T13390 : 1
Pre[624,44]: 1
P444 --> T13390 : 1
Pre[624,83]: 1
T13390: P752' := P752 - 1
IM[624,44]: -1
T13390: P444' := P444 - 1
IM[624,83]: -1
T13390: P497' := P497 + 1
IM[624,20]: 1
T13390: P646' := P646 + 1
IM[624,308]: 1
P133 --> T13389 : 1
Pre[625,307]: 1
P648 --> T13389 : 1
Pre[625,327]: 1
P16 --> T13389 : 1
Pre[625,215]: 1
P193 --> T13389 : 6
Pre[625,184]: 6
P190 --> T13389 : 1
Pre[625,363]: 1
P19 --> T13389 : 1
Pre[625,449]: 1
T13389: P105' := P105 + 1
IM[625,293]: 1
T13389: P570' := P570 + 1
IM[625,296]: 1
T13389: P133' := P133 - 1
IM[625,307]: -1
T13389: P555' := P555 + 1
IM[625,368]: 1
T13389: P648' := P648 - 1
IM[625,327]: -1
T13389: P16' := P16 - 1
IM[625,215]: -1
T13389: P185' := P185 + 4
IM[625,185]: 4
T13389: P193' := P193 - 6
IM[625,184]: -6
T13389: P190' := P190 - 1
IM[625,363]: -1
T13389: P322' := P322 + 1
IM[625,416]: 1
T13389: P19' := P19 - 1
IM[625,449]: -1
P295 --> T13388 : 1
Pre[626,258]: 1
P193 --> T13388 : 6
Pre[626,184]: 6
P306 --> T13388 : 1
Pre[626,407]: 1
P190 --> T13388 : 2
Pre[626,363]: 2
P133 --> T13388 : 1
Pre[626,307]: 1
T13388: P295' := P295 - 1
IM[626,258]: -1
T13388: P193' := P193 - 6
IM[626,184]: -6
T13388: P306' := P306 - 1
IM[626,407]: -1
T13388: P345' := P345 + 1
IM[626,415]: 1
T13388: P190' := P190 - 2
IM[626,363]: -2
T13388: P133' := P133 - 1
IM[626,307]: -1
T13388: P185' := P185 + 4
IM[626,185]: 4
T13388: P591' := P591 + 1
IM[626,202]: 1
T13388: P249' := P249 + 2
IM[626,381]: 2
P190 --> T13387 : 1
Pre[627,363]: 1
P211 --> T13387 : 1
Pre[627,335]: 1
P193 --> T13387 : 6
Pre[627,184]: 6
P751 --> T13387 : 1
Pre[627,408]: 1
P648 --> T13387 : 1
Pre[627,327]: 1
P19 --> T13387 : 1
Pre[627,449]: 1
T13387: P328' := P328 + 1
IM[627,425]: 1
T13387: P190' := P190 - 1
IM[627,363]: -1
T13387: P211' := P211 - 1
IM[627,335]: -1
T13387: P798' := P798 + 1
IM[627,301]: 1
T13387: P193' := P193 - 6
IM[627,184]: -6
T13387: P751' := P751 - 1
IM[627,408]: -1
T13387: P427' := P427 + 1
IM[627,322]: 1
T13387: P648' := P648 - 1
IM[627,327]: -1
T13387: P19' := P19 - 1
IM[627,449]: -1
T13387: P581' := P581 + 1
IM[627,477]: 1
T13387: P185' := P185 + 4
IM[627,185]: 4
P16 --> T13386 : 1
Pre[628,215]: 1
P19 --> T13386 : 2
Pre[628,449]: 2
P133 --> T13386 : 1
Pre[628,307]: 1
P193 --> T13386 : 6
Pre[628,184]: 6
P295 --> T13386 : 1
Pre[628,258]: 1
T13386: P16' := P16 - 1
IM[628,215]: -1
T13386: P19' := P19 - 2
IM[628,449]: -2
T13386: P185' := P185 + 4
IM[628,185]: 4
T13386: P133' := P133 - 1
IM[628,307]: -1
T13386: P105' := P105 + 1
IM[628,293]: 1
T13386: P193' := P193 - 6
IM[628,184]: -6
T13386: P295' := P295 - 1
IM[628,258]: -1
T13386: P322' := P322 + 2
IM[628,416]: 2
T13386: P257' := P257 + 1
IM[628,236]: 1
P19 --> T13385 : 1
Pre[629,449]: 1
P190 --> T13385 : 1
Pre[629,363]: 1
P193 --> T13385 : 7
Pre[629,184]: 7
P567 --> T13385 : 1
Pre[629,243]: 1
P133 --> T13385 : 1
Pre[629,307]: 1
T13385: P19' := P19 - 1
IM[629,449]: -1
T13385: P584' := P584 + 1
IM[629,437]: 1
T13385: P190' := P190 - 1
IM[629,363]: -1
T13385: P37' := P37 + 1
IM[629,219]: 1
T13385: P193' := P193 - 7
IM[629,184]: -7
T13385: P721' := P721 + 3
IM[629,192]: 3
T13385: P567' := P567 - 1
IM[629,243]: -1
T13385: P352' := P352 + 1
IM[629,331]: 1
T13385: P133' := P133 - 1
IM[629,307]: -1
P193 --> T13384 : 7
Pre[630,184]: 7
P133 --> T13384 : 1
Pre[630,307]: 1
P190 --> T13384 : 2
Pre[630,363]: 2
P306 --> T13384 : 1
Pre[630,407]: 1
T13384: P721' := P721 + 3
IM[630,192]: 3
T13384: P193' := P193 - 7
IM[630,184]: -7
T13384: P133' := P133 - 1
IM[630,307]: -1
T13384: P190' := P190 - 2
IM[630,363]: -2
T13384: P249' := P249 + 2
IM[630,381]: 2
T13384: P591' := P591 + 1
IM[630,202]: 1
T13384: P306' := P306 - 1
IM[630,407]: -1
P295 --> T13383 : 2
Pre[631,258]: 2
P648 --> T13383 : 1
Pre[631,327]: 1
P472 --> T13383 : 1
Pre[631,334]: 1
P19 --> T13383 : 1
Pre[631,449]: 1
P193 --> T13383 : 6
Pre[631,184]: 6
T13383: P295' := P295 - 2
IM[631,258]: -2
T13383: P648' := P648 - 1
IM[631,327]: -1
T13383: P586' := P586 + 2
IM[631,379]: 2
T13383: P465' := P465 + 1
IM[631,389]: 1
T13383: P472' := P472 - 1
IM[631,334]: -1
T13383: P185' := P185 + 4
IM[631,185]: 4
T13383: P19' := P19 - 1
IM[631,449]: -1
T13383: P193' := P193 - 6
IM[631,184]: -6
T13383: P706' := P706 + 1
IM[631,362]: 1
P193 --> T13382 : 6
Pre[632,184]: 6
P190 --> T13382 : 1
Pre[632,363]: 1
P648 --> T13382 : 1
Pre[632,327]: 1
P567 --> T13382 : 1
Pre[632,243]: 1
P133 --> T13382 : 2
Pre[632,307]: 2
T13382: P185' := P185 + 4
IM[632,185]: 4
T13382: P193' := P193 - 6
IM[632,184]: -6
T13382: P190' := P190 - 1
IM[632,363]: -1
T13382: P352' := P352 + 2
IM[632,331]: 2
T13382: P240' := P240 + 1
IM[632,358]: 1
T13382: P648' := P648 - 1
IM[632,327]: -1
T13382: P584' := P584 + 1
IM[632,437]: 1
T13382: P567' := P567 - 1
IM[632,243]: -1
T13382: P133' := P133 - 2
IM[632,307]: -2
P19 --> T13381 : 1
Pre[633,449]: 1
P190 --> T13381 : 1
Pre[633,363]: 1
P751 --> T13381 : 1
Pre[633,408]: 1
P193 --> T13381 : 7
Pre[633,184]: 7
P472 --> T13381 : 1
Pre[633,334]: 1
T13381: P19' := P19 - 1
IM[633,449]: -1
T13381: P721' := P721 + 3
IM[633,192]: 3
T13381: P190' := P190 - 1
IM[633,363]: -1
T13381: P65' := P65 + 1
IM[633,336]: 1
T13381: P751' := P751 - 1
IM[633,408]: -1
T13381: P193' := P193 - 7
IM[633,184]: -7
T13381: P472' := P472 - 1
IM[633,334]: -1
T13381: P242' := P242 + 1
IM[633,216]: 1
T13381: P706' := P706 + 1
IM[633,362]: 1
P19 --> T13380 : 1
Pre[634,449]: 1
P190 --> T13380 : 2
Pre[634,363]: 2
P211 --> T13380 : 1
Pre[634,335]: 1
P193 --> T13380 : 6
Pre[634,184]: 6
P295 --> T13380 : 1
Pre[634,258]: 1
T13380: P19' := P19 - 1
IM[634,449]: -1
T13380: P190' := P190 - 2
IM[634,363]: -2
T13380: P185' := P185 + 4
IM[634,185]: 4
T13380: P692' := P692 + 1
IM[634,287]: 1
T13380: P211' := P211 - 1
IM[634,335]: -1
T13380: P193' := P193 - 6
IM[634,184]: -6
T13380: P581' := P581 + 1
IM[634,477]: 1
T13380: P798' := P798 + 2
IM[634,301]: 2
T13380: P295' := P295 - 1
IM[634,258]: -1
P16 --> T13379 : 1
Pre[635,215]: 1
P648 --> T13379 : 3
Pre[635,327]: 3
P190 --> T13379 : 1
Pre[635,363]: 1
P193 --> T13379 : 6
Pre[635,184]: 6
T13379: P185' := P185 + 4
IM[635,185]: 4
T13379: P16' := P16 - 1
IM[635,215]: -1
T13379: P555' := P555 + 1
IM[635,368]: 1
T13379: P648' := P648 - 3
IM[635,327]: -3
T13379: P190' := P190 - 1
IM[635,363]: -1
T13379: P193' := P193 - 6
IM[635,184]: -6
T13379: P570' := P570 + 3
IM[635,296]: 3
P648 --> T13378 : 1
Pre[636,327]: 1
P211 --> T13378 : 1
Pre[636,335]: 1
P19 --> T13378 : 1
Pre[636,449]: 1
P193 --> T13378 : 6
Pre[636,184]: 6
P190 --> T13378 : 2
Pre[636,363]: 2
T13378: P427' := P427 + 1
IM[636,322]: 1
T13378: P798' := P798 + 2
IM[636,301]: 2
T13378: P648' := P648 - 1
IM[636,327]: -1
T13378: P211' := P211 - 1
IM[636,335]: -1
T13378: P19' := P19 - 1
IM[636,449]: -1
T13378: P193' := P193 - 6
IM[636,184]: -6
T13378: P190' := P190 - 2
IM[636,363]: -2
T13378: P581' := P581 + 1
IM[636,477]: 1
T13378: P185' := P185 + 4
IM[636,185]: 4
P16 --> T13377 : 1
Pre[637,215]: 1
P648 --> T13377 : 2
Pre[637,327]: 2
P193 --> T13377 : 6
Pre[637,184]: 6
P751 --> T13377 : 1
Pre[637,408]: 1
P133 --> T13377 : 1
Pre[637,307]: 1
T13377: P16' := P16 - 1
IM[637,215]: -1
T13377: P648' := P648 - 2
IM[637,327]: -2
T13377: P105' := P105 + 1
IM[637,293]: 1
T13377: P677' := P677 + 1
IM[637,409]: 1
T13377: P193' := P193 - 6
IM[637,184]: -6
T13377: P570' := P570 + 2
IM[637,296]: 2
T13377: P751' := P751 - 1
IM[637,408]: -1
T13377: P185' := P185 + 4
IM[637,185]: 4
T13377: P133' := P133 - 1
IM[637,307]: -1
P133 --> T13376 : 1
Pre[638,307]: 1
P193 --> T13376 : 6
Pre[638,184]: 6
P567 --> T13376 : 1
Pre[638,243]: 1
P19 --> T13376 : 2
Pre[638,449]: 2
P648 --> T13376 : 1
Pre[638,327]: 1
T13376: P133' := P133 - 1
IM[638,307]: -1
T13376: P193' := P193 - 6
IM[638,184]: -6
T13376: P567' := P567 - 1
IM[638,243]: -1
T13376: P37' := P37 + 2
IM[638,219]: 2
T13376: P352' := P352 + 1
IM[638,331]: 1
T13376: P240' := P240 + 1
IM[638,358]: 1
T13376: P19' := P19 - 2
IM[638,449]: -2
T13376: P185' := P185 + 4
IM[638,185]: 4
T13376: P648' := P648 - 1
IM[638,327]: -1
P640 --> T13375 : 1
Pre[639,355]: 1
P19 --> T13375 : 2
Pre[639,449]: 2
P193 --> T13375 : 6
Pre[639,184]: 6
P648 --> T13375 : 1
Pre[639,327]: 1
P133 --> T13375 : 1
Pre[639,307]: 1
T13375: P326' := P326 + 1
IM[639,346]: 1
T13375: P640' := P640 - 1
IM[639,355]: -1
T13375: P227' := P227 + 1
IM[639,344]: 1
T13375: P111' := P111 + 2
IM[639,411]: 2
T13375: P19' := P19 - 2
IM[639,449]: -2
T13375: P193' := P193 - 6
IM[639,184]: -6
T13375: P648' := P648 - 1
IM[639,327]: -1
T13375: P185' := P185 + 4
IM[639,185]: 4
T13375: P133' := P133 - 1
IM[639,307]: -1
P648 --> T13374 : 1
Pre[640,327]: 1
P133 --> T13374 : 1
Pre[640,307]: 1
P19 --> T13374 : 1
Pre[640,449]: 1
P306 --> T13374 : 1
Pre[640,407]: 1
P295 --> T13374 : 1
Pre[640,258]: 1
P193 --> T13374 : 6
Pre[640,184]: 6
T13374: P648' := P648 - 1
IM[640,327]: -1
T13374: P185' := P185 + 4
IM[640,185]: 4
T13374: P133' := P133 - 1
IM[640,307]: -1
T13374: P19' := P19 - 1
IM[640,449]: -1
T13374: P306' := P306 - 1
IM[640,407]: -1
T13374: P345' := P345 + 1
IM[640,415]: 1
T13374: P667' := P667 + 1
IM[640,440]: 1
T13374: P591' := P591 + 1
IM[640,202]: 1
T13374: P295' := P295 - 1
IM[640,258]: -1
T13374: P193' := P193 - 6
IM[640,184]: -6
T13374: P480' := P480 + 1
IM[640,418]: 1
P193 --> T13373 : 6
Pre[641,184]: 6
P567 --> T13373 : 1
Pre[641,243]: 1
P19 --> T13373 : 2
Pre[641,449]: 2
P751 --> T13373 : 1
Pre[641,408]: 1
P648 --> T13373 : 1
Pre[641,327]: 1
T13373: P193' := P193 - 6
IM[641,184]: -6
T13373: P567' := P567 - 1
IM[641,243]: -1
T13373: P185' := P185 + 4
IM[641,185]: 4
T13373: P19' := P19 - 2
IM[641,449]: -2
T13373: P751' := P751 - 1
IM[641,408]: -1
T13373: P648' := P648 - 1
IM[641,327]: -1
T13373: P240' := P240 + 1
IM[641,358]: 1
T13373: P530' := P530 + 1
IM[641,435]: 1
T13373: P37' := P37 + 2
IM[641,219]: 2
P295 --> T13372 : 1
Pre[642,258]: 1
P306 --> T13372 : 1
Pre[642,407]: 1
P193 --> T13372 : 6
Pre[642,184]: 6
P190 --> T13372 : 3
Pre[642,363]: 3
T13372: P295' := P295 - 1
IM[642,258]: -1
T13372: P306' := P306 - 1
IM[642,407]: -1
T13372: P345' := P345 + 1
IM[642,415]: 1
T13372: P185' := P185 + 4
IM[642,185]: 4
T13372: P249' := P249 + 3
IM[642,381]: 3
T13372: P193' := P193 - 6
IM[642,184]: -6
T13372: P190' := P190 - 3
IM[642,363]: -3
P193 --> T13371 : 6
Pre[643,184]: 6
P190 --> T13371 : 1
Pre[643,363]: 1
P648 --> T13371 : 1
Pre[643,327]: 1
P16 --> T13371 : 1
Pre[643,215]: 1
P19 --> T13371 : 1
Pre[643,449]: 1
P751 --> T13371 : 1
Pre[643,408]: 1
T13371: P555' := P555 + 1
IM[643,368]: 1
T13371: P193' := P193 - 6
IM[643,184]: -6
T13371: P570' := P570 + 1
IM[643,296]: 1
T13371: P190' := P190 - 1
IM[643,363]: -1
T13371: P648' := P648 - 1
IM[643,327]: -1
T13371: P322' := P322 + 1
IM[643,416]: 1
T13371: P16' := P16 - 1
IM[643,215]: -1
T13371: P19' := P19 - 1
IM[643,449]: -1
T13371: P751' := P751 - 1
IM[643,408]: -1
T13371: P677' := P677 + 1
IM[643,409]: 1
T13371: P185' := P185 + 4
IM[643,185]: 4
P19 --> T13370 : 1
Pre[644,449]: 1
P133 --> T13370 : 2
Pre[644,307]: 2
P211 --> T13370 : 1
Pre[644,335]: 1
P193 --> T13370 : 6
Pre[644,184]: 6
P648 --> T13370 : 1
Pre[644,327]: 1
T13370: P19' := P19 - 1
IM[644,449]: -1
T13370: P133' := P133 - 2
IM[644,307]: -2
T13370: P494' := P494 + 2
IM[644,265]: 2
T13370: P211' := P211 - 1
IM[644,335]: -1
T13370: P427' := P427 + 1
IM[644,322]: 1
T13370: P581' := P581 + 1
IM[644,477]: 1
T13370: P185' := P185 + 4
IM[644,185]: 4
T13370: P193' := P193 - 6
IM[644,184]: -6
T13370: P648' := P648 - 1
IM[644,327]: -1
P648 --> T13369 : 1
Pre[645,327]: 1
P193 --> T13369 : 6
Pre[645,184]: 6
P190 --> T13369 : 2
Pre[645,363]: 2
P133 --> T13369 : 1
Pre[645,307]: 1
P5 --> T13369 : 1
Pre[645,384]: 1
T13369: P648' := P648 - 1
IM[645,327]: -1
T13369: P193' := P193 - 6
IM[645,184]: -6
T13369: P190' := P190 - 2
IM[645,363]: -2
T13369: P133' := P133 - 1
IM[645,307]: -1
T13369: P185' := P185 + 4
IM[645,185]: 4
T13369: P568' := P568 + 1
IM[645,385]: 1
T13369: P5' := P5 - 1
IM[645,384]: -1
T13369: P340' := P340 + 2
IM[645,461]: 2
T13369: P668' := P668 + 1
IM[645,447]: 1
P19 --> T13368 : 1
Pre[646,449]: 1
P472 --> T13368 : 1
Pre[646,334]: 1
P190 --> T13368 : 1
Pre[646,363]: 1
P193 --> T13368 : 6
Pre[646,184]: 6
P751 --> T13368 : 1
Pre[646,408]: 1
P648 --> T13368 : 1
Pre[646,327]: 1
T13368: P19' := P19 - 1
IM[646,449]: -1
T13368: P465' := P465 + 1
IM[646,389]: 1
T13368: P185' := P185 + 4
IM[646,185]: 4
T13368: P472' := P472 - 1
IM[646,334]: -1
T13368: P706' := P706 + 1
IM[646,362]: 1
T13368: P242' := P242 + 1
IM[646,216]: 1
T13368: P190' := P190 - 1
IM[646,363]: -1
T13368: P65' := P65 + 1
IM[646,336]: 1
T13368: P193' := P193 - 6
IM[646,184]: -6
T13368: P751' := P751 - 1
IM[646,408]: -1
T13368: P648' := P648 - 1
IM[646,327]: -1
P5 --> T13367 : 1
Pre[647,384]: 1
P751 --> T13367 : 2
Pre[647,408]: 2
P295 --> T13367 : 1
Pre[647,258]: 1
P190 --> T13367 : 1
Pre[647,363]: 1
P193 --> T13367 : 6
Pre[647,184]: 6
T13367: P340' := P340 + 1
IM[647,461]: 1
T13367: P214' := P214 + 1
IM[647,432]: 1
T13367: P5' := P5 - 1
IM[647,384]: -1
T13367: P751' := P751 - 2
IM[647,408]: -2
T13367: P295' := P295 - 1
IM[647,258]: -1
T13367: P190' := P190 - 1
IM[647,363]: -1
T13367: P67' := P67 + 2
IM[647,414]: 2
T13367: P185' := P185 + 4
IM[647,185]: 4
T13367: P193' := P193 - 6
IM[647,184]: -6
P648 --> T13366 : 3
Pre[648,327]: 3
P295 --> T13366 : 1
Pre[648,258]: 1
P193 --> T13366 : 6
Pre[648,184]: 6
P5 --> T13366 : 1
Pre[648,384]: 1
T13366: P214' := P214 + 1
IM[648,432]: 1
T13366: P648' := P648 - 3
IM[648,327]: -3
T13366: P295' := P295 - 1
IM[648,258]: -1
T13366: P193' := P193 - 6
IM[648,184]: -6
T13366: P568' := P568 + 3
IM[648,385]: 3
T13366: P185' := P185 + 4
IM[648,185]: 4
T13366: P5' := P5 - 1
IM[648,384]: -1
P193 --> T13365 : 6
Pre[649,184]: 6
P133 --> T13365 : 3
Pre[649,307]: 3
P16 --> T13365 : 1
Pre[649,215]: 1
P19 --> T13365 : 1
Pre[649,449]: 1
T13365: P105' := P105 + 3
IM[649,293]: 3
T13365: P193' := P193 - 6
IM[649,184]: -6
T13365: P322' := P322 + 1
IM[649,416]: 1
T13365: P185' := P185 + 4
IM[649,185]: 4
T13365: P133' := P133 - 3
IM[649,307]: -3
T13365: P16' := P16 - 1
IM[649,215]: -1
T13365: P19' := P19 - 1
IM[649,449]: -1
P648 --> T13364 : 1
Pre[650,327]: 1
P193 --> T13364 : 6
Pre[650,184]: 6
P19 --> T13364 : 2
Pre[650,449]: 2
P751 --> T13364 : 1
Pre[650,408]: 1
P306 --> T13364 : 1
Pre[650,407]: 1
T13364: P648' := P648 - 1
IM[650,327]: -1
T13364: P193' := P193 - 6
IM[650,184]: -6
T13364: P480' := P480 + 2
IM[650,418]: 2
T13364: P761' := P761 + 1
IM[650,456]: 1
T13364: P19' := P19 - 2
IM[650,449]: -2
T13364: P185' := P185 + 4
IM[650,185]: 4
T13364: P751' := P751 - 1
IM[650,408]: -1
T13364: P306' := P306 - 1
IM[650,407]: -1
T13364: P667' := P667 + 1
IM[650,440]: 1
P19 --> T13363 : 1
Pre[651,449]: 1
P295 --> T13363 : 1
Pre[651,258]: 1
P211 --> T13363 : 1
Pre[651,335]: 1
P193 --> T13363 : 6
Pre[651,184]: 6
P648 --> T13363 : 1
Pre[651,327]: 1
P751 --> T13363 : 1
Pre[651,408]: 1
T13363: P19' := P19 - 1
IM[651,449]: -1
T13363: P295' := P295 - 1
IM[651,258]: -1
T13363: P211' := P211 - 1
IM[651,335]: -1
T13363: P193' := P193 - 6
IM[651,184]: -6
T13363: P427' := P427 + 1
IM[651,322]: 1
T13363: P185' := P185 + 4
IM[651,185]: 4
T13363: P648' := P648 - 1
IM[651,327]: -1
T13363: P581' := P581 + 1
IM[651,477]: 1
T13363: P328' := P328 + 1
IM[651,425]: 1
T13363: P692' := P692 + 1
IM[651,287]: 1
T13363: P751' := P751 - 1
IM[651,408]: -1
P276 --> T13362 : 1
Pre[652,127]: 1
T13362: P736' := P736 + 1
IM[652,651]: 1
T13362: P276' := P276 - 1
IM[652,127]: -1
P193 --> T13361 : 6
Pre[653,184]: 6
P16 --> T13361 : 1
Pre[653,215]: 1
P133 --> T13361 : 1
Pre[653,307]: 1
P190 --> T13361 : 1
Pre[653,363]: 1
P751 --> T13361 : 1
Pre[653,408]: 1
P19 --> T13361 : 1
Pre[653,449]: 1
T13361: P555' := P555 + 1
IM[653,368]: 1
T13361: P185' := P185 + 4
IM[653,185]: 4
T13361: P193' := P193 - 6
IM[653,184]: -6
T13361: P677' := P677 + 1
IM[653,409]: 1
T13361: P16' := P16 - 1
IM[653,215]: -1
T13361: P322' := P322 + 1
IM[653,416]: 1
T13361: P105' := P105 + 1
IM[653,293]: 1
T13361: P133' := P133 - 1
IM[653,307]: -1
T13361: P190' := P190 - 1
IM[653,363]: -1
T13361: P751' := P751 - 1
IM[653,408]: -1
T13361: P19' := P19 - 1
IM[653,449]: -1
P193 --> T13360 : 6
Pre[654,184]: 6
P648 --> T13360 : 1
Pre[654,327]: 1
P19 --> T13360 : 1
Pre[654,449]: 1
P567 --> T13360 : 1
Pre[654,243]: 1
P133 --> T13360 : 2
Pre[654,307]: 2
T13360: P193' := P193 - 6
IM[654,184]: -6
T13360: P352' := P352 + 2
IM[654,331]: 2
T13360: P185' := P185 + 4
IM[654,185]: 4
T13360: P648' := P648 - 1
IM[654,327]: -1
T13360: P240' := P240 + 1
IM[654,358]: 1
T13360: P19' := P19 - 1
IM[654,449]: -1
T13360: P37' := P37 + 1
IM[654,219]: 1
T13360: P567' := P567 - 1
IM[654,243]: -1
T13360: P133' := P133 - 2
IM[654,307]: -2
P193 --> T13359 : 6
Pre[655,184]: 6
P295 --> T13359 : 3
Pre[655,258]: 3
P19 --> T13359 : 1
Pre[655,449]: 1
P211 --> T13359 : 1
Pre[655,335]: 1
T13359: P185' := P185 + 4
IM[655,185]: 4
T13359: P193' := P193 - 6
IM[655,184]: -6
T13359: P692' := P692 + 3
IM[655,287]: 3
T13359: P295' := P295 - 3
IM[655,258]: -3
T13359: P581' := P581 + 1
IM[655,477]: 1
T13359: P19' := P19 - 1
IM[655,449]: -1
T13359: P211' := P211 - 1
IM[655,335]: -1
P423 --> T13358 : 1
Pre[656,4]: 1
P685 --> T13358 : 1
Pre[656,403]: 1
T13358: P671' := P671 + 1
IM[656,50]: 1
T13358: P302' := P302 + 1
IM[656,377]: 1
T13358: P423' := P423 - 1
IM[656,4]: -1
T13358: P685' := P685 - 1
IM[656,403]: -1
P648 --> T13357 : 1
Pre[657,327]: 1
P751 --> T13357 : 1
Pre[657,408]: 1
P211 --> T13357 : 1
Pre[657,335]: 1
P19 --> T13357 : 1
Pre[657,449]: 1
P193 --> T13357 : 6
Pre[657,184]: 6
P133 --> T13357 : 1
Pre[657,307]: 1
T13357: P185' := P185 + 4
IM[657,185]: 4
T13357: P648' := P648 - 1
IM[657,327]: -1
T13357: P751' := P751 - 1
IM[657,408]: -1
T13357: P494' := P494 + 1
IM[657,265]: 1
T13357: P211' := P211 - 1
IM[657,335]: -1
T13357: P427' := P427 + 1
IM[657,322]: 1
T13357: P581' := P581 + 1
IM[657,477]: 1
T13357: P328' := P328 + 1
IM[657,425]: 1
T13357: P19' := P19 - 1
IM[657,449]: -1
T13357: P193' := P193 - 6
IM[657,184]: -6
T13357: P133' := P133 - 1
IM[657,307]: -1
P472 --> T13356 : 1
Pre[658,334]: 1
P190 --> T13356 : 1
Pre[658,363]: 1
P133 --> T13356 : 1
Pre[658,307]: 1
P193 --> T13356 : 8
Pre[658,184]: 8
T13356: P472' := P472 - 1
IM[658,334]: -1
T13356: P65' := P65 + 1
IM[658,336]: 1
T13356: P190' := P190 - 1
IM[658,363]: -1
T13356: P133' := P133 - 1
IM[658,307]: -1
T13356: P52' := P52 + 2
IM[658,174]: 2
T13356: P193' := P193 - 8
IM[658,184]: -8
T13356: P457' := P457 + 1
IM[658,347]: 1
P193 --> T13355 : 9
Pre[659,184]: 9
P710 --> T13355 : 1
Pre[659,172]: 1
P751 --> T13355 : 1
Pre[659,408]: 1
T13355: P193' := P193 - 9
IM[659,184]: -9
T13355: P47' := P47 + 1
IM[659,13]: 1
T13355: P710' := P710 - 1
IM[659,172]: -1
T13355: P565' := P565 + 1
IM[659,315]: 1
T13355: P751' := P751 - 1
IM[659,408]: -1
P648 --> T13354 : 1
Pre[660,327]: 1
P5 --> T13354 : 1
Pre[660,384]: 1
P193 --> T13354 : 6
Pre[660,184]: 6
P133 --> T13354 : 1
Pre[660,307]: 1
P19 --> T13354 : 1
Pre[660,449]: 1
P190 --> T13354 : 1
Pre[660,363]: 1
T13354: P648' := P648 - 1
IM[660,327]: -1
T13354: P552' := P552 + 1
IM[660,442]: 1
T13354: P568' := P568 + 1
IM[660,385]: 1
T13354: P5' := P5 - 1
IM[660,384]: -1
T13354: P193' := P193 - 6
IM[660,184]: -6
T13354: P668' := P668 + 1
IM[660,447]: 1
T13354: P340' := P340 + 1
IM[660,461]: 1
T13354: P133' := P133 - 1
IM[660,307]: -1
T13354: P19' := P19 - 1
IM[660,449]: -1
T13354: P185' := P185 + 4
IM[660,185]: 4
T13354: P190' := P190 - 1
IM[660,363]: -1
P133 --> T13353 : 1
Pre[661,307]: 1
P567 --> T13353 : 1
Pre[661,243]: 1
P193 --> T13353 : 7
Pre[661,184]: 7
P19 --> T13353 : 2
Pre[661,449]: 2
T13353: P352' := P352 + 1
IM[661,331]: 1
T13353: P133' := P133 - 1
IM[661,307]: -1
T13353: P37' := P37 + 2
IM[661,219]: 2
T13353: P567' := P567 - 1
IM[661,243]: -1
T13353: P721' := P721 + 3
IM[661,192]: 3
T13353: P193' := P193 - 7
IM[661,184]: -7
T13353: P19' := P19 - 2
IM[661,449]: -2
P190 --> T13352 : 2
Pre[662,363]: 2
P19 --> T13352 : 2
Pre[662,449]: 2
P16 --> T13352 : 1
Pre[662,215]: 1
P193 --> T13352 : 6
Pre[662,184]: 6
T13352: P555' := P555 + 2
IM[662,368]: 2
T13352: P190' := P190 - 2
IM[662,363]: -2
T13352: P185' := P185 + 4
IM[662,185]: 4
T13352: P19' := P19 - 2
IM[662,449]: -2
T13352: P16' := P16 - 1
IM[662,215]: -1
T13352: P193' := P193 - 6
IM[662,184]: -6
T13352: P322' := P322 + 2
IM[662,416]: 2
P19 --> T13351 : 1
Pre[663,449]: 1
P193 --> T13351 : 6
Pre[663,184]: 6
P567 --> T13351 : 1
Pre[663,243]: 1
P295 --> T13351 : 1
Pre[663,258]: 1
P190 --> T13351 : 2
Pre[663,363]: 2
T13351: P584' := P584 + 2
IM[663,437]: 2
T13351: P185' := P185 + 4
IM[663,185]: 4
T13351: P19' := P19 - 1
IM[663,449]: -1
T13351: P79' := P79 + 1
IM[663,218]: 1
T13351: P193' := P193 - 6
IM[663,184]: -6
T13351: P567' := P567 - 1
IM[663,243]: -1
T13351: P37' := P37 + 1
IM[663,219]: 1
T13351: P295' := P295 - 1
IM[663,258]: -1
T13351: P190' := P190 - 2
IM[663,363]: -2
P193 --> T13350 : 6
Pre[664,184]: 6
P211 --> T13350 : 1
Pre[664,335]: 1
P751 --> T13350 : 3
Pre[664,408]: 3
P133 --> T13350 : 1
Pre[664,307]: 1
T13350: P193' := P193 - 6
IM[664,184]: -6
T13350: P211' := P211 - 1
IM[664,335]: -1
T13350: P751' := P751 - 3
IM[664,408]: -3
T13350: P133' := P133 - 1
IM[664,307]: -1
T13350: P494' := P494 + 1
IM[664,265]: 1
T13350: P328' := P328 + 3
IM[664,425]: 3
T13350: P185' := P185 + 4
IM[664,185]: 4
P295 --> T13349 : 1
Pre[665,258]: 1
P16 --> T13349 : 1
Pre[665,215]: 1
P193 --> T13349 : 6
Pre[665,184]: 6
P751 --> T13349 : 1
Pre[665,408]: 1
P648 --> T13349 : 1
Pre[665,327]: 1
P19 --> T13349 : 1
Pre[665,449]: 1
T13349: P570' := P570 + 1
IM[665,296]: 1
T13349: P295' := P295 - 1
IM[665,258]: -1
T13349: P16' := P16 - 1
IM[665,215]: -1
T13349: P257' := P257 + 1
IM[665,236]: 1
T13349: P193' := P193 - 6
IM[665,184]: -6
T13349: P185' := P185 + 4
IM[665,185]: 4
T13349: P677' := P677 + 1
IM[665,409]: 1
T13349: P751' := P751 - 1
IM[665,408]: -1
T13349: P322' := P322 + 1
IM[665,416]: 1
T13349: P648' := P648 - 1
IM[665,327]: -1
T13349: P19' := P19 - 1
IM[665,449]: -1
P472 --> T13348 : 1
Pre[666,334]: 1
P193 --> T13348 : 6
Pre[666,184]: 6
P19 --> T13348 : 2
Pre[666,449]: 2
P133 --> T13348 : 1
Pre[666,307]: 1
P648 --> T13348 : 1
Pre[666,327]: 1
T13348: P472' := P472 - 1
IM[666,334]: -1
T13348: P457' := P457 + 1
IM[666,347]: 1
T13348: P193' := P193 - 6
IM[666,184]: -6
T13348: P185' := P185 + 4
IM[666,185]: 4
T13348: P706' := P706 + 2
IM[666,362]: 2
T13348: P465' := P465 + 1
IM[666,389]: 1
T13348: P19' := P19 - 2
IM[666,449]: -2
T13348: P133' := P133 - 1
IM[666,307]: -1
T13348: P648' := P648 - 1
IM[666,327]: -1
P472 --> T13347 : 1
Pre[667,334]: 1
P193 --> T13347 : 6
Pre[667,184]: 6
P133 --> T13347 : 1
Pre[667,307]: 1
P295 --> T13347 : 2
Pre[667,258]: 2
P190 --> T13347 : 1
Pre[667,363]: 1
T13347: P457' := P457 + 1
IM[667,347]: 1
T13347: P185' := P185 + 4
IM[667,185]: 4
T13347: P472' := P472 - 1
IM[667,334]: -1
T13347: P193' := P193 - 6
IM[667,184]: -6
T13347: P133' := P133 - 1
IM[667,307]: -1
T13347: P65' := P65 + 1
IM[667,336]: 1
T13347: P295' := P295 - 2
IM[667,258]: -2
T13347: P190' := P190 - 1
IM[667,363]: -1
T13347: P586' := P586 + 2
IM[667,379]: 2
P751 --> T13346 : 3
Pre[668,408]: 3
P133 --> T13346 : 1
Pre[668,307]: 1
P193 --> T13346 : 6
Pre[668,184]: 6
P472 --> T13346 : 1
Pre[668,334]: 1
T13346: P185' := P185 + 4
IM[668,185]: 4
T13346: P457' := P457 + 1
IM[668,347]: 1
T13346: P751' := P751 - 3
IM[668,408]: -3
T13346: P133' := P133 - 1
IM[668,307]: -1
T13346: P242' := P242 + 3
IM[668,216]: 3
T13346: P193' := P193 - 6
IM[668,184]: -6
T13346: P472' := P472 - 1
IM[668,334]: -1
P567 --> T13345 : 1
Pre[669,243]: 1
P193 --> T13345 : 6
Pre[669,184]: 6
P19 --> T13345 : 3
Pre[669,449]: 3
P190 --> T13345 : 1
Pre[669,363]: 1
T13345: P185' := P185 + 4
IM[669,185]: 4
T13345: P567' := P567 - 1
IM[669,243]: -1
T13345: P193' := P193 - 6
IM[669,184]: -6
T13345: P19' := P19 - 3
IM[669,449]: -3
T13345: P584' := P584 + 1
IM[669,437]: 1
T13345: P190' := P190 - 1
IM[669,363]: -1
T13345: P37' := P37 + 3
IM[669,219]: 3
P193 --> T13344 : 6
Pre[670,184]: 6
P648 --> T13344 : 2
Pre[670,327]: 2
P133 --> T13344 : 1
Pre[670,307]: 1
P16 --> T13344 : 1
Pre[670,215]: 1
P190 --> T13344 : 1
Pre[670,363]: 1
T13344: P193' := P193 - 6
IM[670,184]: -6
T13344: P555' := P555 + 1
IM[670,368]: 1
T13344: P570' := P570 + 2
IM[670,296]: 2
T13344: P648' := P648 - 2
IM[670,327]: -2
T13344: P133' := P133 - 1
IM[670,307]: -1
T13344: P105' := P105 + 1
IM[670,293]: 1
T13344: P16' := P16 - 1
IM[670,215]: -1
T13344: P190' := P190 - 1
IM[670,363]: -1
T13344: P185' := P185 + 4
IM[670,185]: 4
P648 --> T13343 : 1
Pre[671,327]: 1
P295 --> T13343 : 1
Pre[671,258]: 1
P193 --> T13343 : 6
Pre[671,184]: 6
P133 --> T13343 : 1
Pre[671,307]: 1
P640 --> T13343 : 1
Pre[671,355]: 1
P190 --> T13343 : 1
Pre[671,363]: 1
T13343: P326' := P326 + 1
IM[671,346]: 1
T13343: P648' := P648 - 1
IM[671,327]: -1
T13343: P295' := P295 - 1
IM[671,258]: -1
T13343: P53' := P53 + 1
IM[671,224]: 1
T13343: P193' := P193 - 6
IM[671,184]: -6
T13343: P227' := P227 + 1
IM[671,344]: 1
T13343: P133' := P133 - 1
IM[671,307]: -1
T13343: P185' := P185 + 4
IM[671,185]: 4
T13343: P685' := P685 + 1
IM[671,403]: 1
T13343: P640' := P640 - 1
IM[671,355]: -1
T13343: P190' := P190 - 1
IM[671,363]: -1
P374 --> T13342 : 1
Pre[672,794]: 1
T13342: P374' := P374 - 1
IM[672,794]: -1
T13342: P729' := P729 + 1
IM[672,780]: 1
P295 --> T13341 : 1
Pre[673,258]: 1
P190 --> T13341 : 1
Pre[673,363]: 1
P640 --> T13341 : 1
Pre[673,355]: 1
P193 --> T13341 : 7
Pre[673,184]: 7
P133 --> T13341 : 1
Pre[673,307]: 1
T13341: P685' := P685 + 1
IM[673,403]: 1
T13341: P721' := P721 + 3
IM[673,192]: 3
T13341: P53' := P53 + 1
IM[673,224]: 1
T13341: P295' := P295 - 1
IM[673,258]: -1
T13341: P227' := P227 + 1
IM[673,344]: 1
T13341: P190' := P190 - 1
IM[673,363]: -1
T13341: P640' := P640 - 1
IM[673,355]: -1
T13341: P193' := P193 - 7
IM[673,184]: -7
T13341: P133' := P133 - 1
IM[673,307]: -1
P19 --> T13340 : 1
Pre[674,449]: 1
P190 --> T13340 : 1
Pre[674,363]: 1
P648 --> T13340 : 1
Pre[674,327]: 1
P306 --> T13340 : 1
Pre[674,407]: 1
P193 --> T13340 : 6
Pre[674,184]: 6
P133 --> T13340 : 1
Pre[674,307]: 1
T13340: P667' := P667 + 1
IM[674,440]: 1
T13340: P19' := P19 - 1
IM[674,449]: -1
T13340: P190' := P190 - 1
IM[674,363]: -1
T13340: P648' := P648 - 1
IM[674,327]: -1
T13340: P591' := P591 + 1
IM[674,202]: 1
T13340: P306' := P306 - 1
IM[674,407]: -1
T13340: P193' := P193 - 6
IM[674,184]: -6
T13340: P185' := P185 + 4
IM[674,185]: 4
T13340: P133' := P133 - 1
IM[674,307]: -1
T13340: P249' := P249 + 1
IM[674,381]: 1
T13340: P480' := P480 + 1
IM[674,418]: 1
P190 --> T13339 : 1
Pre[675,363]: 1
P751 --> T13339 : 1
Pre[675,408]: 1
P567 --> T13339 : 1
Pre[675,243]: 1
P648 --> T13339 : 2
Pre[675,327]: 2
P193 --> T13339 : 6
Pre[675,184]: 6
T13339: P190' := P190 - 1
IM[675,363]: -1
T13339: P751' := P751 - 1
IM[675,408]: -1
T13339: P567' := P567 - 1
IM[675,243]: -1
T13339: P584' := P584 + 1
IM[675,437]: 1
T13339: P185' := P185 + 4
IM[675,185]: 4
T13339: P240' := P240 + 2
IM[675,358]: 2
T13339: P648' := P648 - 2
IM[675,327]: -2
T13339: P193' := P193 - 6
IM[675,184]: -6
T13339: P530' := P530 + 1
IM[675,435]: 1
P19 --> T13338 : 2
Pre[676,449]: 2
P211 --> T13338 : 1
Pre[676,335]: 1
P751 --> T13338 : 1
Pre[676,408]: 1
P193 --> T13338 : 7
Pre[676,184]: 7
T13338: P19' := P19 - 2
IM[676,449]: -2
T13338: P211' := P211 - 1
IM[676,335]: -1
T13338: P751' := P751 - 1
IM[676,408]: -1
T13338: P193' := P193 - 7
IM[676,184]: -7
T13338: P581' := P581 + 2
IM[676,477]: 2
T13338: P328' := P328 + 1
IM[676,425]: 1
T13338: P721' := P721 + 3
IM[676,192]: 3
P133 --> T13337 : 1
Pre[677,307]: 1
P5 --> T13337 : 1
Pre[677,384]: 1
P190 --> T13337 : 1
Pre[677,363]: 1
P193 --> T13337 : 6
Pre[677,184]: 6
P19 --> T13337 : 2
Pre[677,449]: 2
T13337: P668' := P668 + 1
IM[677,447]: 1
T13337: P133' := P133 - 1
IM[677,307]: -1
T13337: P552' := P552 + 2
IM[677,442]: 2
T13337: P5' := P5 - 1
IM[677,384]: -1
T13337: P190' := P190 - 1
IM[677,363]: -1
T13337: P193' := P193 - 6
IM[677,184]: -6
T13337: P185' := P185 + 4
IM[677,185]: 4
T13337: P340' := P340 + 1
IM[677,461]: 1
T13337: P19' := P19 - 2
IM[677,449]: -2
P16 --> T13336 : 1
Pre[678,215]: 1
P751 --> T13336 : 2
Pre[678,408]: 2
P193 --> T13336 : 7
Pre[678,184]: 7
P190 --> T13336 : 1
Pre[678,363]: 1
T13336: P16' := P16 - 1
IM[678,215]: -1
T13336: P721' := P721 + 3
IM[678,192]: 3
T13336: P555' := P555 + 1
IM[678,368]: 1
T13336: P677' := P677 + 2
IM[678,409]: 2
T13336: P751' := P751 - 2
IM[678,408]: -2
T13336: P193' := P193 - 7
IM[678,184]: -7
T13336: P190' := P190 - 1
IM[678,363]: -1
P193 --> T13335 : 6
Pre[679,184]: 6
P133 --> T13335 : 1
Pre[679,307]: 1
P640 --> T13335 : 1
Pre[679,355]: 1
P648 --> T13335 : 2
Pre[679,327]: 2
P19 --> T13335 : 1
Pre[679,449]: 1
T13335: P193' := P193 - 6
IM[679,184]: -6
T13335: P133' := P133 - 1
IM[679,307]: -1
T13335: P640' := P640 - 1
IM[679,355]: -1
T13335: P648' := P648 - 2
IM[679,327]: -2
T13335: P185' := P185 + 4
IM[679,185]: 4
T13335: P227' := P227 + 1
IM[679,344]: 1
T13335: P326' := P326 + 2
IM[679,346]: 2
T13335: P19' := P19 - 1
IM[679,449]: -1
T13335: P111' := P111 + 1
IM[679,411]: 1
P14 --> T13334 : 1
Pre[680,89]: 1
T13334: P14' := P14 - 1
IM[680,89]: -1
T13334: P357' := P357 + 1
IM[680,68]: 1
P648 --> T13333 : 2
Pre[681,327]: 2
P751 --> T13333 : 1
Pre[681,408]: 1
P295 --> T13333 : 1
Pre[681,258]: 1
P193 --> T13333 : 6
Pre[681,184]: 6
P472 --> T13333 : 1
Pre[681,334]: 1
T13333: P648' := P648 - 2
IM[681,327]: -2
T13333: P465' := P465 + 2
IM[681,389]: 2
T13333: P751' := P751 - 1
IM[681,408]: -1
T13333: P242' := P242 + 1
IM[681,216]: 1
T13333: P295' := P295 - 1
IM[681,258]: -1
T13333: P185' := P185 + 4
IM[681,185]: 4
T13333: P193' := P193 - 6
IM[681,184]: -6
T13333: P586' := P586 + 1
IM[681,379]: 1
T13333: P472' := P472 - 1
IM[681,334]: -1
P648 --> T13332 : 2
Pre[682,327]: 2
P5 --> T13332 : 1
Pre[682,384]: 1
P193 --> T13332 : 6
Pre[682,184]: 6
P190 --> T13332 : 1
Pre[682,363]: 1
P133 --> T13332 : 1
Pre[682,307]: 1
T13332: P340' := P340 + 1
IM[682,461]: 1
T13332: P185' := P185 + 4
IM[682,185]: 4
T13332: P668' := P668 + 1
IM[682,447]: 1
T13332: P648' := P648 - 2
IM[682,327]: -2
T13332: P568' := P568 + 2
IM[682,385]: 2
T13332: P5' := P5 - 1
IM[682,384]: -1
T13332: P193' := P193 - 6
IM[682,184]: -6
T13332: P190' := P190 - 1
IM[682,363]: -1
T13332: P133' := P133 - 1
IM[682,307]: -1
P640 --> T13331 : 1
Pre[683,355]: 1
P193 --> T13331 : 6
Pre[683,184]: 6
P751 --> T13331 : 1
Pre[683,408]: 1
P190 --> T13331 : 3
Pre[683,363]: 3
T13331: P640' := P640 - 1
IM[683,355]: -1
T13331: P193' := P193 - 6
IM[683,184]: -6
T13331: P185' := P185 + 4
IM[683,185]: 4
T13331: P751' := P751 - 1
IM[683,408]: -1
T13331: P685' := P685 + 3
IM[683,403]: 3
T13331: P462' := P462 + 1
IM[683,410]: 1
T13331: P190' := P190 - 3
IM[683,363]: -3
P687 --> T13330 : 1
Pre[684,238]: 1
P111 --> T13330 : 1
Pre[684,411]: 1
T13330: P687' := P687 - 1
IM[684,238]: -1
T13330: P616' := P616 + 1
IM[684,255]: 1
T13330: P111' := P111 - 1
IM[684,411]: -1
T13330: P694' := P694 + 1
IM[684,273]: 1
P306 --> T13329 : 1
Pre[685,407]: 1
P751 --> T13329 : 1
Pre[685,408]: 1
P193 --> T13329 : 6
Pre[685,184]: 6
P190 --> T13329 : 3
Pre[685,363]: 3
T13329: P761' := P761 + 1
IM[685,456]: 1
T13329: P306' := P306 - 1
IM[685,407]: -1
T13329: P751' := P751 - 1
IM[685,408]: -1
T13329: P193' := P193 - 6
IM[685,184]: -6
T13329: P249' := P249 + 3
IM[685,381]: 3
T13329: P185' := P185 + 4
IM[685,185]: 4
T13329: P190' := P190 - 3
IM[685,363]: -3
P193 --> T13328 : 6
Pre[686,184]: 6
P295 --> T13328 : 1
Pre[686,258]: 1
P306 --> T13328 : 1
Pre[686,407]: 1
P133 --> T13328 : 3
Pre[686,307]: 3
T13328: P591' := P591 + 3
IM[686,202]: 3
T13328: P193' := P193 - 6
IM[686,184]: -6
T13328: P295' := P295 - 1
IM[686,258]: -1
T13328: P306' := P306 - 1
IM[686,407]: -1
T13328: P185' := P185 + 4
IM[686,185]: 4
T13328: P345' := P345 + 1
IM[686,415]: 1
T13328: P133' := P133 - 3
IM[686,307]: -3
P193 --> T13327 : 6
Pre[687,184]: 6
P648 --> T13327 : 1
Pre[687,327]: 1
P190 --> T13327 : 1
Pre[687,363]: 1
P751 --> T13327 : 1
Pre[687,408]: 1
P710 --> T13327 : 1
Pre[687,172]: 1
P133 --> T13327 : 1
Pre[687,307]: 1
T13327: P565' := P565 + 1
IM[687,315]: 1
T13327: P193' := P193 - 6
IM[687,184]: -6
T13327: P648' := P648 - 1
IM[687,327]: -1
T13327: P190' := P190 - 1
IM[687,363]: -1
T13327: P751' := P751 - 1
IM[687,408]: -1
T13327: P408' := P408 + 1
IM[687,420]: 1
T13327: P137' := P137 + 1
IM[687,280]: 1
T13327: P710' := P710 - 1
IM[687,172]: -1
T13327: P133' := P133 - 1
IM[687,307]: -1
T13327: P652' := P652 + 1
IM[687,393]: 1
T13327: P185' := P185 + 4
IM[687,185]: 4
P648 --> T13326 : 1
Pre[688,327]: 1
P19 --> T13326 : 2
Pre[688,449]: 2
P193 --> T13326 : 6
Pre[688,184]: 6
P567 --> T13326 : 1
Pre[688,243]: 1
P751 --> T13326 : 1
Pre[688,408]: 1
T13326: P530' := P530 + 1
IM[688,435]: 1
T13326: P648' := P648 - 1
IM[688,327]: -1
T13326: P19' := P19 - 2
IM[688,449]: -2
T13326: P185' := P185 + 4
IM[688,185]: 4
T13326: P193' := P193 - 6
IM[688,184]: -6
T13326: P567' := P567 - 1
IM[688,243]: -1
T13326: P240' := P240 + 1
IM[688,358]: 1
T13326: P37' := P37 + 2
IM[688,219]: 2
T13326: P751' := P751 - 1
IM[688,408]: -1
P295 --> T13325 : 1
Pre[689,258]: 1
P193 --> T13325 : 6
Pre[689,184]: 6
P640 --> T13325 : 1
Pre[689,355]: 1
P133 --> T13325 : 2
Pre[689,307]: 2
P751 --> T13325 : 1
Pre[689,408]: 1
T13325: P53' := P53 + 1
IM[689,224]: 1
T13325: P295' := P295 - 1
IM[689,258]: -1
T13325: P462' := P462 + 1
IM[689,410]: 1
T13325: P193' := P193 - 6
IM[689,184]: -6
T13325: P640' := P640 - 1
IM[689,355]: -1
T13325: P133' := P133 - 2
IM[689,307]: -2
T13325: P227' := P227 + 2
IM[689,344]: 2
T13325: P751' := P751 - 1
IM[689,408]: -1
T13325: P185' := P185 + 4
IM[689,185]: 4
P415 --> T13324 : 10
Pre[690,509]: 10
P459 --> T13324 : 1
Pre[690,510]: 1
P301 --> T13324 : 1
Pre[690,323]: 1
P660 --> T13324 : 1
Pre[690,607]: 1
P493 --> T13324 : 1
Pre[690,566]: 1
T13324: P723' := P723 + 1
IM[690,512]: 1
T13324: P459' := P459 - 1
IM[690,510]: -1
T13324: P301' := P301 - 1
IM[690,323]: -1
T13324: P330' := P330 + 1
IM[690,711]: 1
T13324: P660' := P660 - 1
IM[690,607]: -1
T13324: P493' := P493 - 1
IM[690,566]: -1
P19 --> T13323 : 1
Pre[691,449]: 1
P751 --> T13323 : 1
Pre[691,408]: 1
P567 --> T13323 : 1
Pre[691,243]: 1
P133 --> T13323 : 1
Pre[691,307]: 1
P190 --> T13323 : 1
Pre[691,363]: 1
P193 --> T13323 : 6
Pre[691,184]: 6
T13323: P19' := P19 - 1
IM[691,449]: -1
T13323: P751' := P751 - 1
IM[691,408]: -1
T13323: P530' := P530 + 1
IM[691,435]: 1
T13323: P185' := P185 + 4
IM[691,185]: 4
T13323: P584' := P584 + 1
IM[691,437]: 1
T13323: P567' := P567 - 1
IM[691,243]: -1
T13323: P352' := P352 + 1
IM[691,331]: 1
T13323: P133' := P133 - 1
IM[691,307]: -1
T13323: P37' := P37 + 1
IM[691,219]: 1
T13323: P190' := P190 - 1
IM[691,363]: -1
T13323: P193' := P193 - 6
IM[691,184]: -6
P190 --> T13322 : 2
Pre[692,363]: 2
P193 --> T13322 : 7
Pre[692,184]: 7
P472 --> T13322 : 1
Pre[692,334]: 1
P648 --> T13322 : 1
Pre[692,327]: 1
T13322: P190' := P190 - 2
IM[692,363]: -2
T13322: P721' := P721 + 3
IM[692,192]: 3
T13322: P193' := P193 - 7
IM[692,184]: -7
T13322: P472' := P472 - 1
IM[692,334]: -1
T13322: P65' := P65 + 2
IM[692,336]: 2
T13322: P465' := P465 + 1
IM[692,389]: 1
T13322: P648' := P648 - 1
IM[692,327]: -1
P648 --> T13321 : 1
Pre[693,327]: 1
P133 --> T13321 : 1
Pre[693,307]: 1
P190 --> T13321 : 1
Pre[693,363]: 1
P5 --> T13321 : 1
Pre[693,384]: 1
P193 --> T13321 : 6
Pre[693,184]: 6
P295 --> T13321 : 1
Pre[693,258]: 1
T13321: P340' := P340 + 1
IM[693,461]: 1
T13321: P185' := P185 + 4
IM[693,185]: 4
T13321: P648' := P648 - 1
IM[693,327]: -1
T13321: P133' := P133 - 1
IM[693,307]: -1
T13321: P190' := P190 - 1
IM[693,363]: -1
T13321: P568' := P568 + 1
IM[693,385]: 1
T13321: P5' := P5 - 1
IM[693,384]: -1
T13321: P668' := P668 + 1
IM[693,447]: 1
T13321: P214' := P214 + 1
IM[693,432]: 1
T13321: P193' := P193 - 6
IM[693,184]: -6
T13321: P295' := P295 - 1
IM[693,258]: -1
P19 --> T13320 : 1
Pre[694,449]: 1
P751 --> T13320 : 1
Pre[694,408]: 1
P648 --> T13320 : 2
Pre[694,327]: 2
P193 --> T13320 : 6
Pre[694,184]: 6
P306 --> T13320 : 1
Pre[694,407]: 1
T13320: P19' := P19 - 1
IM[694,449]: -1
T13320: P751' := P751 - 1
IM[694,408]: -1
T13320: P480' := P480 + 1
IM[694,418]: 1
T13320: P648' := P648 - 2
IM[694,327]: -2
T13320: P761' := P761 + 1
IM[694,456]: 1
T13320: P193' := P193 - 6
IM[694,184]: -6
T13320: P306' := P306 - 1
IM[694,407]: -1
T13320: P667' := P667 + 2
IM[694,440]: 2
T13320: P185' := P185 + 4
IM[694,185]: 4
P193 --> T13319 : 6
Pre[695,184]: 6
P295 --> T13319 : 1
Pre[695,258]: 1
P190 --> T13319 : 3
Pre[695,363]: 3
P567 --> T13319 : 1
Pre[695,243]: 1
T13319: P185' := P185 + 4
IM[695,185]: 4
T13319: P584' := P584 + 3
IM[695,437]: 3
T13319: P193' := P193 - 6
IM[695,184]: -6
T13319: P295' := P295 - 1
IM[695,258]: -1
T13319: P190' := P190 - 3
IM[695,363]: -3
T13319: P567' := P567 - 1
IM[695,243]: -1
T13319: P79' := P79 + 1
IM[695,218]: 1
P751 --> T13318 : 1
Pre[696,408]: 1
P193 --> T13318 : 7
Pre[696,184]: 7
P190 --> T13318 : 1
Pre[696,363]: 1
P710 --> T13318 : 1
Pre[696,172]: 1
P648 --> T13318 : 1
Pre[696,327]: 1
T13318: P751' := P751 - 1
IM[696,408]: -1
T13318: P565' := P565 + 1
IM[696,315]: 1
T13318: P408' := P408 + 1
IM[696,420]: 1
T13318: P193' := P193 - 7
IM[696,184]: -7
T13318: P190' := P190 - 1
IM[696,363]: -1
T13318: P710' := P710 - 1
IM[696,172]: -1
T13318: P648' := P648 - 1
IM[696,327]: -1
T13318: P721' := P721 + 3
IM[696,192]: 3
T13318: P652' := P652 + 1
IM[696,393]: 1
P193 --> T13317 : 6
Pre[697,184]: 6
P5 --> T13317 : 1
Pre[697,384]: 1
P648 --> T13317 : 1
Pre[697,327]: 1
P133 --> T13317 : 3
Pre[697,307]: 3
T13317: P193' := P193 - 6
IM[697,184]: -6
T13317: P185' := P185 + 4
IM[697,185]: 4
T13317: P5' := P5 - 1
IM[697,384]: -1
T13317: P568' := P568 + 1
IM[697,385]: 1
T13317: P648' := P648 - 1
IM[697,327]: -1
T13317: P668' := P668 + 3
IM[697,447]: 3
T13317: P133' := P133 - 3
IM[697,307]: -3
P190 --> T13316 : 1
Pre[698,363]: 1
P547 --> T13316 : 1
Pre[698,559]: 1
P475 --> T13316 : 1
Pre[698,246]: 1
T13316: P547' := P547 - 1
IM[698,559]: -1
T13316: P475' := P475 - 1
IM[698,246]: -1
T13316: P806' := P806 + 1
IM[698,582]: 1
P567 --> T13315 : 1
Pre[699,243]: 1
P193 --> T13315 : 7
Pre[699,184]: 7
P295 --> T13315 : 1
Pre[699,258]: 1
P19 --> T13315 : 1
Pre[699,449]: 1
P133 --> T13315 : 1
Pre[699,307]: 1
T13315: P567' := P567 - 1
IM[699,243]: -1
T13315: P37' := P37 + 1
IM[699,219]: 1
T13315: P193' := P193 - 7
IM[699,184]: -7
T13315: P721' := P721 + 3
IM[699,192]: 3
T13315: P352' := P352 + 1
IM[699,331]: 1
T13315: P79' := P79 + 1
IM[699,218]: 1
T13315: P295' := P295 - 1
IM[699,258]: -1
T13315: P19' := P19 - 1
IM[699,449]: -1
T13315: P133' := P133 - 1
IM[699,307]: -1
P441 --> T13314 : 1
Pre[700,684]: 1
T13314: P520' := P520 + 1
IM[700,426]: 1
T13314: P513' := P513 + 1
IM[700,664]: 1
T13314: P627' := P627 + 1
IM[700,171]: 1
T13314: P441' := P441 - 1
IM[700,684]: -1
P193 --> T13313 : 7
Pre[701,184]: 7
P751 --> T13313 : 1
Pre[701,408]: 1
P295 --> T13313 : 1
Pre[701,258]: 1
P640 --> T13313 : 1
Pre[701,355]: 1
P648 --> T13313 : 1
Pre[701,327]: 1
T13313: P193' := P193 - 7
IM[701,184]: -7
T13313: P462' := P462 + 1
IM[701,410]: 1
T13313: P751' := P751 - 1
IM[701,408]: -1
T13313: P295' := P295 - 1
IM[701,258]: -1
T13313: P721' := P721 + 3
IM[701,192]: 3
T13313: P326' := P326 + 1
IM[701,346]: 1
T13313: P53' := P53 + 1
IM[701,224]: 1
T13313: P640' := P640 - 1
IM[701,355]: -1
T13313: P648' := P648 - 1
IM[701,327]: -1
P5 --> T13312 : 1
Pre[702,384]: 1
P648 --> T13312 : 3
Pre[702,327]: 3
P193 --> T13312 : 6
Pre[702,184]: 6
P19 --> T13312 : 1
Pre[702,449]: 1
T13312: P568' := P568 + 3
IM[702,385]: 3
T13312: P5' := P5 - 1
IM[702,384]: -1
T13312: P648' := P648 - 3
IM[702,327]: -3
T13312: P193' := P193 - 6
IM[702,184]: -6
T13312: P185' := P185 + 4
IM[702,185]: 4
T13312: P19' := P19 - 1
IM[702,449]: -1
T13312: P552' := P552 + 1
IM[702,442]: 1
P193 --> T13311 : 6
Pre[703,184]: 6
P133 --> T13311 : 2
Pre[703,307]: 2
P306 --> T13311 : 1
Pre[703,407]: 1
P295 --> T13311 : 1
Pre[703,258]: 1
P19 --> T13311 : 1
Pre[703,449]: 1
T13311: P193' := P193 - 6
IM[703,184]: -6
T13311: P133' := P133 - 2
IM[703,307]: -2
T13311: P185' := P185 + 4
IM[703,185]: 4
T13311: P306' := P306 - 1
IM[703,407]: -1
T13311: P345' := P345 + 1
IM[703,415]: 1
T13311: P480' := P480 + 1
IM[703,418]: 1
T13311: P295' := P295 - 1
IM[703,258]: -1
T13311: P591' := P591 + 2
IM[703,202]: 2
T13311: P19' := P19 - 1
IM[703,449]: -1
P5 --> T13310 : 1
Pre[704,384]: 1
P19 --> T13310 : 3
Pre[704,449]: 3
P193 --> T13310 : 6
Pre[704,184]: 6
P133 --> T13310 : 1
Pre[704,307]: 1
T13310: P668' := P668 + 1
IM[704,447]: 1
T13310: P5' := P5 - 1
IM[704,384]: -1
T13310: P19' := P19 - 3
IM[704,449]: -3
T13310: P185' := P185 + 4
IM[704,185]: 4
T13310: P193' := P193 - 6
IM[704,184]: -6
T13310: P552' := P552 + 3
IM[704,442]: 3
T13310: P133' := P133 - 1
IM[704,307]: -1
P306 --> T13309 : 1
Pre[705,407]: 1
P19 --> T13309 : 3
Pre[705,449]: 3
P751 --> T13309 : 1
Pre[705,408]: 1
P193 --> T13309 : 6
Pre[705,184]: 6
T13309: P185' := P185 + 4
IM[705,185]: 4
T13309: P480' := P480 + 3
IM[705,418]: 3
T13309: P306' := P306 - 1
IM[705,407]: -1
T13309: P19' := P19 - 3
IM[705,449]: -3
T13309: P761' := P761 + 1
IM[705,456]: 1
T13309: P751' := P751 - 1
IM[705,408]: -1
T13309: P193' := P193 - 6
IM[705,184]: -6
P19 --> T13308 : 1
Pre[706,449]: 1
P133 --> T13308 : 1
Pre[706,307]: 1
P751 --> T13308 : 1
Pre[706,408]: 1
P306 --> T13308 : 1
Pre[706,407]: 1
P193 --> T13308 : 7
Pre[706,184]: 7
T13308: P19' := P19 - 1
IM[706,449]: -1
T13308: P133' := P133 - 1
IM[706,307]: -1
T13308: P480' := P480 + 1
IM[706,418]: 1
T13308: P751' := P751 - 1
IM[706,408]: -1
T13308: P306' := P306 - 1
IM[706,407]: -1
T13308: P761' := P761 + 1
IM[706,456]: 1
T13308: P193' := P193 - 7
IM[706,184]: -7
T13308: P591' := P591 + 1
IM[706,202]: 1
T13308: P721' := P721 + 3
IM[706,192]: 3
P193 --> T13307 : 7
Pre[707,184]: 7
P648 --> T13307 : 1
Pre[707,327]: 1
P133 --> T13307 : 2
Pre[707,307]: 2
P211 --> T13307 : 1
Pre[707,335]: 1
T13307: P193' := P193 - 7
IM[707,184]: -7
T13307: P494' := P494 + 2
IM[707,265]: 2
T13307: P721' := P721 + 3
IM[707,192]: 3
T13307: P648' := P648 - 1
IM[707,327]: -1
T13307: P133' := P133 - 2
IM[707,307]: -2
T13307: P211' := P211 - 1
IM[707,335]: -1
T13307: P427' := P427 + 1
IM[707,322]: 1
P211 --> T13306 : 1
Pre[708,335]: 1
P190 --> T13306 : 1
Pre[708,363]: 1
P193 --> T13306 : 6
Pre[708,184]: 6
P19 --> T13306 : 2
Pre[708,449]: 2
P648 --> T13306 : 1
Pre[708,327]: 1
T13306: P211' := P211 - 1
IM[708,335]: -1
T13306: P190' := P190 - 1
IM[708,363]: -1
T13306: P798' := P798 + 1
IM[708,301]: 1
T13306: P427' := P427 + 1
IM[708,322]: 1
T13306: P185' := P185 + 4
IM[708,185]: 4
T13306: P581' := P581 + 2
IM[708,477]: 2
T13306: P193' := P193 - 6
IM[708,184]: -6
T13306: P19' := P19 - 2
IM[708,449]: -2
T13306: P648' := P648 - 1
IM[708,327]: -1
P640 --> T13305 : 1
Pre[709,355]: 1
P19 --> T13305 : 1
Pre[709,449]: 1
P193 --> T13305 : 6
Pre[709,184]: 6
P295 --> T13305 : 1
Pre[709,258]: 1
P190 --> T13305 : 1
Pre[709,363]: 1
P751 --> T13305 : 1
Pre[709,408]: 1
T13305: P640' := P640 - 1
IM[709,355]: -1
T13305: P19' := P19 - 1
IM[709,449]: -1
T13305: P685' := P685 + 1
IM[709,403]: 1
T13305: P193' := P193 - 6
IM[709,184]: -6
T13305: P111' := P111 + 1
IM[709,411]: 1
T13305: P295' := P295 - 1
IM[709,258]: -1
T13305: P190' := P190 - 1
IM[709,363]: -1
T13305: P185' := P185 + 4
IM[709,185]: 4
T13305: P462' := P462 + 1
IM[709,410]: 1
T13305: P751' := P751 - 1
IM[709,408]: -1
T13305: P53' := P53 + 1
IM[709,224]: 1
P19 --> T13304 : 1
Pre[710,449]: 1
P133 --> T13304 : 1
Pre[710,307]: 1
P193 --> T13304 : 7
Pre[710,184]: 7
P5 --> T13304 : 1
Pre[710,384]: 1
P648 --> T13304 : 1
Pre[710,327]: 1
T13304: P668' := P668 + 1
IM[710,447]: 1
T13304: P19' := P19 - 1
IM[710,449]: -1
T13304: P133' := P133 - 1
IM[710,307]: -1
T13304: P721' := P721 + 3
IM[710,192]: 3
T13304: P193' := P193 - 7
IM[710,184]: -7
T13304: P568' := P568 + 1
IM[710,385]: 1
T13304: P5' := P5 - 1
IM[710,384]: -1
T13304: P552' := P552 + 1
IM[710,442]: 1
T13304: P648' := P648 - 1
IM[710,327]: -1
P295 --> T13303 : 1
Pre[711,258]: 1
P193 --> T13303 : 6
Pre[711,184]: 6
P190 --> T13303 : 1
Pre[711,363]: 1
P306 --> T13303 : 1
Pre[711,407]: 1
P648 --> T13303 : 1
Pre[711,327]: 1
P133 --> T13303 : 1
Pre[711,307]: 1
T13303: P295' := P295 - 1
IM[711,258]: -1
T13303: P193' := P193 - 6
IM[711,184]: -6
T13303: P190' := P190 - 1
IM[711,363]: -1
T13303: P306' := P306 - 1
IM[711,407]: -1
T13303: P648' := P648 - 1
IM[711,327]: -1
T13303: P345' := P345 + 1
IM[711,415]: 1
T13303: P667' := P667 + 1
IM[711,440]: 1
T13303: P133' := P133 - 1
IM[711,307]: -1
T13303: P185' := P185 + 4
IM[711,185]: 4
T13303: P591' := P591 + 1
IM[711,202]: 1
T13303: P249' := P249 + 1
IM[711,381]: 1
P190 --> T13302 : 1
Pre[712,363]: 1
P5 --> T13302 : 1
Pre[712,384]: 1
P19 --> T13302 : 3
Pre[712,449]: 3
P193 --> T13302 : 6
Pre[712,184]: 6
T13302: P190' := P190 - 1
IM[712,363]: -1
T13302: P5' := P5 - 1
IM[712,384]: -1
T13302: P340' := P340 + 1
IM[712,461]: 1
T13302: P19' := P19 - 3
IM[712,449]: -3
T13302: P552' := P552 + 3
IM[712,442]: 3
T13302: P193' := P193 - 6
IM[712,184]: -6
T13302: P185' := P185 + 4
IM[712,185]: 4
P190 --> T13301 : 2
Pre[713,363]: 2
P710 --> T13301 : 1
Pre[713,172]: 1
P193 --> T13301 : 6
Pre[713,184]: 6
P133 --> T13301 : 1
Pre[713,307]: 1
P751 --> T13301 : 1
Pre[713,408]: 1
T13301: P190' := P190 - 2
IM[713,363]: -2
T13301: P565' := P565 + 1
IM[713,315]: 1
T13301: P710' := P710 - 1
IM[713,172]: -1
T13301: P185' := P185 + 4
IM[713,185]: 4
T13301: P193' := P193 - 6
IM[713,184]: -6
T13301: P137' := P137 + 1
IM[713,280]: 1
T13301: P408' := P408 + 2
IM[713,420]: 2
T13301: P133' := P133 - 1
IM[713,307]: -1
T13301: P751' := P751 - 1
IM[713,408]: -1
P794 --> T13300 : 1
Pre[714,130]: 1
P748 --> T13300 : 1
Pre[714,41]: 1
T13300: P597' := P597 + 1
IM[714,15]: 1
T13300: P794' := P794 - 1
IM[714,130]: -1
T13300: P148' := P148 + 1
IM[714,230]: 1
T13300: P748' := P748 - 1
IM[714,41]: -1
P193 --> T13299 : 6
Pre[715,184]: 6
P295 --> T13299 : 1
Pre[715,258]: 1
P710 --> T13299 : 1
Pre[715,172]: 1
P751 --> T13299 : 2
Pre[715,408]: 2
P190 --> T13299 : 1
Pre[715,363]: 1
T13299: P193' := P193 - 6
IM[715,184]: -6
T13299: P295' := P295 - 1
IM[715,258]: -1
T13299: P185' := P185 + 4
IM[715,185]: 4
T13299: P710' := P710 - 1
IM[715,172]: -1
T13299: P751' := P751 - 2
IM[715,408]: -2
T13299: P408' := P408 + 1
IM[715,420]: 1
T13299: P190' := P190 - 1
IM[715,363]: -1
T13299: P565' := P565 + 2
IM[715,315]: 2
T13299: P355' := P355 + 1
IM[715,319]: 1
P19 --> T13298 : 1
Pre[716,449]: 1
P193 --> T13298 : 6
Pre[716,184]: 6
P648 --> T13298 : 1
Pre[716,327]: 1
P133 --> T13298 : 1
Pre[716,307]: 1
P190 --> T13298 : 1
Pre[716,363]: 1
P567 --> T13298 : 1
Pre[716,243]: 1
T13298: P352' := P352 + 1
IM[716,331]: 1
T13298: P19' := P19 - 1
IM[716,449]: -1
T13298: P240' := P240 + 1
IM[716,358]: 1
T13298: P37' := P37 + 1
IM[716,219]: 1
T13298: P193' := P193 - 6
IM[716,184]: -6
T13298: P584' := P584 + 1
IM[716,437]: 1
T13298: P648' := P648 - 1
IM[716,327]: -1
T13298: P133' := P133 - 1
IM[716,307]: -1
T13298: P190' := P190 - 1
IM[716,363]: -1
T13298: P567' := P567 - 1
IM[716,243]: -1
T13298: P185' := P185 + 4
IM[716,185]: 4
P648 --> T13297 : 1
Pre[717,327]: 1
P133 --> T13297 : 1
Pre[717,307]: 1
P19 --> T13297 : 1
Pre[717,449]: 1
P190 --> T13297 : 1
Pre[717,363]: 1
P193 --> T13297 : 6
Pre[717,184]: 6
P640 --> T13297 : 1
Pre[717,355]: 1
T13297: P326' := P326 + 1
IM[717,346]: 1
T13297: P111' := P111 + 1
IM[717,411]: 1
T13297: P648' := P648 - 1
IM[717,327]: -1
T13297: P133' := P133 - 1
IM[717,307]: -1
T13297: P19' := P19 - 1
IM[717,449]: -1
T13297: P185' := P185 + 4
IM[717,185]: 4
T13297: P190' := P190 - 1
IM[717,363]: -1
T13297: P193' := P193 - 6
IM[717,184]: -6
T13297: P640' := P640 - 1
IM[717,355]: -1
T13297: P227' := P227 + 1
IM[717,344]: 1
T13297: P685' := P685 + 1
IM[717,403]: 1
P19 --> T13296 : 1
Pre[718,449]: 1
P472 --> T13296 : 1
Pre[718,334]: 1
P193 --> T13296 : 6
Pre[718,184]: 6
P295 --> T13296 : 1
Pre[718,258]: 1
P133 --> T13296 : 2
Pre[718,307]: 2
T13296: P19' := P19 - 1
IM[718,449]: -1
T13296: P457' := P457 + 2
IM[718,347]: 2
T13296: P472' := P472 - 1
IM[718,334]: -1
T13296: P185' := P185 + 4
IM[718,185]: 4
T13296: P193' := P193 - 6
IM[718,184]: -6
T13296: P295' := P295 - 1
IM[718,258]: -1
T13296: P706' := P706 + 1
IM[718,362]: 1
T13296: P586' := P586 + 1
IM[718,379]: 1
T13296: P133' := P133 - 2
IM[718,307]: -2
P255 --> T13295 : 1
Pre[719,29]: 1
P601 --> T13295 : 1
Pre[719,98]: 1
T13295: P255' := P255 - 1
IM[719,29]: -1
T13295: P601' := P601 - 1
IM[719,98]: -1
T13295: P20' := P20 + 1
IM[719,0]: 1
T13295: P367' := P367 + 1
IM[719,154]: 1
P193 --> T13294 : 6
Pre[720,184]: 6
P640 --> T13294 : 1
Pre[720,355]: 1
P751 --> T13294 : 1
Pre[720,408]: 1
P190 --> T13294 : 1
Pre[720,363]: 1
P19 --> T13294 : 2
Pre[720,449]: 2
T13294: P193' := P193 - 6
IM[720,184]: -6
T13294: P185' := P185 + 4
IM[720,185]: 4
T13294: P685' := P685 + 1
IM[720,403]: 1
T13294: P640' := P640 - 1
IM[720,355]: -1
T13294: P111' := P111 + 2
IM[720,411]: 2
T13294: P751' := P751 - 1
IM[720,408]: -1
T13294: P190' := P190 - 1
IM[720,363]: -1
T13294: P19' := P19 - 2
IM[720,449]: -2
T13294: P462' := P462 + 1
IM[720,410]: 1
P295 --> T13293 : 1
Pre[721,258]: 1
P193 --> T13293 : 6
Pre[721,184]: 6
P190 --> T13293 : 1
Pre[721,363]: 1
P19 --> T13293 : 2
Pre[721,449]: 2
P567 --> T13293 : 1
Pre[721,243]: 1
T13293: P185' := P185 + 4
IM[721,185]: 4
T13293: P79' := P79 + 1
IM[721,218]: 1
T13293: P295' := P295 - 1
IM[721,258]: -1
T13293: P37' := P37 + 2
IM[721,219]: 2
T13293: P193' := P193 - 6
IM[721,184]: -6
T13293: P190' := P190 - 1
IM[721,363]: -1
T13293: P19' := P19 - 2
IM[721,449]: -2
T13293: P584' := P584 + 1
IM[721,437]: 1
T13293: P567' := P567 - 1
IM[721,243]: -1
P211 --> T13292 : 1
Pre[722,335]: 1
P133 --> T13292 : 1
Pre[722,307]: 1
P193 --> T13292 : 6
Pre[722,184]: 6
P190 --> T13292 : 3
Pre[722,363]: 3
T13292: P211' := P211 - 1
IM[722,335]: -1
T13292: P494' := P494 + 1
IM[722,265]: 1
T13292: P133' := P133 - 1
IM[722,307]: -1
T13292: P193' := P193 - 6
IM[722,184]: -6
T13292: P798' := P798 + 3
IM[722,301]: 3
T13292: P190' := P190 - 3
IM[722,363]: -3
T13292: P185' := P185 + 4
IM[722,185]: 4
P295 --> T13291 : 1
Pre[723,258]: 1
P648 --> T13291 : 1
Pre[723,327]: 1
P16 --> T13291 : 1
Pre[723,215]: 1
P190 --> T13291 : 1
Pre[723,363]: 1
P193 --> T13291 : 7
Pre[723,184]: 7
T13291: P295' := P295 - 1
IM[723,258]: -1
T13291: P570' := P570 + 1
IM[723,296]: 1
T13291: P257' := P257 + 1
IM[723,236]: 1
T13291: P648' := P648 - 1
IM[723,327]: -1
T13291: P16' := P16 - 1
IM[723,215]: -1
T13291: P555' := P555 + 1
IM[723,368]: 1
T13291: P190' := P190 - 1
IM[723,363]: -1
T13291: P721' := P721 + 3
IM[723,192]: 3
T13291: P193' := P193 - 7
IM[723,184]: -7
P751 --> T13290 : 2
Pre[724,408]: 2
P193 --> T13290 : 7
Pre[724,184]: 7
P306 --> T13290 : 1
Pre[724,407]: 1
P133 --> T13290 : 1
Pre[724,307]: 1
T13290: P751' := P751 - 2
IM[724,408]: -2
T13290: P591' := P591 + 1
IM[724,202]: 1
T13290: P761' := P761 + 2
IM[724,456]: 2
T13290: P193' := P193 - 7
IM[724,184]: -7
T13290: P721' := P721 + 3
IM[724,192]: 3
T13290: P306' := P306 - 1
IM[724,407]: -1
T13290: P133' := P133 - 1
IM[724,307]: -1
P193 --> T13289 : 7
Pre[725,184]: 7
P648 --> T13289 : 1
Pre[725,327]: 1
P295 --> T13289 : 1
Pre[725,258]: 1
P306 --> T13289 : 1
Pre[725,407]: 1
P133 --> T13289 : 1
Pre[725,307]: 1
T13289: P721' := P721 + 3
IM[725,192]: 3
T13289: P667' := P667 + 1
IM[725,440]: 1
T13289: P193' := P193 - 7
IM[725,184]: -7
T13289: P591' := P591 + 1
IM[725,202]: 1
T13289: P345' := P345 + 1
IM[725,415]: 1
T13289: P648' := P648 - 1
IM[725,327]: -1
T13289: P295' := P295 - 1
IM[725,258]: -1
T13289: P306' := P306 - 1
IM[725,407]: -1
T13289: P133' := P133 - 1
IM[725,307]: -1
P306 --> T13288 : 1
Pre[726,407]: 1
P19 --> T13288 : 1
Pre[726,449]: 1
P751 --> T13288 : 1
Pre[726,408]: 1
P193 --> T13288 : 6
Pre[726,184]: 6
P648 --> T13288 : 2
Pre[726,327]: 2
T13288: P761' := P761 + 1
IM[726,456]: 1
T13288: P306' := P306 - 1
IM[726,407]: -1
T13288: P19' := P19 - 1
IM[726,449]: -1
T13288: P185' := P185 + 4
IM[726,185]: 4
T13288: P751' := P751 - 1
IM[726,408]: -1
T13288: P667' := P667 + 2
IM[726,440]: 2
T13288: P193' := P193 - 6
IM[726,184]: -6
T13288: P648' := P648 - 2
IM[726,327]: -2
T13288: P480' := P480 + 1
IM[726,418]: 1
P211 --> T13287 : 1
Pre[727,335]: 1
P751 --> T13287 : 1
Pre[727,408]: 1
P19 --> T13287 : 2
Pre[727,449]: 2
P193 --> T13287 : 6
Pre[727,184]: 6
P133 --> T13287 : 1
Pre[727,307]: 1
T13287: P211' := P211 - 1
IM[727,335]: -1
T13287: P751' := P751 - 1
IM[727,408]: -1
T13287: P328' := P328 + 1
IM[727,425]: 1
T13287: P19' := P19 - 2
IM[727,449]: -2
T13287: P193' := P193 - 6
IM[727,184]: -6
T13287: P581' := P581 + 2
IM[727,477]: 2
T13287: P185' := P185 + 4
IM[727,185]: 4
T13287: P133' := P133 - 1
IM[727,307]: -1
T13287: P494' := P494 + 1
IM[727,265]: 1
P710 --> T13286 : 1
Pre[728,172]: 1
P19 --> T13286 : 1
Pre[728,449]: 1
P295 --> T13286 : 1
Pre[728,258]: 1
P193 --> T13286 : 6
Pre[728,184]: 6
P648 --> T13286 : 1
Pre[728,327]: 1
P190 --> T13286 : 1
Pre[728,363]: 1
T13286: P710' := P710 - 1
IM[728,172]: -1
T13286: P19' := P19 - 1
IM[728,449]: -1
T13286: P185' := P185 + 4
IM[728,185]: 4
T13286: P295' := P295 - 1
IM[728,258]: -1
T13286: P652' := P652 + 1
IM[728,393]: 1
T13286: P193' := P193 - 6
IM[728,184]: -6
T13286: P355' := P355 + 1
IM[728,319]: 1
T13286: P648' := P648 - 1
IM[728,327]: -1
T13286: P408' := P408 + 1
IM[728,420]: 1
T13286: P215' := P215 + 1
IM[728,365]: 1
T13286: P190' := P190 - 1
IM[728,363]: -1
P648 --> T13285 : 1
Pre[729,327]: 1
P193 --> T13285 : 6
Pre[729,184]: 6
P640 --> T13285 : 1
Pre[729,355]: 1
P133 --> T13285 : 1
Pre[729,307]: 1
P190 --> T13285 : 1
Pre[729,363]: 1
P19 --> T13285 : 1
Pre[729,449]: 1
T13285: P648' := P648 - 1
IM[729,327]: -1
T13285: P111' := P111 + 1
IM[729,411]: 1
T13285: P193' := P193 - 6
IM[729,184]: -6
T13285: P640' := P640 - 1
IM[729,355]: -1
T13285: P133' := P133 - 1
IM[729,307]: -1
T13285: P685' := P685 + 1
IM[729,403]: 1
T13285: P227' := P227 + 1
IM[729,344]: 1
T13285: P185' := P185 + 4
IM[729,185]: 4
T13285: P190' := P190 - 1
IM[729,363]: -1
T13285: P19' := P19 - 1
IM[729,449]: -1
T13285: P326' := P326 + 1
IM[729,346]: 1
P472 --> T13284 : 1
Pre[730,334]: 1
P648 --> T13284 : 1
Pre[730,327]: 1
P193 --> T13284 : 6
Pre[730,184]: 6
P295 --> T13284 : 2
Pre[730,258]: 2
P19 --> T13284 : 1
Pre[730,449]: 1
T13284: P472' := P472 - 1
IM[730,334]: -1
T13284: P648' := P648 - 1
IM[730,327]: -1
T13284: P586' := P586 + 2
IM[730,379]: 2
T13284: P193' := P193 - 6
IM[730,184]: -6
T13284: P465' := P465 + 1
IM[730,389]: 1
T13284: P295' := P295 - 2
IM[730,258]: -2
T13284: P706' := P706 + 1
IM[730,362]: 1
T13284: P19' := P19 - 1
IM[730,449]: -1
T13284: P185' := P185 + 4
IM[730,185]: 4
P133 --> T13283 : 1
Pre[731,307]: 1
P193 --> T13283 : 6
Pre[731,184]: 6
P751 --> T13283 : 1
Pre[731,408]: 1
P19 --> T13283 : 1
Pre[731,449]: 1
P567 --> T13283 : 1
Pre[731,243]: 1
P648 --> T13283 : 1
Pre[731,327]: 1
T13283: P37' := P37 + 1
IM[731,219]: 1
T13283: P133' := P133 - 1
IM[731,307]: -1
T13283: P193' := P193 - 6
IM[731,184]: -6
T13283: P751' := P751 - 1
IM[731,408]: -1
T13283: P530' := P530 + 1
IM[731,435]: 1
T13283: P352' := P352 + 1
IM[731,331]: 1
T13283: P19' := P19 - 1
IM[731,449]: -1
T13283: P567' := P567 - 1
IM[731,243]: -1
T13283: P185' := P185 + 4
IM[731,185]: 4
T13283: P240' := P240 + 1
IM[731,358]: 1
T13283: P648' := P648 - 1
IM[731,327]: -1
P193 --> T13282 : 6
Pre[732,184]: 6
P133 --> T13282 : 1
Pre[732,307]: 1
P19 --> T13282 : 1
Pre[732,449]: 1
P306 --> T13282 : 1
Pre[732,407]: 1
P295 --> T13282 : 1
Pre[732,258]: 1
P751 --> T13282 : 1
Pre[732,408]: 1
T13282: P591' := P591 + 1
IM[732,202]: 1
T13282: P193' := P193 - 6
IM[732,184]: -6
T13282: P133' := P133 - 1
IM[732,307]: -1
T13282: P480' := P480 + 1
IM[732,418]: 1
T13282: P19' := P19 - 1
IM[732,449]: -1
T13282: P306' := P306 - 1
IM[732,407]: -1
T13282: P761' := P761 + 1
IM[732,456]: 1
T13282: P345' := P345 + 1
IM[732,415]: 1
T13282: P295' := P295 - 1
IM[732,258]: -1
T13282: P185' := P185 + 4
IM[732,185]: 4
T13282: P751' := P751 - 1
IM[732,408]: -1
P295 --> T13281 : 1
Pre[733,258]: 1
P193 --> T13281 : 6
Pre[733,184]: 6
P751 --> T13281 : 1
Pre[733,408]: 1
P190 --> T13281 : 2
Pre[733,363]: 2
P16 --> T13281 : 1
Pre[733,215]: 1
T13281: P295' := P295 - 1
IM[733,258]: -1
T13281: P185' := P185 + 4
IM[733,185]: 4
T13281: P257' := P257 + 1
IM[733,236]: 1
T13281: P193' := P193 - 6
IM[733,184]: -6
T13281: P751' := P751 - 1
IM[733,408]: -1
T13281: P190' := P190 - 2
IM[733,363]: -2
T13281: P16' := P16 - 1
IM[733,215]: -1
T13281: P677' := P677 + 1
IM[733,409]: 1
T13281: P555' := P555 + 2
IM[733,368]: 2
P567 --> T13280 : 1
Pre[734,243]: 1
P190 --> T13280 : 1
Pre[734,363]: 1
P648 --> T13280 : 2
Pre[734,327]: 2
P295 --> T13280 : 1
Pre[734,258]: 1
P193 --> T13280 : 6
Pre[734,184]: 6
T13280: P584' := P584 + 1
IM[734,437]: 1
T13280: P185' := P185 + 4
IM[734,185]: 4
T13280: P567' := P567 - 1
IM[734,243]: -1
T13280: P79' := P79 + 1
IM[734,218]: 1
T13280: P190' := P190 - 1
IM[734,363]: -1
T13280: P648' := P648 - 2
IM[734,327]: -2
T13280: P295' := P295 - 1
IM[734,258]: -1
T13280: P240' := P240 + 2
IM[734,358]: 2
T13280: P193' := P193 - 6
IM[734,184]: -6
P16 --> T13279 : 1
Pre[735,215]: 1
P190 --> T13279 : 1
Pre[735,363]: 1
P133 --> T13279 : 1
Pre[735,307]: 1
P295 --> T13279 : 1
Pre[735,258]: 1
P193 --> T13279 : 6
Pre[735,184]: 6
P19 --> T13279 : 1
Pre[735,449]: 1
T13279: P322' := P322 + 1
IM[735,416]: 1
T13279: P16' := P16 - 1
IM[735,215]: -1
T13279: P257' := P257 + 1
IM[735,236]: 1
T13279: P190' := P190 - 1
IM[735,363]: -1
T13279: P133' := P133 - 1
IM[735,307]: -1
T13279: P185' := P185 + 4
IM[735,185]: 4
T13279: P105' := P105 + 1
IM[735,293]: 1
T13279: P295' := P295 - 1
IM[735,258]: -1
T13279: P555' := P555 + 1
IM[735,368]: 1
T13279: P193' := P193 - 6
IM[735,184]: -6
T13279: P19' := P19 - 1
IM[735,449]: -1
P193 --> T13278 : 6
Pre[736,184]: 6
P19 --> T13278 : 1
Pre[736,449]: 1
P751 --> T13278 : 1
Pre[736,408]: 1
P648 --> T13278 : 1
Pre[736,327]: 1
P306 --> T13278 : 1
Pre[736,407]: 1
P295 --> T13278 : 1
Pre[736,258]: 1
T13278: P761' := P761 + 1
IM[736,456]: 1
T13278: P480' := P480 + 1
IM[736,418]: 1
T13278: P193' := P193 - 6
IM[736,184]: -6
T13278: P185' := P185 + 4
IM[736,185]: 4
T13278: P19' := P19 - 1
IM[736,449]: -1
T13278: P751' := P751 - 1
IM[736,408]: -1
T13278: P648' := P648 - 1
IM[736,327]: -1
T13278: P667' := P667 + 1
IM[736,440]: 1
T13278: P306' := P306 - 1
IM[736,407]: -1
T13278: P295' := P295 - 1
IM[736,258]: -1
T13278: P345' := P345 + 1
IM[736,415]: 1
P193 --> T13277 : 6
Pre[737,184]: 6
P648 --> T13277 : 1
Pre[737,327]: 1
P19 --> T13277 : 1
Pre[737,449]: 1
P710 --> T13277 : 1
Pre[737,172]: 1
P751 --> T13277 : 1
Pre[737,408]: 1
P295 --> T13277 : 1
Pre[737,258]: 1
T13277: P215' := P215 + 1
IM[737,365]: 1
T13277: P193' := P193 - 6
IM[737,184]: -6
T13277: P648' := P648 - 1
IM[737,327]: -1
T13277: P19' := P19 - 1
IM[737,449]: -1
T13277: P565' := P565 + 1
IM[737,315]: 1
T13277: P710' := P710 - 1
IM[737,172]: -1
T13277: P355' := P355 + 1
IM[737,319]: 1
T13277: P185' := P185 + 4
IM[737,185]: 4
T13277: P751' := P751 - 1
IM[737,408]: -1
T13277: P652' := P652 + 1
IM[737,393]: 1
T13277: P295' := P295 - 1
IM[737,258]: -1
P193 --> T13276 : 6
Pre[738,184]: 6
P190 --> T13276 : 1
Pre[738,363]: 1
P19 --> T13276 : 1
Pre[738,449]: 1
P295 --> T13276 : 2
Pre[738,258]: 2
P306 --> T13276 : 1
Pre[738,407]: 1
T13276: P193' := P193 - 6
IM[738,184]: -6
T13276: P345' := P345 + 2
IM[738,415]: 2
T13276: P190' := P190 - 1
IM[738,363]: -1
T13276: P19' := P19 - 1
IM[738,449]: -1
T13276: P480' := P480 + 1
IM[738,418]: 1
T13276: P295' := P295 - 2
IM[738,258]: -2
T13276: P306' := P306 - 1
IM[738,407]: -1
T13276: P185' := P185 + 4
IM[738,185]: 4
T13276: P249' := P249 + 1
IM[738,381]: 1
P193 --> T13275 : 6
Pre[739,184]: 6
P472 --> T13275 : 1
Pre[739,334]: 1
P190 --> T13275 : 2
Pre[739,363]: 2
P751 --> T13275 : 1
Pre[739,408]: 1
P19 --> T13275 : 1
Pre[739,449]: 1
T13275: P193' := P193 - 6
IM[739,184]: -6
T13275: P706' := P706 + 1
IM[739,362]: 1
T13275: P472' := P472 - 1
IM[739,334]: -1
T13275: P190' := P190 - 2
IM[739,363]: -2
T13275: P751' := P751 - 1
IM[739,408]: -1
T13275: P185' := P185 + 4
IM[739,185]: 4
T13275: P19' := P19 - 1
IM[739,449]: -1
T13275: P242' := P242 + 1
IM[739,216]: 1
T13275: P65' := P65 + 2
IM[739,336]: 2
P193 --> T13274 : 7
Pre[740,184]: 7
P472 --> T13274 : 1
Pre[740,334]: 1
P648 --> T13274 : 2
Pre[740,327]: 2
P19 --> T13274 : 1
Pre[740,449]: 1
T13274: P193' := P193 - 7
IM[740,184]: -7
T13274: P472' := P472 - 1
IM[740,334]: -1
T13274: P465' := P465 + 2
IM[740,389]: 2
T13274: P721' := P721 + 3
IM[740,192]: 3
T13274: P648' := P648 - 2
IM[740,327]: -2
T13274: P19' := P19 - 1
IM[740,449]: -1
T13274: P706' := P706 + 1
IM[740,362]: 1
P193 --> T13273 : 6
Pre[741,184]: 6
P710 --> T13273 : 1
Pre[741,172]: 1
P190 --> T13273 : 1
Pre[741,363]: 1
P295 --> T13273 : 2
Pre[741,258]: 2
P19 --> T13273 : 1
Pre[741,449]: 1
T13273: P355' := P355 + 2
IM[741,319]: 2
T13273: P193' := P193 - 6
IM[741,184]: -6
T13273: P710' := P710 - 1
IM[741,172]: -1
T13273: P408' := P408 + 1
IM[741,420]: 1
T13273: P190' := P190 - 1
IM[741,363]: -1
T13273: P295' := P295 - 2
IM[741,258]: -2
T13273: P215' := P215 + 1
IM[741,365]: 1
T13273: P185' := P185 + 4
IM[741,185]: 4
T13273: P19' := P19 - 1
IM[741,449]: -1
P5 --> T13272 : 1
Pre[742,384]: 1
P193 --> T13272 : 8
Pre[742,184]: 8
P751 --> T13272 : 1
Pre[742,408]: 1
P295 --> T13272 : 1
Pre[742,258]: 1
T13272: P5' := P5 - 1
IM[742,384]: -1
T13272: P193' := P193 - 8
IM[742,184]: -8
T13272: P751' := P751 - 1
IM[742,408]: -1
T13272: P67' := P67 + 1
IM[742,414]: 1
T13272: P214' := P214 + 1
IM[742,432]: 1
T13272: P295' := P295 - 1
IM[742,258]: -1
T13272: P52' := P52 + 2
IM[742,174]: 2
P133 --> T13271 : 1
Pre[743,307]: 1
P5 --> T13271 : 1
Pre[743,384]: 1
P193 --> T13271 : 6
Pre[743,184]: 6
P19 --> T13271 : 1
Pre[743,449]: 1
P295 --> T13271 : 1
Pre[743,258]: 1
P190 --> T13271 : 1
Pre[743,363]: 1
T13271: P133' := P133 - 1
IM[743,307]: -1
T13271: P5' := P5 - 1
IM[743,384]: -1
T13271: P668' := P668 + 1
IM[743,447]: 1
T13271: P193' := P193 - 6
IM[743,184]: -6
T13271: P19' := P19 - 1
IM[743,449]: -1
T13271: P340' := P340 + 1
IM[743,461]: 1
T13271: P295' := P295 - 1
IM[743,258]: -1
T13271: P190' := P190 - 1
IM[743,363]: -1
T13271: P552' := P552 + 1
IM[743,442]: 1
T13271: P214' := P214 + 1
IM[743,432]: 1
T13271: P185' := P185 + 4
IM[743,185]: 4
P648 --> T13270 : 1
Pre[744,327]: 1
P193 --> T13270 : 7
Pre[744,184]: 7
P295 --> T13270 : 1
Pre[744,258]: 1
P16 --> T13270 : 1
Pre[744,215]: 1
P133 --> T13270 : 1
Pre[744,307]: 1
T13270: P721' := P721 + 3
IM[744,192]: 3
T13270: P648' := P648 - 1
IM[744,327]: -1
T13270: P257' := P257 + 1
IM[744,236]: 1
T13270: P193' := P193 - 7
IM[744,184]: -7
T13270: P295' := P295 - 1
IM[744,258]: -1
T13270: P105' := P105 + 1
IM[744,293]: 1
T13270: P16' := P16 - 1
IM[744,215]: -1
T13270: P133' := P133 - 1
IM[744,307]: -1
T13270: P570' := P570 + 1
IM[744,296]: 1
P20 --> T13269 : 1
Pre[745,0]: 1
P457 --> T13269 : 1
Pre[745,347]: 1
T13269: P255' := P255 + 1
IM[745,29]: 1
T13269: P290' := P290 + 1
IM[745,300]: 1
T13269: P20' := P20 - 1
IM[745,0]: -1
T13269: P457' := P457 - 1
IM[745,347]: -1
P190 --> T13268 : 1
Pre[746,363]: 1
P751 --> T13268 : 2
Pre[746,408]: 2
P648 --> T13268 : 1
Pre[746,327]: 1
P193 --> T13268 : 6
Pre[746,184]: 6
P211 --> T13268 : 1
Pre[746,335]: 1
T13268: P190' := P190 - 1
IM[746,363]: -1
T13268: P751' := P751 - 2
IM[746,408]: -2
T13268: P427' := P427 + 1
IM[746,322]: 1
T13268: P648' := P648 - 1
IM[746,327]: -1
T13268: P193' := P193 - 6
IM[746,184]: -6
T13268: P185' := P185 + 4
IM[746,185]: 4
T13268: P328' := P328 + 2
IM[746,425]: 2
T13268: P211' := P211 - 1
IM[746,335]: -1
T13268: P798' := P798 + 1
IM[746,301]: 1
P291 --> T13267 : 1
Pre[747,473]: 1
P91 --> T13267 : 1
Pre[747,251]: 1
T13267: P291' := P291 - 1
IM[747,473]: -1
T13267: P91' := P91 - 1
IM[747,251]: -1
T13267: P422' := P422 + 1
IM[747,58]: 1
T13267: P280' := P280 + 1
IM[747,235]: 1
P193 --> T13266 : 6
Pre[748,184]: 6
P19 --> T13266 : 1
Pre[748,449]: 1
P751 --> T13266 : 1
Pre[748,408]: 1
P648 --> T13266 : 1
Pre[748,327]: 1
P190 --> T13266 : 1
Pre[748,363]: 1
P5 --> T13266 : 1
Pre[748,384]: 1
T13266: P193' := P193 - 6
IM[748,184]: -6
T13266: P340' := P340 + 1
IM[748,461]: 1
T13266: P568' := P568 + 1
IM[748,385]: 1
T13266: P19' := P19 - 1
IM[748,449]: -1
T13266: P751' := P751 - 1
IM[748,408]: -1
T13266: P552' := P552 + 1
IM[748,442]: 1
T13266: P648' := P648 - 1
IM[748,327]: -1
T13266: P185' := P185 + 4
IM[748,185]: 4
T13266: P67' := P67 + 1
IM[748,414]: 1
T13266: P190' := P190 - 1
IM[748,363]: -1
T13266: P5' := P5 - 1
IM[748,384]: -1
P494 --> T13265 : 1
Pre[749,265]: 1
P497 --> T13265 : 1
Pre[749,20]: 1
T13265: P494' := P494 - 1
IM[749,265]: -1
T13265: P681' := P681 + 1
IM[749,388]: 1
T13265: P645' := P645 + 1
IM[749,24]: 1
T13265: P497' := P497 - 1
IM[749,20]: -1
P751 --> T13264 : 1
Pre[750,408]: 1
P190 --> T13264 : 2
Pre[750,363]: 2
P133 --> T13264 : 1
Pre[750,307]: 1
P640 --> T13264 : 1
Pre[750,355]: 1
P193 --> T13264 : 6
Pre[750,184]: 6
T13264: P185' := P185 + 4
IM[750,185]: 4
T13264: P751' := P751 - 1
IM[750,408]: -1
T13264: P227' := P227 + 1
IM[750,344]: 1
T13264: P190' := P190 - 2
IM[750,363]: -2
T13264: P133' := P133 - 1
IM[750,307]: -1
T13264: P640' := P640 - 1
IM[750,355]: -1
T13264: P462' := P462 + 1
IM[750,410]: 1
T13264: P685' := P685 + 2
IM[750,403]: 2
T13264: P193' := P193 - 6
IM[750,184]: -6
P193 --> T13263 : 6
Pre[751,184]: 6
P133 --> T13263 : 1
Pre[751,307]: 1
P211 --> T13263 : 1
Pre[751,335]: 1
P190 --> T13263 : 2
Pre[751,363]: 2
P648 --> T13263 : 1
Pre[751,327]: 1
T13263: P494' := P494 + 1
IM[751,265]: 1
T13263: P193' := P193 - 6
IM[751,184]: -6
T13263: P133' := P133 - 1
IM[751,307]: -1
T13263: P211' := P211 - 1
IM[751,335]: -1
T13263: P798' := P798 + 2
IM[751,301]: 2
T13263: P190' := P190 - 2
IM[751,363]: -2
T13263: P185' := P185 + 4
IM[751,185]: 4
T13263: P648' := P648 - 1
IM[751,327]: -1
T13263: P427' := P427 + 1
IM[751,322]: 1
P472 --> T13262 : 1
Pre[752,334]: 1
P193 --> T13262 : 8
Pre[752,184]: 8
P19 --> T13262 : 2
Pre[752,449]: 2
T13262: P472' := P472 - 1
IM[752,334]: -1
T13262: P193' := P193 - 8
IM[752,184]: -8
T13262: P52' := P52 + 2
IM[752,174]: 2
T13262: P706' := P706 + 2
IM[752,362]: 2
T13262: P19' := P19 - 2
IM[752,449]: -2
P193 --> T13261 : 6
Pre[753,184]: 6
P133 --> T13261 : 1
Pre[753,307]: 1
P190 --> T13261 : 2
Pre[753,363]: 2
P567 --> T13261 : 1
Pre[753,243]: 1
P295 --> T13261 : 1
Pre[753,258]: 1
T13261: P193' := P193 - 6
IM[753,184]: -6
T13261: P133' := P133 - 1
IM[753,307]: -1
T13261: P584' := P584 + 2
IM[753,437]: 2
T13261: P190' := P190 - 2
IM[753,363]: -2
T13261: P567' := P567 - 1
IM[753,243]: -1
T13261: P79' := P79 + 1
IM[753,218]: 1
T13261: P352' := P352 + 1
IM[753,331]: 1
T13261: P295' := P295 - 1
IM[753,258]: -1
T13261: P185' := P185 + 4
IM[753,185]: 4
P152 --> T13260 : 1
Pre[754,138]: 1
T13260: P651' := P651 + 1
IM[754,107]: 1
T13260: P152' := P152 - 1
IM[754,138]: -1
P640 --> T13259 : 1
Pre[755,355]: 1
P193 --> T13259 : 7
Pre[755,184]: 7
P295 --> T13259 : 1
Pre[755,258]: 1
P190 --> T13259 : 1
Pre[755,363]: 1
P751 --> T13259 : 1
Pre[755,408]: 1
T13259: P640' := P640 - 1
IM[755,355]: -1
T13259: P193' := P193 - 7
IM[755,184]: -7
T13259: P721' := P721 + 3
IM[755,192]: 3
T13259: P462' := P462 + 1
IM[755,410]: 1
T13259: P295' := P295 - 1
IM[755,258]: -1
T13259: P190' := P190 - 1
IM[755,363]: -1
T13259: P685' := P685 + 1
IM[755,403]: 1
T13259: P53' := P53 + 1
IM[755,224]: 1
T13259: P751' := P751 - 1
IM[755,408]: -1
P295 --> T13258 : 2
Pre[756,258]: 2
P193 --> T13258 : 6
Pre[756,184]: 6
P751 --> T13258 : 1
Pre[756,408]: 1
P648 --> T13258 : 1
Pre[756,327]: 1
P5 --> T13258 : 1
Pre[756,384]: 1
T13258: P568' := P568 + 1
IM[756,385]: 1
T13258: P295' := P295 - 2
IM[756,258]: -2
T13258: P67' := P67 + 1
IM[756,414]: 1
T13258: P193' := P193 - 6
IM[756,184]: -6
T13258: P751' := P751 - 1
IM[756,408]: -1
T13258: P648' := P648 - 1
IM[756,327]: -1
T13258: P185' := P185 + 4
IM[756,185]: 4
T13258: P5' := P5 - 1
IM[756,384]: -1
T13258: P214' := P214 + 2
IM[756,432]: 2
P648 --> T13257 : 1
Pre[757,327]: 1
P193 --> T13257 : 6
Pre[757,184]: 6
P19 --> T13257 : 1
Pre[757,449]: 1
P190 --> T13257 : 1
Pre[757,363]: 1
P5 --> T13257 : 1
Pre[757,384]: 1
P295 --> T13257 : 1
Pre[757,258]: 1
T13257: P648' := P648 - 1
IM[757,327]: -1
T13257: P193' := P193 - 6
IM[757,184]: -6
T13257: P19' := P19 - 1
IM[757,449]: -1
T13257: P568' := P568 + 1
IM[757,385]: 1
T13257: P190' := P190 - 1
IM[757,363]: -1
T13257: P214' := P214 + 1
IM[757,432]: 1
T13257: P340' := P340 + 1
IM[757,461]: 1
T13257: P5' := P5 - 1
IM[757,384]: -1
T13257: P552' := P552 + 1
IM[757,442]: 1
T13257: P295' := P295 - 1
IM[757,258]: -1
T13257: P185' := P185 + 4
IM[757,185]: 4
P193 --> T13256 : 6
Pre[758,184]: 6
P295 --> T13256 : 2
Pre[758,258]: 2
P567 --> T13256 : 1
Pre[758,243]: 1
P751 --> T13256 : 1
Pre[758,408]: 1
P648 --> T13256 : 1
Pre[758,327]: 1
T13256: P240' := P240 + 1
IM[758,358]: 1
T13256: P79' := P79 + 2
IM[758,218]: 2
T13256: P530' := P530 + 1
IM[758,435]: 1
T13256: P193' := P193 - 6
IM[758,184]: -6
T13256: P185' := P185 + 4
IM[758,185]: 4
T13256: P295' := P295 - 2
IM[758,258]: -2
T13256: P567' := P567 - 1
IM[758,243]: -1
T13256: P751' := P751 - 1
IM[758,408]: -1
T13256: P648' := P648 - 1
IM[758,327]: -1
P193 --> T13255 : 6
Pre[759,184]: 6
P211 --> T13255 : 1
Pre[759,335]: 1
P190 --> T13255 : 2
Pre[759,363]: 2
P295 --> T13255 : 1
Pre[759,258]: 1
P648 --> T13255 : 1
Pre[759,327]: 1
T13255: P185' := P185 + 4
IM[759,185]: 4
T13255: P193' := P193 - 6
IM[759,184]: -6
T13255: P427' := P427 + 1
IM[759,322]: 1
T13255: P211' := P211 - 1
IM[759,335]: -1
T13255: P190' := P190 - 2
IM[759,363]: -2
T13255: P295' := P295 - 1
IM[759,258]: -1
T13255: P648' := P648 - 1
IM[759,327]: -1
T13255: P692' := P692 + 1
IM[759,287]: 1
T13255: P798' := P798 + 2
IM[759,301]: 2
P640 --> T13254 : 1
Pre[760,355]: 1
P19 --> T13254 : 1
Pre[760,449]: 1
P648 --> T13254 : 2
Pre[760,327]: 2
P295 --> T13254 : 1
Pre[760,258]: 1
P193 --> T13254 : 6
Pre[760,184]: 6
T13254: P326' := P326 + 2
IM[760,346]: 2
T13254: P111' := P111 + 1
IM[760,411]: 1
T13254: P640' := P640 - 1
IM[760,355]: -1
T13254: P19' := P19 - 1
IM[760,449]: -1
T13254: P648' := P648 - 2
IM[760,327]: -2
T13254: P185' := P185 + 4
IM[760,185]: 4
T13254: P295' := P295 - 1
IM[760,258]: -1
T13254: P53' := P53 + 1
IM[760,224]: 1
T13254: P193' := P193 - 6
IM[760,184]: -6
P751 --> T13253 : 2
Pre[761,408]: 2
P5 --> T13253 : 1
Pre[761,384]: 1
P648 --> T13253 : 1
Pre[761,327]: 1
P193 --> T13253 : 7
Pre[761,184]: 7
T13253: P751' := P751 - 2
IM[761,408]: -2
T13253: P5' := P5 - 1
IM[761,384]: -1
T13253: P648' := P648 - 1
IM[761,327]: -1
T13253: P568' := P568 + 1
IM[761,385]: 1
T13253: P193' := P193 - 7
IM[761,184]: -7
T13253: P67' := P67 + 2
IM[761,414]: 2
T13253: P721' := P721 + 3
IM[761,192]: 3
P19 --> T13252 : 1
Pre[762,449]: 1
P640 --> T13252 : 1
Pre[762,355]: 1
P133 --> T13252 : 1
Pre[762,307]: 1
P193 --> T13252 : 6
Pre[762,184]: 6
P190 --> T13252 : 2
Pre[762,363]: 2
T13252: P19' := P19 - 1
IM[762,449]: -1
T13252: P685' := P685 + 2
IM[762,403]: 2
T13252: P640' := P640 - 1
IM[762,355]: -1
T13252: P133' := P133 - 1
IM[762,307]: -1
T13252: P111' := P111 + 1
IM[762,411]: 1
T13252: P193' := P193 - 6
IM[762,184]: -6
T13252: P185' := P185 + 4
IM[762,185]: 4
T13252: P190' := P190 - 2
IM[762,363]: -2
T13252: P227' := P227 + 1
IM[762,344]: 1
P648 --> T13251 : 1
Pre[763,327]: 1
P193 --> T13251 : 6
Pre[763,184]: 6
P751 --> T13251 : 2
Pre[763,408]: 2
P567 --> T13251 : 1
Pre[763,243]: 1
P295 --> T13251 : 1
Pre[763,258]: 1
T13251: P648' := P648 - 1
IM[763,327]: -1
T13251: P193' := P193 - 6
IM[763,184]: -6
T13251: P751' := P751 - 2
IM[763,408]: -2
T13251: P79' := P79 + 1
IM[763,218]: 1
T13251: P240' := P240 + 1
IM[763,358]: 1
T13251: P567' := P567 - 1
IM[763,243]: -1
T13251: P185' := P185 + 4
IM[763,185]: 4
T13251: P530' := P530 + 2
IM[763,435]: 2
T13251: P295' := P295 - 1
IM[763,258]: -1
P567 --> T13250 : 1
Pre[764,243]: 1
P133 --> T13250 : 1
Pre[764,307]: 1
P193 --> T13250 : 9
Pre[764,184]: 9
T13250: P567' := P567 - 1
IM[764,243]: -1
T13250: P133' := P133 - 1
IM[764,307]: -1
T13250: P193' := P193 - 9
IM[764,184]: -9
T13250: P352' := P352 + 1
IM[764,331]: 1
T13250: P47' := P47 + 1
IM[764,13]: 1
P133 --> T13249 : 1
Pre[765,307]: 1
P190 --> T13249 : 1
Pre[765,363]: 1
P16 --> T13249 : 1
Pre[765,215]: 1
P19 --> T13249 : 2
Pre[765,449]: 2
P193 --> T13249 : 6
Pre[765,184]: 6
T13249: P133' := P133 - 1
IM[765,307]: -1
T13249: P190' := P190 - 1
IM[765,363]: -1
T13249: P16' := P16 - 1
IM[765,215]: -1
T13249: P19' := P19 - 2
IM[765,449]: -2
T13249: P193' := P193 - 6
IM[765,184]: -6
T13249: P105' := P105 + 1
IM[765,293]: 1
T13249: P185' := P185 + 4
IM[765,185]: 4
T13249: P555' := P555 + 1
IM[765,368]: 1
T13249: P322' := P322 + 2
IM[765,416]: 2
P193 --> T13248 : 6
Pre[766,184]: 6
P567 --> T13248 : 1
Pre[766,243]: 1
P295 --> T13248 : 1
Pre[766,258]: 1
P19 --> T13248 : 1
Pre[766,449]: 1
P190 --> T13248 : 2
Pre[766,363]: 2
T13248: P193' := P193 - 6
IM[766,184]: -6
T13248: P567' := P567 - 1
IM[766,243]: -1
T13248: P295' := P295 - 1
IM[766,258]: -1
T13248: P37' := P37 + 1
IM[766,219]: 1
T13248: P584' := P584 + 2
IM[766,437]: 2
T13248: P19' := P19 - 1
IM[766,449]: -1
T13248: P190' := P190 - 2
IM[766,363]: -2
T13248: P185' := P185 + 4
IM[766,185]: 4
T13248: P79' := P79 + 1
IM[766,218]: 1
P648 --> T13247 : 1
Pre[767,327]: 1
P190 --> T13247 : 1
Pre[767,363]: 1
P193 --> T13247 : 6
Pre[767,184]: 6
P133 --> T13247 : 2
Pre[767,307]: 2
P211 --> T13247 : 1
Pre[767,335]: 1
T13247: P648' := P648 - 1
IM[767,327]: -1
T13247: P494' := P494 + 2
IM[767,265]: 2
T13247: P190' := P190 - 1
IM[767,363]: -1
T13247: P798' := P798 + 1
IM[767,301]: 1
T13247: P193' := P193 - 6
IM[767,184]: -6
T13247: P427' := P427 + 1
IM[767,322]: 1
T13247: P133' := P133 - 2
IM[767,307]: -2
T13247: P211' := P211 - 1
IM[767,335]: -1
T13247: P185' := P185 + 4
IM[767,185]: 4
P193 --> T13246 : 6
Pre[768,184]: 6
P648 --> T13246 : 1
Pre[768,327]: 1
P5 --> T13246 : 1
Pre[768,384]: 1
P190 --> T13246 : 3
Pre[768,363]: 3
T13246: P185' := P185 + 4
IM[768,185]: 4
T13246: P193' := P193 - 6
IM[768,184]: -6
T13246: P340' := P340 + 3
IM[768,461]: 3
T13246: P568' := P568 + 1
IM[768,385]: 1
T13246: P648' := P648 - 1
IM[768,327]: -1
T13246: P5' := P5 - 1
IM[768,384]: -1
T13246: P190' := P190 - 3
IM[768,363]: -3
P687 --> T13245 : 1
Pre[769,238]: 1
P227 --> T13245 : 1
Pre[769,344]: 1
T13245: P431' := P431 + 1
IM[769,35]: 1
T13245: P616' := P616 + 1
IM[769,255]: 1
T13245: P687' := P687 - 1
IM[769,238]: -1
T13245: P227' := P227 - 1
IM[769,344]: -1
P751 --> T13244 : 1
Pre[770,408]: 1
P369 --> T13244 : 1
Pre[770,587]: 1
P475 --> T13244 : 1
Pre[770,246]: 1
T13244: P369' := P369 - 1
IM[770,587]: -1
T13244: P675' := P675 + 1
IM[770,584]: 1
T13244: P475' := P475 - 1
IM[770,246]: -1
P567 --> T13243 : 1
Pre[771,243]: 1
P190 --> T13243 : 1
Pre[771,363]: 1
P193 --> T13243 : 6
Pre[771,184]: 6
P648 --> T13243 : 1
Pre[771,327]: 1
P751 --> T13243 : 2
Pre[771,408]: 2
T13243: P185' := P185 + 4
IM[771,185]: 4
T13243: P240' := P240 + 1
IM[771,358]: 1
T13243: P567' := P567 - 1
IM[771,243]: -1
T13243: P190' := P190 - 1
IM[771,363]: -1
T13243: P193' := P193 - 6
IM[771,184]: -6
T13243: P648' := P648 - 1
IM[771,327]: -1
T13243: P751' := P751 - 2
IM[771,408]: -2
T13243: P584' := P584 + 1
IM[771,437]: 1
T13243: P530' := P530 + 2
IM[771,435]: 2
P710 --> T13242 : 1
Pre[772,172]: 1
P133 --> T13242 : 1
Pre[772,307]: 1
P648 --> T13242 : 2
Pre[772,327]: 2
P19 --> T13242 : 1
Pre[772,449]: 1
P193 --> T13242 : 6
Pre[772,184]: 6
T13242: P710' := P710 - 1
IM[772,172]: -1
T13242: P215' := P215 + 1
IM[772,365]: 1
T13242: P133' := P133 - 1
IM[772,307]: -1
T13242: P648' := P648 - 2
IM[772,327]: -2
T13242: P19' := P19 - 1
IM[772,449]: -1
T13242: P193' := P193 - 6
IM[772,184]: -6
T13242: P652' := P652 + 2
IM[772,393]: 2
T13242: P185' := P185 + 4
IM[772,185]: 4
T13242: P137' := P137 + 1
IM[772,280]: 1
P648 --> T13241 : 2
Pre[773,327]: 2
P751 --> T13241 : 1
Pre[773,408]: 1
P306 --> T13241 : 1
Pre[773,407]: 1
P193 --> T13241 : 7
Pre[773,184]: 7
T13241: P721' := P721 + 3
IM[773,192]: 3
T13241: P648' := P648 - 2
IM[773,327]: -2
T13241: P761' := P761 + 1
IM[773,456]: 1
T13241: P751' := P751 - 1
IM[773,408]: -1
T13241: P306' := P306 - 1
IM[773,407]: -1
T13241: P667' := P667 + 2
IM[773,440]: 2
T13241: P193' := P193 - 7
IM[773,184]: -7
P133 --> T13240 : 1
Pre[774,307]: 1
P295 --> T13240 : 1
Pre[774,258]: 1
P472 --> T13240 : 1
Pre[774,334]: 1
P751 --> T13240 : 1
Pre[774,408]: 1
P193 --> T13240 : 7
Pre[774,184]: 7
T13240: P133' := P133 - 1
IM[774,307]: -1
T13240: P295' := P295 - 1
IM[774,258]: -1
T13240: P457' := P457 + 1
IM[774,347]: 1
T13240: P472' := P472 - 1
IM[774,334]: -1
T13240: P721' := P721 + 3
IM[774,192]: 3
T13240: P586' := P586 + 1
IM[774,379]: 1
T13240: P751' := P751 - 1
IM[774,408]: -1
T13240: P193' := P193 - 7
IM[774,184]: -7
T13240: P242' := P242 + 1
IM[774,216]: 1
P751 --> T13239 : 1
Pre[775,408]: 1
P190 --> T13239 : 1
Pre[775,363]: 1
P16 --> T13239 : 1
Pre[775,215]: 1
P193 --> T13239 : 6
Pre[775,184]: 6
P295 --> T13239 : 2
Pre[775,258]: 2
T13239: P185' := P185 + 4
IM[775,185]: 4
T13239: P677' := P677 + 1
IM[775,409]: 1
T13239: P751' := P751 - 1
IM[775,408]: -1
T13239: P190' := P190 - 1
IM[775,363]: -1
T13239: P16' := P16 - 1
IM[775,215]: -1
T13239: P193' := P193 - 6
IM[775,184]: -6
T13239: P257' := P257 + 2
IM[775,236]: 2
T13239: P295' := P295 - 2
IM[775,258]: -2
T13239: P555' := P555 + 1
IM[775,368]: 1
P751 --> T13238 : 1
Pre[776,408]: 1
P295 --> T13238 : 1
Pre[776,258]: 1
P648 --> T13238 : 1
Pre[776,327]: 1
P193 --> T13238 : 6
Pre[776,184]: 6
P190 --> T13238 : 1
Pre[776,363]: 1
P211 --> T13238 : 1
Pre[776,335]: 1
T13238: P692' := P692 + 1
IM[776,287]: 1
T13238: P751' := P751 - 1
IM[776,408]: -1
T13238: P798' := P798 + 1
IM[776,301]: 1
T13238: P295' := P295 - 1
IM[776,258]: -1
T13238: P328' := P328 + 1
IM[776,425]: 1
T13238: P648' := P648 - 1
IM[776,327]: -1
T13238: P193' := P193 - 6
IM[776,184]: -6
T13238: P185' := P185 + 4
IM[776,185]: 4
T13238: P427' := P427 + 1
IM[776,322]: 1
T13238: P190' := P190 - 1
IM[776,363]: -1
T13238: P211' := P211 - 1
IM[776,335]: -1
P648 --> T13237 : 1
Pre[777,327]: 1
P567 --> T13237 : 1
Pre[777,243]: 1
P193 --> T13237 : 6
Pre[777,184]: 6
P295 --> T13237 : 2
Pre[777,258]: 2
P19 --> T13237 : 1
Pre[777,449]: 1
T13237: P648' := P648 - 1
IM[777,327]: -1
T13237: P37' := P37 + 1
IM[777,219]: 1
T13237: P185' := P185 + 4
IM[777,185]: 4
T13237: P567' := P567 - 1
IM[777,243]: -1
T13237: P193' := P193 - 6
IM[777,184]: -6
T13237: P295' := P295 - 2
IM[777,258]: -2
T13237: P240' := P240 + 1
IM[777,358]: 1
T13237: P19' := P19 - 1
IM[777,449]: -1
T13237: P79' := P79 + 2
IM[777,218]: 2
P306 --> T13236 : 1
Pre[778,407]: 1
P295 --> T13236 : 2
Pre[778,258]: 2
P193 --> T13236 : 6
Pre[778,184]: 6
P133 --> T13236 : 2
Pre[778,307]: 2
T13236: P591' := P591 + 2
IM[778,202]: 2
T13236: P306' := P306 - 1
IM[778,407]: -1
T13236: P295' := P295 - 2
IM[778,258]: -2
T13236: P185' := P185 + 4
IM[778,185]: 4
T13236: P193' := P193 - 6
IM[778,184]: -6
T13236: P345' := P345 + 2
IM[778,415]: 2
T13236: P133' := P133 - 2
IM[778,307]: -2
P133 --> T13235 : 1
Pre[779,307]: 1
P190 --> T13235 : 2
Pre[779,363]: 2
P193 --> T13235 : 6
Pre[779,184]: 6
P567 --> T13235 : 1
Pre[779,243]: 1
P751 --> T13235 : 1
Pre[779,408]: 1
T13235: P185' := P185 + 4
IM[779,185]: 4
T13235: P530' := P530 + 1
IM[779,435]: 1
T13235: P133' := P133 - 1
IM[779,307]: -1
T13235: P190' := P190 - 2
IM[779,363]: -2
T13235: P584' := P584 + 2
IM[779,437]: 2
T13235: P193' := P193 - 6
IM[779,184]: -6
T13235: P567' := P567 - 1
IM[779,243]: -1
T13235: P751' := P751 - 1
IM[779,408]: -1
T13235: P352' := P352 + 1
IM[779,331]: 1
P193 --> T13234 : 6
Pre[780,184]: 6
P472 --> T13234 : 1
Pre[780,334]: 1
P751 --> T13234 : 2
Pre[780,408]: 2
P190 --> T13234 : 2
Pre[780,363]: 2
T13234: P193' := P193 - 6
IM[780,184]: -6
T13234: P185' := P185 + 4
IM[780,185]: 4
T13234: P472' := P472 - 1
IM[780,334]: -1
T13234: P751' := P751 - 2
IM[780,408]: -2
T13234: P65' := P65 + 2
IM[780,336]: 2
T13234: P242' := P242 + 2
IM[780,216]: 2
T13234: P190' := P190 - 2
IM[780,363]: -2
P710 --> T13233 : 1
Pre[781,172]: 1
P193 --> T13233 : 6
Pre[781,184]: 6
P19 --> T13233 : 2
Pre[781,449]: 2
P648 --> T13233 : 1
Pre[781,327]: 1
P751 --> T13233 : 1
Pre[781,408]: 1
T13233: P565' := P565 + 1
IM[781,315]: 1
T13233: P710' := P710 - 1
IM[781,172]: -1
T13233: P193' := P193 - 6
IM[781,184]: -6
T13233: P19' := P19 - 2
IM[781,449]: -2
T13233: P648' := P648 - 1
IM[781,327]: -1
T13233: P185' := P185 + 4
IM[781,185]: 4
T13233: P215' := P215 + 2
IM[781,365]: 2
T13233: P751' := P751 - 1
IM[781,408]: -1
T13233: P652' := P652 + 1
IM[781,393]: 1
P19 --> T13232 : 1
Pre[782,449]: 1
P193 --> T13232 : 6
Pre[782,184]: 6
P472 --> T13232 : 1
Pre[782,334]: 1
P190 --> T13232 : 1
Pre[782,363]: 1
P648 --> T13232 : 2
Pre[782,327]: 2
T13232: P185' := P185 + 4
IM[782,185]: 4
T13232: P19' := P19 - 1
IM[782,449]: -1
T13232: P193' := P193 - 6
IM[782,184]: -6
T13232: P472' := P472 - 1
IM[782,334]: -1
T13232: P706' := P706 + 1
IM[782,362]: 1
T13232: P465' := P465 + 2
IM[782,389]: 2
T13232: P190' := P190 - 1
IM[782,363]: -1
T13232: P648' := P648 - 2
IM[782,327]: -2
T13232: P65' := P65 + 1
IM[782,336]: 1
P19 --> T13231 : 1
Pre[783,449]: 1
P295 --> T13231 : 2
Pre[783,258]: 2
P648 --> T13231 : 1
Pre[783,327]: 1
P193 --> T13231 : 6
Pre[783,184]: 6
P567 --> T13231 : 1
Pre[783,243]: 1
T13231: P19' := P19 - 1
IM[783,449]: -1
T13231: P37' := P37 + 1
IM[783,219]: 1
T13231: P79' := P79 + 2
IM[783,218]: 2
T13231: P185' := P185 + 4
IM[783,185]: 4
T13231: P295' := P295 - 2
IM[783,258]: -2
T13231: P648' := P648 - 1
IM[783,327]: -1
T13231: P193' := P193 - 6
IM[783,184]: -6
T13231: P567' := P567 - 1
IM[783,243]: -1
T13231: P240' := P240 + 1
IM[783,358]: 1
P751 --> T13230 : 1
Pre[784,408]: 1
P295 --> T13230 : 1
Pre[784,258]: 1
P211 --> T13230 : 1
Pre[784,335]: 1
P193 --> T13230 : 6
Pre[784,184]: 6
P133 --> T13230 : 2
Pre[784,307]: 2
T13230: P751' := P751 - 1
IM[784,408]: -1
T13230: P494' := P494 + 2
IM[784,265]: 2
T13230: P295' := P295 - 1
IM[784,258]: -1
T13230: P692' := P692 + 1
IM[784,287]: 1
T13230: P211' := P211 - 1
IM[784,335]: -1
T13230: P328' := P328 + 1
IM[784,425]: 1
T13230: P193' := P193 - 6
IM[784,184]: -6
T13230: P185' := P185 + 4
IM[784,185]: 4
T13230: P133' := P133 - 2
IM[784,307]: -2
P190 --> T13229 : 1
Pre[785,363]: 1
P710 --> T13229 : 1
Pre[785,172]: 1
P193 --> T13229 : 6
Pre[785,184]: 6
P648 --> T13229 : 2
Pre[785,327]: 2
P295 --> T13229 : 1
Pre[785,258]: 1
T13229: P190' := P190 - 1
IM[785,363]: -1
T13229: P710' := P710 - 1
IM[785,172]: -1
T13229: P193' := P193 - 6
IM[785,184]: -6
T13229: P408' := P408 + 1
IM[785,420]: 1
T13229: P185' := P185 + 4
IM[785,185]: 4
T13229: P648' := P648 - 2
IM[785,327]: -2
T13229: P295' := P295 - 1
IM[785,258]: -1
T13229: P652' := P652 + 2
IM[785,393]: 2
T13229: P355' := P355 + 1
IM[785,319]: 1
P16 --> T13228 : 1
Pre[786,215]: 1
P295 --> T13228 : 2
Pre[786,258]: 2
P193 --> T13228 : 6
Pre[786,184]: 6
P190 --> T13228 : 1
Pre[786,363]: 1
P751 --> T13228 : 1
Pre[786,408]: 1
T13228: P555' := P555 + 1
IM[786,368]: 1
T13228: P16' := P16 - 1
IM[786,215]: -1
T13228: P257' := P257 + 2
IM[786,236]: 2
T13228: P677' := P677 + 1
IM[786,409]: 1
T13228: P185' := P185 + 4
IM[786,185]: 4
T13228: P295' := P295 - 2
IM[786,258]: -2
T13228: P193' := P193 - 6
IM[786,184]: -6
T13228: P190' := P190 - 1
IM[786,363]: -1
T13228: P751' := P751 - 1
IM[786,408]: -1
P684 --> T13227 : 1
Pre[787,212]: 1
P483 --> T13227 : 1
Pre[787,27]: 1
T13227: P684' := P684 - 1
IM[787,212]: -1
T13227: P483' := P483 - 1
IM[787,27]: -1
T13227: P20' := P20 + 1
IM[787,0]: 1
T13227: P411' := P411 + 1
IM[787,199]: 1
P193 --> T13226 : 6
Pre[788,184]: 6
P16 --> T13226 : 1
Pre[788,215]: 1
P648 --> T13226 : 1
Pre[788,327]: 1
P751 --> T13226 : 1
Pre[788,408]: 1
P295 --> T13226 : 1
Pre[788,258]: 1
P133 --> T13226 : 1
Pre[788,307]: 1
T13226: P193' := P193 - 6
IM[788,184]: -6
T13226: P257' := P257 + 1
IM[788,236]: 1
T13226: P677' := P677 + 1
IM[788,409]: 1
T13226: P16' := P16 - 1
IM[788,215]: -1
T13226: P105' := P105 + 1
IM[788,293]: 1
T13226: P648' := P648 - 1
IM[788,327]: -1
T13226: P185' := P185 + 4
IM[788,185]: 4
T13226: P570' := P570 + 1
IM[788,296]: 1
T13226: P751' := P751 - 1
IM[788,408]: -1
T13226: P295' := P295 - 1
IM[788,258]: -1
T13226: P133' := P133 - 1
IM[788,307]: -1
P710 --> T13225 : 1
Pre[789,172]: 1
P190 --> T13225 : 3
Pre[789,363]: 3
P193 --> T13225 : 7
Pre[789,184]: 7
T13225: P710' := P710 - 1
IM[789,172]: -1
T13225: P190' := P190 - 3
IM[789,363]: -3
T13225: P721' := P721 + 3
IM[789,192]: 3
T13225: P408' := P408 + 3
IM[789,420]: 3
T13225: P193' := P193 - 7
IM[789,184]: -7
P751 --> T13224 : 1
Pre[790,408]: 1
P19 --> T13224 : 1
Pre[790,449]: 1
P193 --> T13224 : 6
Pre[790,184]: 6
P648 --> T13224 : 1
Pre[790,327]: 1
P190 --> T13224 : 1
Pre[790,363]: 1
P710 --> T13224 : 1
Pre[790,172]: 1
T13224: P565' := P565 + 1
IM[790,315]: 1
T13224: P215' := P215 + 1
IM[790,365]: 1
T13224: P751' := P751 - 1
IM[790,408]: -1
T13224: P408' := P408 + 1
IM[790,420]: 1
T13224: P19' := P19 - 1
IM[790,449]: -1
T13224: P652' := P652 + 1
IM[790,393]: 1
T13224: P193' := P193 - 6
IM[790,184]: -6
T13224: P185' := P185 + 4
IM[790,185]: 4
T13224: P648' := P648 - 1
IM[790,327]: -1
T13224: P190' := P190 - 1
IM[790,363]: -1
T13224: P710' := P710 - 1
IM[790,172]: -1
P751 --> T13223 : 1
Pre[791,408]: 1
P19 --> T13223 : 1
Pre[791,449]: 1
P710 --> T13223 : 1
Pre[791,172]: 1
P193 --> T13223 : 6
Pre[791,184]: 6
P133 --> T13223 : 1
Pre[791,307]: 1
P295 --> T13223 : 1
Pre[791,258]: 1
T13223: P137' := P137 + 1
IM[791,280]: 1
T13223: P185' := P185 + 4
IM[791,185]: 4
T13223: P565' := P565 + 1
IM[791,315]: 1
T13223: P751' := P751 - 1
IM[791,408]: -1
T13223: P19' := P19 - 1
IM[791,449]: -1
T13223: P710' := P710 - 1
IM[791,172]: -1
T13223: P193' := P193 - 6
IM[791,184]: -6
T13223: P133' := P133 - 1
IM[791,307]: -1
T13223: P215' := P215 + 1
IM[791,365]: 1
T13223: P355' := P355 + 1
IM[791,319]: 1
T13223: P295' := P295 - 1
IM[791,258]: -1
P193 --> T13222 : 6
Pre[792,184]: 6
P19 --> T13222 : 2
Pre[792,449]: 2
P710 --> T13222 : 1
Pre[792,172]: 1
P295 --> T13222 : 2
Pre[792,258]: 2
T13222: P193' := P193 - 6
IM[792,184]: -6
T13222: P19' := P19 - 2
IM[792,449]: -2
T13222: P185' := P185 + 4
IM[792,185]: 4
T13222: P710' := P710 - 1
IM[792,172]: -1
T13222: P295' := P295 - 2
IM[792,258]: -2
T13222: P355' := P355 + 2
IM[792,319]: 2
T13222: P215' := P215 + 2
IM[792,365]: 2
P648 --> T13221 : 1
Pre[793,327]: 1
P193 --> T13221 : 6
Pre[793,184]: 6
P472 --> T13221 : 1
Pre[793,334]: 1
P295 --> T13221 : 1
Pre[793,258]: 1
P19 --> T13221 : 1
Pre[793,449]: 1
P133 --> T13221 : 1
Pre[793,307]: 1
T13221: P648' := P648 - 1
IM[793,327]: -1
T13221: P193' := P193 - 6
IM[793,184]: -6
T13221: P586' := P586 + 1
IM[793,379]: 1
T13221: P472' := P472 - 1
IM[793,334]: -1
T13221: P295' := P295 - 1
IM[793,258]: -1
T13221: P19' := P19 - 1
IM[793,449]: -1
T13221: P457' := P457 + 1
IM[793,347]: 1
T13221: P706' := P706 + 1
IM[793,362]: 1
T13221: P465' := P465 + 1
IM[793,389]: 1
T13221: P133' := P133 - 1
IM[793,307]: -1
T13221: P185' := P185 + 4
IM[793,185]: 4
P475 --> T13220 : 1
Pre[794,246]: 1
P416 --> T13220 : 1
Pre[794,560]: 1
P295 --> T13220 : 1
Pre[794,258]: 1
T13220: P475' := P475 - 1
IM[794,246]: -1
T13220: P416' := P416 - 1
IM[794,560]: -1
T13220: P705' := P705 + 1
IM[794,583]: 1
P648 --> T13219 : 2
Pre[795,327]: 2
P193 --> T13219 : 6
Pre[795,184]: 6
P640 --> T13219 : 1
Pre[795,355]: 1
P19 --> T13219 : 1
Pre[795,449]: 1
P751 --> T13219 : 1
Pre[795,408]: 1
T13219: P111' := P111 + 1
IM[795,411]: 1
T13219: P648' := P648 - 2
IM[795,327]: -2
T13219: P326' := P326 + 2
IM[795,346]: 2
T13219: P185' := P185 + 4
IM[795,185]: 4
T13219: P462' := P462 + 1
IM[795,410]: 1
T13219: P193' := P193 - 6
IM[795,184]: -6
T13219: P640' := P640 - 1
IM[795,355]: -1
T13219: P19' := P19 - 1
IM[795,449]: -1
T13219: P751' := P751 - 1
IM[795,408]: -1
P648 --> T13218 : 2
Pre[796,327]: 2
P193 --> T13218 : 6
Pre[796,184]: 6
P295 --> T13218 : 1
Pre[796,258]: 1
P751 --> T13218 : 1
Pre[796,408]: 1
P5 --> T13218 : 1
Pre[796,384]: 1
T13218: P648' := P648 - 2
IM[796,327]: -2
T13218: P214' := P214 + 1
IM[796,432]: 1
T13218: P67' := P67 + 1
IM[796,414]: 1
T13218: P185' := P185 + 4
IM[796,185]: 4
T13218: P193' := P193 - 6
IM[796,184]: -6
T13218: P568' := P568 + 2
IM[796,385]: 2
T13218: P295' := P295 - 1
IM[796,258]: -1
T13218: P751' := P751 - 1
IM[796,408]: -1
T13218: P5' := P5 - 1
IM[796,384]: -1
P710 --> T13217 : 1
Pre[797,172]: 1
P295 --> T13217 : 3
Pre[797,258]: 3
P190 --> T13217 : 1
Pre[797,363]: 1
P193 --> T13217 : 6
Pre[797,184]: 6
T13217: P710' := P710 - 1
IM[797,172]: -1
T13217: P185' := P185 + 4
IM[797,185]: 4
T13217: P355' := P355 + 3
IM[797,319]: 3
T13217: P295' := P295 - 3
IM[797,258]: -3
T13217: P190' := P190 - 1
IM[797,363]: -1
T13217: P408' := P408 + 1
IM[797,420]: 1
T13217: P193' := P193 - 6
IM[797,184]: -6
P5 --> T13216 : 1
Pre[798,384]: 1
P190 --> T13216 : 1
Pre[798,363]: 1
P193 --> T13216 : 6
Pre[798,184]: 6
P751 --> T13216 : 3
Pre[798,408]: 3
T13216: P185' := P185 + 4
IM[798,185]: 4
T13216: P5' := P5 - 1
IM[798,384]: -1
T13216: P190' := P190 - 1
IM[798,363]: -1
T13216: P67' := P67 + 3
IM[798,414]: 3
T13216: P193' := P193 - 6
IM[798,184]: -6
T13216: P340' := P340 + 1
IM[798,461]: 1
T13216: P751' := P751 - 3
IM[798,408]: -3
P5 --> T13215 : 1
Pre[799,384]: 1
P190 --> T13215 : 1
Pre[799,363]: 1
P19 --> T13215 : 1
Pre[799,449]: 1
P193 --> T13215 : 7
Pre[799,184]: 7
P648 --> T13215 : 1
Pre[799,327]: 1
T13215: P5' := P5 - 1
IM[799,384]: -1
T13215: P568' := P568 + 1
IM[799,385]: 1
T13215: P552' := P552 + 1
IM[799,442]: 1
T13215: P190' := P190 - 1
IM[799,363]: -1
T13215: P19' := P19 - 1
IM[799,449]: -1
T13215: P340' := P340 + 1
IM[799,461]: 1
T13215: P193' := P193 - 7
IM[799,184]: -7
T13215: P721' := P721 + 3
IM[799,192]: 3
T13215: P648' := P648 - 1
IM[799,327]: -1
P190 --> T13214 : 2
Pre[800,363]: 2
P5 --> T13214 : 1
Pre[800,384]: 1
P133 --> T13214 : 2
Pre[800,307]: 2
P193 --> T13214 : 6
Pre[800,184]: 6
T13214: P190' := P190 - 2
IM[800,363]: -2
T13214: P5' := P5 - 1
IM[800,384]: -1
T13214: P340' := P340 + 2
IM[800,461]: 2
T13214: P185' := P185 + 4
IM[800,185]: 4
T13214: P668' := P668 + 2
IM[800,447]: 2
T13214: P133' := P133 - 2
IM[800,307]: -2
T13214: P193' := P193 - 6
IM[800,184]: -6
P710 --> T13213 : 1
Pre[801,172]: 1
P295 --> T13213 : 2
Pre[801,258]: 2
P193 --> T13213 : 6
Pre[801,184]: 6
P751 --> T13213 : 1
Pre[801,408]: 1
P648 --> T13213 : 1
Pre[801,327]: 1
T13213: P710' := P710 - 1
IM[801,172]: -1
T13213: P295' := P295 - 2
IM[801,258]: -2
T13213: P193' := P193 - 6
IM[801,184]: -6
T13213: P185' := P185 + 4
IM[801,185]: 4
T13213: P565' := P565 + 1
IM[801,315]: 1
T13213: P751' := P751 - 1
IM[801,408]: -1
T13213: P355' := P355 + 2
IM[801,319]: 2
T13213: P648' := P648 - 1
IM[801,327]: -1
T13213: P652' := P652 + 1
IM[801,393]: 1
P751 --> T13212 : 3
Pre[802,408]: 3
P190 --> T13212 : 1
Pre[802,363]: 1
P193 --> T13212 : 6
Pre[802,184]: 6
P640 --> T13212 : 1
Pre[802,355]: 1
T13212: P462' := P462 + 3
IM[802,410]: 3
T13212: P751' := P751 - 3
IM[802,408]: -3
T13212: P685' := P685 + 1
IM[802,403]: 1
T13212: P190' := P190 - 1
IM[802,363]: -1
T13212: P193' := P193 - 6
IM[802,184]: -6
T13212: P640' := P640 - 1
IM[802,355]: -1
T13212: P185' := P185 + 4
IM[802,185]: 4
P19 --> T13211 : 1
Pre[803,449]: 1
P16 --> T13211 : 1
Pre[803,215]: 1
P295 --> T13211 : 2
Pre[803,258]: 2
P193 --> T13211 : 6
Pre[803,184]: 6
P133 --> T13211 : 1
Pre[803,307]: 1
T13211: P105' := P105 + 1
IM[803,293]: 1
T13211: P185' := P185 + 4
IM[803,185]: 4
T13211: P19' := P19 - 1
IM[803,449]: -1
T13211: P16' := P16 - 1
IM[803,215]: -1
T13211: P295' := P295 - 2
IM[803,258]: -2
T13211: P257' := P257 + 2
IM[803,236]: 2
T13211: P322' := P322 + 1
IM[803,416]: 1
T13211: P193' := P193 - 6
IM[803,184]: -6
T13211: P133' := P133 - 1
IM[803,307]: -1
P190 --> T13210 : 1
Pre[804,363]: 1
P193 --> T13210 : 6
Pre[804,184]: 6
P211 --> T13210 : 1
Pre[804,335]: 1
P133 --> T13210 : 1
Pre[804,307]: 1
P19 --> T13210 : 1
Pre[804,449]: 1
P751 --> T13210 : 1
Pre[804,408]: 1
T13210: P190' := P190 - 1
IM[804,363]: -1
T13210: P798' := P798 + 1
IM[804,301]: 1
T13210: P193' := P193 - 6
IM[804,184]: -6
T13210: P185' := P185 + 4
IM[804,185]: 4
T13210: P328' := P328 + 1
IM[804,425]: 1
T13210: P211' := P211 - 1
IM[804,335]: -1
T13210: P133' := P133 - 1
IM[804,307]: -1
T13210: P19' := P19 - 1
IM[804,449]: -1
T13210: P494' := P494 + 1
IM[804,265]: 1
T13210: P751' := P751 - 1
IM[804,408]: -1
T13210: P581' := P581 + 1
IM[804,477]: 1
P648 --> T13209 : 2
Pre[805,327]: 2
P190 --> T13209 : 1
Pre[805,363]: 1
P472 --> T13209 : 1
Pre[805,334]: 1
P295 --> T13209 : 1
Pre[805,258]: 1
P193 --> T13209 : 6
Pre[805,184]: 6
T13209: P648' := P648 - 2
IM[805,327]: -2
T13209: P465' := P465 + 2
IM[805,389]: 2
T13209: P190' := P190 - 1
IM[805,363]: -1
T13209: P185' := P185 + 4
IM[805,185]: 4
T13209: P65' := P65 + 1
IM[805,336]: 1
T13209: P472' := P472 - 1
IM[805,334]: -1
T13209: P295' := P295 - 1
IM[805,258]: -1
T13209: P586' := P586 + 1
IM[805,379]: 1
T13209: P193' := P193 - 6
IM[805,184]: -6
P648 --> T13208 : 1
Pre[806,327]: 1
P211 --> T13208 : 1
Pre[806,335]: 1
P295 --> T13208 : 2
Pre[806,258]: 2
P193 --> T13208 : 6
Pre[806,184]: 6
P751 --> T13208 : 1
Pre[806,408]: 1
T13208: P648' := P648 - 1
IM[806,327]: -1
T13208: P328' := P328 + 1
IM[806,425]: 1
T13208: P211' := P211 - 1
IM[806,335]: -1
T13208: P692' := P692 + 2
IM[806,287]: 2
T13208: P185' := P185 + 4
IM[806,185]: 4
T13208: P295' := P295 - 2
IM[806,258]: -2
T13208: P193' := P193 - 6
IM[806,184]: -6
T13208: P427' := P427 + 1
IM[806,322]: 1
T13208: P751' := P751 - 1
IM[806,408]: -1
P193 --> T13207 : 8
Pre[807,184]: 8
P567 --> T13207 : 1
Pre[807,243]: 1
P133 --> T13207 : 1
Pre[807,307]: 1
P648 --> T13207 : 1
Pre[807,327]: 1
T13207: P240' := P240 + 1
IM[807,358]: 1
T13207: P193' := P193 - 8
IM[807,184]: -8
T13207: P352' := P352 + 1
IM[807,331]: 1
T13207: P567' := P567 - 1
IM[807,243]: -1
T13207: P52' := P52 + 2
IM[807,174]: 2
T13207: P133' := P133 - 1
IM[807,307]: -1
T13207: P648' := P648 - 1
IM[807,327]: -1
P193 --> T13206 : 6
Pre[808,184]: 6
P751 --> T13206 : 1
Pre[808,408]: 1
P133 --> T13206 : 1
Pre[808,307]: 1
P648 --> T13206 : 1
Pre[808,327]: 1
P295 --> T13206 : 1
Pre[808,258]: 1
P211 --> T13206 : 1
Pre[808,335]: 1
T13206: P193' := P193 - 6
IM[808,184]: -6
T13206: P751' := P751 - 1
IM[808,408]: -1
T13206: P185' := P185 + 4
IM[808,185]: 4
T13206: P427' := P427 + 1
IM[808,322]: 1
T13206: P133' := P133 - 1
IM[808,307]: -1
T13206: P648' := P648 - 1
IM[808,327]: -1
T13206: P328' := P328 + 1
IM[808,425]: 1
T13206: P295' := P295 - 1
IM[808,258]: -1
T13206: P211' := P211 - 1
IM[808,335]: -1
T13206: P692' := P692 + 1
IM[808,287]: 1
T13206: P494' := P494 + 1
IM[808,265]: 1
P133 --> T13205 : 3
Pre[809,307]: 3
P193 --> T13205 : 6
Pre[809,184]: 6
P567 --> T13205 : 1
Pre[809,243]: 1
P190 --> T13205 : 1
Pre[809,363]: 1
T13205: P352' := P352 + 3
IM[809,331]: 3
T13205: P133' := P133 - 3
IM[809,307]: -3
T13205: P584' := P584 + 1
IM[809,437]: 1
T13205: P193' := P193 - 6
IM[809,184]: -6
T13205: P185' := P185 + 4
IM[809,185]: 4
T13205: P567' := P567 - 1
IM[809,243]: -1
T13205: P190' := P190 - 1
IM[809,363]: -1
P133 --> T13204 : 1
Pre[810,307]: 1
P193 --> T13204 : 6
Pre[810,184]: 6
P640 --> T13204 : 1
Pre[810,355]: 1
P648 --> T13204 : 2
Pre[810,327]: 2
P190 --> T13204 : 1
Pre[810,363]: 1
T13204: P133' := P133 - 1
IM[810,307]: -1
T13204: P185' := P185 + 4
IM[810,185]: 4
T13204: P193' := P193 - 6
IM[810,184]: -6
T13204: P326' := P326 + 2
IM[810,346]: 2
T13204: P227' := P227 + 1
IM[810,344]: 1
T13204: P640' := P640 - 1
IM[810,355]: -1
T13204: P648' := P648 - 2
IM[810,327]: -2
T13204: P685' := P685 + 1
IM[810,403]: 1
T13204: P190' := P190 - 1
IM[810,363]: -1
P190 --> T13203 : 1
Pre[811,363]: 1
P133 --> T13203 : 1
Pre[811,307]: 1
P751 --> T13203 : 1
Pre[811,408]: 1
P472 --> T13203 : 1
Pre[811,334]: 1
P19 --> T13203 : 1
Pre[811,449]: 1
P193 --> T13203 : 6
Pre[811,184]: 6
T13203: P706' := P706 + 1
IM[811,362]: 1
T13203: P457' := P457 + 1
IM[811,347]: 1
T13203: P190' := P190 - 1
IM[811,363]: -1
T13203: P185' := P185 + 4
IM[811,185]: 4
T13203: P133' := P133 - 1
IM[811,307]: -1
T13203: P242' := P242 + 1
IM[811,216]: 1
T13203: P751' := P751 - 1
IM[811,408]: -1
T13203: P65' := P65 + 1
IM[811,336]: 1
T13203: P472' := P472 - 1
IM[811,334]: -1
T13203: P19' := P19 - 1
IM[811,449]: -1
T13203: P193' := P193 - 6
IM[811,184]: -6
P193 --> T13202 : 6
Pre[812,184]: 6
P5 --> T13202 : 1
Pre[812,384]: 1
P751 --> T13202 : 1
Pre[812,408]: 1
P190 --> T13202 : 2
Pre[812,363]: 2
P19 --> T13202 : 1
Pre[812,449]: 1
T13202: P193' := P193 - 6
IM[812,184]: -6
T13202: P67' := P67 + 1
IM[812,414]: 1
T13202: P340' := P340 + 2
IM[812,461]: 2
T13202: P5' := P5 - 1
IM[812,384]: -1
T13202: P751' := P751 - 1
IM[812,408]: -1
T13202: P185' := P185 + 4
IM[812,185]: 4
T13202: P190' := P190 - 2
IM[812,363]: -2
T13202: P19' := P19 - 1
IM[812,449]: -1
T13202: P552' := P552 + 1
IM[812,442]: 1
P190 --> T13201 : 2
Pre[813,363]: 2
P193 --> T13201 : 6
Pre[813,184]: 6
P16 --> T13201 : 1
Pre[813,215]: 1
P751 --> T13201 : 1
Pre[813,408]: 1
P133 --> T13201 : 1
Pre[813,307]: 1
T13201: P190' := P190 - 2
IM[813,363]: -2
T13201: P555' := P555 + 2
IM[813,368]: 2
T13201: P185' := P185 + 4
IM[813,185]: 4
T13201: P677' := P677 + 1
IM[813,409]: 1
T13201: P193' := P193 - 6
IM[813,184]: -6
T13201: P16' := P16 - 1
IM[813,215]: -1
T13201: P105' := P105 + 1
IM[813,293]: 1
T13201: P751' := P751 - 1
IM[813,408]: -1
T13201: P133' := P133 - 1
IM[813,307]: -1
P193 --> T13200 : 6
Pre[814,184]: 6
P295 --> T13200 : 2
Pre[814,258]: 2
P648 --> T13200 : 2
Pre[814,327]: 2
P472 --> T13200 : 1
Pre[814,334]: 1
T13200: P193' := P193 - 6
IM[814,184]: -6
T13200: P295' := P295 - 2
IM[814,258]: -2
T13200: P586' := P586 + 2
IM[814,379]: 2
T13200: P648' := P648 - 2
IM[814,327]: -2
T13200: P472' := P472 - 1
IM[814,334]: -1
T13200: P185' := P185 + 4
IM[814,185]: 4
T13200: P465' := P465 + 2
IM[814,389]: 2
P567 --> T13199 : 1
Pre[815,243]: 1
P133 --> T13199 : 1
Pre[815,307]: 1
P19 --> T13199 : 1
Pre[815,449]: 1
P193 --> T13199 : 6
Pre[815,184]: 6
P751 --> T13199 : 1
Pre[815,408]: 1
P648 --> T13199 : 1
Pre[815,327]: 1
T13199: P567' := P567 - 1
IM[815,243]: -1
T13199: P240' := P240 + 1
IM[815,358]: 1
T13199: P133' := P133 - 1
IM[815,307]: -1
T13199: P530' := P530 + 1
IM[815,435]: 1
T13199: P185' := P185 + 4
IM[815,185]: 4
T13199: P352' := P352 + 1
IM[815,331]: 1
T13199: P19' := P19 - 1
IM[815,449]: -1
T13199: P193' := P193 - 6
IM[815,184]: -6
T13199: P751' := P751 - 1
IM[815,408]: -1
T13199: P648' := P648 - 1
IM[815,327]: -1
T13199: P37' := P37 + 1
IM[815,219]: 1
P295 --> T13198 : 2
Pre[816,258]: 2
P211 --> T13198 : 1
Pre[816,335]: 1
P193 --> T13198 : 6
Pre[816,184]: 6
P133 --> T13198 : 1
Pre[816,307]: 1
P751 --> T13198 : 1
Pre[816,408]: 1
T13198: P295' := P295 - 2
IM[816,258]: -2
T13198: P211' := P211 - 1
IM[816,335]: -1
T13198: P193' := P193 - 6
IM[816,184]: -6
T13198: P133' := P133 - 1
IM[816,307]: -1
T13198: P692' := P692 + 2
IM[816,287]: 2
T13198: P751' := P751 - 1
IM[816,408]: -1
T13198: P328' := P328 + 1
IM[816,425]: 1
T13198: P185' := P185 + 4
IM[816,185]: 4
T13198: P494' := P494 + 1
IM[816,265]: 1
P648 --> T13197 : 1
Pre[817,327]: 1
P19 --> T13197 : 1
Pre[817,449]: 1
P295 --> T13197 : 1
Pre[817,258]: 1
P710 --> T13197 : 1
Pre[817,172]: 1
P133 --> T13197 : 1
Pre[817,307]: 1
P193 --> T13197 : 6
Pre[817,184]: 6
T13197: P648' := P648 - 1
IM[817,327]: -1
T13197: P355' := P355 + 1
IM[817,319]: 1
T13197: P652' := P652 + 1
IM[817,393]: 1
T13197: P19' := P19 - 1
IM[817,449]: -1
T13197: P185' := P185 + 4
IM[817,185]: 4
T13197: P295' := P295 - 1
IM[817,258]: -1
T13197: P137' := P137 + 1
IM[817,280]: 1
T13197: P710' := P710 - 1
IM[817,172]: -1
T13197: P133' := P133 - 1
IM[817,307]: -1
T13197: P193' := P193 - 6
IM[817,184]: -6
T13197: P215' := P215 + 1
IM[817,365]: 1
P211 --> T13196 : 1
Pre[818,335]: 1
P193 --> T13196 : 6
Pre[818,184]: 6
P19 --> T13196 : 1
Pre[818,449]: 1
P190 --> T13196 : 1
Pre[818,363]: 1
P648 --> T13196 : 1
Pre[818,327]: 1
P133 --> T13196 : 1
Pre[818,307]: 1
T13196: P211' := P211 - 1
IM[818,335]: -1
T13196: P185' := P185 + 4
IM[818,185]: 4
T13196: P193' := P193 - 6
IM[818,184]: -6
T13196: P19' := P19 - 1
IM[818,449]: -1
T13196: P494' := P494 + 1
IM[818,265]: 1
T13196: P798' := P798 + 1
IM[818,301]: 1
T13196: P190' := P190 - 1
IM[818,363]: -1
T13196: P648' := P648 - 1
IM[818,327]: -1
T13196: P581' := P581 + 1
IM[818,477]: 1
T13196: P133' := P133 - 1
IM[818,307]: -1
T13196: P427' := P427 + 1
IM[818,322]: 1
P190 --> T13195 : 1
Pre[819,363]: 1
P648 --> T13195 : 2
Pre[819,327]: 2
P472 --> T13195 : 1
Pre[819,334]: 1
P193 --> T13195 : 6
Pre[819,184]: 6
P19 --> T13195 : 1
Pre[819,449]: 1
T13195: P65' := P65 + 1
IM[819,336]: 1
T13195: P190' := P190 - 1
IM[819,363]: -1
T13195: P465' := P465 + 2
IM[819,389]: 2
T13195: P648' := P648 - 2
IM[819,327]: -2
T13195: P706' := P706 + 1
IM[819,362]: 1
T13195: P472' := P472 - 1
IM[819,334]: -1
T13195: P193' := P193 - 6
IM[819,184]: -6
T13195: P185' := P185 + 4
IM[819,185]: 4
T13195: P19' := P19 - 1
IM[819,449]: -1
P193 --> T13194 : 6
Pre[820,184]: 6
P295 --> T13194 : 1
Pre[820,258]: 1
P648 --> T13194 : 2
Pre[820,327]: 2
P710 --> T13194 : 1
Pre[820,172]: 1
P190 --> T13194 : 1
Pre[820,363]: 1
T13194: P193' := P193 - 6
IM[820,184]: -6
T13194: P295' := P295 - 1
IM[820,258]: -1
T13194: P408' := P408 + 1
IM[820,420]: 1
T13194: P648' := P648 - 2
IM[820,327]: -2
T13194: P355' := P355 + 1
IM[820,319]: 1
T13194: P652' := P652 + 2
IM[820,393]: 2
T13194: P710' := P710 - 1
IM[820,172]: -1
T13194: P185' := P185 + 4
IM[820,185]: 4
T13194: P190' := P190 - 1
IM[820,363]: -1
P751 --> T13193 : 1
Pre[821,408]: 1
P472 --> T13193 : 1
Pre[821,334]: 1
P19 --> T13193 : 1
Pre[821,449]: 1
P193 --> T13193 : 7
Pre[821,184]: 7
P648 --> T13193 : 1
Pre[821,327]: 1
T13193: P751' := P751 - 1
IM[821,408]: -1
T13193: P721' := P721 + 3
IM[821,192]: 3
T13193: P472' := P472 - 1
IM[821,334]: -1
T13193: P242' := P242 + 1
IM[821,216]: 1
T13193: P19' := P19 - 1
IM[821,449]: -1
T13193: P193' := P193 - 7
IM[821,184]: -7
T13193: P465' := P465 + 1
IM[821,389]: 1
T13193: P706' := P706 + 1
IM[821,362]: 1
T13193: P648' := P648 - 1
IM[821,327]: -1
P751 --> T13192 : 3
Pre[822,408]: 3
P193 --> T13192 : 6
Pre[822,184]: 6
P5 --> T13192 : 1
Pre[822,384]: 1
P19 --> T13192 : 1
Pre[822,449]: 1
T13192: P751' := P751 - 3
IM[822,408]: -3
T13192: P193' := P193 - 6
IM[822,184]: -6
T13192: P5' := P5 - 1
IM[822,384]: -1
T13192: P67' := P67 + 3
IM[822,414]: 3
T13192: P552' := P552 + 1
IM[822,442]: 1
T13192: P185' := P185 + 4
IM[822,185]: 4
T13192: P19' := P19 - 1
IM[822,449]: -1
P193 --> T13191 : 6
Pre[823,184]: 6
P190 --> T13191 : 1
Pre[823,363]: 1
P295 --> T13191 : 1
Pre[823,258]: 1
P211 --> T13191 : 1
Pre[823,335]: 1
P648 --> T13191 : 2
Pre[823,327]: 2
T13191: P427' := P427 + 2
IM[823,322]: 2
T13191: P193' := P193 - 6
IM[823,184]: -6
T13191: P190' := P190 - 1
IM[823,363]: -1
T13191: P692' := P692 + 1
IM[823,287]: 1
T13191: P185' := P185 + 4
IM[823,185]: 4
T13191: P295' := P295 - 1
IM[823,258]: -1
T13191: P798' := P798 + 1
IM[823,301]: 1
T13191: P211' := P211 - 1
IM[823,335]: -1
T13191: P648' := P648 - 2
IM[823,327]: -2
P133 --> T13190 : 1
Pre[824,307]: 1
P19 --> T13190 : 1
Pre[824,449]: 1
P193 --> T13190 : 7
Pre[824,184]: 7
P648 --> T13190 : 1
Pre[824,327]: 1
P5 --> T13190 : 1
Pre[824,384]: 1
T13190: P133' := P133 - 1
IM[824,307]: -1
T13190: P19' := P19 - 1
IM[824,449]: -1
T13190: P568' := P568 + 1
IM[824,385]: 1
T13190: P721' := P721 + 3
IM[824,192]: 3
T13190: P552' := P552 + 1
IM[824,442]: 1
T13190: P193' := P193 - 7
IM[824,184]: -7
T13190: P668' := P668 + 1
IM[824,447]: 1
T13190: P648' := P648 - 1
IM[824,327]: -1
T13190: P5' := P5 - 1
IM[824,384]: -1
P190 --> T13189 : 1
Pre[825,363]: 1
P306 --> T13189 : 1
Pre[825,407]: 1
P193 --> T13189 : 6
Pre[825,184]: 6
P19 --> T13189 : 3
Pre[825,449]: 3
T13189: P190' := P190 - 1
IM[825,363]: -1
T13189: P185' := P185 + 4
IM[825,185]: 4
T13189: P306' := P306 - 1
IM[825,407]: -1
T13189: P249' := P249 + 1
IM[825,381]: 1
T13189: P193' := P193 - 6
IM[825,184]: -6
T13189: P19' := P19 - 3
IM[825,449]: -3
T13189: P480' := P480 + 3
IM[825,418]: 3
P648 --> T13188 : 1
Pre[826,327]: 1
P193 --> T13188 : 6
Pre[826,184]: 6
P751 --> T13188 : 2
Pre[826,408]: 2
P640 --> T13188 : 1
Pre[826,355]: 1
P133 --> T13188 : 1
Pre[826,307]: 1
T13188: P227' := P227 + 1
IM[826,344]: 1
T13188: P648' := P648 - 1
IM[826,327]: -1
T13188: P326' := P326 + 1
IM[826,346]: 1
T13188: P462' := P462 + 2
IM[826,410]: 2
T13188: P193' := P193 - 6
IM[826,184]: -6
T13188: P751' := P751 - 2
IM[826,408]: -2
T13188: P640' := P640 - 1
IM[826,355]: -1
T13188: P133' := P133 - 1
IM[826,307]: -1
T13188: P185' := P185 + 4
IM[826,185]: 4
P133 --> T13187 : 1
Pre[827,307]: 1
P295 --> T13187 : 2
Pre[827,258]: 2
P710 --> T13187 : 1
Pre[827,172]: 1
P193 --> T13187 : 7
Pre[827,184]: 7
T13187: P137' := P137 + 1
IM[827,280]: 1
T13187: P355' := P355 + 2
IM[827,319]: 2
T13187: P133' := P133 - 1
IM[827,307]: -1
T13187: P295' := P295 - 2
IM[827,258]: -2
T13187: P710' := P710 - 1
IM[827,172]: -1
T13187: P193' := P193 - 7
IM[827,184]: -7
T13187: P721' := P721 + 3
IM[827,192]: 3
P640 --> T13186 : 1
Pre[828,355]: 1
P751 --> T13186 : 1
Pre[828,408]: 1
P648 --> T13186 : 1
Pre[828,327]: 1
P295 --> T13186 : 1
Pre[828,258]: 1
P133 --> T13186 : 1
Pre[828,307]: 1
P193 --> T13186 : 6
Pre[828,184]: 6
T13186: P462' := P462 + 1
IM[828,410]: 1
T13186: P53' := P53 + 1
IM[828,224]: 1
T13186: P640' := P640 - 1
IM[828,355]: -1
T13186: P751' := P751 - 1
IM[828,408]: -1
T13186: P648' := P648 - 1
IM[828,327]: -1
T13186: P227' := P227 + 1
IM[828,344]: 1
T13186: P185' := P185 + 4
IM[828,185]: 4
T13186: P295' := P295 - 1
IM[828,258]: -1
T13186: P133' := P133 - 1
IM[828,307]: -1
T13186: P326' := P326 + 1
IM[828,346]: 1
T13186: P193' := P193 - 6
IM[828,184]: -6
P648 --> T13185 : 1
Pre[829,327]: 1
P190 --> T13185 : 1
Pre[829,363]: 1
P640 --> T13185 : 1
Pre[829,355]: 1
P19 --> T13185 : 1
Pre[829,449]: 1
P193 --> T13185 : 6
Pre[829,184]: 6
P295 --> T13185 : 1
Pre[829,258]: 1
T13185: P685' := P685 + 1
IM[829,403]: 1
T13185: P648' := P648 - 1
IM[829,327]: -1
T13185: P185' := P185 + 4
IM[829,185]: 4
T13185: P326' := P326 + 1
IM[829,346]: 1
T13185: P190' := P190 - 1
IM[829,363]: -1
T13185: P640' := P640 - 1
IM[829,355]: -1
T13185: P19' := P19 - 1
IM[829,449]: -1
T13185: P53' := P53 + 1
IM[829,224]: 1
T13185: P111' := P111 + 1
IM[829,411]: 1
T13185: P193' := P193 - 6
IM[829,184]: -6
T13185: P295' := P295 - 1
IM[829,258]: -1
P306 --> T13184 : 1
Pre[830,407]: 1
P133 --> T13184 : 1
Pre[830,307]: 1
P19 --> T13184 : 1
Pre[830,449]: 1
P193 --> T13184 : 6
Pre[830,184]: 6
P751 --> T13184 : 1
Pre[830,408]: 1
P648 --> T13184 : 1
Pre[830,327]: 1
T13184: P306' := P306 - 1
IM[830,407]: -1
T13184: P133' := P133 - 1
IM[830,307]: -1
T13184: P19' := P19 - 1
IM[830,449]: -1
T13184: P591' := P591 + 1
IM[830,202]: 1
T13184: P185' := P185 + 4
IM[830,185]: 4
T13184: P193' := P193 - 6
IM[830,184]: -6
T13184: P761' := P761 + 1
IM[830,456]: 1
T13184: P667' := P667 + 1
IM[830,440]: 1
T13184: P751' := P751 - 1
IM[830,408]: -1
T13184: P648' := P648 - 1
IM[830,327]: -1
T13184: P480' := P480 + 1
IM[830,418]: 1
P193 --> T13183 : 6
Pre[831,184]: 6
P710 --> T13183 : 1
Pre[831,172]: 1
P751 --> T13183 : 1
Pre[831,408]: 1
P190 --> T13183 : 1
Pre[831,363]: 1
P295 --> T13183 : 2
Pre[831,258]: 2
T13183: P193' := P193 - 6
IM[831,184]: -6
T13183: P710' := P710 - 1
IM[831,172]: -1
T13183: P185' := P185 + 4
IM[831,185]: 4
T13183: P751' := P751 - 1
IM[831,408]: -1
T13183: P190' := P190 - 1
IM[831,363]: -1
T13183: P295' := P295 - 2
IM[831,258]: -2
T13183: P565' := P565 + 1
IM[831,315]: 1
T13183: P408' := P408 + 1
IM[831,420]: 1
T13183: P355' := P355 + 2
IM[831,319]: 2
P190 --> T13182 : 1
Pre[832,363]: 1
P751 --> T13182 : 1
Pre[832,408]: 1
P5 --> T13182 : 1
Pre[832,384]: 1
P648 --> T13182 : 1
Pre[832,327]: 1
P19 --> T13182 : 1
Pre[832,449]: 1
P193 --> T13182 : 6
Pre[832,184]: 6
T13182: P190' := P190 - 1
IM[832,363]: -1
T13182: P568' := P568 + 1
IM[832,385]: 1
T13182: P751' := P751 - 1
IM[832,408]: -1
T13182: P67' := P67 + 1
IM[832,414]: 1
T13182: P5' := P5 - 1
IM[832,384]: -1
T13182: P340' := P340 + 1
IM[832,461]: 1
T13182: P648' := P648 - 1
IM[832,327]: -1
T13182: P19' := P19 - 1
IM[832,449]: -1
T13182: P193' := P193 - 6
IM[832,184]: -6
T13182: P552' := P552 + 1
IM[832,442]: 1
T13182: P185' := P185 + 4
IM[832,185]: 4
P387 --> T13181 : 1
Pre[833,721]: 1
T13181: P716' := P716 + 1
IM[833,531]: 1
T13181: P493' := P493 + 1
IM[833,566]: 1
T13181: P387' := P387 - 1
IM[833,721]: -1
T13181: P74' := P74 + 1
IM[833,766]: 1
P208 --> T13180 : 1
Pre[834,267]: 1
P336 --> T13180 : 1
Pre[834,5]: 1
T13180: P208' := P208 - 1
IM[834,267]: -1
T13180: P404' := P404 + 1
IM[834,3]: 1
T13180: P336' := P336 - 1
IM[834,5]: -1
T13180: P760' := P760 + 1
IM[834,248]: 1
T13180: P63' := P63 + 1
IM[834,12]: 1
P567 --> T13179 : 1
Pre[835,243]: 1
P190 --> T13179 : 1
Pre[835,363]: 1
P648 --> T13179 : 1
Pre[835,327]: 1
P751 --> T13179 : 1
Pre[835,408]: 1
P193 --> T13179 : 6
Pre[835,184]: 6
P295 --> T13179 : 1
Pre[835,258]: 1
T13179: P567' := P567 - 1
IM[835,243]: -1
T13179: P190' := P190 - 1
IM[835,363]: -1
T13179: P240' := P240 + 1
IM[835,358]: 1
T13179: P185' := P185 + 4
IM[835,185]: 4
T13179: P648' := P648 - 1
IM[835,327]: -1
T13179: P530' := P530 + 1
IM[835,435]: 1
T13179: P79' := P79 + 1
IM[835,218]: 1
T13179: P584' := P584 + 1
IM[835,437]: 1
T13179: P751' := P751 - 1
IM[835,408]: -1
T13179: P193' := P193 - 6
IM[835,184]: -6
T13179: P295' := P295 - 1
IM[835,258]: -1
P572 --> T13178 : 1
Pre[836,88]: 1
T13178: P572' := P572 - 1
IM[836,88]: -1
T13178: P371' := P371 + 1
IM[836,505]: 1
P193 --> T13177 : 6
Pre[837,184]: 6
P306 --> T13177 : 1
Pre[837,407]: 1
P190 --> T13177 : 2
Pre[837,363]: 2
P19 --> T13177 : 2
Pre[837,449]: 2
T13177: P249' := P249 + 2
IM[837,381]: 2
T13177: P193' := P193 - 6
IM[837,184]: -6
T13177: P306' := P306 - 1
IM[837,407]: -1
T13177: P190' := P190 - 2
IM[837,363]: -2
T13177: P480' := P480 + 2
IM[837,418]: 2
T13177: P19' := P19 - 2
IM[837,449]: -2
T13177: P185' := P185 + 4
IM[837,185]: 4
P687 --> T13176 : 1
Pre[838,238]: 1
P555 --> T13176 : 1
Pre[838,368]: 1
T13176: P206' := P206 + 1
IM[838,239]: 1
T13176: P762' := P762 + 1
IM[838,438]: 1
T13176: P687' := P687 - 1
IM[838,238]: -1
T13176: P555' := P555 - 1
IM[838,368]: -1
P133 --> T13175 : 1
Pre[839,307]: 1
P751 --> T13175 : 1
Pre[839,408]: 1
P193 --> T13175 : 6
Pre[839,184]: 6
P5 --> T13175 : 1
Pre[839,384]: 1
P19 --> T13175 : 2
Pre[839,449]: 2
T13175: P133' := P133 - 1
IM[839,307]: -1
T13175: P552' := P552 + 2
IM[839,442]: 2
T13175: P751' := P751 - 1
IM[839,408]: -1
T13175: P668' := P668 + 1
IM[839,447]: 1
T13175: P67' := P67 + 1
IM[839,414]: 1
T13175: P193' := P193 - 6
IM[839,184]: -6
T13175: P5' := P5 - 1
IM[839,384]: -1
T13175: P185' := P185 + 4
IM[839,185]: 4
T13175: P19' := P19 - 2
IM[839,449]: -2
P295 --> T13174 : 2
Pre[840,258]: 2
P567 --> T13174 : 1
Pre[840,243]: 1
P751 --> T13174 : 1
Pre[840,408]: 1
P648 --> T13174 : 1
Pre[840,327]: 1
P193 --> T13174 : 6
Pre[840,184]: 6
T13174: P185' := P185 + 4
IM[840,185]: 4
T13174: P295' := P295 - 2
IM[840,258]: -2
T13174: P567' := P567 - 1
IM[840,243]: -1
T13174: P79' := P79 + 2
IM[840,218]: 2
T13174: P751' := P751 - 1
IM[840,408]: -1
T13174: P240' := P240 + 1
IM[840,358]: 1
T13174: P648' := P648 - 1
IM[840,327]: -1
T13174: P193' := P193 - 6
IM[840,184]: -6
T13174: P530' := P530 + 1
IM[840,435]: 1
P193 --> T13173 : 6
Pre[841,184]: 6
P648 --> T13173 : 2
Pre[841,327]: 2
P19 --> T13173 : 1
Pre[841,449]: 1
P751 --> T13173 : 1
Pre[841,408]: 1
P567 --> T13173 : 1
Pre[841,243]: 1
T13173: P193' := P193 - 6
IM[841,184]: -6
T13173: P648' := P648 - 2
IM[841,327]: -2
T13173: P19' := P19 - 1
IM[841,449]: -1
T13173: P530' := P530 + 1
IM[841,435]: 1
T13173: P240' := P240 + 2
IM[841,358]: 2
T13173: P37' := P37 + 1
IM[841,219]: 1
T13173: P751' := P751 - 1
IM[841,408]: -1
T13173: P185' := P185 + 4
IM[841,185]: 4
T13173: P567' := P567 - 1
IM[841,243]: -1
P144 --> T13172 : 1
Pre[842,28]: 1
P684 --> T13172 : 1
Pre[842,212]: 1
T13172: P144' := P144 - 1
IM[842,28]: -1
T13172: P20' := P20 + 1
IM[842,0]: 1
T13172: P115' := P115 + 1
IM[842,231]: 1
T13172: P684' := P684 - 1
IM[842,212]: -1
P600 --> T13171 : 1
Pre[843,395]: 1
T13171: P512' := P512 + 1
IM[843,444]: 1
T13171: P600' := P600 - 1
IM[843,395]: -1
P295 --> T13170 : 1
Pre[844,258]: 1
P211 --> T13170 : 1
Pre[844,335]: 1
P193 --> T13170 : 6
Pre[844,184]: 6
P751 --> T13170 : 1
Pre[844,408]: 1
P190 --> T13170 : 2
Pre[844,363]: 2
T13170: P295' := P295 - 1
IM[844,258]: -1
T13170: P328' := P328 + 1
IM[844,425]: 1
T13170: P798' := P798 + 2
IM[844,301]: 2
T13170: P211' := P211 - 1
IM[844,335]: -1
T13170: P193' := P193 - 6
IM[844,184]: -6
T13170: P692' := P692 + 1
IM[844,287]: 1
T13170: P751' := P751 - 1
IM[844,408]: -1
T13170: P190' := P190 - 2
IM[844,363]: -2
T13170: P185' := P185 + 4
IM[844,185]: 4
P193 --> T13169 : 6
Pre[845,184]: 6
P472 --> T13169 : 1
Pre[845,334]: 1
P751 --> T13169 : 1
Pre[845,408]: 1
P133 --> T13169 : 1
Pre[845,307]: 1
P648 --> T13169 : 2
Pre[845,327]: 2
T13169: P193' := P193 - 6
IM[845,184]: -6
T13169: P472' := P472 - 1
IM[845,334]: -1
T13169: P465' := P465 + 2
IM[845,389]: 2
T13169: P751' := P751 - 1
IM[845,408]: -1
T13169: P133' := P133 - 1
IM[845,307]: -1
T13169: P185' := P185 + 4
IM[845,185]: 4
T13169: P242' := P242 + 1
IM[845,216]: 1
T13169: P648' := P648 - 2
IM[845,327]: -2
T13169: P457' := P457 + 1
IM[845,347]: 1
P710 --> T13168 : 1
Pre[846,172]: 1
P751 --> T13168 : 1
Pre[846,408]: 1
P295 --> T13168 : 2
Pre[846,258]: 2
P19 --> T13168 : 1
Pre[846,449]: 1
P193 --> T13168 : 6
Pre[846,184]: 6
T13168: P710' := P710 - 1
IM[846,172]: -1
T13168: P751' := P751 - 1
IM[846,408]: -1
T13168: P185' := P185 + 4
IM[846,185]: 4
T13168: P565' := P565 + 1
IM[846,315]: 1
T13168: P295' := P295 - 2
IM[846,258]: -2
T13168: P215' := P215 + 1
IM[846,365]: 1
T13168: P355' := P355 + 2
IM[846,319]: 2
T13168: P19' := P19 - 1
IM[846,449]: -1
T13168: P193' := P193 - 6
IM[846,184]: -6
P5 --> T13167 : 1
Pre[847,384]: 1
P751 --> T13167 : 1
Pre[847,408]: 1
P295 --> T13167 : 2
Pre[847,258]: 2
P193 --> T13167 : 7
Pre[847,184]: 7
T13167: P214' := P214 + 2
IM[847,432]: 2
T13167: P5' := P5 - 1
IM[847,384]: -1
T13167: P751' := P751 - 1
IM[847,408]: -1
T13167: P295' := P295 - 2
IM[847,258]: -2
T13167: P67' := P67 + 1
IM[847,414]: 1
T13167: P721' := P721 + 3
IM[847,192]: 3
T13167: P193' := P193 - 7
IM[847,184]: -7
P648 --> T13166 : 1
Pre[848,327]: 1
P133 --> T13166 : 2
Pre[848,307]: 2
P472 --> T13166 : 1
Pre[848,334]: 1
P193 --> T13166 : 7
Pre[848,184]: 7
T13166: P648' := P648 - 1
IM[848,327]: -1
T13166: P457' := P457 + 2
IM[848,347]: 2
T13166: P133' := P133 - 2
IM[848,307]: -2
T13166: P472' := P472 - 1
IM[848,334]: -1
T13166: P193' := P193 - 7
IM[848,184]: -7
T13166: P465' := P465 + 1
IM[848,389]: 1
T13166: P721' := P721 + 3
IM[848,192]: 3
P16 --> T13165 : 1
Pre[849,215]: 1
P193 --> T13165 : 7
Pre[849,184]: 7
P295 --> T13165 : 1
Pre[849,258]: 1
P751 --> T13165 : 1
Pre[849,408]: 1
P133 --> T13165 : 1
Pre[849,307]: 1
T13165: P16' := P16 - 1
IM[849,215]: -1
T13165: P677' := P677 + 1
IM[849,409]: 1
T13165: P193' := P193 - 7
IM[849,184]: -7
T13165: P295' := P295 - 1
IM[849,258]: -1
T13165: P751' := P751 - 1
IM[849,408]: -1
T13165: P257' := P257 + 1
IM[849,236]: 1
T13165: P133' := P133 - 1
IM[849,307]: -1
T13165: P721' := P721 + 3
IM[849,192]: 3
T13165: P105' := P105 + 1
IM[849,293]: 1
P751 --> T13164 : 2
Pre[850,408]: 2
P640 --> T13164 : 1
Pre[850,355]: 1
P19 --> T13164 : 1
Pre[850,449]: 1
P295 --> T13164 : 1
Pre[850,258]: 1
P193 --> T13164 : 6
Pre[850,184]: 6
T13164: P751' := P751 - 2
IM[850,408]: -2
T13164: P185' := P185 + 4
IM[850,185]: 4
T13164: P640' := P640 - 1
IM[850,355]: -1
T13164: P19' := P19 - 1
IM[850,449]: -1
T13164: P295' := P295 - 1
IM[850,258]: -1
T13164: P53' := P53 + 1
IM[850,224]: 1
T13164: P193' := P193 - 6
IM[850,184]: -6
T13164: P111' := P111 + 1
IM[850,411]: 1
T13164: P462' := P462 + 2
IM[850,410]: 2
P567 --> T13163 : 1
Pre[851,243]: 1
P295 --> T13163 : 1
Pre[851,258]: 1
P190 --> T13163 : 3
Pre[851,363]: 3
P193 --> T13163 : 6
Pre[851,184]: 6
T13163: P185' := P185 + 4
IM[851,185]: 4
T13163: P567' := P567 - 1
IM[851,243]: -1
T13163: P79' := P79 + 1
IM[851,218]: 1
T13163: P295' := P295 - 1
IM[851,258]: -1
T13163: P190' := P190 - 3
IM[851,363]: -3
T13163: P584' := P584 + 3
IM[851,437]: 3
T13163: P193' := P193 - 6
IM[851,184]: -6
P710 --> T13162 : 1
Pre[852,172]: 1
P193 --> T13162 : 6
Pre[852,184]: 6
P751 --> T13162 : 1
Pre[852,408]: 1
P190 --> T13162 : 1
Pre[852,363]: 1
P133 --> T13162 : 1
Pre[852,307]: 1
P295 --> T13162 : 1
Pre[852,258]: 1
T13162: P710' := P710 - 1
IM[852,172]: -1
T13162: P193' := P193 - 6
IM[852,184]: -6
T13162: P751' := P751 - 1
IM[852,408]: -1
T13162: P190' := P190 - 1
IM[852,363]: -1
T13162: P185' := P185 + 4
IM[852,185]: 4
T13162: P408' := P408 + 1
IM[852,420]: 1
T13162: P133' := P133 - 1
IM[852,307]: -1
T13162: P137' := P137 + 1
IM[852,280]: 1
T13162: P295' := P295 - 1
IM[852,258]: -1
T13162: P565' := P565 + 1
IM[852,315]: 1
T13162: P355' := P355 + 1
IM[852,319]: 1
P193 --> T13161 : 7
Pre[853,184]: 7
P5 --> T13161 : 1
Pre[853,384]: 1
P133 --> T13161 : 1
Pre[853,307]: 1
P19 --> T13161 : 1
Pre[853,449]: 1
P751 --> T13161 : 1
Pre[853,408]: 1
T13161: P552' := P552 + 1
IM[853,442]: 1
T13161: P721' := P721 + 3
IM[853,192]: 3
T13161: P67' := P67 + 1
IM[853,414]: 1
T13161: P193' := P193 - 7
IM[853,184]: -7
T13161: P5' := P5 - 1
IM[853,384]: -1
T13161: P668' := P668 + 1
IM[853,447]: 1
T13161: P133' := P133 - 1
IM[853,307]: -1
T13161: P19' := P19 - 1
IM[853,449]: -1
T13161: P751' := P751 - 1
IM[853,408]: -1
P295 --> T13160 : 1
Pre[854,258]: 1
P190 --> T13160 : 1
Pre[854,363]: 1
P5 --> T13160 : 1
Pre[854,384]: 1
P193 --> T13160 : 8
Pre[854,184]: 8
T13160: P340' := P340 + 1
IM[854,461]: 1
T13160: P214' := P214 + 1
IM[854,432]: 1
T13160: P295' := P295 - 1
IM[854,258]: -1
T13160: P190' := P190 - 1
IM[854,363]: -1
T13160: P5' := P5 - 1
IM[854,384]: -1
T13160: P52' := P52 + 2
IM[854,174]: 2
T13160: P193' := P193 - 8
IM[854,184]: -8
P193 --> T13159 : 6
Pre[855,184]: 6
P751 --> T13159 : 1
Pre[855,408]: 1
P295 --> T13159 : 2
Pre[855,258]: 2
P648 --> T13159 : 1
Pre[855,327]: 1
P5 --> T13159 : 1
Pre[855,384]: 1
T13159: P193' := P193 - 6
IM[855,184]: -6
T13159: P185' := P185 + 4
IM[855,185]: 4
T13159: P751' := P751 - 1
IM[855,408]: -1
T13159: P568' := P568 + 1
IM[855,385]: 1
T13159: P295' := P295 - 2
IM[855,258]: -2
T13159: P67' := P67 + 1
IM[855,414]: 1
T13159: P648' := P648 - 1
IM[855,327]: -1
T13159: P214' := P214 + 2
IM[855,432]: 2
T13159: P5' := P5 - 1
IM[855,384]: -1
P567 --> T13158 : 1
Pre[856,243]: 1
P19 --> T13158 : 1
Pre[856,449]: 1
P193 --> T13158 : 6
Pre[856,184]: 6
P648 --> T13158 : 1
Pre[856,327]: 1
P295 --> T13158 : 2
Pre[856,258]: 2
T13158: P567' := P567 - 1
IM[856,243]: -1
T13158: P185' := P185 + 4
IM[856,185]: 4
T13158: P19' := P19 - 1
IM[856,449]: -1
T13158: P193' := P193 - 6
IM[856,184]: -6
T13158: P648' := P648 - 1
IM[856,327]: -1
T13158: P240' := P240 + 1
IM[856,358]: 1
T13158: P79' := P79 + 2
IM[856,218]: 2
T13158: P295' := P295 - 2
IM[856,258]: -2
T13158: P37' := P37 + 1
IM[856,219]: 1
P193 --> T13157 : 6
Pre[857,184]: 6
P190 --> T13157 : 1
Pre[857,363]: 1
P306 --> T13157 : 1
Pre[857,407]: 1
P133 --> T13157 : 1
Pre[857,307]: 1
P648 --> T13157 : 2
Pre[857,327]: 2
T13157: P667' := P667 + 2
IM[857,440]: 2
T13157: P193' := P193 - 6
IM[857,184]: -6
T13157: P190' := P190 - 1
IM[857,363]: -1
T13157: P306' := P306 - 1
IM[857,407]: -1
T13157: P249' := P249 + 1
IM[857,381]: 1
T13157: P185' := P185 + 4
IM[857,185]: 4
T13157: P133' := P133 - 1
IM[857,307]: -1
T13157: P591' := P591 + 1
IM[857,202]: 1
T13157: P648' := P648 - 2
IM[857,327]: -2
P193 --> T13156 : 6
Pre[858,184]: 6
P751 --> T13156 : 1
Pre[858,408]: 1
P190 --> T13156 : 1
Pre[858,363]: 1
P5 --> T13156 : 1
Pre[858,384]: 1
P133 --> T13156 : 1
Pre[858,307]: 1
P19 --> T13156 : 1
Pre[858,449]: 1
T13156: P340' := P340 + 1
IM[858,461]: 1
T13156: P193' := P193 - 6
IM[858,184]: -6
T13156: P751' := P751 - 1
IM[858,408]: -1
T13156: P552' := P552 + 1
IM[858,442]: 1
T13156: P190' := P190 - 1
IM[858,363]: -1
T13156: P185' := P185 + 4
IM[858,185]: 4
T13156: P668' := P668 + 1
IM[858,447]: 1
T13156: P5' := P5 - 1
IM[858,384]: -1
T13156: P133' := P133 - 1
IM[858,307]: -1
T13156: P67' := P67 + 1
IM[858,414]: 1
T13156: P19' := P19 - 1
IM[858,449]: -1
P16 --> T13155 : 1
Pre[859,215]: 1
P19 --> T13155 : 1
Pre[859,449]: 1
P193 --> T13155 : 6
Pre[859,184]: 6
P133 --> T13155 : 1
Pre[859,307]: 1
P751 --> T13155 : 1
Pre[859,408]: 1
P190 --> T13155 : 1
Pre[859,363]: 1
T13155: P105' := P105 + 1
IM[859,293]: 1
T13155: P16' := P16 - 1
IM[859,215]: -1
T13155: P322' := P322 + 1
IM[859,416]: 1
T13155: P19' := P19 - 1
IM[859,449]: -1
T13155: P555' := P555 + 1
IM[859,368]: 1
T13155: P193' := P193 - 6
IM[859,184]: -6
T13155: P133' := P133 - 1
IM[859,307]: -1
T13155: P677' := P677 + 1
IM[859,409]: 1
T13155: P751' := P751 - 1
IM[859,408]: -1
T13155: P190' := P190 - 1
IM[859,363]: -1
T13155: P185' := P185 + 4
IM[859,185]: 4
P193 --> T13154 : 6
Pre[860,184]: 6
P567 --> T13154 : 1
Pre[860,243]: 1
P751 --> T13154 : 3
Pre[860,408]: 3
P648 --> T13154 : 1
Pre[860,327]: 1
T13154: P193' := P193 - 6
IM[860,184]: -6
T13154: P567' := P567 - 1
IM[860,243]: -1
T13154: P751' := P751 - 3
IM[860,408]: -3
T13154: P240' := P240 + 1
IM[860,358]: 1
T13154: P648' := P648 - 1
IM[860,327]: -1
T13154: P530' := P530 + 3
IM[860,435]: 3
T13154: P185' := P185 + 4
IM[860,185]: 4
P751 --> T13153 : 1
Pre[861,408]: 1
P190 --> T13153 : 1
Pre[861,363]: 1
P640 --> T13153 : 1
Pre[861,355]: 1
P19 --> T13153 : 1
Pre[861,449]: 1
P193 --> T13153 : 6
Pre[861,184]: 6
P648 --> T13153 : 1
Pre[861,327]: 1
T13153: P751' := P751 - 1
IM[861,408]: -1
T13153: P190' := P190 - 1
IM[861,363]: -1
T13153: P111' := P111 + 1
IM[861,411]: 1
T13153: P685' := P685 + 1
IM[861,403]: 1
T13153: P326' := P326 + 1
IM[861,346]: 1
T13153: P185' := P185 + 4
IM[861,185]: 4
T13153: P640' := P640 - 1
IM[861,355]: -1
T13153: P19' := P19 - 1
IM[861,449]: -1
T13153: P462' := P462 + 1
IM[861,410]: 1
T13153: P193' := P193 - 6
IM[861,184]: -6
T13153: P648' := P648 - 1
IM[861,327]: -1
P648 --> T13152 : 1
Pre[862,327]: 1
P19 --> T13152 : 3
Pre[862,449]: 3
P193 --> T13152 : 6
Pre[862,184]: 6
P211 --> T13152 : 1
Pre[862,335]: 1
T13152: P648' := P648 - 1
IM[862,327]: -1
T13152: P581' := P581 + 3
IM[862,477]: 3
T13152: P19' := P19 - 3
IM[862,449]: -3
T13152: P193' := P193 - 6
IM[862,184]: -6
T13152: P211' := P211 - 1
IM[862,335]: -1
T13152: P185' := P185 + 4
IM[862,185]: 4
T13152: P427' := P427 + 1
IM[862,322]: 1
P475 --> T13151 : 1
Pre[863,246]: 1
P133 --> T13151 : 1
Pre[863,307]: 1
P623 --> T13151 : 1
Pre[863,558]: 1
T13151: P475' := P475 - 1
IM[863,246]: -1
T13151: P623' := P623 - 1
IM[863,558]: -1
T13151: P76' := P76 + 1
IM[863,556]: 1
P648 --> T13150 : 1
Pre[864,327]: 1
P751 --> T13150 : 3
Pre[864,408]: 3
P193 --> T13150 : 6
Pre[864,184]: 6
P472 --> T13150 : 1
Pre[864,334]: 1
T13150: P648' := P648 - 1
IM[864,327]: -1
T13150: P242' := P242 + 3
IM[864,216]: 3
T13150: P751' := P751 - 3
IM[864,408]: -3
T13150: P185' := P185 + 4
IM[864,185]: 4
T13150: P465' := P465 + 1
IM[864,389]: 1
T13150: P193' := P193 - 6
IM[864,184]: -6
T13150: P472' := P472 - 1
IM[864,334]: -1
P133 --> T13149 : 1
Pre[865,307]: 1
P295 --> T13149 : 1
Pre[865,258]: 1
P19 --> T13149 : 2
Pre[865,449]: 2
P193 --> T13149 : 6
Pre[865,184]: 6
P640 --> T13149 : 1
Pre[865,355]: 1
T13149: P133' := P133 - 1
IM[865,307]: -1
T13149: P295' := P295 - 1
IM[865,258]: -1
T13149: P185' := P185 + 4
IM[865,185]: 4
T13149: P19' := P19 - 2
IM[865,449]: -2
T13149: P193' := P193 - 6
IM[865,184]: -6
T13149: P640' := P640 - 1
IM[865,355]: -1
T13149: P227' := P227 + 1
IM[865,344]: 1
T13149: P53' := P53 + 1
IM[865,224]: 1
T13149: P111' := P111 + 2
IM[865,411]: 2
P648 --> T13148 : 1
Pre[866,327]: 1
P19 --> T13148 : 2
Pre[866,449]: 2
P16 --> T13148 : 1
Pre[866,215]: 1
P193 --> T13148 : 6
Pre[866,184]: 6
P295 --> T13148 : 1
Pre[866,258]: 1
T13148: P648' := P648 - 1
IM[866,327]: -1
T13148: P185' := P185 + 4
IM[866,185]: 4
T13148: P19' := P19 - 2
IM[866,449]: -2
T13148: P16' := P16 - 1
IM[866,215]: -1
T13148: P193' := P193 - 6
IM[866,184]: -6
T13148: P570' := P570 + 1
IM[866,296]: 1
T13148: P257' := P257 + 1
IM[866,236]: 1
T13148: P295' := P295 - 1
IM[866,258]: -1
T13148: P322' := P322 + 2
IM[866,416]: 2
P5 --> T13147 : 1
Pre[867,384]: 1
P193 --> T13147 : 6
Pre[867,184]: 6
P648 --> T13147 : 1
Pre[867,327]: 1
P751 --> T13147 : 3
Pre[867,408]: 3
T13147: P5' := P5 - 1
IM[867,384]: -1
T13147: P568' := P568 + 1
IM[867,385]: 1
T13147: P193' := P193 - 6
IM[867,184]: -6
T13147: P648' := P648 - 1
IM[867,327]: -1
T13147: P751' := P751 - 3
IM[867,408]: -3
T13147: P67' := P67 + 3
IM[867,414]: 3
T13147: P185' := P185 + 4
IM[867,185]: 4
P406 --> T13146 : 1
Pre[868,349]: 1
P336 --> T13146 : 1
Pre[868,5]: 1
T13146: P406' := P406 - 1
IM[868,349]: -1
T13146: P150' := P150 + 1
IM[868,97]: 1
T13146: P336' := P336 - 1
IM[868,5]: -1
T13146: P503' := P503 + 1
IM[868,366]: 1
T13146: P404' := P404 + 1
IM[868,3]: 1
P648 --> T13145 : 1
Pre[869,327]: 1
P751 --> T13145 : 1
Pre[869,408]: 1
P193 --> T13145 : 7
Pre[869,184]: 7
P472 --> T13145 : 1
Pre[869,334]: 1
P190 --> T13145 : 1
Pre[869,363]: 1
T13145: P648' := P648 - 1
IM[869,327]: -1
T13145: P65' := P65 + 1
IM[869,336]: 1
T13145: P751' := P751 - 1
IM[869,408]: -1
T13145: P193' := P193 - 7
IM[869,184]: -7
T13145: P465' := P465 + 1
IM[869,389]: 1
T13145: P721' := P721 + 3
IM[869,192]: 3
T13145: P472' := P472 - 1
IM[869,334]: -1
T13145: P242' := P242 + 1
IM[869,216]: 1
T13145: P190' := P190 - 1
IM[869,363]: -1
P524 --> T13144 : 1
Pre[870,200]: 1
T13144: P699' := P699 + 1
IM[870,189]: 1
T13144: P524' := P524 - 1
IM[870,200]: -1
P193 --> T13143 : 6
Pre[871,184]: 6
P751 --> T13143 : 3
Pre[871,408]: 3
P295 --> T13143 : 1
Pre[871,258]: 1
P567 --> T13143 : 1
Pre[871,243]: 1
T13143: P193' := P193 - 6
IM[871,184]: -6
T13143: P185' := P185 + 4
IM[871,185]: 4
T13143: P751' := P751 - 3
IM[871,408]: -3
T13143: P295' := P295 - 1
IM[871,258]: -1
T13143: P530' := P530 + 3
IM[871,435]: 3
T13143: P567' := P567 - 1
IM[871,243]: -1
T13143: P79' := P79 + 1
IM[871,218]: 1
P380 --> T13142 : 1
Pre[872,46]: 1
P444 --> T13142 : 1
Pre[872,83]: 1
T13142: P497' := P497 + 1
IM[872,20]: 1
T13142: P380' := P380 - 1
IM[872,46]: -1
T13142: P444' := P444 - 1
IM[872,83]: -1
T13142: P115' := P115 + 1
IM[872,231]: 1
P751 --> T13141 : 1
Pre[873,408]: 1
P193 --> T13141 : 6
Pre[873,184]: 6
P19 --> T13141 : 1
Pre[873,449]: 1
P295 --> T13141 : 1
Pre[873,258]: 1
P710 --> T13141 : 1
Pre[873,172]: 1
P648 --> T13141 : 1
Pre[873,327]: 1
T13141: P355' := P355 + 1
IM[873,319]: 1
T13141: P652' := P652 + 1
IM[873,393]: 1
T13141: P751' := P751 - 1
IM[873,408]: -1
T13141: P193' := P193 - 6
IM[873,184]: -6
T13141: P19' := P19 - 1
IM[873,449]: -1
T13141: P565' := P565 + 1
IM[873,315]: 1
T13141: P215' := P215 + 1
IM[873,365]: 1
T13141: P295' := P295 - 1
IM[873,258]: -1
T13141: P710' := P710 - 1
IM[873,172]: -1
T13141: P185' := P185 + 4
IM[873,185]: 4
T13141: P648' := P648 - 1
IM[873,327]: -1
P190 --> T13140 : 1
Pre[874,363]: 1
P19 --> T13140 : 1
Pre[874,449]: 1
P193 --> T13140 : 6
Pre[874,184]: 6
P472 --> T13140 : 1
Pre[874,334]: 1
P751 --> T13140 : 1
Pre[874,408]: 1
P295 --> T13140 : 1
Pre[874,258]: 1
T13140: P190' := P190 - 1
IM[874,363]: -1
T13140: P242' := P242 + 1
IM[874,216]: 1
T13140: P19' := P19 - 1
IM[874,449]: -1
T13140: P193' := P193 - 6
IM[874,184]: -6
T13140: P472' := P472 - 1
IM[874,334]: -1
T13140: P751' := P751 - 1
IM[874,408]: -1
T13140: P295' := P295 - 1
IM[874,258]: -1
T13140: P185' := P185 + 4
IM[874,185]: 4
T13140: P586' := P586 + 1
IM[874,379]: 1
T13140: P65' := P65 + 1
IM[874,336]: 1
T13140: P706' := P706 + 1
IM[874,362]: 1
P788 --> T13139 : 1
Pre[875,203]: 1
T13139: P788' := P788 - 1
IM[875,203]: -1
T13139: P558' := P558 + 1
IM[875,599]: 1
P5 --> T13138 : 1
Pre[876,384]: 1
P190 --> T13138 : 1
Pre[876,363]: 1
P133 --> T13138 : 2
Pre[876,307]: 2
P193 --> T13138 : 6
Pre[876,184]: 6
P648 --> T13138 : 1
Pre[876,327]: 1
T13138: P568' := P568 + 1
IM[876,385]: 1
T13138: P5' := P5 - 1
IM[876,384]: -1
T13138: P185' := P185 + 4
IM[876,185]: 4
T13138: P190' := P190 - 1
IM[876,363]: -1
T13138: P133' := P133 - 2
IM[876,307]: -2
T13138: P340' := P340 + 1
IM[876,461]: 1
T13138: P193' := P193 - 6
IM[876,184]: -6
T13138: P648' := P648 - 1
IM[876,327]: -1
T13138: P668' := P668 + 2
IM[876,447]: 2
P193 --> T13137 : 6
Pre[877,184]: 6
P567 --> T13137 : 1
Pre[877,243]: 1
P190 --> T13137 : 1
Pre[877,363]: 1
P133 --> T13137 : 1
Pre[877,307]: 1
P648 --> T13137 : 2
Pre[877,327]: 2
T13137: P193' := P193 - 6
IM[877,184]: -6
T13137: P567' := P567 - 1
IM[877,243]: -1
T13137: P185' := P185 + 4
IM[877,185]: 4
T13137: P190' := P190 - 1
IM[877,363]: -1
T13137: P584' := P584 + 1
IM[877,437]: 1
T13137: P240' := P240 + 2
IM[877,358]: 2
T13137: P133' := P133 - 1
IM[877,307]: -1
T13137: P648' := P648 - 2
IM[877,327]: -2
T13137: P352' := P352 + 1
IM[877,331]: 1
P133 --> T13136 : 2
Pre[878,307]: 2
P193 --> T13136 : 6
Pre[878,184]: 6
P295 --> T13136 : 1
Pre[878,258]: 1
P648 --> T13136 : 1
Pre[878,327]: 1
P640 --> T13136 : 1
Pre[878,355]: 1
T13136: P53' := P53 + 1
IM[878,224]: 1
T13136: P133' := P133 - 2
IM[878,307]: -2
T13136: P193' := P193 - 6
IM[878,184]: -6
T13136: P295' := P295 - 1
IM[878,258]: -1
T13136: P227' := P227 + 2
IM[878,344]: 2
T13136: P648' := P648 - 1
IM[878,327]: -1
T13136: P640' := P640 - 1
IM[878,355]: -1
T13136: P326' := P326 + 1
IM[878,346]: 1
T13136: P185' := P185 + 4
IM[878,185]: 4
P193 --> T13135 : 6
Pre[879,184]: 6
P648 --> T13135 : 1
Pre[879,327]: 1
P190 --> T13135 : 1
Pre[879,363]: 1
P295 --> T13135 : 1
Pre[879,258]: 1
P19 --> T13135 : 1
Pre[879,449]: 1
P16 --> T13135 : 1
Pre[879,215]: 1
T13135: P193' := P193 - 6
IM[879,184]: -6
T13135: P648' := P648 - 1
IM[879,327]: -1
T13135: P257' := P257 + 1
IM[879,236]: 1
T13135: P322' := P322 + 1
IM[879,416]: 1
T13135: P185' := P185 + 4
IM[879,185]: 4
T13135: P190' := P190 - 1
IM[879,363]: -1
T13135: P295' := P295 - 1
IM[879,258]: -1
T13135: P19' := P19 - 1
IM[879,449]: -1
T13135: P16' := P16 - 1
IM[879,215]: -1
T13135: P555' := P555 + 1
IM[879,368]: 1
T13135: P570' := P570 + 1
IM[879,296]: 1
P190 --> T13134 : 1
Pre[880,363]: 1
P19 --> T13134 : 2
Pre[880,449]: 2
P193 --> T13134 : 6
Pre[880,184]: 6
P306 --> T13134 : 1
Pre[880,407]: 1
P133 --> T13134 : 1
Pre[880,307]: 1
T13134: P591' := P591 + 1
IM[880,202]: 1
T13134: P480' := P480 + 2
IM[880,418]: 2
T13134: P190' := P190 - 1
IM[880,363]: -1
T13134: P19' := P19 - 2
IM[880,449]: -2
T13134: P193' := P193 - 6
IM[880,184]: -6
T13134: P306' := P306 - 1
IM[880,407]: -1
T13134: P133' := P133 - 1
IM[880,307]: -1
T13134: P185' := P185 + 4
IM[880,185]: 4
T13134: P249' := P249 + 1
IM[880,381]: 1
P5 --> T13133 : 1
Pre[881,384]: 1
P295 --> T13133 : 1
Pre[881,258]: 1
P133 --> T13133 : 1
Pre[881,307]: 1
P648 --> T13133 : 2
Pre[881,327]: 2
P193 --> T13133 : 6
Pre[881,184]: 6
T13133: P214' := P214 + 1
IM[881,432]: 1
T13133: P5' := P5 - 1
IM[881,384]: -1
T13133: P295' := P295 - 1
IM[881,258]: -1
T13133: P185' := P185 + 4
IM[881,185]: 4
T13133: P668' := P668 + 1
IM[881,447]: 1
T13133: P133' := P133 - 1
IM[881,307]: -1
T13133: P568' := P568 + 2
IM[881,385]: 2
T13133: P648' := P648 - 2
IM[881,327]: -2
T13133: P193' := P193 - 6
IM[881,184]: -6
P211 --> T13132 : 1
Pre[882,335]: 1
P193 --> T13132 : 6
Pre[882,184]: 6
P19 --> T13132 : 1
Pre[882,449]: 1
P648 --> T13132 : 1
Pre[882,327]: 1
P190 --> T13132 : 2
Pre[882,363]: 2
T13132: P211' := P211 - 1
IM[882,335]: -1
T13132: P193' := P193 - 6
IM[882,184]: -6
T13132: P19' := P19 - 1
IM[882,449]: -1
T13132: P648' := P648 - 1
IM[882,327]: -1
T13132: P798' := P798 + 2
IM[882,301]: 2
T13132: P427' := P427 + 1
IM[882,322]: 1
T13132: P185' := P185 + 4
IM[882,185]: 4
T13132: P581' := P581 + 1
IM[882,477]: 1
T13132: P190' := P190 - 2
IM[882,363]: -2
P751 --> T13131 : 1
Pre[883,408]: 1
P193 --> T13131 : 6
Pre[883,184]: 6
P5 --> T13131 : 1
Pre[883,384]: 1
P295 --> T13131 : 1
Pre[883,258]: 1
P190 --> T13131 : 2
Pre[883,363]: 2
T13131: P751' := P751 - 1
IM[883,408]: -1
T13131: P193' := P193 - 6
IM[883,184]: -6
T13131: P5' := P5 - 1
IM[883,384]: -1
T13131: P214' := P214 + 1
IM[883,432]: 1
T13131: P340' := P340 + 2
IM[883,461]: 2
T13131: P185' := P185 + 4
IM[883,185]: 4
T13131: P295' := P295 - 1
IM[883,258]: -1
T13131: P190' := P190 - 2
IM[883,363]: -2
T13131: P67' := P67 + 1
IM[883,414]: 1
P5 --> T13130 : 1
Pre[884,384]: 1
P190 --> T13130 : 1
Pre[884,363]: 1
P295 --> T13130 : 1
Pre[884,258]: 1
P133 --> T13130 : 1
Pre[884,307]: 1
P193 --> T13130 : 7
Pre[884,184]: 7
T13130: P5' := P5 - 1
IM[884,384]: -1
T13130: P190' := P190 - 1
IM[884,363]: -1
T13130: P340' := P340 + 1
IM[884,461]: 1
T13130: P721' := P721 + 3
IM[884,192]: 3
T13130: P295' := P295 - 1
IM[884,258]: -1
T13130: P668' := P668 + 1
IM[884,447]: 1
T13130: P133' := P133 - 1
IM[884,307]: -1
T13130: P214' := P214 + 1
IM[884,432]: 1
T13130: P193' := P193 - 7
IM[884,184]: -7
P19 --> T13129 : 1
Pre[885,449]: 1
P567 --> T13129 : 1
Pre[885,243]: 1
P133 --> T13129 : 2
Pre[885,307]: 2
P190 --> T13129 : 1
Pre[885,363]: 1
P193 --> T13129 : 6
Pre[885,184]: 6
T13129: P19' := P19 - 1
IM[885,449]: -1
T13129: P567' := P567 - 1
IM[885,243]: -1
T13129: P185' := P185 + 4
IM[885,185]: 4
T13129: P37' := P37 + 1
IM[885,219]: 1
T13129: P133' := P133 - 2
IM[885,307]: -2
T13129: P352' := P352 + 2
IM[885,331]: 2
T13129: P584' := P584 + 1
IM[885,437]: 1
T13129: P190' := P190 - 1
IM[885,363]: -1
T13129: P193' := P193 - 6
IM[885,184]: -6
P306 --> T13128 : 1
Pre[886,407]: 1
P648 --> T13128 : 2
Pre[886,327]: 2
P295 --> T13128 : 2
Pre[886,258]: 2
P193 --> T13128 : 6
Pre[886,184]: 6
T13128: P306' := P306 - 1
IM[886,407]: -1
T13128: P667' := P667 + 2
IM[886,440]: 2
T13128: P648' := P648 - 2
IM[886,327]: -2
T13128: P345' := P345 + 2
IM[886,415]: 2
T13128: P295' := P295 - 2
IM[886,258]: -2
T13128: P185' := P185 + 4
IM[886,185]: 4
T13128: P193' := P193 - 6
IM[886,184]: -6
P295 --> T13127 : 1
Pre[887,258]: 1
P193 --> T13127 : 6
Pre[887,184]: 6
P751 --> T13127 : 1
Pre[887,408]: 1
P710 --> T13127 : 1
Pre[887,172]: 1
P133 --> T13127 : 2
Pre[887,307]: 2
T13127: P295' := P295 - 1
IM[887,258]: -1
T13127: P193' := P193 - 6
IM[887,184]: -6
T13127: P751' := P751 - 1
IM[887,408]: -1
T13127: P565' := P565 + 1
IM[887,315]: 1
T13127: P710' := P710 - 1
IM[887,172]: -1
T13127: P355' := P355 + 1
IM[887,319]: 1
T13127: P185' := P185 + 4
IM[887,185]: 4
T13127: P137' := P137 + 2
IM[887,280]: 2
T13127: P133' := P133 - 2
IM[887,307]: -2
P710 --> T13126 : 1
Pre[888,172]: 1
P190 --> T13126 : 2
Pre[888,363]: 2
P19 --> T13126 : 1
Pre[888,449]: 1
P133 --> T13126 : 1
Pre[888,307]: 1
P193 --> T13126 : 6
Pre[888,184]: 6
T13126: P710' := P710 - 1
IM[888,172]: -1
T13126: P190' := P190 - 2
IM[888,363]: -2
T13126: P137' := P137 + 1
IM[888,280]: 1
T13126: P215' := P215 + 1
IM[888,365]: 1
T13126: P408' := P408 + 2
IM[888,420]: 2
T13126: P19' := P19 - 1
IM[888,449]: -1
T13126: P133' := P133 - 1
IM[888,307]: -1
T13126: P185' := P185 + 4
IM[888,185]: 4
T13126: P193' := P193 - 6
IM[888,184]: -6
P710 --> T13125 : 1
Pre[889,172]: 1
P190 --> T13125 : 1
Pre[889,363]: 1
P751 --> T13125 : 1
Pre[889,408]: 1
P193 --> T13125 : 6
Pre[889,184]: 6
P648 --> T13125 : 1
Pre[889,327]: 1
P133 --> T13125 : 1
Pre[889,307]: 1
T13125: P710' := P710 - 1
IM[889,172]: -1
T13125: P190' := P190 - 1
IM[889,363]: -1
T13125: P565' := P565 + 1
IM[889,315]: 1
T13125: P652' := P652 + 1
IM[889,393]: 1
T13125: P751' := P751 - 1
IM[889,408]: -1
T13125: P185' := P185 + 4
IM[889,185]: 4
T13125: P137' := P137 + 1
IM[889,280]: 1
T13125: P408' := P408 + 1
IM[889,420]: 1
T13125: P193' := P193 - 6
IM[889,184]: -6
T13125: P648' := P648 - 1
IM[889,327]: -1
T13125: P133' := P133 - 1
IM[889,307]: -1
P193 --> T13124 : 6
Pre[890,184]: 6
P648 --> T13124 : 2
Pre[890,327]: 2
P19 --> T13124 : 1
Pre[890,449]: 1
P567 --> T13124 : 1
Pre[890,243]: 1
P190 --> T13124 : 1
Pre[890,363]: 1
T13124: P193' := P193 - 6
IM[890,184]: -6
T13124: P648' := P648 - 2
IM[890,327]: -2
T13124: P584' := P584 + 1
IM[890,437]: 1
T13124: P37' := P37 + 1
IM[890,219]: 1
T13124: P19' := P19 - 1
IM[890,449]: -1
T13124: P240' := P240 + 2
IM[890,358]: 2
T13124: P567' := P567 - 1
IM[890,243]: -1
T13124: P190' := P190 - 1
IM[890,363]: -1
T13124: P185' := P185 + 4
IM[890,185]: 4
P193 --> T13123 : 6
Pre[891,184]: 6
P295 --> T13123 : 1
Pre[891,258]: 1
P190 --> T13123 : 1
Pre[891,363]: 1
P640 --> T13123 : 1
Pre[891,355]: 1
P751 --> T13123 : 2
Pre[891,408]: 2
T13123: P193' := P193 - 6
IM[891,184]: -6
T13123: P295' := P295 - 1
IM[891,258]: -1
T13123: P190' := P190 - 1
IM[891,363]: -1
T13123: P53' := P53 + 1
IM[891,224]: 1
T13123: P685' := P685 + 1
IM[891,403]: 1
T13123: P640' := P640 - 1
IM[891,355]: -1
T13123: P462' := P462 + 2
IM[891,410]: 2
T13123: P185' := P185 + 4
IM[891,185]: 4
T13123: P751' := P751 - 2
IM[891,408]: -2
P751 --> T13122 : 1
Pre[892,408]: 1
P19 --> T13122 : 1
Pre[892,449]: 1
P648 --> T13122 : 1
Pre[892,327]: 1
P295 --> T13122 : 1
Pre[892,258]: 1
P16 --> T13122 : 1
Pre[892,215]: 1
P193 --> T13122 : 6
Pre[892,184]: 6
T13122: P570' := P570 + 1
IM[892,296]: 1
T13122: P185' := P185 + 4
IM[892,185]: 4
T13122: P751' := P751 - 1
IM[892,408]: -1
T13122: P322' := P322 + 1
IM[892,416]: 1
T13122: P677' := P677 + 1
IM[892,409]: 1
T13122: P19' := P19 - 1
IM[892,449]: -1
T13122: P648' := P648 - 1
IM[892,327]: -1
T13122: P295' := P295 - 1
IM[892,258]: -1
T13122: P16' := P16 - 1
IM[892,215]: -1
T13122: P257' := P257 + 1
IM[892,236]: 1
T13122: P193' := P193 - 6
IM[892,184]: -6
P19 --> T13121 : 1
Pre[893,449]: 1
P295 --> T13121 : 1
Pre[893,258]: 1
P751 --> T13121 : 1
Pre[893,408]: 1
P133 --> T13121 : 1
Pre[893,307]: 1
P567 --> T13121 : 1
Pre[893,243]: 1
P193 --> T13121 : 6
Pre[893,184]: 6
T13121: P79' := P79 + 1
IM[893,218]: 1
T13121: P352' := P352 + 1
IM[893,331]: 1
T13121: P19' := P19 - 1
IM[893,449]: -1
T13121: P295' := P295 - 1
IM[893,258]: -1
T13121: P185' := P185 + 4
IM[893,185]: 4
T13121: P37' := P37 + 1
IM[893,219]: 1
T13121: P751' := P751 - 1
IM[893,408]: -1
T13121: P530' := P530 + 1
IM[893,435]: 1
T13121: P133' := P133 - 1
IM[893,307]: -1
T13121: P567' := P567 - 1
IM[893,243]: -1
T13121: P193' := P193 - 6
IM[893,184]: -6
P772 --> T13120 : 1
Pre[894,207]: 1
T13120: P772' := P772 - 1
IM[894,207]: -1
T13120: P202' := P202 + 1
IM[894,564]: 1
P5 --> T13119 : 1
Pre[895,384]: 1
P193 --> T13119 : 6
Pre[895,184]: 6
P133 --> T13119 : 1
Pre[895,307]: 1
P295 --> T13119 : 1
Pre[895,258]: 1
P19 --> T13119 : 1
Pre[895,449]: 1
P648 --> T13119 : 1
Pre[895,327]: 1
T13119: P5' := P5 - 1
IM[895,384]: -1
T13119: P193' := P193 - 6
IM[895,184]: -6
T13119: P214' := P214 + 1
IM[895,432]: 1
T13119: P133' := P133 - 1
IM[895,307]: -1
T13119: P295' := P295 - 1
IM[895,258]: -1
T13119: P19' := P19 - 1
IM[895,449]: -1
T13119: P568' := P568 + 1
IM[895,385]: 1
T13119: P648' := P648 - 1
IM[895,327]: -1
T13119: P552' := P552 + 1
IM[895,442]: 1
T13119: P668' := P668 + 1
IM[895,447]: 1
T13119: P185' := P185 + 4
IM[895,185]: 4
P193 --> T13118 : 6
Pre[896,184]: 6
P211 --> T13118 : 1
Pre[896,335]: 1
P19 --> T13118 : 1
Pre[896,449]: 1
P648 --> T13118 : 1
Pre[896,327]: 1
P751 --> T13118 : 2
Pre[896,408]: 2
T13118: P193' := P193 - 6
IM[896,184]: -6
T13118: P211' := P211 - 1
IM[896,335]: -1
T13118: P19' := P19 - 1
IM[896,449]: -1
T13118: P328' := P328 + 2
IM[896,425]: 2
T13118: P648' := P648 - 1
IM[896,327]: -1
T13118: P751' := P751 - 2
IM[896,408]: -2
T13118: P185' := P185 + 4
IM[896,185]: 4
T13118: P427' := P427 + 1
IM[896,322]: 1
T13118: P581' := P581 + 1
IM[896,477]: 1
P16 --> T13117 : 1
Pre[897,215]: 1
P193 --> T13117 : 6
Pre[897,184]: 6
P19 --> T13117 : 2
Pre[897,449]: 2
P295 --> T13117 : 2
Pre[897,258]: 2
T13117: P16' := P16 - 1
IM[897,215]: -1
T13117: P193' := P193 - 6
IM[897,184]: -6
T13117: P19' := P19 - 2
IM[897,449]: -2
T13117: P185' := P185 + 4
IM[897,185]: 4
T13117: P295' := P295 - 2
IM[897,258]: -2
T13117: P322' := P322 + 2
IM[897,416]: 2
T13117: P257' := P257 + 2
IM[897,236]: 2
P211 --> T13116 : 1
Pre[898,335]: 1
P193 --> T13116 : 6
Pre[898,184]: 6
P648 --> T13116 : 1
Pre[898,327]: 1
P751 --> T13116 : 3
Pre[898,408]: 3
T13116: P185' := P185 + 4
IM[898,185]: 4
T13116: P427' := P427 + 1
IM[898,322]: 1
T13116: P211' := P211 - 1
IM[898,335]: -1
T13116: P193' := P193 - 6
IM[898,184]: -6
T13116: P648' := P648 - 1
IM[898,327]: -1
T13116: P751' := P751 - 3
IM[898,408]: -3
T13116: P328' := P328 + 3
IM[898,425]: 3
P332 --> T13115 : 1
Pre[899,511]: 1
P723 --> T13115 : 1
Pre[899,512]: 1
P101 --> T13115 : 1
Pre[899,565]: 1
T13115: P585' := P585 + 1
IM[899,398]: 1
T13115: P459' := P459 + 1
IM[899,510]: 1
T13115: P256' := P256 + 1
IM[899,574]: 1
T13115: P723' := P723 - 1
IM[899,512]: -1
T13115: P101' := P101 - 1
IM[899,565]: -1
P190 --> T13114 : 1
Pre[900,363]: 1
P193 --> T13114 : 6
Pre[900,184]: 6
P211 --> T13114 : 1
Pre[900,335]: 1
P648 --> T13114 : 2
Pre[900,327]: 2
P19 --> T13114 : 1
Pre[900,449]: 1
T13114: P798' := P798 + 1
IM[900,301]: 1
T13114: P190' := P190 - 1
IM[900,363]: -1
T13114: P193' := P193 - 6
IM[900,184]: -6
T13114: P427' := P427 + 2
IM[900,322]: 2
T13114: P211' := P211 - 1
IM[900,335]: -1
T13114: P648' := P648 - 2
IM[900,327]: -2
T13114: P185' := P185 + 4
IM[900,185]: 4
T13114: P19' := P19 - 1
IM[900,449]: -1
T13114: P581' := P581 + 1
IM[900,477]: 1
P332 --> T13113 : 1
Pre[901,511]: 1
P723 --> T13113 : 1
Pre[901,512]: 1
P194 --> T13113 : 1
Pre[901,621]: 1
T13113: P711' := P711 + 1
IM[901,577]: 1
T13113: P231' := P231 + 1
IM[901,520]: 1
T13113: P459' := P459 + 1
IM[901,510]: 1
T13113: P723' := P723 - 1
IM[901,512]: -1
T13113: P194' := P194 - 1
IM[901,621]: -1
P710 --> T13112 : 1
Pre[902,172]: 1
P193 --> T13112 : 6
Pre[902,184]: 6
P751 --> T13112 : 2
Pre[902,408]: 2
P19 --> T13112 : 1
Pre[902,449]: 1
P648 --> T13112 : 1
Pre[902,327]: 1
T13112: P652' := P652 + 1
IM[902,393]: 1
T13112: P710' := P710 - 1
IM[902,172]: -1
T13112: P193' := P193 - 6
IM[902,184]: -6
T13112: P215' := P215 + 1
IM[902,365]: 1
T13112: P565' := P565 + 2
IM[902,315]: 2
T13112: P751' := P751 - 2
IM[902,408]: -2
T13112: P19' := P19 - 1
IM[902,449]: -1
T13112: P185' := P185 + 4
IM[902,185]: 4
T13112: P648' := P648 - 1
IM[902,327]: -1
P193 --> T13111 : 6
Pre[903,184]: 6
P295 --> T13111 : 1
Pre[903,258]: 1
P133 --> T13111 : 1
Pre[903,307]: 1
P306 --> T13111 : 1
Pre[903,407]: 1
P751 --> T13111 : 1
Pre[903,408]: 1
P648 --> T13111 : 1
Pre[903,327]: 1
T13111: P193' := P193 - 6
IM[903,184]: -6
T13111: P761' := P761 + 1
IM[903,456]: 1
T13111: P295' := P295 - 1
IM[903,258]: -1
T13111: P667' := P667 + 1
IM[903,440]: 1
T13111: P345' := P345 + 1
IM[903,415]: 1
T13111: P133' := P133 - 1
IM[903,307]: -1
T13111: P306' := P306 - 1
IM[903,407]: -1
T13111: P751' := P751 - 1
IM[903,408]: -1
T13111: P591' := P591 + 1
IM[903,202]: 1
T13111: P185' := P185 + 4
IM[903,185]: 4
T13111: P648' := P648 - 1
IM[903,327]: -1
P193 --> T13110 : 6
Pre[904,184]: 6
P133 --> T13110 : 2
Pre[904,307]: 2
P16 --> T13110 : 1
Pre[904,215]: 1
P751 --> T13110 : 1
Pre[904,408]: 1
P295 --> T13110 : 1
Pre[904,258]: 1
T13110: P105' := P105 + 2
IM[904,293]: 2
T13110: P193' := P193 - 6
IM[904,184]: -6
T13110: P133' := P133 - 2
IM[904,307]: -2
T13110: P16' := P16 - 1
IM[904,215]: -1
T13110: P677' := P677 + 1
IM[904,409]: 1
T13110: P751' := P751 - 1
IM[904,408]: -1
T13110: P295' := P295 - 1
IM[904,258]: -1
T13110: P257' := P257 + 1
IM[904,236]: 1
T13110: P185' := P185 + 4
IM[904,185]: 4
P190 --> T13109 : 1
Pre[905,363]: 1
P133 --> T13109 : 1
Pre[905,307]: 1
P211 --> T13109 : 1
Pre[905,335]: 1
P751 --> T13109 : 2
Pre[905,408]: 2
P193 --> T13109 : 6
Pre[905,184]: 6
T13109: P190' := P190 - 1
IM[905,363]: -1
T13109: P328' := P328 + 2
IM[905,425]: 2
T13109: P494' := P494 + 1
IM[905,265]: 1
T13109: P133' := P133 - 1
IM[905,307]: -1
T13109: P185' := P185 + 4
IM[905,185]: 4
T13109: P798' := P798 + 1
IM[905,301]: 1
T13109: P211' := P211 - 1
IM[905,335]: -1
T13109: P751' := P751 - 2
IM[905,408]: -2
T13109: P193' := P193 - 6
IM[905,184]: -6
P295 --> T13108 : 1
Pre[906,258]: 1
P190 --> T13108 : 1
Pre[906,363]: 1
P751 --> T13108 : 1
Pre[906,408]: 1
P193 --> T13108 : 6
Pre[906,184]: 6
P5 --> T13108 : 1
Pre[906,384]: 1
P648 --> T13108 : 1
Pre[906,327]: 1
T13108: P295' := P295 - 1
IM[906,258]: -1
T13108: P67' := P67 + 1
IM[906,414]: 1
T13108: P190' := P190 - 1
IM[906,363]: -1
T13108: P568' := P568 + 1
IM[906,385]: 1
T13108: P751' := P751 - 1
IM[906,408]: -1
T13108: P193' := P193 - 6
IM[906,184]: -6
T13108: P214' := P214 + 1
IM[906,432]: 1
T13108: P5' := P5 - 1
IM[906,384]: -1
T13108: P648' := P648 - 1
IM[906,327]: -1
T13108: P340' := P340 + 1
IM[906,461]: 1
T13108: P185' := P185 + 4
IM[906,185]: 4
P678 --> T13107 : 1
Pre[907,382]: 1
P738 --> T13107 : 1
Pre[907,8]: 1
T13107: P560' := P560 + 1
IM[907,21]: 1
T13107: P336' := P336 + 1
IM[907,5]: 1
T13107: P678' := P678 - 1
IM[907,382]: -1
T13107: P738' := P738 - 1
IM[907,8]: -1
T13107: P18' := P18 + 1
IM[907,391]: 1
P190 --> T13106 : 2
Pre[908,363]: 2
P193 --> T13106 : 6
Pre[908,184]: 6
P751 --> T13106 : 1
Pre[908,408]: 1
P133 --> T13106 : 1
Pre[908,307]: 1
P306 --> T13106 : 1
Pre[908,407]: 1
T13106: P185' := P185 + 4
IM[908,185]: 4
T13106: P190' := P190 - 2
IM[908,363]: -2
T13106: P249' := P249 + 2
IM[908,381]: 2
T13106: P193' := P193 - 6
IM[908,184]: -6
T13106: P591' := P591 + 1
IM[908,202]: 1
T13106: P761' := P761 + 1
IM[908,456]: 1
T13106: P751' := P751 - 1
IM[908,408]: -1
T13106: P133' := P133 - 1
IM[908,307]: -1
T13106: P306' := P306 - 1
IM[908,407]: -1
P190 --> T13105 : 1
Pre[909,363]: 1
P567 --> T13105 : 1
Pre[909,243]: 1
P19 --> T13105 : 1
Pre[909,449]: 1
P295 --> T13105 : 1
Pre[909,258]: 1
P193 --> T13105 : 6
Pre[909,184]: 6
P133 --> T13105 : 1
Pre[909,307]: 1
T13105: P37' := P37 + 1
IM[909,219]: 1
T13105: P190' := P190 - 1
IM[909,363]: -1
T13105: P567' := P567 - 1
IM[909,243]: -1
T13105: P19' := P19 - 1
IM[909,449]: -1
T13105: P584' := P584 + 1
IM[909,437]: 1
T13105: P185' := P185 + 4
IM[909,185]: 4
T13105: P295' := P295 - 1
IM[909,258]: -1
T13105: P79' := P79 + 1
IM[909,218]: 1
T13105: P193' := P193 - 6
IM[909,184]: -6
T13105: P352' := P352 + 1
IM[909,331]: 1
T13105: P133' := P133 - 1
IM[909,307]: -1
P19 --> T13104 : 2
Pre[910,449]: 2
P193 --> T13104 : 6
Pre[910,184]: 6
P751 --> T13104 : 1
Pre[910,408]: 1
P640 --> T13104 : 1
Pre[910,355]: 1
P648 --> T13104 : 1
Pre[910,327]: 1
T13104: P111' := P111 + 2
IM[910,411]: 2
T13104: P19' := P19 - 2
IM[910,449]: -2
T13104: P193' := P193 - 6
IM[910,184]: -6
T13104: P751' := P751 - 1
IM[910,408]: -1
T13104: P462' := P462 + 1
IM[910,410]: 1
T13104: P640' := P640 - 1
IM[910,355]: -1
T13104: P326' := P326 + 1
IM[910,346]: 1
T13104: P648' := P648 - 1
IM[910,327]: -1
T13104: P185' := P185 + 4
IM[910,185]: 4
P648 --> T13103 : 1
Pre[911,327]: 1
P19 --> T13103 : 1
Pre[911,449]: 1
P193 --> T13103 : 6
Pre[911,184]: 6
P751 --> T13103 : 2
Pre[911,408]: 2
P640 --> T13103 : 1
Pre[911,355]: 1
T13103: P648' := P648 - 1
IM[911,327]: -1
T13103: P185' := P185 + 4
IM[911,185]: 4
T13103: P19' := P19 - 1
IM[911,449]: -1
T13103: P111' := P111 + 1
IM[911,411]: 1
T13103: P462' := P462 + 2
IM[911,410]: 2
T13103: P193' := P193 - 6
IM[911,184]: -6
T13103: P751' := P751 - 2
IM[911,408]: -2
T13103: P326' := P326 + 1
IM[911,346]: 1
T13103: P640' := P640 - 1
IM[911,355]: -1
P648 --> T13102 : 1
Pre[912,327]: 1
P567 --> T13102 : 1
Pre[912,243]: 1
P295 --> T13102 : 2
Pre[912,258]: 2
P193 --> T13102 : 6
Pre[912,184]: 6
P751 --> T13102 : 1
Pre[912,408]: 1
T13102: P648' := P648 - 1
IM[912,327]: -1
T13102: P79' := P79 + 2
IM[912,218]: 2
T13102: P185' := P185 + 4
IM[912,185]: 4
T13102: P567' := P567 - 1
IM[912,243]: -1
T13102: P240' := P240 + 1
IM[912,358]: 1
T13102: P295' := P295 - 2
IM[912,258]: -2
T13102: P530' := P530 + 1
IM[912,435]: 1
T13102: P193' := P193 - 6
IM[912,184]: -6
T13102: P751' := P751 - 1
IM[912,408]: -1
P295 --> T13101 : 2
Pre[913,258]: 2
P193 --> T13101 : 6
Pre[913,184]: 6
P19 --> T13101 : 2
Pre[913,449]: 2
P5 --> T13101 : 1
Pre[913,384]: 1
T13101: P295' := P295 - 2
IM[913,258]: -2
T13101: P185' := P185 + 4
IM[913,185]: 4
T13101: P193' := P193 - 6
IM[913,184]: -6
T13101: P214' := P214 + 2
IM[913,432]: 2
T13101: P552' := P552 + 2
IM[913,442]: 2
T13101: P19' := P19 - 2
IM[913,449]: -2
T13101: P5' := P5 - 1
IM[913,384]: -1
P193 --> T13100 : 6
Pre[914,184]: 6
P295 --> T13100 : 1
Pre[914,258]: 1
P567 --> T13100 : 1
Pre[914,243]: 1
P648 --> T13100 : 1
Pre[914,327]: 1
P133 --> T13100 : 1
Pre[914,307]: 1
P751 --> T13100 : 1
Pre[914,408]: 1
T13100: P193' := P193 - 6
IM[914,184]: -6
T13100: P79' := P79 + 1
IM[914,218]: 1
T13100: P295' := P295 - 1
IM[914,258]: -1
T13100: P530' := P530 + 1
IM[914,435]: 1
T13100: P352' := P352 + 1
IM[914,331]: 1
T13100: P567' := P567 - 1
IM[914,243]: -1
T13100: P648' := P648 - 1
IM[914,327]: -1
T13100: P133' := P133 - 1
IM[914,307]: -1
T13100: P185' := P185 + 4
IM[914,185]: 4
T13100: P240' := P240 + 1
IM[914,358]: 1
T13100: P751' := P751 - 1
IM[914,408]: -1
P193 --> T13099 : 6
Pre[915,184]: 6
P295 --> T13099 : 1
Pre[915,258]: 1
P19 --> T13099 : 1
Pre[915,449]: 1
P211 --> T13099 : 1
Pre[915,335]: 1
P133 --> T13099 : 2
Pre[915,307]: 2
T13099: P193' := P193 - 6
IM[915,184]: -6
T13099: P494' := P494 + 2
IM[915,265]: 2
T13099: P295' := P295 - 1
IM[915,258]: -1
T13099: P19' := P19 - 1
IM[915,449]: -1
T13099: P581' := P581 + 1
IM[915,477]: 1
T13099: P211' := P211 - 1
IM[915,335]: -1
T13099: P185' := P185 + 4
IM[915,185]: 4
T13099: P133' := P133 - 2
IM[915,307]: -2
T13099: P692' := P692 + 1
IM[915,287]: 1
P133 --> T13098 : 1
Pre[916,307]: 1
P295 --> T13098 : 2
Pre[916,258]: 2
P193 --> T13098 : 6
Pre[916,184]: 6
P190 --> T13098 : 1
Pre[916,363]: 1
P16 --> T13098 : 1
Pre[916,215]: 1
T13098: P133' := P133 - 1
IM[916,307]: -1
T13098: P105' := P105 + 1
IM[916,293]: 1
T13098: P295' := P295 - 2
IM[916,258]: -2
T13098: P555' := P555 + 1
IM[916,368]: 1
T13098: P257' := P257 + 2
IM[916,236]: 2
T13098: P185' := P185 + 4
IM[916,185]: 4
T13098: P193' := P193 - 6
IM[916,184]: -6
T13098: P190' := P190 - 1
IM[916,363]: -1
T13098: P16' := P16 - 1
IM[916,215]: -1
P751 --> T13097 : 2
Pre[917,408]: 2
P190 --> T13097 : 1
Pre[917,363]: 1
P193 --> T13097 : 6
Pre[917,184]: 6
P16 --> T13097 : 1
Pre[917,215]: 1
P648 --> T13097 : 1
Pre[917,327]: 1
T13097: P751' := P751 - 2
IM[917,408]: -2
T13097: P677' := P677 + 2
IM[917,409]: 2
T13097: P190' := P190 - 1
IM[917,363]: -1
T13097: P193' := P193 - 6
IM[917,184]: -6
T13097: P16' := P16 - 1
IM[917,215]: -1
T13097: P185' := P185 + 4
IM[917,185]: 4
T13097: P555' := P555 + 1
IM[917,368]: 1
T13097: P570' := P570 + 1
IM[917,296]: 1
T13097: P648' := P648 - 1
IM[917,327]: -1
P746 --> T13096 : 1
Pre[918,542]: 1
P682 --> T13096 : 1
Pre[918,359]: 1
T13096: P551' := P551 + 1
IM[918,513]: 1
T13096: P746' := P746 - 1
IM[918,542]: -1
T13096: P644' := P644 + 1
IM[918,549]: 1
T13096: P682' := P682 - 1
IM[918,359]: -1
T13096: P573' := P573 + 1
IM[918,455]: 1
P640 --> T13095 : 1
Pre[919,355]: 1
P295 --> T13095 : 1
Pre[919,258]: 1
P648 --> T13095 : 1
Pre[919,327]: 1
P193 --> T13095 : 6
Pre[919,184]: 6
P133 --> T13095 : 1
Pre[919,307]: 1
P751 --> T13095 : 1
Pre[919,408]: 1
T13095: P640' := P640 - 1
IM[919,355]: -1
T13095: P53' := P53 + 1
IM[919,224]: 1
T13095: P185' := P185 + 4
IM[919,185]: 4
T13095: P295' := P295 - 1
IM[919,258]: -1
T13095: P648' := P648 - 1
IM[919,327]: -1
T13095: P193' := P193 - 6
IM[919,184]: -6
T13095: P326' := P326 + 1
IM[919,346]: 1
T13095: P133' := P133 - 1
IM[919,307]: -1
T13095: P751' := P751 - 1
IM[919,408]: -1
T13095: P462' := P462 + 1
IM[919,410]: 1
T13095: P227' := P227 + 1
IM[919,344]: 1
P360 --> T13094 : 1
Pre[920,104]: 1
T13094: P418' := P418 + 1
IM[920,197]: 1
T13094: P360' := P360 - 1
IM[920,104]: -1
P16 --> T13093 : 1
Pre[921,215]: 1
P295 --> T13093 : 1
Pre[921,258]: 1
P133 --> T13093 : 1
Pre[921,307]: 1
P193 --> T13093 : 6
Pre[921,184]: 6
P751 --> T13093 : 1
Pre[921,408]: 1
P648 --> T13093 : 1
Pre[921,327]: 1
T13093: P16' := P16 - 1
IM[921,215]: -1
T13093: P295' := P295 - 1
IM[921,258]: -1
T13093: P570' := P570 + 1
IM[921,296]: 1
T13093: P257' := P257 + 1
IM[921,236]: 1
T13093: P133' := P133 - 1
IM[921,307]: -1
T13093: P677' := P677 + 1
IM[921,409]: 1
T13093: P193' := P193 - 6
IM[921,184]: -6
T13093: P751' := P751 - 1
IM[921,408]: -1
T13093: P105' := P105 + 1
IM[921,293]: 1
T13093: P185' := P185 + 4
IM[921,185]: 4
T13093: P648' := P648 - 1
IM[921,327]: -1
P19 --> T13092 : 1
Pre[922,449]: 1
P193 --> T13092 : 7
Pre[922,184]: 7
P640 --> T13092 : 1
Pre[922,355]: 1
P295 --> T13092 : 2
Pre[922,258]: 2
T13092: P19' := P19 - 1
IM[922,449]: -1
T13092: P721' := P721 + 3
IM[922,192]: 3
T13092: P193' := P193 - 7
IM[922,184]: -7
T13092: P640' := P640 - 1
IM[922,355]: -1
T13092: P295' := P295 - 2
IM[922,258]: -2
T13092: P53' := P53 + 2
IM[922,224]: 2
T13092: P111' := P111 + 1
IM[922,411]: 1
P295 --> T13091 : 1
Pre[923,258]: 1
P193 --> T13091 : 6
Pre[923,184]: 6
P19 --> T13091 : 2
Pre[923,449]: 2
P567 --> T13091 : 1
Pre[923,243]: 1
P190 --> T13091 : 1
Pre[923,363]: 1
T13091: P295' := P295 - 1
IM[923,258]: -1
T13091: P193' := P193 - 6
IM[923,184]: -6
T13091: P584' := P584 + 1
IM[923,437]: 1
T13091: P19' := P19 - 2
IM[923,449]: -2
T13091: P37' := P37 + 2
IM[923,219]: 2
T13091: P79' := P79 + 1
IM[923,218]: 1
T13091: P185' := P185 + 4
IM[923,185]: 4
T13091: P567' := P567 - 1
IM[923,243]: -1
T13091: P190' := P190 - 1
IM[923,363]: -1
P640 --> T13090 : 1
Pre[924,355]: 1
P193 --> T13090 : 6
Pre[924,184]: 6
P648 --> T13090 : 2
Pre[924,327]: 2
P295 --> T13090 : 2
Pre[924,258]: 2
T13090: P326' := P326 + 2
IM[924,346]: 2
T13090: P640' := P640 - 1
IM[924,355]: -1
T13090: P193' := P193 - 6
IM[924,184]: -6
T13090: P53' := P53 + 2
IM[924,224]: 2
T13090: P185' := P185 + 4
IM[924,185]: 4
T13090: P648' := P648 - 2
IM[924,327]: -2
T13090: P295' := P295 - 2
IM[924,258]: -2
P751 --> T13089 : 1
Pre[925,408]: 1
P16 --> T13089 : 1
Pre[925,215]: 1
P193 --> T13089 : 8
Pre[925,184]: 8
P295 --> T13089 : 1
Pre[925,258]: 1
T13089: P751' := P751 - 1
IM[925,408]: -1
T13089: P677' := P677 + 1
IM[925,409]: 1
T13089: P16' := P16 - 1
IM[925,215]: -1
T13089: P193' := P193 - 8
IM[925,184]: -8
T13089: P52' := P52 + 2
IM[925,174]: 2
T13089: P295' := P295 - 1
IM[925,258]: -1
T13089: P257' := P257 + 1
IM[925,236]: 1
P648 --> T13088 : 1
Pre[926,327]: 1
P190 --> T13088 : 1
Pre[926,363]: 1
P710 --> T13088 : 1
Pre[926,172]: 1
P193 --> T13088 : 8
Pre[926,184]: 8
T13088: P648' := P648 - 1
IM[926,327]: -1
T13088: P190' := P190 - 1
IM[926,363]: -1
T13088: P652' := P652 + 1
IM[926,393]: 1
T13088: P710' := P710 - 1
IM[926,172]: -1
T13088: P52' := P52 + 2
IM[926,174]: 2
T13088: P193' := P193 - 8
IM[926,184]: -8
T13088: P408' := P408 + 1
IM[926,420]: 1
P423 --> T13087 : 1
Pre[927,4]: 1
P322 --> T13087 : 1
Pre[927,416]: 1
T13087: P423' := P423 - 1
IM[927,4]: -1
T13087: P339' := P339 + 1
IM[927,274]: 1
T13087: P561' := P561 + 1
IM[927,52]: 1
T13087: P322' := P322 - 1
IM[927,416]: -1
P193 --> T13086 : 7
Pre[928,184]: 7
P751 --> T13086 : 2
Pre[928,408]: 2
P133 --> T13086 : 1
Pre[928,307]: 1
P567 --> T13086 : 1
Pre[928,243]: 1
T13086: P530' := P530 + 2
IM[928,435]: 2
T13086: P193' := P193 - 7
IM[928,184]: -7
T13086: P751' := P751 - 2
IM[928,408]: -2
T13086: P721' := P721 + 3
IM[928,192]: 3
T13086: P133' := P133 - 1
IM[928,307]: -1
T13086: P352' := P352 + 1
IM[928,331]: 1
T13086: P567' := P567 - 1
IM[928,243]: -1
P306 --> T13085 : 1
Pre[929,407]: 1
P751 --> T13085 : 2
Pre[929,408]: 2
P133 --> T13085 : 1
Pre[929,307]: 1
P193 --> T13085 : 6
Pre[929,184]: 6
P190 --> T13085 : 1
Pre[929,363]: 1
T13085: P306' := P306 - 1
IM[929,407]: -1
T13085: P185' := P185 + 4
IM[929,185]: 4
T13085: P249' := P249 + 1
IM[929,381]: 1
T13085: P751' := P751 - 2
IM[929,408]: -2
T13085: P591' := P591 + 1
IM[929,202]: 1
T13085: P133' := P133 - 1
IM[929,307]: -1
T13085: P761' := P761 + 2
IM[929,456]: 2
T13085: P193' := P193 - 6
IM[929,184]: -6
T13085: P190' := P190 - 1
IM[929,363]: -1
P640 --> T13084 : 1
Pre[930,355]: 1
P648 --> T13084 : 2
Pre[930,327]: 2
P193 --> T13084 : 6
Pre[930,184]: 6
P751 --> T13084 : 1
Pre[930,408]: 1
P295 --> T13084 : 1
Pre[930,258]: 1
T13084: P185' := P185 + 4
IM[930,185]: 4
T13084: P640' := P640 - 1
IM[930,355]: -1
T13084: P648' := P648 - 2
IM[930,327]: -2
T13084: P193' := P193 - 6
IM[930,184]: -6
T13084: P53' := P53 + 1
IM[930,224]: 1
T13084: P751' := P751 - 1
IM[930,408]: -1
T13084: P462' := P462 + 1
IM[930,410]: 1
T13084: P326' := P326 + 2
IM[930,346]: 2
T13084: P295' := P295 - 1
IM[930,258]: -1
P133 --> T13083 : 1
Pre[931,307]: 1
P640 --> T13083 : 1
Pre[931,355]: 1
P193 --> T13083 : 6
Pre[931,184]: 6
P295 --> T13083 : 3
Pre[931,258]: 3
T13083: P133' := P133 - 1
IM[931,307]: -1
T13083: P640' := P640 - 1
IM[931,355]: -1
T13083: P185' := P185 + 4
IM[931,185]: 4
T13083: P227' := P227 + 1
IM[931,344]: 1
T13083: P193' := P193 - 6
IM[931,184]: -6
T13083: P53' := P53 + 3
IM[931,224]: 3
T13083: P295' := P295 - 3
IM[931,258]: -3
P295 --> T13082 : 1
Pre[932,258]: 1
P19 --> T13082 : 1
Pre[932,449]: 1
P133 --> T13082 : 1
Pre[932,307]: 1
P193 --> T13082 : 6
Pre[932,184]: 6
P648 --> T13082 : 1
Pre[932,327]: 1
P306 --> T13082 : 1
Pre[932,407]: 1
T13082: P295' := P295 - 1
IM[932,258]: -1
T13082: P667' := P667 + 1
IM[932,440]: 1
T13082: P591' := P591 + 1
IM[932,202]: 1
T13082: P345' := P345 + 1
IM[932,415]: 1
T13082: P19' := P19 - 1
IM[932,449]: -1
T13082: P133' := P133 - 1
IM[932,307]: -1
T13082: P193' := P193 - 6
IM[932,184]: -6
T13082: P648' := P648 - 1
IM[932,327]: -1
T13082: P306' := P306 - 1
IM[932,407]: -1
T13082: P185' := P185 + 4
IM[932,185]: 4
T13082: P480' := P480 + 1
IM[932,418]: 1
P648 --> T13081 : 2
Pre[933,327]: 2
P133 --> T13081 : 1
Pre[933,307]: 1
P751 --> T13081 : 1
Pre[933,408]: 1
P193 --> T13081 : 6
Pre[933,184]: 6
P16 --> T13081 : 1
Pre[933,215]: 1
T13081: P648' := P648 - 2
IM[933,327]: -2
T13081: P677' := P677 + 1
IM[933,409]: 1
T13081: P133' := P133 - 1
IM[933,307]: -1
T13081: P570' := P570 + 2
IM[933,296]: 2
T13081: P105' := P105 + 1
IM[933,293]: 1
T13081: P751' := P751 - 1
IM[933,408]: -1
T13081: P193' := P193 - 6
IM[933,184]: -6
T13081: P185' := P185 + 4
IM[933,185]: 4
T13081: P16' := P16 - 1
IM[933,215]: -1
P193 --> T13080 : 6
Pre[934,184]: 6
P190 --> T13080 : 1
Pre[934,363]: 1
P648 --> T13080 : 1
Pre[934,327]: 1
P16 --> T13080 : 1
Pre[934,215]: 1
P133 --> T13080 : 2
Pre[934,307]: 2
T13080: P193' := P193 - 6
IM[934,184]: -6
T13080: P190' := P190 - 1
IM[934,363]: -1
T13080: P105' := P105 + 2
IM[934,293]: 2
T13080: P555' := P555 + 1
IM[934,368]: 1
T13080: P185' := P185 + 4
IM[934,185]: 4
T13080: P648' := P648 - 1
IM[934,327]: -1
T13080: P16' := P16 - 1
IM[934,215]: -1
T13080: P133' := P133 - 2
IM[934,307]: -2
T13080: P570' := P570 + 1
IM[934,296]: 1
P19 --> T13079 : 2
Pre[935,449]: 2
P193 --> T13079 : 6
Pre[935,184]: 6
P133 --> T13079 : 2
Pre[935,307]: 2
P16 --> T13079 : 1
Pre[935,215]: 1
T13079: P19' := P19 - 2
IM[935,449]: -2
T13079: P105' := P105 + 2
IM[935,293]: 2
T13079: P193' := P193 - 6
IM[935,184]: -6
T13079: P322' := P322 + 2
IM[935,416]: 2
T13079: P185' := P185 + 4
IM[935,185]: 4
T13079: P133' := P133 - 2
IM[935,307]: -2
T13079: P16' := P16 - 1
IM[935,215]: -1
P193 --> T13078 : 6
Pre[936,184]: 6
P710 --> T13078 : 1
Pre[936,172]: 1
P751 --> T13078 : 1
Pre[936,408]: 1
P190 --> T13078 : 1
Pre[936,363]: 1
P19 --> T13078 : 1
Pre[936,449]: 1
P295 --> T13078 : 1
Pre[936,258]: 1
T13078: P193' := P193 - 6
IM[936,184]: -6
T13078: P355' := P355 + 1
IM[936,319]: 1
T13078: P710' := P710 - 1
IM[936,172]: -1
T13078: P751' := P751 - 1
IM[936,408]: -1
T13078: P190' := P190 - 1
IM[936,363]: -1
T13078: P215' := P215 + 1
IM[936,365]: 1
T13078: P408' := P408 + 1
IM[936,420]: 1
T13078: P565' := P565 + 1
IM[936,315]: 1
T13078: P185' := P185 + 4
IM[936,185]: 4
T13078: P19' := P19 - 1
IM[936,449]: -1
T13078: P295' := P295 - 1
IM[936,258]: -1
P133 --> T13077 : 1
Pre[937,307]: 1
P193 --> T13077 : 6
Pre[937,184]: 6
P472 --> T13077 : 1
Pre[937,334]: 1
P751 --> T13077 : 2
Pre[937,408]: 2
P295 --> T13077 : 1
Pre[937,258]: 1
T13077: P242' := P242 + 2
IM[937,216]: 2
T13077: P586' := P586 + 1
IM[937,379]: 1
T13077: P133' := P133 - 1
IM[937,307]: -1
T13077: P193' := P193 - 6
IM[937,184]: -6
T13077: P472' := P472 - 1
IM[937,334]: -1
T13077: P185' := P185 + 4
IM[937,185]: 4
T13077: P751' := P751 - 2
IM[937,408]: -2
T13077: P295' := P295 - 1
IM[937,258]: -1
T13077: P457' := P457 + 1
IM[937,347]: 1
P5 --> T13076 : 1
Pre[938,384]: 1
P133 --> T13076 : 1
Pre[938,307]: 1
P295 --> T13076 : 1
Pre[938,258]: 1
P193 --> T13076 : 6
Pre[938,184]: 6
P19 --> T13076 : 1
Pre[938,449]: 1
P751 --> T13076 : 1
Pre[938,408]: 1
T13076: P67' := P67 + 1
IM[938,414]: 1
T13076: P5' := P5 - 1
IM[938,384]: -1
T13076: P214' := P214 + 1
IM[938,432]: 1
T13076: P133' := P133 - 1
IM[938,307]: -1
T13076: P295' := P295 - 1
IM[938,258]: -1
T13076: P193' := P193 - 6
IM[938,184]: -6
T13076: P19' := P19 - 1
IM[938,449]: -1
T13076: P552' := P552 + 1
IM[938,442]: 1
T13076: P185' := P185 + 4
IM[938,185]: 4
T13076: P751' := P751 - 1
IM[938,408]: -1
T13076: P668' := P668 + 1
IM[938,447]: 1
P19 --> T13075 : 2
Pre[939,449]: 2
P133 --> T13075 : 2
Pre[939,307]: 2
P16 --> T13075 : 1
Pre[939,215]: 1
P193 --> T13075 : 6
Pre[939,184]: 6
T13075: P322' := P322 + 2
IM[939,416]: 2
T13075: P19' := P19 - 2
IM[939,449]: -2
T13075: P105' := P105 + 2
IM[939,293]: 2
T13075: P133' := P133 - 2
IM[939,307]: -2
T13075: P185' := P185 + 4
IM[939,185]: 4
T13075: P16' := P16 - 1
IM[939,215]: -1
T13075: P193' := P193 - 6
IM[939,184]: -6
P193 --> T13074 : 6
Pre[940,184]: 6
P133 --> T13074 : 1
Pre[940,307]: 1
P751 --> T13074 : 2
Pre[940,408]: 2
P306 --> T13074 : 1
Pre[940,407]: 1
P190 --> T13074 : 1
Pre[940,363]: 1
T13074: P591' := P591 + 1
IM[940,202]: 1
T13074: P193' := P193 - 6
IM[940,184]: -6
T13074: P761' := P761 + 2
IM[940,456]: 2
T13074: P133' := P133 - 1
IM[940,307]: -1
T13074: P751' := P751 - 2
IM[940,408]: -2
T13074: P249' := P249 + 1
IM[940,381]: 1
T13074: P306' := P306 - 1
IM[940,407]: -1
T13074: P190' := P190 - 1
IM[940,363]: -1
T13074: P185' := P185 + 4
IM[940,185]: 4
P193 --> T13073 : 6
Pre[941,184]: 6
P472 --> T13073 : 1
Pre[941,334]: 1
P190 --> T13073 : 1
Pre[941,363]: 1
P19 --> T13073 : 1
Pre[941,449]: 1
P648 --> T13073 : 2
Pre[941,327]: 2
T13073: P706' := P706 + 1
IM[941,362]: 1
T13073: P193' := P193 - 6
IM[941,184]: -6
T13073: P472' := P472 - 1
IM[941,334]: -1
T13073: P190' := P190 - 1
IM[941,363]: -1
T13073: P19' := P19 - 1
IM[941,449]: -1
T13073: P648' := P648 - 2
IM[941,327]: -2
T13073: P185' := P185 + 4
IM[941,185]: 4
T13073: P65' := P65 + 1
IM[941,336]: 1
T13073: P465' := P465 + 2
IM[941,389]: 2
P648 --> T13072 : 1
Pre[942,327]: 1
P19 --> T13072 : 2
Pre[942,449]: 2
P193 --> T13072 : 6
Pre[942,184]: 6
P472 --> T13072 : 1
Pre[942,334]: 1
P751 --> T13072 : 1
Pre[942,408]: 1
T13072: P648' := P648 - 1
IM[942,327]: -1
T13072: P465' := P465 + 1
IM[942,389]: 1
T13072: P706' := P706 + 2
IM[942,362]: 2
T13072: P19' := P19 - 2
IM[942,449]: -2
T13072: P193' := P193 - 6
IM[942,184]: -6
T13072: P472' := P472 - 1
IM[942,334]: -1
T13072: P751' := P751 - 1
IM[942,408]: -1
T13072: P242' := P242 + 1
IM[942,216]: 1
T13072: P185' := P185 + 4
IM[942,185]: 4
P211 --> T13071 : 1
Pre[943,335]: 1
P19 --> T13071 : 1
Pre[943,449]: 1
P133 --> T13071 : 1
Pre[943,307]: 1
P751 --> T13071 : 1
Pre[943,408]: 1
P190 --> T13071 : 1
Pre[943,363]: 1
P193 --> T13071 : 6
Pre[943,184]: 6
T13071: P211' := P211 - 1
IM[943,335]: -1
T13071: P19' := P19 - 1
IM[943,449]: -1
T13071: P133' := P133 - 1
IM[943,307]: -1
T13071: P798' := P798 + 1
IM[943,301]: 1
T13071: P494' := P494 + 1
IM[943,265]: 1
T13071: P751' := P751 - 1
IM[943,408]: -1
T13071: P190' := P190 - 1
IM[943,363]: -1
T13071: P328' := P328 + 1
IM[943,425]: 1
T13071: P193' := P193 - 6
IM[943,184]: -6
T13071: P581' := P581 + 1
IM[943,477]: 1
T13071: P185' := P185 + 4
IM[943,185]: 4
P803 --> T13070 : 1
Pre[944,744]: 1
P493 --> T13070 : 1
Pre[944,566]: 1
P415 --> T13070 : 10
Pre[944,509]: 10
T13070: P405' := P405 + 1
IM[944,620]: 1
T13070: P803' := P803 - 1
IM[944,744]: -1
T13070: P493' := P493 - 1
IM[944,566]: -1
P99 --> T13069 : 1
Pre[945,433]: 1
P583 --> T13069 : 1
Pre[945,541]: 1
T13069: P99' := P99 - 1
IM[945,433]: -1
T13069: P551' := P551 + 1
IM[945,513]: 1
T13069: P583' := P583 - 1
IM[945,541]: -1
T13069: P445' := P445 + 1
IM[945,436]: 1
T13069: P802' := P802 + 1
IM[945,548]: 1
P133 --> T13068 : 1
Pre[946,307]: 1
P751 --> T13068 : 1
Pre[946,408]: 1
P193 --> T13068 : 6
Pre[946,184]: 6
P190 --> T13068 : 1
Pre[946,363]: 1
P710 --> T13068 : 1
Pre[946,172]: 1
P648 --> T13068 : 1
Pre[946,327]: 1
T13068: P408' := P408 + 1
IM[946,420]: 1
T13068: P133' := P133 - 1
IM[946,307]: -1
T13068: P751' := P751 - 1
IM[946,408]: -1
T13068: P193' := P193 - 6
IM[946,184]: -6
T13068: P137' := P137 + 1
IM[946,280]: 1
T13068: P190' := P190 - 1
IM[946,363]: -1
T13068: P710' := P710 - 1
IM[946,172]: -1
T13068: P652' := P652 + 1
IM[946,393]: 1
T13068: P648' := P648 - 1
IM[946,327]: -1
T13068: P185' := P185 + 4
IM[946,185]: 4
T13068: P565' := P565 + 1
IM[946,315]: 1
P295 --> T13067 : 1
Pre[947,258]: 1
P193 --> T13067 : 7
Pre[947,184]: 7
P640 --> T13067 : 1
Pre[947,355]: 1
P648 --> T13067 : 2
Pre[947,327]: 2
T13067: P53' := P53 + 1
IM[947,224]: 1
T13067: P326' := P326 + 2
IM[947,346]: 2
T13067: P295' := P295 - 1
IM[947,258]: -1
T13067: P193' := P193 - 7
IM[947,184]: -7
T13067: P721' := P721 + 3
IM[947,192]: 3
T13067: P640' := P640 - 1
IM[947,355]: -1
T13067: P648' := P648 - 2
IM[947,327]: -2
P193 --> T13066 : 6
Pre[948,184]: 6
P190 --> T13066 : 1
Pre[948,363]: 1
P648 --> T13066 : 1
Pre[948,327]: 1
P751 --> T13066 : 1
Pre[948,408]: 1
P567 --> T13066 : 1
Pre[948,243]: 1
P295 --> T13066 : 1
Pre[948,258]: 1
T13066: P530' := P530 + 1
IM[948,435]: 1
T13066: P185' := P185 + 4
IM[948,185]: 4
T13066: P79' := P79 + 1
IM[948,218]: 1
T13066: P193' := P193 - 6
IM[948,184]: -6
T13066: P190' := P190 - 1
IM[948,363]: -1
T13066: P240' := P240 + 1
IM[948,358]: 1
T13066: P648' := P648 - 1
IM[948,327]: -1
T13066: P751' := P751 - 1
IM[948,408]: -1
T13066: P567' := P567 - 1
IM[948,243]: -1
T13066: P295' := P295 - 1
IM[948,258]: -1
T13066: P584' := P584 + 1
IM[948,437]: 1
P751 --> T13065 : 1
Pre[949,408]: 1
P5 --> T13065 : 1
Pre[949,384]: 1
P193 --> T13065 : 6
Pre[949,184]: 6
P648 --> T13065 : 3
Pre[949,327]: 3
T13065: P751' := P751 - 1
IM[949,408]: -1
T13065: P5' := P5 - 1
IM[949,384]: -1
T13065: P185' := P185 + 4
IM[949,185]: 4
T13065: P193' := P193 - 6
IM[949,184]: -6
T13065: P67' := P67 + 1
IM[949,414]: 1
T13065: P568' := P568 + 3
IM[949,385]: 3
T13065: P648' := P648 - 3
IM[949,327]: -3
P193 --> T13064 : 6
Pre[950,184]: 6
P133 --> T13064 : 1
Pre[950,307]: 1
P295 --> T13064 : 1
Pre[950,258]: 1
P211 --> T13064 : 1
Pre[950,335]: 1
P751 --> T13064 : 1
Pre[950,408]: 1
P19 --> T13064 : 1
Pre[950,449]: 1
T13064: P581' := P581 + 1
IM[950,477]: 1
T13064: P193' := P193 - 6
IM[950,184]: -6
T13064: P133' := P133 - 1
IM[950,307]: -1
T13064: P328' := P328 + 1
IM[950,425]: 1
T13064: P295' := P295 - 1
IM[950,258]: -1
T13064: P211' := P211 - 1
IM[950,335]: -1
T13064: P751' := P751 - 1
IM[950,408]: -1
T13064: P185' := P185 + 4
IM[950,185]: 4
T13064: P692' := P692 + 1
IM[950,287]: 1
T13064: P19' := P19 - 1
IM[950,449]: -1
T13064: P494' := P494 + 1
IM[950,265]: 1
P295 --> T13063 : 1
Pre[951,258]: 1
P751 --> T13063 : 1
Pre[951,408]: 1
P19 --> T13063 : 1
Pre[951,449]: 1
P193 --> T13063 : 7
Pre[951,184]: 7
P16 --> T13063 : 1
Pre[951,215]: 1
T13063: P295' := P295 - 1
IM[951,258]: -1
T13063: P677' := P677 + 1
IM[951,409]: 1
T13063: P721' := P721 + 3
IM[951,192]: 3
T13063: P257' := P257 + 1
IM[951,236]: 1
T13063: P751' := P751 - 1
IM[951,408]: -1
T13063: P19' := P19 - 1
IM[951,449]: -1
T13063: P322' := P322 + 1
IM[951,416]: 1
T13063: P193' := P193 - 7
IM[951,184]: -7
T13063: P16' := P16 - 1
IM[951,215]: -1
P193 --> T13062 : 6
Pre[952,184]: 6
P190 --> T13062 : 3
Pre[952,363]: 3
P648 --> T13062 : 1
Pre[952,327]: 1
P211 --> T13062 : 1
Pre[952,335]: 1
T13062: P427' := P427 + 1
IM[952,322]: 1
T13062: P798' := P798 + 3
IM[952,301]: 3
T13062: P193' := P193 - 6
IM[952,184]: -6
T13062: P185' := P185 + 4
IM[952,185]: 4
T13062: P190' := P190 - 3
IM[952,363]: -3
T13062: P648' := P648 - 1
IM[952,327]: -1
T13062: P211' := P211 - 1
IM[952,335]: -1
P751 --> T13061 : 1
Pre[953,408]: 1
P133 --> T13061 : 1
Pre[953,307]: 1
P193 --> T13061 : 6
Pre[953,184]: 6
P567 --> T13061 : 1
Pre[953,243]: 1
P648 --> T13061 : 2
Pre[953,327]: 2
T13061: P530' := P530 + 1
IM[953,435]: 1
T13061: P352' := P352 + 1
IM[953,331]: 1
T13061: P751' := P751 - 1
IM[953,408]: -1
T13061: P133' := P133 - 1
IM[953,307]: -1
T13061: P193' := P193 - 6
IM[953,184]: -6
T13061: P567' := P567 - 1
IM[953,243]: -1
T13061: P240' := P240 + 2
IM[953,358]: 2
T13061: P648' := P648 - 2
IM[953,327]: -2
T13061: P185' := P185 + 4
IM[953,185]: 4
P133 --> T13060 : 1
Pre[954,307]: 1
P193 --> T13060 : 7
Pre[954,184]: 7
P306 --> T13060 : 1
Pre[954,407]: 1
P295 --> T13060 : 1
Pre[954,258]: 1
P190 --> T13060 : 1
Pre[954,363]: 1
T13060: P249' := P249 + 1
IM[954,381]: 1
T13060: P133' := P133 - 1
IM[954,307]: -1
T13060: P345' := P345 + 1
IM[954,415]: 1
T13060: P721' := P721 + 3
IM[954,192]: 3
T13060: P193' := P193 - 7
IM[954,184]: -7
T13060: P591' := P591 + 1
IM[954,202]: 1
T13060: P306' := P306 - 1
IM[954,407]: -1
T13060: P295' := P295 - 1
IM[954,258]: -1
T13060: P190' := P190 - 1
IM[954,363]: -1
P19 --> T13059 : 1
Pre[955,449]: 1
P133 --> T13059 : 2
Pre[955,307]: 2
P472 --> T13059 : 1
Pre[955,334]: 1
P193 --> T13059 : 6
Pre[955,184]: 6
P190 --> T13059 : 1
Pre[955,363]: 1
T13059: P185' := P185 + 4
IM[955,185]: 4
T13059: P65' := P65 + 1
IM[955,336]: 1
T13059: P706' := P706 + 1
IM[955,362]: 1
T13059: P19' := P19 - 1
IM[955,449]: -1
T13059: P133' := P133 - 2
IM[955,307]: -2
T13059: P472' := P472 - 1
IM[955,334]: -1
T13059: P193' := P193 - 6
IM[955,184]: -6
T13059: P190' := P190 - 1
IM[955,363]: -1
T13059: P457' := P457 + 2
IM[955,347]: 2
P19 --> T13058 : 1
Pre[956,449]: 1
P133 --> T13058 : 1
Pre[956,307]: 1
P306 --> T13058 : 1
Pre[956,407]: 1
P190 --> T13058 : 1
Pre[956,363]: 1
P751 --> T13058 : 1
Pre[956,408]: 1
P193 --> T13058 : 6
Pre[956,184]: 6
T13058: P19' := P19 - 1
IM[956,449]: -1
T13058: P480' := P480 + 1
IM[956,418]: 1
T13058: P133' := P133 - 1
IM[956,307]: -1
T13058: P306' := P306 - 1
IM[956,407]: -1
T13058: P249' := P249 + 1
IM[956,381]: 1
T13058: P761' := P761 + 1
IM[956,456]: 1
T13058: P190' := P190 - 1
IM[956,363]: -1
T13058: P751' := P751 - 1
IM[956,408]: -1
T13058: P185' := P185 + 4
IM[956,185]: 4
T13058: P591' := P591 + 1
IM[956,202]: 1
T13058: P193' := P193 - 6
IM[956,184]: -6
P274 --> T13057 : 1
Pre[957,284]: 1
P738 --> T13057 : 1
Pre[957,8]: 1
T13057: P274' := P274 - 1
IM[957,284]: -1
T13057: P336' := P336 + 1
IM[957,5]: 1
T13057: P738' := P738 - 1
IM[957,8]: -1
T13057: P378' := P378 + 1
IM[957,23]: 1
T13057: P760' := P760 + 1
IM[957,248]: 1
P6 --> T13056 : 1
Pre[958,452]: 1
T13056: P151' := P151 + 1
IM[958,217]: 1
T13056: P6' := P6 - 1
IM[958,452]: -1
P190 --> T13055 : 1
Pre[959,363]: 1
P193 --> T13055 : 6
Pre[959,184]: 6
P19 --> T13055 : 1
Pre[959,449]: 1
P295 --> T13055 : 1
Pre[959,258]: 1
P5 --> T13055 : 1
Pre[959,384]: 1
P751 --> T13055 : 1
Pre[959,408]: 1
T13055: P190' := P190 - 1
IM[959,363]: -1
T13055: P340' := P340 + 1
IM[959,461]: 1
T13055: P193' := P193 - 6
IM[959,184]: -6
T13055: P67' := P67 + 1
IM[959,414]: 1
T13055: P214' := P214 + 1
IM[959,432]: 1
T13055: P185' := P185 + 4
IM[959,185]: 4
T13055: P19' := P19 - 1
IM[959,449]: -1
T13055: P295' := P295 - 1
IM[959,258]: -1
T13055: P5' := P5 - 1
IM[959,384]: -1
T13055: P751' := P751 - 1
IM[959,408]: -1
T13055: P552' := P552 + 1
IM[959,442]: 1
P16 --> T13054 : 1
Pre[960,215]: 1
P751 --> T13054 : 1
Pre[960,408]: 1
P193 --> T13054 : 8
Pre[960,184]: 8
P19 --> T13054 : 1
Pre[960,449]: 1
T13054: P16' := P16 - 1
IM[960,215]: -1
T13054: P751' := P751 - 1
IM[960,408]: -1
T13054: P193' := P193 - 8
IM[960,184]: -8
T13054: P52' := P52 + 2
IM[960,174]: 2
T13054: P677' := P677 + 1
IM[960,409]: 1
T13054: P322' := P322 + 1
IM[960,416]: 1
T13054: P19' := P19 - 1
IM[960,449]: -1
P133 --> T13053 : 1
Pre[961,307]: 1
P295 --> T13053 : 2
Pre[961,258]: 2
P190 --> T13053 : 1
Pre[961,363]: 1
P710 --> T13053 : 1
Pre[961,172]: 1
P193 --> T13053 : 6
Pre[961,184]: 6
T13053: P137' := P137 + 1
IM[961,280]: 1
T13053: P133' := P133 - 1
IM[961,307]: -1
T13053: P185' := P185 + 4
IM[961,185]: 4
T13053: P408' := P408 + 1
IM[961,420]: 1
T13053: P295' := P295 - 2
IM[961,258]: -2
T13053: P190' := P190 - 1
IM[961,363]: -1
T13053: P355' := P355 + 2
IM[961,319]: 2
T13053: P710' := P710 - 1
IM[961,172]: -1
T13053: P193' := P193 - 6
IM[961,184]: -6
P133 --> T13052 : 2
Pre[962,307]: 2
P295 --> T13052 : 1
Pre[962,258]: 1
P710 --> T13052 : 1
Pre[962,172]: 1
P190 --> T13052 : 1
Pre[962,363]: 1
P193 --> T13052 : 6
Pre[962,184]: 6
T13052: P133' := P133 - 2
IM[962,307]: -2
T13052: P137' := P137 + 2
IM[962,280]: 2
T13052: P185' := P185 + 4
IM[962,185]: 4
T13052: P408' := P408 + 1
IM[962,420]: 1
T13052: P295' := P295 - 1
IM[962,258]: -1
T13052: P710' := P710 - 1
IM[962,172]: -1
T13052: P355' := P355 + 1
IM[962,319]: 1
T13052: P190' := P190 - 1
IM[962,363]: -1
T13052: P193' := P193 - 6
IM[962,184]: -6
P751 --> T13051 : 2
Pre[963,408]: 2
P193 --> T13051 : 6
Pre[963,184]: 6
P710 --> T13051 : 1
Pre[963,172]: 1
P133 --> T13051 : 1
Pre[963,307]: 1
P648 --> T13051 : 1
Pre[963,327]: 1
T13051: P751' := P751 - 2
IM[963,408]: -2
T13051: P193' := P193 - 6
IM[963,184]: -6
T13051: P652' := P652 + 1
IM[963,393]: 1
T13051: P710' := P710 - 1
IM[963,172]: -1
T13051: P137' := P137 + 1
IM[963,280]: 1
T13051: P133' := P133 - 1
IM[963,307]: -1
T13051: P565' := P565 + 2
IM[963,315]: 2
T13051: P648' := P648 - 1
IM[963,327]: -1
T13051: P185' := P185 + 4
IM[963,185]: 4
P295 --> T13050 : 1
Pre[964,258]: 1
P472 --> T13050 : 1
Pre[964,334]: 1
P133 --> T13050 : 1
Pre[964,307]: 1
P190 --> T13050 : 1
Pre[964,363]: 1
P193 --> T13050 : 6
Pre[964,184]: 6
P648 --> T13050 : 1
Pre[964,327]: 1
T13050: P586' := P586 + 1
IM[964,379]: 1
T13050: P295' := P295 - 1
IM[964,258]: -1
T13050: P472' := P472 - 1
IM[964,334]: -1
T13050: P133' := P133 - 1
IM[964,307]: -1
T13050: P65' := P65 + 1
IM[964,336]: 1
T13050: P185' := P185 + 4
IM[964,185]: 4
T13050: P457' := P457 + 1
IM[964,347]: 1
T13050: P190' := P190 - 1
IM[964,363]: -1
T13050: P193' := P193 - 6
IM[964,184]: -6
T13050: P648' := P648 - 1
IM[964,327]: -1
T13050: P465' := P465 + 1
IM[964,389]: 1
P648 --> T13049 : 2
Pre[965,327]: 2
P19 --> T13049 : 1
Pre[965,449]: 1
P751 --> T13049 : 1
Pre[965,408]: 1
P193 --> T13049 : 6
Pre[965,184]: 6
P211 --> T13049 : 1
Pre[965,335]: 1
T13049: P185' := P185 + 4
IM[965,185]: 4
T13049: P648' := P648 - 2
IM[965,327]: -2
T13049: P328' := P328 + 1
IM[965,425]: 1
T13049: P427' := P427 + 2
IM[965,322]: 2
T13049: P19' := P19 - 1
IM[965,449]: -1
T13049: P751' := P751 - 1
IM[965,408]: -1
T13049: P581' := P581 + 1
IM[965,477]: 1
T13049: P193' := P193 - 6
IM[965,184]: -6
T13049: P211' := P211 - 1
IM[965,335]: -1
P19 --> T13048 : 2
Pre[966,449]: 2
P648 --> T13048 : 2
Pre[966,327]: 2
P193 --> T13048 : 6
Pre[966,184]: 6
P710 --> T13048 : 1
Pre[966,172]: 1
T13048: P19' := P19 - 2
IM[966,449]: -2
T13048: P215' := P215 + 2
IM[966,365]: 2
T13048: P185' := P185 + 4
IM[966,185]: 4
T13048: P652' := P652 + 2
IM[966,393]: 2
T13048: P648' := P648 - 2
IM[966,327]: -2
T13048: P193' := P193 - 6
IM[966,184]: -6
T13048: P710' := P710 - 1
IM[966,172]: -1
P648 --> T13047 : 1
Pre[967,327]: 1
P190 --> T13047 : 1
Pre[967,363]: 1
P193 --> T13047 : 6
Pre[967,184]: 6
P472 --> T13047 : 1
Pre[967,334]: 1
P295 --> T13047 : 2
Pre[967,258]: 2
T13047: P465' := P465 + 1
IM[967,389]: 1
T13047: P648' := P648 - 1
IM[967,327]: -1
T13047: P190' := P190 - 1
IM[967,363]: -1
T13047: P65' := P65 + 1
IM[967,336]: 1
T13047: P193' := P193 - 6
IM[967,184]: -6
T13047: P185' := P185 + 4
IM[967,185]: 4
T13047: P586' := P586 + 2
IM[967,379]: 2
T13047: P472' := P472 - 1
IM[967,334]: -1
T13047: P295' := P295 - 2
IM[967,258]: -2
P640 --> T13046 : 1
Pre[968,355]: 1
P133 --> T13046 : 1
Pre[968,307]: 1
P648 --> T13046 : 1
Pre[968,327]: 1
P295 --> T13046 : 1
Pre[968,258]: 1
P751 --> T13046 : 1
Pre[968,408]: 1
P193 --> T13046 : 6
Pre[968,184]: 6
T13046: P326' := P326 + 1
IM[968,346]: 1
T13046: P640' := P640 - 1
IM[968,355]: -1
T13046: P227' := P227 + 1
IM[968,344]: 1
T13046: P133' := P133 - 1
IM[968,307]: -1
T13046: P648' := P648 - 1
IM[968,327]: -1
T13046: P295' := P295 - 1
IM[968,258]: -1
T13046: P462' := P462 + 1
IM[968,410]: 1
T13046: P53' := P53 + 1
IM[968,224]: 1
T13046: P751' := P751 - 1
IM[968,408]: -1
T13046: P193' := P193 - 6
IM[968,184]: -6
T13046: P185' := P185 + 4
IM[968,185]: 4
P472 --> T13045 : 1
Pre[969,334]: 1
P19 --> T13045 : 1
Pre[969,449]: 1
P193 --> T13045 : 7
Pre[969,184]: 7
P751 --> T13045 : 1
Pre[969,408]: 1
P648 --> T13045 : 1
Pre[969,327]: 1
T13045: P472' := P472 - 1
IM[969,334]: -1
T13045: P721' := P721 + 3
IM[969,192]: 3
T13045: P465' := P465 + 1
IM[969,389]: 1
T13045: P19' := P19 - 1
IM[969,449]: -1
T13045: P193' := P193 - 7
IM[969,184]: -7
T13045: P751' := P751 - 1
IM[969,408]: -1
T13045: P242' := P242 + 1
IM[969,216]: 1
T13045: P648' := P648 - 1
IM[969,327]: -1
T13045: P706' := P706 + 1
IM[969,362]: 1
P567 --> T13044 : 1
Pre[970,243]: 1
P193 --> T13044 : 6
Pre[970,184]: 6
P190 --> T13044 : 1
Pre[970,363]: 1
P648 --> T13044 : 2
Pre[970,327]: 2
P751 --> T13044 : 1
Pre[970,408]: 1
T13044: P567' := P567 - 1
IM[970,243]: -1
T13044: P185' := P185 + 4
IM[970,185]: 4
T13044: P240' := P240 + 2
IM[970,358]: 2
T13044: P193' := P193 - 6
IM[970,184]: -6
T13044: P190' := P190 - 1
IM[970,363]: -1
T13044: P584' := P584 + 1
IM[970,437]: 1
T13044: P530' := P530 + 1
IM[970,435]: 1
T13044: P648' := P648 - 2
IM[970,327]: -2
T13044: P751' := P751 - 1
IM[970,408]: -1
P648 --> T13043 : 2
Pre[971,327]: 2
P19 --> T13043 : 1
Pre[971,449]: 1
P567 --> T13043 : 1
Pre[971,243]: 1
P193 --> T13043 : 7
Pre[971,184]: 7
T13043: P648' := P648 - 2
IM[971,327]: -2
T13043: P721' := P721 + 3
IM[971,192]: 3
T13043: P37' := P37 + 1
IM[971,219]: 1
T13043: P19' := P19 - 1
IM[971,449]: -1
T13043: P567' := P567 - 1
IM[971,243]: -1
T13043: P193' := P193 - 7
IM[971,184]: -7
T13043: P240' := P240 + 2
IM[971,358]: 2
P648 --> T13042 : 1
Pre[972,327]: 1
P640 --> T13042 : 1
Pre[972,355]: 1
P193 --> T13042 : 6
Pre[972,184]: 6
P19 --> T13042 : 1
Pre[972,449]: 1
P133 --> T13042 : 2
Pre[972,307]: 2
T13042: P648' := P648 - 1
IM[972,327]: -1
T13042: P185' := P185 + 4
IM[972,185]: 4
T13042: P640' := P640 - 1
IM[972,355]: -1
T13042: P193' := P193 - 6
IM[972,184]: -6
T13042: P19' := P19 - 1
IM[972,449]: -1
T13042: P111' := P111 + 1
IM[972,411]: 1
T13042: P133' := P133 - 2
IM[972,307]: -2
T13042: P227' := P227 + 2
IM[972,344]: 2
T13042: P326' := P326 + 1
IM[972,346]: 1
P190 --> T13041 : 1
Pre[973,363]: 1
P133 --> T13041 : 2
Pre[973,307]: 2
P193 --> T13041 : 6
Pre[973,184]: 6
P19 --> T13041 : 1
Pre[973,449]: 1
P5 --> T13041 : 1
Pre[973,384]: 1
T13041: P668' := P668 + 2
IM[973,447]: 2
T13041: P190' := P190 - 1
IM[973,363]: -1
T13041: P552' := P552 + 1
IM[973,442]: 1
T13041: P133' := P133 - 2
IM[973,307]: -2
T13041: P193' := P193 - 6
IM[973,184]: -6
T13041: P185' := P185 + 4
IM[973,185]: 4
T13041: P340' := P340 + 1
IM[973,461]: 1
T13041: P19' := P19 - 1
IM[973,449]: -1
T13041: P5' := P5 - 1
IM[973,384]: -1
P193 --> T13040 : 6
Pre[974,184]: 6
P211 --> T13040 : 1
Pre[974,335]: 1
P751 --> T13040 : 2
Pre[974,408]: 2
P19 --> T13040 : 1
Pre[974,449]: 1
P295 --> T13040 : 1
Pre[974,258]: 1
T13040: P193' := P193 - 6
IM[974,184]: -6
T13040: P581' := P581 + 1
IM[974,477]: 1
T13040: P211' := P211 - 1
IM[974,335]: -1
T13040: P692' := P692 + 1
IM[974,287]: 1
T13040: P185' := P185 + 4
IM[974,185]: 4
T13040: P751' := P751 - 2
IM[974,408]: -2
T13040: P328' := P328 + 2
IM[974,425]: 2
T13040: P19' := P19 - 1
IM[974,449]: -1
T13040: P295' := P295 - 1
IM[974,258]: -1
P751 --> T13039 : 2
Pre[975,408]: 2
P648 --> T13039 : 1
Pre[975,327]: 1
P133 --> T13039 : 1
Pre[975,307]: 1
P193 --> T13039 : 6
Pre[975,184]: 6
P211 --> T13039 : 1
Pre[975,335]: 1
T13039: P751' := P751 - 2
IM[975,408]: -2
T13039: P648' := P648 - 1
IM[975,327]: -1
T13039: P494' := P494 + 1
IM[975,265]: 1
T13039: P133' := P133 - 1
IM[975,307]: -1
T13039: P185' := P185 + 4
IM[975,185]: 4
T13039: P328' := P328 + 2
IM[975,425]: 2
T13039: P427' := P427 + 1
IM[975,322]: 1
T13039: P193' := P193 - 6
IM[975,184]: -6
T13039: P211' := P211 - 1
IM[975,335]: -1
P19 --> T13038 : 1
Pre[976,449]: 1
P295 --> T13038 : 1
Pre[976,258]: 1
P133 --> T13038 : 1
Pre[976,307]: 1
P193 --> T13038 : 6
Pre[976,184]: 6
P190 --> T13038 : 1
Pre[976,363]: 1
P16 --> T13038 : 1
Pre[976,215]: 1
T13038: P555' := P555 + 1
IM[976,368]: 1
T13038: P19' := P19 - 1
IM[976,449]: -1
T13038: P295' := P295 - 1
IM[976,258]: -1
T13038: P257' := P257 + 1
IM[976,236]: 1
T13038: P133' := P133 - 1
IM[976,307]: -1
T13038: P105' := P105 + 1
IM[976,293]: 1
T13038: P322' := P322 + 1
IM[976,416]: 1
T13038: P193' := P193 - 6
IM[976,184]: -6
T13038: P185' := P185 + 4
IM[976,185]: 4
T13038: P190' := P190 - 1
IM[976,363]: -1
T13038: P16' := P16 - 1
IM[976,215]: -1
P295 --> T13037 : 1
Pre[977,258]: 1
P648 --> T13037 : 1
Pre[977,327]: 1
P133 --> T13037 : 1
Pre[977,307]: 1
P193 --> T13037 : 6
Pre[977,184]: 6
P567 --> T13037 : 1
Pre[977,243]: 1
P19 --> T13037 : 1
Pre[977,449]: 1
T13037: P185' := P185 + 4
IM[977,185]: 4
T13037: P79' := P79 + 1
IM[977,218]: 1
T13037: P295' := P295 - 1
IM[977,258]: -1
T13037: P648' := P648 - 1
IM[977,327]: -1
T13037: P37' := P37 + 1
IM[977,219]: 1
T13037: P240' := P240 + 1
IM[977,358]: 1
T13037: P133' := P133 - 1
IM[977,307]: -1
T13037: P193' := P193 - 6
IM[977,184]: -6
T13037: P352' := P352 + 1
IM[977,331]: 1
T13037: P567' := P567 - 1
IM[977,243]: -1
T13037: P19' := P19 - 1
IM[977,449]: -1
P648 --> T13036 : 1
Pre[978,327]: 1
P133 --> T13036 : 1
Pre[978,307]: 1
P710 --> T13036 : 1
Pre[978,172]: 1
P193 --> T13036 : 6
Pre[978,184]: 6
P751 --> T13036 : 1
Pre[978,408]: 1
P295 --> T13036 : 1
Pre[978,258]: 1
T13036: P648' := P648 - 1
IM[978,327]: -1
T13036: P133' := P133 - 1
IM[978,307]: -1
T13036: P710' := P710 - 1
IM[978,172]: -1
T13036: P652' := P652 + 1
IM[978,393]: 1
T13036: P193' := P193 - 6
IM[978,184]: -6
T13036: P137' := P137 + 1
IM[978,280]: 1
T13036: P185' := P185 + 4
IM[978,185]: 4
T13036: P355' := P355 + 1
IM[978,319]: 1
T13036: P751' := P751 - 1
IM[978,408]: -1
T13036: P295' := P295 - 1
IM[978,258]: -1
T13036: P565' := P565 + 1
IM[978,315]: 1
P190 --> T13035 : 1
Pre[979,363]: 1
P193 --> T13035 : 6
Pre[979,184]: 6
P472 --> T13035 : 1
Pre[979,334]: 1
P751 --> T13035 : 2
Pre[979,408]: 2
P19 --> T13035 : 1
Pre[979,449]: 1
T13035: P65' := P65 + 1
IM[979,336]: 1
T13035: P190' := P190 - 1
IM[979,363]: -1
T13035: P242' := P242 + 2
IM[979,216]: 2
T13035: P193' := P193 - 6
IM[979,184]: -6
T13035: P185' := P185 + 4
IM[979,185]: 4
T13035: P706' := P706 + 1
IM[979,362]: 1
T13035: P472' := P472 - 1
IM[979,334]: -1
T13035: P751' := P751 - 2
IM[979,408]: -2
T13035: P19' := P19 - 1
IM[979,449]: -1
P19 --> T13034 : 1
Pre[980,449]: 1
P190 --> T13034 : 2
Pre[980,363]: 2
P751 --> T13034 : 1
Pre[980,408]: 1
P193 --> T13034 : 6
Pre[980,184]: 6
P306 --> T13034 : 1
Pre[980,407]: 1
T13034: P185' := P185 + 4
IM[980,185]: 4
T13034: P19' := P19 - 1
IM[980,449]: -1
T13034: P480' := P480 + 1
IM[980,418]: 1
T13034: P190' := P190 - 2
IM[980,363]: -2
T13034: P761' := P761 + 1
IM[980,456]: 1
T13034: P249' := P249 + 2
IM[980,381]: 2
T13034: P751' := P751 - 1
IM[980,408]: -1
T13034: P193' := P193 - 6
IM[980,184]: -6
T13034: P306' := P306 - 1
IM[980,407]: -1
P751 --> T13033 : 1
Pre[981,408]: 1
P193 --> T13033 : 6
Pre[981,184]: 6
P133 --> T13033 : 1
Pre[981,307]: 1
P640 --> T13033 : 1
Pre[981,355]: 1
P648 --> T13033 : 1
Pre[981,327]: 1
P190 --> T13033 : 1
Pre[981,363]: 1
T13033: P227' := P227 + 1
IM[981,344]: 1
T13033: P751' := P751 - 1
IM[981,408]: -1
T13033: P193' := P193 - 6
IM[981,184]: -6
T13033: P133' := P133 - 1
IM[981,307]: -1
T13033: P326' := P326 + 1
IM[981,346]: 1
T13033: P640' := P640 - 1
IM[981,355]: -1
T13033: P685' := P685 + 1
IM[981,403]: 1
T13033: P185' := P185 + 4
IM[981,185]: 4
T13033: P648' := P648 - 1
IM[981,327]: -1
T13033: P190' := P190 - 1
IM[981,363]: -1
T13033: P462' := P462 + 1
IM[981,410]: 1
P193 --> T13032 : 6
Pre[982,184]: 6
P133 --> T13032 : 1
Pre[982,307]: 1
P19 --> T13032 : 1
Pre[982,449]: 1
P751 --> T13032 : 1
Pre[982,408]: 1
P567 --> T13032 : 1
Pre[982,243]: 1
P190 --> T13032 : 1
Pre[982,363]: 1
T13032: P37' := P37 + 1
IM[982,219]: 1
T13032: P352' := P352 + 1
IM[982,331]: 1
T13032: P193' := P193 - 6
IM[982,184]: -6
T13032: P584' := P584 + 1
IM[982,437]: 1
T13032: P133' := P133 - 1
IM[982,307]: -1
T13032: P19' := P19 - 1
IM[982,449]: -1
T13032: P185' := P185 + 4
IM[982,185]: 4
T13032: P751' := P751 - 1
IM[982,408]: -1
T13032: P567' := P567 - 1
IM[982,243]: -1
T13032: P190' := P190 - 1
IM[982,363]: -1
T13032: P530' := P530 + 1
IM[982,435]: 1
P19 --> T13031 : 1
Pre[983,449]: 1
P472 --> T13031 : 1
Pre[983,334]: 1
P133 --> T13031 : 1
Pre[983,307]: 1
P193 --> T13031 : 6
Pre[983,184]: 6
P295 --> T13031 : 1
Pre[983,258]: 1
P190 --> T13031 : 1
Pre[983,363]: 1
T13031: P19' := P19 - 1
IM[983,449]: -1
T13031: P706' := P706 + 1
IM[983,362]: 1
T13031: P185' := P185 + 4
IM[983,185]: 4
T13031: P472' := P472 - 1
IM[983,334]: -1
T13031: P133' := P133 - 1
IM[983,307]: -1
T13031: P586' := P586 + 1
IM[983,379]: 1
T13031: P193' := P193 - 6
IM[983,184]: -6
T13031: P295' := P295 - 1
IM[983,258]: -1
T13031: P457' := P457 + 1
IM[983,347]: 1
T13031: P65' := P65 + 1
IM[983,336]: 1
T13031: P190' := P190 - 1
IM[983,363]: -1
P472 --> T13030 : 1
Pre[984,334]: 1
P19 --> T13030 : 2
Pre[984,449]: 2
P133 --> T13030 : 1
Pre[984,307]: 1
P193 --> T13030 : 6
Pre[984,184]: 6
P648 --> T13030 : 1
Pre[984,327]: 1
T13030: P472' := P472 - 1
IM[984,334]: -1
T13030: P457' := P457 + 1
IM[984,347]: 1
T13030: P185' := P185 + 4
IM[984,185]: 4
T13030: P19' := P19 - 2
IM[984,449]: -2
T13030: P465' := P465 + 1
IM[984,389]: 1
T13030: P133' := P133 - 1
IM[984,307]: -1
T13030: P193' := P193 - 6
IM[984,184]: -6
T13030: P648' := P648 - 1
IM[984,327]: -1
T13030: P706' := P706 + 2
IM[984,362]: 2
P190 --> T13029 : 2
Pre[985,363]: 2
P751 --> T13029 : 1
Pre[985,408]: 1
P567 --> T13029 : 1
Pre[985,243]: 1
P193 --> T13029 : 6
Pre[985,184]: 6
P648 --> T13029 : 1
Pre[985,327]: 1
T13029: P530' := P530 + 1
IM[985,435]: 1
T13029: P190' := P190 - 2
IM[985,363]: -2
T13029: P185' := P185 + 4
IM[985,185]: 4
T13029: P751' := P751 - 1
IM[985,408]: -1
T13029: P240' := P240 + 1
IM[985,358]: 1
T13029: P567' := P567 - 1
IM[985,243]: -1
T13029: P193' := P193 - 6
IM[985,184]: -6
T13029: P584' := P584 + 2
IM[985,437]: 2
T13029: P648' := P648 - 1
IM[985,327]: -1
P648 --> T13028 : 1
Pre[986,327]: 1
P710 --> T13028 : 1
Pre[986,172]: 1
P19 --> T13028 : 1
Pre[986,449]: 1
P193 --> T13028 : 7
Pre[986,184]: 7
P133 --> T13028 : 1
Pre[986,307]: 1
T13028: P648' := P648 - 1
IM[986,327]: -1
T13028: P710' := P710 - 1
IM[986,172]: -1
T13028: P137' := P137 + 1
IM[986,280]: 1
T13028: P721' := P721 + 3
IM[986,192]: 3
T13028: P19' := P19 - 1
IM[986,449]: -1
T13028: P193' := P193 - 7
IM[986,184]: -7
T13028: P215' := P215 + 1
IM[986,365]: 1
T13028: P133' := P133 - 1
IM[986,307]: -1
T13028: P652' := P652 + 1
IM[986,393]: 1
P567 --> T13027 : 1
Pre[987,243]: 1
P648 --> T13027 : 1
Pre[987,327]: 1
P19 --> T13027 : 1
Pre[987,449]: 1
P751 --> T13027 : 1
Pre[987,408]: 1
P193 --> T13027 : 6
Pre[987,184]: 6
P295 --> T13027 : 1
Pre[987,258]: 1
T13027: P567' := P567 - 1
IM[987,243]: -1
T13027: P37' := P37 + 1
IM[987,219]: 1
T13027: P530' := P530 + 1
IM[987,435]: 1
T13027: P648' := P648 - 1
IM[987,327]: -1
T13027: P79' := P79 + 1
IM[987,218]: 1
T13027: P19' := P19 - 1
IM[987,449]: -1
T13027: P751' := P751 - 1
IM[987,408]: -1
T13027: P185' := P185 + 4
IM[987,185]: 4
T13027: P193' := P193 - 6
IM[987,184]: -6
T13027: P240' := P240 + 1
IM[987,358]: 1
T13027: P295' := P295 - 1
IM[987,258]: -1
P783 --> T13026 : 1
Pre[988,75]: 1
T13026: P783' := P783 - 1
IM[988,75]: -1
T13026: P488' := P488 + 1
IM[988,66]: 1
P193 --> T13025 : 7
Pre[989,184]: 7
P751 --> T13025 : 1
Pre[989,408]: 1
P710 --> T13025 : 1
Pre[989,172]: 1
P648 --> T13025 : 2
Pre[989,327]: 2
T13025: P721' := P721 + 3
IM[989,192]: 3
T13025: P193' := P193 - 7
IM[989,184]: -7
T13025: P751' := P751 - 1
IM[989,408]: -1
T13025: P565' := P565 + 1
IM[989,315]: 1
T13025: P710' := P710 - 1
IM[989,172]: -1
T13025: P652' := P652 + 2
IM[989,393]: 2
T13025: P648' := P648 - 2
IM[989,327]: -2
P193 --> T13024 : 6
Pre[990,184]: 6
P648 --> T13024 : 1
Pre[990,327]: 1
P133 --> T13024 : 2
Pre[990,307]: 2
P295 --> T13024 : 1
Pre[990,258]: 1
P211 --> T13024 : 1
Pre[990,335]: 1
T13024: P193' := P193 - 6
IM[990,184]: -6
T13024: P648' := P648 - 1
IM[990,327]: -1
T13024: P692' := P692 + 1
IM[990,287]: 1
T13024: P427' := P427 + 1
IM[990,322]: 1
T13024: P133' := P133 - 2
IM[990,307]: -2
T13024: P494' := P494 + 2
IM[990,265]: 2
T13024: P295' := P295 - 1
IM[990,258]: -1
T13024: P185' := P185 + 4
IM[990,185]: 4
T13024: P211' := P211 - 1
IM[990,335]: -1
P193 --> T13023 : 6
Pre[991,184]: 6
P710 --> T13023 : 1
Pre[991,172]: 1
P133 --> T13023 : 1
Pre[991,307]: 1
P295 --> T13023 : 1
Pre[991,258]: 1
P190 --> T13023 : 1
Pre[991,363]: 1
P19 --> T13023 : 1
Pre[991,449]: 1
T13023: P193' := P193 - 6
IM[991,184]: -6
T13023: P710' := P710 - 1
IM[991,172]: -1
T13023: P215' := P215 + 1
IM[991,365]: 1
T13023: P133' := P133 - 1
IM[991,307]: -1
T13023: P355' := P355 + 1
IM[991,319]: 1
T13023: P408' := P408 + 1
IM[991,420]: 1
T13023: P295' := P295 - 1
IM[991,258]: -1
T13023: P190' := P190 - 1
IM[991,363]: -1
T13023: P185' := P185 + 4
IM[991,185]: 4
T13023: P137' := P137 + 1
IM[991,280]: 1
T13023: P19' := P19 - 1
IM[991,449]: -1
P640 --> T13022 : 1
Pre[992,355]: 1
P193 --> T13022 : 6
Pre[992,184]: 6
P295 --> T13022 : 1
Pre[992,258]: 1
P648 --> T13022 : 2
Pre[992,327]: 2
P19 --> T13022 : 1
Pre[992,449]: 1
T13022: P640' := P640 - 1
IM[992,355]: -1
T13022: P193' := P193 - 6
IM[992,184]: -6
T13022: P111' := P111 + 1
IM[992,411]: 1
T13022: P326' := P326 + 2
IM[992,346]: 2
T13022: P295' := P295 - 1
IM[992,258]: -1
T13022: P648' := P648 - 2
IM[992,327]: -2
T13022: P53' := P53 + 1
IM[992,224]: 1
T13022: P185' := P185 + 4
IM[992,185]: 4
T13022: P19' := P19 - 1
IM[992,449]: -1
P190 --> T13021 : 1
Pre[993,363]: 1
P640 --> T13021 : 1
Pre[993,355]: 1
P295 --> T13021 : 2
Pre[993,258]: 2
P19 --> T13021 : 1
Pre[993,449]: 1
P193 --> T13021 : 6
Pre[993,184]: 6
T13021: P190' := P190 - 1
IM[993,363]: -1
T13021: P640' := P640 - 1
IM[993,355]: -1
T13021: P295' := P295 - 2
IM[993,258]: -2
T13021: P185' := P185 + 4
IM[993,185]: 4
T13021: P19' := P19 - 1
IM[993,449]: -1
T13021: P111' := P111 + 1
IM[993,411]: 1
T13021: P193' := P193 - 6
IM[993,184]: -6
T13021: P53' := P53 + 2
IM[993,224]: 2
T13021: P685' := P685 + 1
IM[993,403]: 1
P648 --> T13020 : 2
Pre[994,327]: 2
P295 --> T13020 : 1
Pre[994,258]: 1
P193 --> T13020 : 6
Pre[994,184]: 6
P567 --> T13020 : 1
Pre[994,243]: 1
P751 --> T13020 : 1
Pre[994,408]: 1
T13020: P648' := P648 - 2
IM[994,327]: -2
T13020: P240' := P240 + 2
IM[994,358]: 2
T13020: P295' := P295 - 1
IM[994,258]: -1
T13020: P530' := P530 + 1
IM[994,435]: 1
T13020: P193' := P193 - 6
IM[994,184]: -6
T13020: P185' := P185 + 4
IM[994,185]: 4
T13020: P567' := P567 - 1
IM[994,243]: -1
T13020: P79' := P79 + 1
IM[994,218]: 1
T13020: P751' := P751 - 1
IM[994,408]: -1
P751 --> T13019 : 1
Pre[995,408]: 1
P295 --> T13019 : 1
Pre[995,258]: 1
P472 --> T13019 : 1
Pre[995,334]: 1
P193 --> T13019 : 6
Pre[995,184]: 6
P648 --> T13019 : 2
Pre[995,327]: 2
T13019: P242' := P242 + 1
IM[995,216]: 1
T13019: P465' := P465 + 2
IM[995,389]: 2
T13019: P751' := P751 - 1
IM[995,408]: -1
T13019: P295' := P295 - 1
IM[995,258]: -1
T13019: P472' := P472 - 1
IM[995,334]: -1
T13019: P586' := P586 + 1
IM[995,379]: 1
T13019: P185' := P185 + 4
IM[995,185]: 4
T13019: P193' := P193 - 6
IM[995,184]: -6
T13019: P648' := P648 - 2
IM[995,327]: -2
P193 --> T13018 : 6
Pre[996,184]: 6
P648 --> T13018 : 1
Pre[996,327]: 1
P567 --> T13018 : 1
Pre[996,243]: 1
P19 --> T13018 : 3
Pre[996,449]: 3
T13018: P37' := P37 + 3
IM[996,219]: 3
T13018: P193' := P193 - 6
IM[996,184]: -6
T13018: P648' := P648 - 1
IM[996,327]: -1
T13018: P240' := P240 + 1
IM[996,358]: 1
T13018: P567' := P567 - 1
IM[996,243]: -1
T13018: P185' := P185 + 4
IM[996,185]: 4
T13018: P19' := P19 - 3
IM[996,449]: -3
P295 --> T13017 : 1
Pre[997,258]: 1
P751 --> T13017 : 1
Pre[997,408]: 1
P190 --> T13017 : 1
Pre[997,363]: 1
P306 --> T13017 : 1
Pre[997,407]: 1
P19 --> T13017 : 1
Pre[997,449]: 1
P193 --> T13017 : 6
Pre[997,184]: 6
T13017: P295' := P295 - 1
IM[997,258]: -1
T13017: P249' := P249 + 1
IM[997,381]: 1
T13017: P761' := P761 + 1
IM[997,456]: 1
T13017: P751' := P751 - 1
IM[997,408]: -1
T13017: P190' := P190 - 1
IM[997,363]: -1
T13017: P306' := P306 - 1
IM[997,407]: -1
T13017: P345' := P345 + 1
IM[997,415]: 1
T13017: P19' := P19 - 1
IM[997,449]: -1
T13017: P185' := P185 + 4
IM[997,185]: 4
T13017: P480' := P480 + 1
IM[997,418]: 1
T13017: P193' := P193 - 6
IM[997,184]: -6
P242 --> T13016 : 1
Pre[998,216]: 1
P687 --> T13016 : 1
Pre[998,238]: 1
T13016: P242' := P242 - 1
IM[998,216]: -1
T13016: P687' := P687 - 1
IM[998,238]: -1
T13016: P398' := P398 + 1
IM[998,375]: 1
T13016: P781' := P781 + 1
IM[998,253]: 1
P710 --> T13015 : 1
Pre[999,172]: 1
P190 --> T13015 : 2
Pre[999,363]: 2
P193 --> T13015 : 6
Pre[999,184]: 6
P19 --> T13015 : 2
Pre[999,449]: 2
T13015: P710' := P710 - 1
IM[999,172]: -1
T13015: P190' := P190 - 2
IM[999,363]: -2
T13015: P215' := P215 + 2
IM[999,365]: 2
T13015: P408' := P408 + 2
IM[999,420]: 2
T13015: P185' := P185 + 4
IM[999,185]: 4
T13015: P193' := P193 - 6
IM[999,184]: -6
T13015: P19' := P19 - 2
IM[999,449]: -2
P751 --> T13014 : 1
Pre[1000,408]: 1
P306 --> T13014 : 1
Pre[1000,407]: 1
P193 --> T13014 : 6
Pre[1000,184]: 6
P133 --> T13014 : 1
Pre[1000,307]: 1
P648 --> T13014 : 1
Pre[1000,327]: 1
P19 --> T13014 : 1
Pre[1000,449]: 1
T13014: P591' := P591 + 1
IM[1000,202]: 1
T13014: P751' := P751 - 1
IM[1000,408]: -1
T13014: P667' := P667 + 1
IM[1000,440]: 1
T13014: P480' := P480 + 1
IM[1000,418]: 1
T13014: P306' := P306 - 1
IM[1000,407]: -1
T13014: P193' := P193 - 6
IM[1000,184]: -6
T13014: P133' := P133 - 1
IM[1000,307]: -1
T13014: P185' := P185 + 4
IM[1000,185]: 4
T13014: P761' := P761 + 1
IM[1000,456]: 1
T13014: P648' := P648 - 1
IM[1000,327]: -1
T13014: P19' := P19 - 1
IM[1000,449]: -1
P133 --> T13013 : 1
Pre[1001,307]: 1
P190 --> T13013 : 3
Pre[1001,363]: 3
P193 --> T13013 : 6
Pre[1001,184]: 6
P306 --> T13013 : 1
Pre[1001,407]: 1
T13013: P249' := P249 + 3
IM[1001,381]: 3
T13013: P133' := P133 - 1
IM[1001,307]: -1
T13013: P591' := P591 + 1
IM[1001,202]: 1
T13013: P190' := P190 - 3
IM[1001,363]: -3
T13013: P185' := P185 + 4
IM[1001,185]: 4
T13013: P193' := P193 - 6
IM[1001,184]: -6
T13013: P306' := P306 - 1
IM[1001,407]: -1
P751 --> T13012 : 1
Pre[1002,408]: 1
P295 --> T13012 : 2
Pre[1002,258]: 2
P710 --> T13012 : 1
Pre[1002,172]: 1
P193 --> T13012 : 7
Pre[1002,184]: 7
T13012: P751' := P751 - 1
IM[1002,408]: -1
T13012: P295' := P295 - 2
IM[1002,258]: -2
T13012: P710' := P710 - 1
IM[1002,172]: -1
T13012: P193' := P193 - 7
IM[1002,184]: -7
T13012: P565' := P565 + 1
IM[1002,315]: 1
T13012: P355' := P355 + 2
IM[1002,319]: 2
T13012: P721' := P721 + 3
IM[1002,192]: 3
P295 --> T13011 : 1
Pre[1003,258]: 1
P133 --> T13011 : 1
Pre[1003,307]: 1
P190 --> T13011 : 1
Pre[1003,363]: 1
P751 --> T13011 : 1
Pre[1003,408]: 1
P193 --> T13011 : 6
Pre[1003,184]: 6
P710 --> T13011 : 1
Pre[1003,172]: 1
T13011: P295' := P295 - 1
IM[1003,258]: -1
T13011: P133' := P133 - 1
IM[1003,307]: -1
T13011: P190' := P190 - 1
IM[1003,363]: -1
T13011: P408' := P408 + 1
IM[1003,420]: 1
T13011: P751' := P751 - 1
IM[1003,408]: -1
T13011: P565' := P565 + 1
IM[1003,315]: 1
T13011: P193' := P193 - 6
IM[1003,184]: -6
T13011: P137' := P137 + 1
IM[1003,280]: 1
T13011: P355' := P355 + 1
IM[1003,319]: 1
T13011: P710' := P710 - 1
IM[1003,172]: -1
T13011: P185' := P185 + 4
IM[1003,185]: 4
P193 --> T13010 : 7
Pre[1004,184]: 7
P133 --> T13010 : 1
Pre[1004,307]: 1
P190 --> T13010 : 1
Pre[1004,363]: 1
P19 --> T13010 : 1
Pre[1004,449]: 1
P16 --> T13010 : 1
Pre[1004,215]: 1
T13010: P322' := P322 + 1
IM[1004,416]: 1
T13010: P193' := P193 - 7
IM[1004,184]: -7
T13010: P133' := P133 - 1
IM[1004,307]: -1
T13010: P190' := P190 - 1
IM[1004,363]: -1
T13010: P105' := P105 + 1
IM[1004,293]: 1
T13010: P19' := P19 - 1
IM[1004,449]: -1
T13010: P721' := P721 + 3
IM[1004,192]: 3
T13010: P555' := P555 + 1
IM[1004,368]: 1
T13010: P16' := P16 - 1
IM[1004,215]: -1
P751 --> T13009 : 2
Pre[1005,408]: 2
P710 --> T13009 : 1
Pre[1005,172]: 1
P295 --> T13009 : 1
Pre[1005,258]: 1
P193 --> T13009 : 6
Pre[1005,184]: 6
P133 --> T13009 : 1
Pre[1005,307]: 1
T13009: P751' := P751 - 2
IM[1005,408]: -2
T13009: P710' := P710 - 1
IM[1005,172]: -1
T13009: P565' := P565 + 2
IM[1005,315]: 2
T13009: P355' := P355 + 1
IM[1005,319]: 1
T13009: P295' := P295 - 1
IM[1005,258]: -1
T13009: P193' := P193 - 6
IM[1005,184]: -6
T13009: P133' := P133 - 1
IM[1005,307]: -1
T13009: P185' := P185 + 4
IM[1005,185]: 4
T13009: P137' := P137 + 1
IM[1005,280]: 1
P300 --> T13008 : 1
Pre[1006,240]: 1
P650 --> T13008 : 1
Pre[1006,9]: 1
P470 --> T13008 : 1
Pre[1006,18]: 1
T13008: P300' := P300 - 1
IM[1006,240]: -1
T13008: P650' := P650 - 1
IM[1006,9]: -1
T13008: P717' := P717 + 1
IM[1006,317]: 1
T13008: P299' := P299 + 1
IM[1006,10]: 1
T13008: P470' := P470 - 1
IM[1006,18]: -1
P295 --> T13007 : 1
Pre[1007,258]: 1
P567 --> T13007 : 1
Pre[1007,243]: 1
P751 --> T13007 : 2
Pre[1007,408]: 2
P193 --> T13007 : 6
Pre[1007,184]: 6
P19 --> T13007 : 1
Pre[1007,449]: 1
T13007: P295' := P295 - 1
IM[1007,258]: -1
T13007: P37' := P37 + 1
IM[1007,219]: 1
T13007: P79' := P79 + 1
IM[1007,218]: 1
T13007: P567' := P567 - 1
IM[1007,243]: -1
T13007: P751' := P751 - 2
IM[1007,408]: -2
T13007: P193' := P193 - 6
IM[1007,184]: -6
T13007: P185' := P185 + 4
IM[1007,185]: 4
T13007: P530' := P530 + 2
IM[1007,435]: 2
T13007: P19' := P19 - 1
IM[1007,449]: -1
P710 --> T13006 : 1
Pre[1008,172]: 1
P295 --> T13006 : 1
Pre[1008,258]: 1
P133 --> T13006 : 1
Pre[1008,307]: 1
P751 --> T13006 : 1
Pre[1008,408]: 1
P648 --> T13006 : 1
Pre[1008,327]: 1
P193 --> T13006 : 6
Pre[1008,184]: 6
T13006: P710' := P710 - 1
IM[1008,172]: -1
T13006: P295' := P295 - 1
IM[1008,258]: -1
T13006: P133' := P133 - 1
IM[1008,307]: -1
T13006: P355' := P355 + 1
IM[1008,319]: 1
T13006: P751' := P751 - 1
IM[1008,408]: -1
T13006: P648' := P648 - 1
IM[1008,327]: -1
T13006: P652' := P652 + 1
IM[1008,393]: 1
T13006: P565' := P565 + 1
IM[1008,315]: 1
T13006: P193' := P193 - 6
IM[1008,184]: -6
T13006: P185' := P185 + 4
IM[1008,185]: 4
T13006: P137' := P137 + 1
IM[1008,280]: 1
P193 --> T13005 : 6
Pre[1009,184]: 6
P190 --> T13005 : 1
Pre[1009,363]: 1
P5 --> T13005 : 1
Pre[1009,384]: 1
P19 --> T13005 : 1
Pre[1009,449]: 1
P751 --> T13005 : 1
Pre[1009,408]: 1
P648 --> T13005 : 1
Pre[1009,327]: 1
T13005: P193' := P193 - 6
IM[1009,184]: -6
T13005: P190' := P190 - 1
IM[1009,363]: -1
T13005: P5' := P5 - 1
IM[1009,384]: -1
T13005: P67' := P67 + 1
IM[1009,414]: 1
T13005: P19' := P19 - 1
IM[1009,449]: -1
T13005: P552' := P552 + 1
IM[1009,442]: 1
T13005: P185' := P185 + 4
IM[1009,185]: 4
T13005: P568' := P568 + 1
IM[1009,385]: 1
T13005: P340' := P340 + 1
IM[1009,461]: 1
T13005: P751' := P751 - 1
IM[1009,408]: -1
T13005: P648' := P648 - 1
IM[1009,327]: -1
P710 --> T13004 : 1
Pre[1010,172]: 1
P751 --> T13004 : 1
Pre[1010,408]: 1
P190 --> T13004 : 1
Pre[1010,363]: 1
P193 --> T13004 : 7
Pre[1010,184]: 7
P133 --> T13004 : 1
Pre[1010,307]: 1
T13004: P710' := P710 - 1
IM[1010,172]: -1
T13004: P751' := P751 - 1
IM[1010,408]: -1
T13004: P137' := P137 + 1
IM[1010,280]: 1
T13004: P190' := P190 - 1
IM[1010,363]: -1
T13004: P565' := P565 + 1
IM[1010,315]: 1
T13004: P193' := P193 - 7
IM[1010,184]: -7
T13004: P408' := P408 + 1
IM[1010,420]: 1
T13004: P133' := P133 - 1
IM[1010,307]: -1
T13004: P721' := P721 + 3
IM[1010,192]: 3
P648 --> T13003 : 1
Pre[1011,327]: 1
P193 --> T13003 : 6
Pre[1011,184]: 6
P640 --> T13003 : 1
Pre[1011,355]: 1
P19 --> T13003 : 1
Pre[1011,449]: 1
P295 --> T13003 : 1
Pre[1011,258]: 1
P133 --> T13003 : 1
Pre[1011,307]: 1
T13003: P227' := P227 + 1
IM[1011,344]: 1
T13003: P648' := P648 - 1
IM[1011,327]: -1
T13003: P193' := P193 - 6
IM[1011,184]: -6
T13003: P640' := P640 - 1
IM[1011,355]: -1
T13003: P53' := P53 + 1
IM[1011,224]: 1
T13003: P19' := P19 - 1
IM[1011,449]: -1
T13003: P295' := P295 - 1
IM[1011,258]: -1
T13003: P111' := P111 + 1
IM[1011,411]: 1
T13003: P185' := P185 + 4
IM[1011,185]: 4
T13003: P326' := P326 + 1
IM[1011,346]: 1
T13003: P133' := P133 - 1
IM[1011,307]: -1
P193 --> T13002 : 6
Pre[1012,184]: 6
P133 --> T13002 : 1
Pre[1012,307]: 1
P19 --> T13002 : 2
Pre[1012,449]: 2
P211 --> T13002 : 1
Pre[1012,335]: 1
P190 --> T13002 : 1
Pre[1012,363]: 1
T13002: P193' := P193 - 6
IM[1012,184]: -6
T13002: P798' := P798 + 1
IM[1012,301]: 1
T13002: P494' := P494 + 1
IM[1012,265]: 1
T13002: P133' := P133 - 1
IM[1012,307]: -1
T13002: P19' := P19 - 2
IM[1012,449]: -2
T13002: P185' := P185 + 4
IM[1012,185]: 4
T13002: P581' := P581 + 2
IM[1012,477]: 2
T13002: P211' := P211 - 1
IM[1012,335]: -1
T13002: P190' := P190 - 1
IM[1012,363]: -1
P19 --> T13001 : 2
Pre[1013,449]: 2
P5 --> T13001 : 1
Pre[1013,384]: 1
P751 --> T13001 : 1
Pre[1013,408]: 1
P648 --> T13001 : 1
Pre[1013,327]: 1
P193 --> T13001 : 6
Pre[1013,184]: 6
T13001: P185' := P185 + 4
IM[1013,185]: 4
T13001: P19' := P19 - 2
IM[1013,449]: -2
T13001: P5' := P5 - 1
IM[1013,384]: -1
T13001: P751' := P751 - 1
IM[1013,408]: -1
T13001: P648' := P648 - 1
IM[1013,327]: -1
T13001: P67' := P67 + 1
IM[1013,414]: 1
T13001: P193' := P193 - 6
IM[1013,184]: -6
T13001: P552' := P552 + 2
IM[1013,442]: 2
T13001: P568' := P568 + 1
IM[1013,385]: 1
P16 --> T13000 : 1
Pre[1014,215]: 1
P133 --> T13000 : 1
Pre[1014,307]: 1
P190 --> T13000 : 2
Pre[1014,363]: 2
P751 --> T13000 : 1
Pre[1014,408]: 1
P193 --> T13000 : 6
Pre[1014,184]: 6
T13000: P677' := P677 + 1
IM[1014,409]: 1
T13000: P16' := P16 - 1
IM[1014,215]: -1
T13000: P133' := P133 - 1
IM[1014,307]: -1
T13000: P105' := P105 + 1
IM[1014,293]: 1
T13000: P190' := P190 - 2
IM[1014,363]: -2
T13000: P555' := P555 + 2
IM[1014,368]: 2
T13000: P751' := P751 - 1
IM[1014,408]: -1
T13000: P193' := P193 - 6
IM[1014,184]: -6
T13000: P185' := P185 + 4
IM[1014,185]: 4
P211 --> T12999 : 1
Pre[1015,335]: 1
P193 --> T12999 : 8
Pre[1015,184]: 8
P133 --> T12999 : 1
Pre[1015,307]: 1
P190 --> T12999 : 1
Pre[1015,363]: 1
T12999: P211' := P211 - 1
IM[1015,335]: -1
T12999: P52' := P52 + 2
IM[1015,174]: 2
T12999: P798' := P798 + 1
IM[1015,301]: 1
T12999: P193' := P193 - 8
IM[1015,184]: -8
T12999: P494' := P494 + 1
IM[1015,265]: 1
T12999: P133' := P133 - 1
IM[1015,307]: -1
T12999: P190' := P190 - 1
IM[1015,363]: -1
P648 --> T12998 : 1
Pre[1016,327]: 1
P751 --> T12998 : 1
Pre[1016,408]: 1
P16 --> T12998 : 1
Pre[1016,215]: 1
P193 --> T12998 : 6
Pre[1016,184]: 6
P295 --> T12998 : 1
Pre[1016,258]: 1
P19 --> T12998 : 1
Pre[1016,449]: 1
T12998: P648' := P648 - 1
IM[1016,327]: -1
T12998: P257' := P257 + 1
IM[1016,236]: 1
T12998: P751' := P751 - 1
IM[1016,408]: -1
T12998: P185' := P185 + 4
IM[1016,185]: 4
T12998: P16' := P16 - 1
IM[1016,215]: -1
T12998: P193' := P193 - 6
IM[1016,184]: -6
T12998: P322' := P322 + 1
IM[1016,416]: 1
T12998: P570' := P570 + 1
IM[1016,296]: 1
T12998: P295' := P295 - 1
IM[1016,258]: -1
T12998: P677' := P677 + 1
IM[1016,409]: 1
T12998: P19' := P19 - 1
IM[1016,449]: -1
P193 --> T12997 : 6
Pre[1017,184]: 6
P295 --> T12997 : 1
Pre[1017,258]: 1
P306 --> T12997 : 1
Pre[1017,407]: 1
P19 --> T12997 : 2
Pre[1017,449]: 2
P751 --> T12997 : 1
Pre[1017,408]: 1
T12997: P345' := P345 + 1
IM[1017,415]: 1
T12997: P193' := P193 - 6
IM[1017,184]: -6
T12997: P480' := P480 + 2
IM[1017,418]: 2
T12997: P295' := P295 - 1
IM[1017,258]: -1
T12997: P306' := P306 - 1
IM[1017,407]: -1
T12997: P19' := P19 - 2
IM[1017,449]: -2
T12997: P761' := P761 + 1
IM[1017,456]: 1
T12997: P751' := P751 - 1
IM[1017,408]: -1
T12997: P185' := P185 + 4
IM[1017,185]: 4
P295 --> T12996 : 1
Pre[1018,258]: 1
P193 --> T12996 : 6
Pre[1018,184]: 6
P5 --> T12996 : 1
Pre[1018,384]: 1
P190 --> T12996 : 3
Pre[1018,363]: 3
T12996: P295' := P295 - 1
IM[1018,258]: -1
T12996: P214' := P214 + 1
IM[1018,432]: 1
T12996: P340' := P340 + 3
IM[1018,461]: 3
T12996: P193' := P193 - 6
IM[1018,184]: -6
T12996: P5' := P5 - 1
IM[1018,384]: -1
T12996: P185' := P185 + 4
IM[1018,185]: 4
T12996: P190' := P190 - 3
IM[1018,363]: -3
P708 --> T12995 : 1
Pre[1019,598]: 1
P332 --> T12995 : 1
Pre[1019,511]: 1
P723 --> T12995 : 1
Pre[1019,512]: 1
T12995: P353' := P353 + 1
IM[1019,573]: 1
T12995: P708' := P708 - 1
IM[1019,598]: -1
T12995: P459' := P459 + 1
IM[1019,510]: 1
T12995: P723' := P723 - 1
IM[1019,512]: -1
T12995: P301' := P301 + 1
IM[1019,323]: 1
P19 --> T12994 : 1
Pre[1020,449]: 1
P648 --> T12994 : 1
Pre[1020,327]: 1
P193 --> T12994 : 6
Pre[1020,184]: 6
P472 --> T12994 : 1
Pre[1020,334]: 1
P295 --> T12994 : 2
Pre[1020,258]: 2
T12994: P586' := P586 + 2
IM[1020,379]: 2
T12994: P19' := P19 - 1
IM[1020,449]: -1
T12994: P465' := P465 + 1
IM[1020,389]: 1
T12994: P648' := P648 - 1
IM[1020,327]: -1
T12994: P193' := P193 - 6
IM[1020,184]: -6
T12994: P706' := P706 + 1
IM[1020,362]: 1
T12994: P472' := P472 - 1
IM[1020,334]: -1
T12994: P295' := P295 - 2
IM[1020,258]: -2
T12994: P185' := P185 + 4
IM[1020,185]: 4
P648 --> T12993 : 1
Pre[1021,327]: 1
P19 --> T12993 : 2
Pre[1021,449]: 2
P295 --> T12993 : 1
Pre[1021,258]: 1
P640 --> T12993 : 1
Pre[1021,355]: 1
P193 --> T12993 : 6
Pre[1021,184]: 6
T12993: P648' := P648 - 1
IM[1021,327]: -1
T12993: P111' := P111 + 2
IM[1021,411]: 2
T12993: P19' := P19 - 2
IM[1021,449]: -2
T12993: P295' := P295 - 1
IM[1021,258]: -1
T12993: P326' := P326 + 1
IM[1021,346]: 1
T12993: P640' := P640 - 1
IM[1021,355]: -1
T12993: P53' := P53 + 1
IM[1021,224]: 1
T12993: P193' := P193 - 6
IM[1021,184]: -6
T12993: P185' := P185 + 4
IM[1021,185]: 4
P19 --> T12992 : 1
Pre[1022,449]: 1
P648 --> T12992 : 1
Pre[1022,327]: 1
P567 --> T12992 : 1
Pre[1022,243]: 1
P193 --> T12992 : 7
Pre[1022,184]: 7
P751 --> T12992 : 1
Pre[1022,408]: 1
T12992: P19' := P19 - 1
IM[1022,449]: -1
T12992: P240' := P240 + 1
IM[1022,358]: 1
T12992: P648' := P648 - 1
IM[1022,327]: -1
T12992: P721' := P721 + 3
IM[1022,192]: 3
T12992: P37' := P37 + 1
IM[1022,219]: 1
T12992: P567' := P567 - 1
IM[1022,243]: -1
T12992: P530' := P530 + 1
IM[1022,435]: 1
T12992: P193' := P193 - 7
IM[1022,184]: -7
T12992: P751' := P751 - 1
IM[1022,408]: -1
P295 --> T12991 : 1
Pre[1023,258]: 1
P648 --> T12991 : 1
Pre[1023,327]: 1
P472 --> T12991 : 1
Pre[1023,334]: 1
P193 --> T12991 : 6
Pre[1023,184]: 6
P190 --> T12991 : 2
Pre[1023,363]: 2
T12991: P586' := P586 + 1
IM[1023,379]: 1
T12991: P465' := P465 + 1
IM[1023,389]: 1
T12991: P65' := P65 + 2
IM[1023,336]: 2
T12991: P295' := P295 - 1
IM[1023,258]: -1
T12991: P648' := P648 - 1
IM[1023,327]: -1
T12991: P185' := P185 + 4
IM[1023,185]: 4
T12991: P472' := P472 - 1
IM[1023,334]: -1
T12991: P193' := P193 - 6
IM[1023,184]: -6
T12991: P190' := P190 - 2
IM[1023,363]: -2
P423 --> T12990 : 1
Pre[1024,4]: 1
P37 --> T12990 : 1
Pre[1024,219]: 1
T12990: P423' := P423 - 1
IM[1024,4]: -1
T12990: P575' := P575 + 1
IM[1024,305]: 1
T12990: P561' := P561 + 1
IM[1024,52]: 1
T12990: P37' := P37 - 1
IM[1024,219]: -1
P404 --> T12989 : 1
Pre[1025,3]: 1
P24 --> T12989 : 1
Pre[1025,350]: 1
T12989: P738' := P738 + 1
IM[1025,8]: 1
T12989: P404' := P404 - 1
IM[1025,3]: -1
T12989: P503' := P503 + 1
IM[1025,366]: 1
T12989: P24' := P24 - 1
IM[1025,350]: -1
T12989: P390' := P390 + 1
IM[1025,17]: 1
P190 --> T12988 : 1
Pre[1026,363]: 1
P295 --> T12988 : 1
Pre[1026,258]: 1
P648 --> T12988 : 1
Pre[1026,327]: 1
P472 --> T12988 : 1
Pre[1026,334]: 1
P193 --> T12988 : 6
Pre[1026,184]: 6
P751 --> T12988 : 1
Pre[1026,408]: 1
T12988: P65' := P65 + 1
IM[1026,336]: 1
T12988: P190' := P190 - 1
IM[1026,363]: -1
T12988: P242' := P242 + 1
IM[1026,216]: 1
T12988: P465' := P465 + 1
IM[1026,389]: 1
T12988: P295' := P295 - 1
IM[1026,258]: -1
T12988: P185' := P185 + 4
IM[1026,185]: 4
T12988: P586' := P586 + 1
IM[1026,379]: 1
T12988: P648' := P648 - 1
IM[1026,327]: -1
T12988: P472' := P472 - 1
IM[1026,334]: -1
T12988: P193' := P193 - 6
IM[1026,184]: -6
T12988: P751' := P751 - 1
IM[1026,408]: -1
P472 --> T12987 : 1
Pre[1027,334]: 1
P193 --> T12987 : 6
Pre[1027,184]: 6
P190 --> T12987 : 1
Pre[1027,363]: 1
P751 --> T12987 : 2
Pre[1027,408]: 2
P133 --> T12987 : 1
Pre[1027,307]: 1
T12987: P472' := P472 - 1
IM[1027,334]: -1
T12987: P193' := P193 - 6
IM[1027,184]: -6
T12987: P457' := P457 + 1
IM[1027,347]: 1
T12987: P185' := P185 + 4
IM[1027,185]: 4
T12987: P242' := P242 + 2
IM[1027,216]: 2
T12987: P190' := P190 - 1
IM[1027,363]: -1
T12987: P751' := P751 - 2
IM[1027,408]: -2
T12987: P133' := P133 - 1
IM[1027,307]: -1
T12987: P65' := P65 + 1
IM[1027,336]: 1
P648 --> T12986 : 2
Pre[1028,327]: 2
P193 --> T12986 : 6
Pre[1028,184]: 6
P472 --> T12986 : 1
Pre[1028,334]: 1
P19 --> T12986 : 1
Pre[1028,449]: 1
P295 --> T12986 : 1
Pre[1028,258]: 1
T12986: P648' := P648 - 2
IM[1028,327]: -2
T12986: P193' := P193 - 6
IM[1028,184]: -6
T12986: P472' := P472 - 1
IM[1028,334]: -1
T12986: P706' := P706 + 1
IM[1028,362]: 1
T12986: P19' := P19 - 1
IM[1028,449]: -1
T12986: P586' := P586 + 1
IM[1028,379]: 1
T12986: P465' := P465 + 2
IM[1028,389]: 2
T12986: P185' := P185 + 4
IM[1028,185]: 4
T12986: P295' := P295 - 1
IM[1028,258]: -1
P193 --> T12985 : 6
Pre[1029,184]: 6
P751 --> T12985 : 2
Pre[1029,408]: 2
P190 --> T12985 : 1
Pre[1029,363]: 1
P295 --> T12985 : 1
Pre[1029,258]: 1
P5 --> T12985 : 1
Pre[1029,384]: 1
T12985: P340' := P340 + 1
IM[1029,461]: 1
T12985: P193' := P193 - 6
IM[1029,184]: -6
T12985: P751' := P751 - 2
IM[1029,408]: -2
T12985: P67' := P67 + 2
IM[1029,414]: 2
T12985: P190' := P190 - 1
IM[1029,363]: -1
T12985: P185' := P185 + 4
IM[1029,185]: 4
T12985: P214' := P214 + 1
IM[1029,432]: 1
T12985: P295' := P295 - 1
IM[1029,258]: -1
T12985: P5' := P5 - 1
IM[1029,384]: -1
P19 --> T12984 : 1
Pre[1030,449]: 1
P193 --> T12984 : 6
Pre[1030,184]: 6
P133 --> T12984 : 2
Pre[1030,307]: 2
P751 --> T12984 : 1
Pre[1030,408]: 1
P211 --> T12984 : 1
Pre[1030,335]: 1
T12984: P19' := P19 - 1
IM[1030,449]: -1
T12984: P193' := P193 - 6
IM[1030,184]: -6
T12984: P185' := P185 + 4
IM[1030,185]: 4
T12984: P581' := P581 + 1
IM[1030,477]: 1
T12984: P133' := P133 - 2
IM[1030,307]: -2
T12984: P751' := P751 - 1
IM[1030,408]: -1
T12984: P494' := P494 + 2
IM[1030,265]: 2
T12984: P328' := P328 + 1
IM[1030,425]: 1
T12984: P211' := P211 - 1
IM[1030,335]: -1
P631 --> T12983 : 1
Pre[1031,147]: 1
P721 --> T12983 : 1
Pre[1031,192]: 1
T12983: P631' := P631 - 1
IM[1031,147]: -1
T12983: P721' := P721 - 1
IM[1031,192]: -1
T12983: P750' := P750 + 1
IM[1031,310]: 1
P190 --> T12982 : 1
Pre[1032,363]: 1
P211 --> T12982 : 1
Pre[1032,335]: 1
P648 --> T12982 : 1
Pre[1032,327]: 1
P751 --> T12982 : 1
Pre[1032,408]: 1
P193 --> T12982 : 7
Pre[1032,184]: 7
T12982: P190' := P190 - 1
IM[1032,363]: -1
T12982: P211' := P211 - 1
IM[1032,335]: -1
T12982: P648' := P648 - 1
IM[1032,327]: -1
T12982: P427' := P427 + 1
IM[1032,322]: 1
T12982: P328' := P328 + 1
IM[1032,425]: 1
T12982: P721' := P721 + 3
IM[1032,192]: 3
T12982: P798' := P798 + 1
IM[1032,301]: 1
T12982: P751' := P751 - 1
IM[1032,408]: -1
T12982: P193' := P193 - 7
IM[1032,184]: -7
P399 --> T12981 : 1
Pre[1033,591]: 1
P535 --> T12981 : 1
Pre[1033,515]: 1
T12981: P399' := P399 - 1
IM[1033,591]: -1
T12981: P615' := P615 + 1
IM[1033,594]: 1
P295 --> T12980 : 1
Pre[1034,258]: 1
P193 --> T12980 : 6
Pre[1034,184]: 6
P306 --> T12980 : 1
Pre[1034,407]: 1
P190 --> T12980 : 1
Pre[1034,363]: 1
P133 --> T12980 : 1
Pre[1034,307]: 1
P648 --> T12980 : 1
Pre[1034,327]: 1
T12980: P295' := P295 - 1
IM[1034,258]: -1
T12980: P193' := P193 - 6
IM[1034,184]: -6
T12980: P185' := P185 + 4
IM[1034,185]: 4
T12980: P306' := P306 - 1
IM[1034,407]: -1
T12980: P190' := P190 - 1
IM[1034,363]: -1
T12980: P133' := P133 - 1
IM[1034,307]: -1
T12980: P591' := P591 + 1
IM[1034,202]: 1
T12980: P345' := P345 + 1
IM[1034,415]: 1
T12980: P648' := P648 - 1
IM[1034,327]: -1
T12980: P249' := P249 + 1
IM[1034,381]: 1
T12980: P667' := P667 + 1
IM[1034,440]: 1
P193 --> T12979 : 7
Pre[1035,184]: 7
P472 --> T12979 : 1
Pre[1035,334]: 1
P751 --> T12979 : 1
Pre[1035,408]: 1
P295 --> T12979 : 2
Pre[1035,258]: 2
T12979: P193' := P193 - 7
IM[1035,184]: -7
T12979: P472' := P472 - 1
IM[1035,334]: -1
T12979: P586' := P586 + 2
IM[1035,379]: 2
T12979: P721' := P721 + 3
IM[1035,192]: 3
T12979: P242' := P242 + 1
IM[1035,216]: 1
T12979: P751' := P751 - 1
IM[1035,408]: -1
T12979: P295' := P295 - 2
IM[1035,258]: -2
P5 --> T12978 : 1
Pre[1036,384]: 1
P193 --> T12978 : 6
Pre[1036,184]: 6
P751 --> T12978 : 1
Pre[1036,408]: 1
P19 --> T12978 : 3
Pre[1036,449]: 3
T12978: P67' := P67 + 1
IM[1036,414]: 1
T12978: P5' := P5 - 1
IM[1036,384]: -1
T12978: P193' := P193 - 6
IM[1036,184]: -6
T12978: P751' := P751 - 1
IM[1036,408]: -1
T12978: P552' := P552 + 3
IM[1036,442]: 3
T12978: P19' := P19 - 3
IM[1036,449]: -3
T12978: P185' := P185 + 4
IM[1036,185]: 4
P651 --> T12977 : 1
Pre[1037,107]: 1
P217 --> T12977 : 1
Pre[1037,55]: 1
T12977: P38' := P38 + 1
IM[1037,227]: 1
T12977: P651' := P651 - 1
IM[1037,107]: -1
T12977: P423' := P423 + 1
IM[1037,4]: 1
T12977: P217' := P217 - 1
IM[1037,55]: -1
P648 --> T12976 : 3
Pre[1038,327]: 3
P193 --> T12976 : 6
Pre[1038,184]: 6
P5 --> T12976 : 1
Pre[1038,384]: 1
P133 --> T12976 : 1
Pre[1038,307]: 1
T12976: P648' := P648 - 3
IM[1038,327]: -3
T12976: P193' := P193 - 6
IM[1038,184]: -6
T12976: P5' := P5 - 1
IM[1038,384]: -1
T12976: P185' := P185 + 4
IM[1038,185]: 4
T12976: P668' := P668 + 1
IM[1038,447]: 1
T12976: P568' := P568 + 3
IM[1038,385]: 3
T12976: P133' := P133 - 1
IM[1038,307]: -1
P190 --> T12975 : 1
Pre[1039,363]: 1
P193 --> T12975 : 6
Pre[1039,184]: 6
P19 --> T12975 : 1
Pre[1039,449]: 1
P211 --> T12975 : 1
Pre[1039,335]: 1
P751 --> T12975 : 2
Pre[1039,408]: 2
T12975: P190' := P190 - 1
IM[1039,363]: -1
T12975: P193' := P193 - 6
IM[1039,184]: -6
T12975: P19' := P19 - 1
IM[1039,449]: -1
T12975: P328' := P328 + 2
IM[1039,425]: 2
T12975: P211' := P211 - 1
IM[1039,335]: -1
T12975: P798' := P798 + 1
IM[1039,301]: 1
T12975: P185' := P185 + 4
IM[1039,185]: 4
T12975: P581' := P581 + 1
IM[1039,477]: 1
T12975: P751' := P751 - 2
IM[1039,408]: -2
P19 --> T12974 : 1
Pre[1040,449]: 1
P193 --> T12974 : 6
Pre[1040,184]: 6
P190 --> T12974 : 1
Pre[1040,363]: 1
P295 --> T12974 : 2
Pre[1040,258]: 2
P640 --> T12974 : 1
Pre[1040,355]: 1
T12974: P19' := P19 - 1
IM[1040,449]: -1
T12974: P193' := P193 - 6
IM[1040,184]: -6
T12974: P685' := P685 + 1
IM[1040,403]: 1
T12974: P190' := P190 - 1
IM[1040,363]: -1
T12974: P53' := P53 + 2
IM[1040,224]: 2
T12974: P295' := P295 - 2
IM[1040,258]: -2
T12974: P111' := P111 + 1
IM[1040,411]: 1
T12974: P185' := P185 + 4
IM[1040,185]: 4
T12974: P640' := P640 - 1
IM[1040,355]: -1
P723 --> T12973 : 1
Pre[1041,512]: 1
P332 --> T12973 : 1
Pre[1041,511]: 1
P471 --> T12973 : 1
Pre[1041,401]: 1
T12973: P723' := P723 - 1
IM[1041,512]: -1
T12973: P459' := P459 + 1
IM[1041,510]: 1
T12973: P471' := P471 - 1
IM[1041,401]: -1
T12973: P501' := P501 + 1
IM[1041,572]: 1
T12973: P68' := P68 + 1
IM[1041,522]: 1
P193 --> T12972 : 6
Pre[1042,184]: 6
P295 --> T12972 : 1
Pre[1042,258]: 1
P19 --> T12972 : 3
Pre[1042,449]: 3
P211 --> T12972 : 1
Pre[1042,335]: 1
T12972: P185' := P185 + 4
IM[1042,185]: 4
T12972: P193' := P193 - 6
IM[1042,184]: -6
T12972: P692' := P692 + 1
IM[1042,287]: 1
T12972: P295' := P295 - 1
IM[1042,258]: -1
T12972: P581' := P581 + 3
IM[1042,477]: 3
T12972: P19' := P19 - 3
IM[1042,449]: -3
T12972: P211' := P211 - 1
IM[1042,335]: -1
P640 --> T12971 : 1
Pre[1043,355]: 1
P193 --> T12971 : 6
Pre[1043,184]: 6
P751 --> T12971 : 1
Pre[1043,408]: 1
P295 --> T12971 : 1
Pre[1043,258]: 1
P133 --> T12971 : 2
Pre[1043,307]: 2
T12971: P640' := P640 - 1
IM[1043,355]: -1
T12971: P193' := P193 - 6
IM[1043,184]: -6
T12971: P751' := P751 - 1
IM[1043,408]: -1
T12971: P53' := P53 + 1
IM[1043,224]: 1
T12971: P185' := P185 + 4
IM[1043,185]: 4
T12971: P295' := P295 - 1
IM[1043,258]: -1
T12971: P462' := P462 + 1
IM[1043,410]: 1
T12971: P133' := P133 - 2
IM[1043,307]: -2
T12971: P227' := P227 + 2
IM[1043,344]: 2
P133 --> T12970 : 1
Pre[1044,307]: 1
P567 --> T12970 : 1
Pre[1044,243]: 1
P751 --> T12970 : 1
Pre[1044,408]: 1
P295 --> T12970 : 2
Pre[1044,258]: 2
P193 --> T12970 : 6
Pre[1044,184]: 6
T12970: P133' := P133 - 1
IM[1044,307]: -1
T12970: P352' := P352 + 1
IM[1044,331]: 1
T12970: P567' := P567 - 1
IM[1044,243]: -1
T12970: P185' := P185 + 4
IM[1044,185]: 4
T12970: P751' := P751 - 1
IM[1044,408]: -1
T12970: P530' := P530 + 1
IM[1044,435]: 1
T12970: P295' := P295 - 2
IM[1044,258]: -2
T12970: P193' := P193 - 6
IM[1044,184]: -6
T12970: P79' := P79 + 2
IM[1044,218]: 2
P133 --> T12969 : 2
Pre[1045,307]: 2
P472 --> T12969 : 1
Pre[1045,334]: 1
P193 --> T12969 : 6
Pre[1045,184]: 6
P648 --> T12969 : 2
Pre[1045,327]: 2
T12969: P133' := P133 - 2
IM[1045,307]: -2
T12969: P472' := P472 - 1
IM[1045,334]: -1
T12969: P193' := P193 - 6
IM[1045,184]: -6
T12969: P457' := P457 + 2
IM[1045,347]: 2
T12969: P185' := P185 + 4
IM[1045,185]: 4
T12969: P648' := P648 - 2
IM[1045,327]: -2
T12969: P465' := P465 + 2
IM[1045,389]: 2
P133 --> T12968 : 1
Pre[1046,307]: 1
P193 --> T12968 : 6
Pre[1046,184]: 6
P190 --> T12968 : 2
Pre[1046,363]: 2
P211 --> T12968 : 1
Pre[1046,335]: 1
P295 --> T12968 : 1
Pre[1046,258]: 1
T12968: P185' := P185 + 4
IM[1046,185]: 4
T12968: P494' := P494 + 1
IM[1046,265]: 1
T12968: P133' := P133 - 1
IM[1046,307]: -1
T12968: P193' := P193 - 6
IM[1046,184]: -6
T12968: P190' := P190 - 2
IM[1046,363]: -2
T12968: P211' := P211 - 1
IM[1046,335]: -1
T12968: P798' := P798 + 2
IM[1046,301]: 2
T12968: P295' := P295 - 1
IM[1046,258]: -1
T12968: P692' := P692 + 1
IM[1046,287]: 1
P211 --> T12967 : 1
Pre[1047,335]: 1
P190 --> T12967 : 1
Pre[1047,363]: 1
P751 --> T12967 : 2
Pre[1047,408]: 2
P193 --> T12967 : 7
Pre[1047,184]: 7
T12967: P211' := P211 - 1
IM[1047,335]: -1
T12967: P190' := P190 - 1
IM[1047,363]: -1
T12967: P328' := P328 + 2
IM[1047,425]: 2
T12967: P751' := P751 - 2
IM[1047,408]: -2
T12967: P193' := P193 - 7
IM[1047,184]: -7
T12967: P798' := P798 + 1
IM[1047,301]: 1
T12967: P721' := P721 + 3
IM[1047,192]: 3
P648 --> T12966 : 1
Pre[1048,327]: 1
P190 --> T12966 : 1
Pre[1048,363]: 1
P16 --> T12966 : 1
Pre[1048,215]: 1
P133 --> T12966 : 1
Pre[1048,307]: 1
P193 --> T12966 : 6
Pre[1048,184]: 6
P751 --> T12966 : 1
Pre[1048,408]: 1
T12966: P570' := P570 + 1
IM[1048,296]: 1
T12966: P648' := P648 - 1
IM[1048,327]: -1
T12966: P190' := P190 - 1
IM[1048,363]: -1
T12966: P677' := P677 + 1
IM[1048,409]: 1
T12966: P16' := P16 - 1
IM[1048,215]: -1
T12966: P133' := P133 - 1
IM[1048,307]: -1
T12966: P193' := P193 - 6
IM[1048,184]: -6
T12966: P105' := P105 + 1
IM[1048,293]: 1
T12966: P185' := P185 + 4
IM[1048,185]: 4
T12966: P555' := P555 + 1
IM[1048,368]: 1
T12966: P751' := P751 - 1
IM[1048,408]: -1
P202 --> T12965 : 1
Pre[1049,564]: 1
P415 --> T12965 : 10
Pre[1049,509]: 10
T12965: P202' := P202 - 1
IM[1049,564]: -1
T12965: P700' := P700 + 1
IM[1049,595]: 1
P751 --> T12964 : 1
Pre[1050,408]: 1
P710 --> T12964 : 1
Pre[1050,172]: 1
P648 --> T12964 : 1
Pre[1050,327]: 1
P193 --> T12964 : 6
Pre[1050,184]: 6
P190 --> T12964 : 1
Pre[1050,363]: 1
P19 --> T12964 : 1
Pre[1050,449]: 1
T12964: P652' := P652 + 1
IM[1050,393]: 1
T12964: P751' := P751 - 1
IM[1050,408]: -1
T12964: P215' := P215 + 1
IM[1050,365]: 1
T12964: P710' := P710 - 1
IM[1050,172]: -1
T12964: P408' := P408 + 1
IM[1050,420]: 1
T12964: P648' := P648 - 1
IM[1050,327]: -1
T12964: P193' := P193 - 6
IM[1050,184]: -6
T12964: P185' := P185 + 4
IM[1050,185]: 4
T12964: P190' := P190 - 1
IM[1050,363]: -1
T12964: P565' := P565 + 1
IM[1050,315]: 1
T12964: P19' := P19 - 1
IM[1050,449]: -1
P190 --> T12963 : 1
Pre[1051,363]: 1
P5 --> T12963 : 1
Pre[1051,384]: 1
P295 --> T12963 : 1
Pre[1051,258]: 1
P193 --> T12963 : 6
Pre[1051,184]: 6
P133 --> T12963 : 2
Pre[1051,307]: 2
T12963: P190' := P190 - 1
IM[1051,363]: -1
T12963: P5' := P5 - 1
IM[1051,384]: -1
T12963: P185' := P185 + 4
IM[1051,185]: 4
T12963: P295' := P295 - 1
IM[1051,258]: -1
T12963: P340' := P340 + 1
IM[1051,461]: 1
T12963: P193' := P193 - 6
IM[1051,184]: -6
T12963: P214' := P214 + 1
IM[1051,432]: 1
T12963: P668' := P668 + 2
IM[1051,447]: 2
T12963: P133' := P133 - 2
IM[1051,307]: -2
P5 --> T12962 : 1
Pre[1052,384]: 1
P133 --> T12962 : 2
Pre[1052,307]: 2
P190 --> T12962 : 1
Pre[1052,363]: 1
P193 --> T12962 : 6
Pre[1052,184]: 6
P648 --> T12962 : 1
Pre[1052,327]: 1
T12962: P5' := P5 - 1
IM[1052,384]: -1
T12962: P133' := P133 - 2
IM[1052,307]: -2
T12962: P568' := P568 + 1
IM[1052,385]: 1
T12962: P668' := P668 + 2
IM[1052,447]: 2
T12962: P190' := P190 - 1
IM[1052,363]: -1
T12962: P193' := P193 - 6
IM[1052,184]: -6
T12962: P185' := P185 + 4
IM[1052,185]: 4
T12962: P340' := P340 + 1
IM[1052,461]: 1
T12962: P648' := P648 - 1
IM[1052,327]: -1
P640 --> T12961 : 1
Pre[1053,355]: 1
P193 --> T12961 : 6
Pre[1053,184]: 6
P295 --> T12961 : 3
Pre[1053,258]: 3
P751 --> T12961 : 1
Pre[1053,408]: 1
T12961: P53' := P53 + 3
IM[1053,224]: 3
T12961: P640' := P640 - 1
IM[1053,355]: -1
T12961: P185' := P185 + 4
IM[1053,185]: 4
T12961: P193' := P193 - 6
IM[1053,184]: -6
T12961: P295' := P295 - 3
IM[1053,258]: -3
T12961: P462' := P462 + 1
IM[1053,410]: 1
T12961: P751' := P751 - 1
IM[1053,408]: -1
P133 --> T12960 : 1
Pre[1054,307]: 1
P193 --> T12960 : 6
Pre[1054,184]: 6
P751 --> T12960 : 1
Pre[1054,408]: 1
P295 --> T12960 : 1
Pre[1054,258]: 1
P640 --> T12960 : 1
Pre[1054,355]: 1
P648 --> T12960 : 1
Pre[1054,327]: 1
T12960: P133' := P133 - 1
IM[1054,307]: -1
T12960: P193' := P193 - 6
IM[1054,184]: -6
T12960: P751' := P751 - 1
IM[1054,408]: -1
T12960: P462' := P462 + 1
IM[1054,410]: 1
T12960: P295' := P295 - 1
IM[1054,258]: -1
T12960: P53' := P53 + 1
IM[1054,224]: 1
T12960: P640' := P640 - 1
IM[1054,355]: -1
T12960: P227' := P227 + 1
IM[1054,344]: 1
T12960: P326' := P326 + 1
IM[1054,346]: 1
T12960: P648' := P648 - 1
IM[1054,327]: -1
T12960: P185' := P185 + 4
IM[1054,185]: 4
P200 --> T12959 : 1
Pre[1055,94]: 1
P671 --> T12959 : 1
Pre[1055,50]: 1
T12959: P200' := P200 - 1
IM[1055,94]: -1
T12959: P671' := P671 - 1
IM[1055,50]: -1
T12959: P423' := P423 + 1
IM[1055,4]: 1
T12959: P17' := P17 + 1
IM[1055,191]: 1
P710 --> T12958 : 1
Pre[1056,172]: 1
P190 --> T12958 : 1
Pre[1056,363]: 1
P193 --> T12958 : 7
Pre[1056,184]: 7
P751 --> T12958 : 1
Pre[1056,408]: 1
P648 --> T12958 : 1
Pre[1056,327]: 1
T12958: P652' := P652 + 1
IM[1056,393]: 1
T12958: P565' := P565 + 1
IM[1056,315]: 1
T12958: P710' := P710 - 1
IM[1056,172]: -1
T12958: P190' := P190 - 1
IM[1056,363]: -1
T12958: P193' := P193 - 7
IM[1056,184]: -7
T12958: P721' := P721 + 3
IM[1056,192]: 3
T12958: P751' := P751 - 1
IM[1056,408]: -1
T12958: P648' := P648 - 1
IM[1056,327]: -1
T12958: P408' := P408 + 1
IM[1056,420]: 1
P295 --> T12957 : 1
Pre[1057,258]: 1
P5 --> T12957 : 1
Pre[1057,384]: 1
P193 --> T12957 : 6
Pre[1057,184]: 6
P648 --> T12957 : 3
Pre[1057,327]: 3
T12957: P568' := P568 + 3
IM[1057,385]: 3
T12957: P214' := P214 + 1
IM[1057,432]: 1
T12957: P295' := P295 - 1
IM[1057,258]: -1
T12957: P5' := P5 - 1
IM[1057,384]: -1
T12957: P185' := P185 + 4
IM[1057,185]: 4
T12957: P193' := P193 - 6
IM[1057,184]: -6
T12957: P648' := P648 - 3
IM[1057,327]: -3
P193 --> T12956 : 6
Pre[1058,184]: 6
P710 --> T12956 : 1
Pre[1058,172]: 1
P751 --> T12956 : 2
Pre[1058,408]: 2
P295 --> T12956 : 1
Pre[1058,258]: 1
P19 --> T12956 : 1
Pre[1058,449]: 1
T12956: P193' := P193 - 6
IM[1058,184]: -6
T12956: P710' := P710 - 1
IM[1058,172]: -1
T12956: P751' := P751 - 2
IM[1058,408]: -2
T12956: P215' := P215 + 1
IM[1058,365]: 1
T12956: P185' := P185 + 4
IM[1058,185]: 4
T12956: P295' := P295 - 1
IM[1058,258]: -1
T12956: P565' := P565 + 2
IM[1058,315]: 2
T12956: P355' := P355 + 1
IM[1058,319]: 1
T12956: P19' := P19 - 1
IM[1058,449]: -1
P751 --> T12955 : 1
Pre[1059,408]: 1
P648 --> T12955 : 1
Pre[1059,327]: 1
P133 --> T12955 : 2
Pre[1059,307]: 2
P306 --> T12955 : 1
Pre[1059,407]: 1
P193 --> T12955 : 6
Pre[1059,184]: 6
T12955: P751' := P751 - 1
IM[1059,408]: -1
T12955: P185' := P185 + 4
IM[1059,185]: 4
T12955: P648' := P648 - 1
IM[1059,327]: -1
T12955: P761' := P761 + 1
IM[1059,456]: 1
T12955: P133' := P133 - 2
IM[1059,307]: -2
T12955: P591' := P591 + 2
IM[1059,202]: 2
T12955: P306' := P306 - 1
IM[1059,407]: -1
T12955: P193' := P193 - 6
IM[1059,184]: -6
T12955: P667' := P667 + 1
IM[1059,440]: 1
P193 --> T12954 : 6
Pre[1060,184]: 6
P472 --> T12954 : 1
Pre[1060,334]: 1
P751 --> T12954 : 1
Pre[1060,408]: 1
P190 --> T12954 : 1
Pre[1060,363]: 1
P19 --> T12954 : 2
Pre[1060,449]: 2
T12954: P185' := P185 + 4
IM[1060,185]: 4
T12954: P193' := P193 - 6
IM[1060,184]: -6
T12954: P472' := P472 - 1
IM[1060,334]: -1
T12954: P706' := P706 + 2
IM[1060,362]: 2
T12954: P751' := P751 - 1
IM[1060,408]: -1
T12954: P65' := P65 + 1
IM[1060,336]: 1
T12954: P190' := P190 - 1
IM[1060,363]: -1
T12954: P19' := P19 - 2
IM[1060,449]: -2
T12954: P242' := P242 + 1
IM[1060,216]: 1
P193 --> T12953 : 6
Pre[1061,184]: 6
P751 --> T12953 : 1
Pre[1061,408]: 1
P19 --> T12953 : 1
Pre[1061,449]: 1
P306 --> T12953 : 1
Pre[1061,407]: 1
P190 --> T12953 : 1
Pre[1061,363]: 1
P133 --> T12953 : 1
Pre[1061,307]: 1
T12953: P193' := P193 - 6
IM[1061,184]: -6
T12953: P751' := P751 - 1
IM[1061,408]: -1
T12953: P480' := P480 + 1
IM[1061,418]: 1
T12953: P19' := P19 - 1
IM[1061,449]: -1
T12953: P761' := P761 + 1
IM[1061,456]: 1
T12953: P306' := P306 - 1
IM[1061,407]: -1
T12953: P190' := P190 - 1
IM[1061,363]: -1
T12953: P249' := P249 + 1
IM[1061,381]: 1
T12953: P133' := P133 - 1
IM[1061,307]: -1
T12953: P185' := P185 + 4
IM[1061,185]: 4
T12953: P591' := P591 + 1
IM[1061,202]: 1
P190 --> T12952 : 2
Pre[1062,363]: 2
P19 --> T12952 : 1
Pre[1062,449]: 1
P193 --> T12952 : 6
Pre[1062,184]: 6
P133 --> T12952 : 1
Pre[1062,307]: 1
P306 --> T12952 : 1
Pre[1062,407]: 1
T12952: P480' := P480 + 1
IM[1062,418]: 1
T12952: P190' := P190 - 2
IM[1062,363]: -2
T12952: P19' := P19 - 1
IM[1062,449]: -1
T12952: P591' := P591 + 1
IM[1062,202]: 1
T12952: P193' := P193 - 6
IM[1062,184]: -6
T12952: P185' := P185 + 4
IM[1062,185]: 4
T12952: P133' := P133 - 1
IM[1062,307]: -1
T12952: P249' := P249 + 2
IM[1062,381]: 2
T12952: P306' := P306 - 1
IM[1062,407]: -1
P19 --> T12951 : 1
Pre[1063,449]: 1
P567 --> T12951 : 1
Pre[1063,243]: 1
P193 --> T12951 : 6
Pre[1063,184]: 6
P648 --> T12951 : 2
Pre[1063,327]: 2
P190 --> T12951 : 1
Pre[1063,363]: 1
T12951: P584' := P584 + 1
IM[1063,437]: 1
T12951: P19' := P19 - 1
IM[1063,449]: -1
T12951: P240' := P240 + 2
IM[1063,358]: 2
T12951: P567' := P567 - 1
IM[1063,243]: -1
T12951: P185' := P185 + 4
IM[1063,185]: 4
T12951: P193' := P193 - 6
IM[1063,184]: -6
T12951: P37' := P37 + 1
IM[1063,219]: 1
T12951: P648' := P648 - 2
IM[1063,327]: -2
T12951: P190' := P190 - 1
IM[1063,363]: -1
P472 --> T12950 : 1
Pre[1064,334]: 1
P190 --> T12950 : 2
Pre[1064,363]: 2
P133 --> T12950 : 1
Pre[1064,307]: 1
P19 --> T12950 : 1
Pre[1064,449]: 1
P193 --> T12950 : 6
Pre[1064,184]: 6
T12950: P185' := P185 + 4
IM[1064,185]: 4
T12950: P472' := P472 - 1
IM[1064,334]: -1
T12950: P190' := P190 - 2
IM[1064,363]: -2
T12950: P65' := P65 + 2
IM[1064,336]: 2
T12950: P133' := P133 - 1
IM[1064,307]: -1
T12950: P706' := P706 + 1
IM[1064,362]: 1
T12950: P19' := P19 - 1
IM[1064,449]: -1
T12950: P457' := P457 + 1
IM[1064,347]: 1
T12950: P193' := P193 - 6
IM[1064,184]: -6
P133 --> T12949 : 1
Pre[1065,307]: 1
P190 --> T12949 : 1
Pre[1065,363]: 1
P193 --> T12949 : 6
Pre[1065,184]: 6
P19 --> T12949 : 1
Pre[1065,449]: 1
P295 --> T12949 : 1
Pre[1065,258]: 1
P640 --> T12949 : 1
Pre[1065,355]: 1
T12949: P53' := P53 + 1
IM[1065,224]: 1
T12949: P133' := P133 - 1
IM[1065,307]: -1
T12949: P185' := P185 + 4
IM[1065,185]: 4
T12949: P190' := P190 - 1
IM[1065,363]: -1
T12949: P111' := P111 + 1
IM[1065,411]: 1
T12949: P193' := P193 - 6
IM[1065,184]: -6
T12949: P227' := P227 + 1
IM[1065,344]: 1
T12949: P19' := P19 - 1
IM[1065,449]: -1
T12949: P295' := P295 - 1
IM[1065,258]: -1
T12949: P685' := P685 + 1
IM[1065,403]: 1
T12949: P640' := P640 - 1
IM[1065,355]: -1
P423 --> T12948 : 1
Pre[1066,4]: 1
P240 --> T12948 : 1
Pre[1066,358]: 1
T12948: P575' := P575 + 1
IM[1066,305]: 1
T12948: P423' := P423 - 1
IM[1066,4]: -1
T12948: P240' := P240 - 1
IM[1066,358]: -1
T12948: P554' := P554 + 1
IM[1066,54]: 1
P648 --> T12947 : 1
Pre[1067,327]: 1
P472 --> T12947 : 1
Pre[1067,334]: 1
P295 --> T12947 : 1
Pre[1067,258]: 1
P193 --> T12947 : 7
Pre[1067,184]: 7
P751 --> T12947 : 1
Pre[1067,408]: 1
T12947: P648' := P648 - 1
IM[1067,327]: -1
T12947: P721' := P721 + 3
IM[1067,192]: 3
T12947: P465' := P465 + 1
IM[1067,389]: 1
T12947: P472' := P472 - 1
IM[1067,334]: -1
T12947: P295' := P295 - 1
IM[1067,258]: -1
T12947: P193' := P193 - 7
IM[1067,184]: -7
T12947: P751' := P751 - 1
IM[1067,408]: -1
T12947: P242' := P242 + 1
IM[1067,216]: 1
T12947: P586' := P586 + 1
IM[1067,379]: 1
P193 --> T12946 : 6
Pre[1068,184]: 6
P16 --> T12946 : 1
Pre[1068,215]: 1
P295 --> T12946 : 1
Pre[1068,258]: 1
P751 --> T12946 : 1
Pre[1068,408]: 1
P648 --> T12946 : 2
Pre[1068,327]: 2
T12946: P193' := P193 - 6
IM[1068,184]: -6
T12946: P16' := P16 - 1
IM[1068,215]: -1
T12946: P295' := P295 - 1
IM[1068,258]: -1
T12946: P677' := P677 + 1
IM[1068,409]: 1
T12946: P751' := P751 - 1
IM[1068,408]: -1
T12946: P570' := P570 + 2
IM[1068,296]: 2
T12946: P257' := P257 + 1
IM[1068,236]: 1
T12946: P185' := P185 + 4
IM[1068,185]: 4
T12946: P648' := P648 - 2
IM[1068,327]: -2
P751 --> T12945 : 1
Pre[1069,408]: 1
P19 --> T12945 : 1
Pre[1069,449]: 1
P306 --> T12945 : 1
Pre[1069,407]: 1
P133 --> T12945 : 2
Pre[1069,307]: 2
P193 --> T12945 : 6
Pre[1069,184]: 6
T12945: P751' := P751 - 1
IM[1069,408]: -1
T12945: P19' := P19 - 1
IM[1069,449]: -1
T12945: P185' := P185 + 4
IM[1069,185]: 4
T12945: P591' := P591 + 2
IM[1069,202]: 2
T12945: P480' := P480 + 1
IM[1069,418]: 1
T12945: P306' := P306 - 1
IM[1069,407]: -1
T12945: P133' := P133 - 2
IM[1069,307]: -2
T12945: P193' := P193 - 6
IM[1069,184]: -6
T12945: P761' := P761 + 1
IM[1069,456]: 1
P648 --> T12944 : 1
Pre[1070,327]: 1
P133 --> T12944 : 2
Pre[1070,307]: 2
P472 --> T12944 : 1
Pre[1070,334]: 1
P193 --> T12944 : 6
Pre[1070,184]: 6
P751 --> T12944 : 1
Pre[1070,408]: 1
T12944: P648' := P648 - 1
IM[1070,327]: -1
T12944: P133' := P133 - 2
IM[1070,307]: -2
T12944: P242' := P242 + 1
IM[1070,216]: 1
T12944: P472' := P472 - 1
IM[1070,334]: -1
T12944: P457' := P457 + 2
IM[1070,347]: 2
T12944: P185' := P185 + 4
IM[1070,185]: 4
T12944: P193' := P193 - 6
IM[1070,184]: -6
T12944: P751' := P751 - 1
IM[1070,408]: -1
T12944: P465' := P465 + 1
IM[1070,389]: 1
P193 --> T12943 : 6
Pre[1071,184]: 6
P295 --> T12943 : 2
Pre[1071,258]: 2
P5 --> T12943 : 1
Pre[1071,384]: 1
P19 --> T12943 : 2
Pre[1071,449]: 2
T12943: P193' := P193 - 6
IM[1071,184]: -6
T12943: P214' := P214 + 2
IM[1071,432]: 2
T12943: P185' := P185 + 4
IM[1071,185]: 4
T12943: P295' := P295 - 2
IM[1071,258]: -2
T12943: P5' := P5 - 1
IM[1071,384]: -1
T12943: P552' := P552 + 2
IM[1071,442]: 2
T12943: P19' := P19 - 2
IM[1071,449]: -2
P211 --> T12942 : 1
Pre[1072,335]: 1
P193 --> T12942 : 6
Pre[1072,184]: 6
P295 --> T12942 : 1
Pre[1072,258]: 1
P648 --> T12942 : 2
Pre[1072,327]: 2
P190 --> T12942 : 1
Pre[1072,363]: 1
T12942: P798' := P798 + 1
IM[1072,301]: 1
T12942: P211' := P211 - 1
IM[1072,335]: -1
T12942: P193' := P193 - 6
IM[1072,184]: -6
T12942: P185' := P185 + 4
IM[1072,185]: 4
T12942: P295' := P295 - 1
IM[1072,258]: -1
T12942: P648' := P648 - 2
IM[1072,327]: -2
T12942: P427' := P427 + 2
IM[1072,322]: 2
T12942: P692' := P692 + 1
IM[1072,287]: 1
T12942: P190' := P190 - 1
IM[1072,363]: -1
P193 --> T12941 : 6
Pre[1073,184]: 6
P133 --> T12941 : 1
Pre[1073,307]: 1
P19 --> T12941 : 1
Pre[1073,449]: 1
P190 --> T12941 : 2
Pre[1073,363]: 2
P710 --> T12941 : 1
Pre[1073,172]: 1
T12941: P137' := P137 + 1
IM[1073,280]: 1
T12941: P193' := P193 - 6
IM[1073,184]: -6
T12941: P133' := P133 - 1
IM[1073,307]: -1
T12941: P19' := P19 - 1
IM[1073,449]: -1
T12941: P215' := P215 + 1
IM[1073,365]: 1
T12941: P190' := P190 - 2
IM[1073,363]: -2
T12941: P710' := P710 - 1
IM[1073,172]: -1
T12941: P185' := P185 + 4
IM[1073,185]: 4
T12941: P408' := P408 + 2
IM[1073,420]: 2
P193 --> T12940 : 6
Pre[1074,184]: 6
P295 --> T12940 : 2
Pre[1074,258]: 2
P190 --> T12940 : 2
Pre[1074,363]: 2
P5 --> T12940 : 1
Pre[1074,384]: 1
T12940: P214' := P214 + 2
IM[1074,432]: 2
T12940: P193' := P193 - 6
IM[1074,184]: -6
T12940: P185' := P185 + 4
IM[1074,185]: 4
T12940: P295' := P295 - 2
IM[1074,258]: -2
T12940: P340' := P340 + 2
IM[1074,461]: 2
T12940: P190' := P190 - 2
IM[1074,363]: -2
T12940: P5' := P5 - 1
IM[1074,384]: -1
P472 --> T12939 : 1
Pre[1075,334]: 1
P193 --> T12939 : 6
Pre[1075,184]: 6
P190 --> T12939 : 1
Pre[1075,363]: 1
P19 --> T12939 : 3
Pre[1075,449]: 3
T12939: P472' := P472 - 1
IM[1075,334]: -1
T12939: P193' := P193 - 6
IM[1075,184]: -6
T12939: P185' := P185 + 4
IM[1075,185]: 4
T12939: P190' := P190 - 1
IM[1075,363]: -1
T12939: P706' := P706 + 3
IM[1075,362]: 3
T12939: P65' := P65 + 1
IM[1075,336]: 1
T12939: P19' := P19 - 3
IM[1075,449]: -3
P751 --> T12938 : 1
Pre[1076,408]: 1
P472 --> T12938 : 1
Pre[1076,334]: 1
P193 --> T12938 : 6
Pre[1076,184]: 6
P295 --> T12938 : 2
Pre[1076,258]: 2
P133 --> T12938 : 1
Pre[1076,307]: 1
T12938: P751' := P751 - 1
IM[1076,408]: -1
T12938: P242' := P242 + 1
IM[1076,216]: 1
T12938: P472' := P472 - 1
IM[1076,334]: -1
T12938: P185' := P185 + 4
IM[1076,185]: 4
T12938: P586' := P586 + 2
IM[1076,379]: 2
T12938: P193' := P193 - 6
IM[1076,184]: -6
T12938: P295' := P295 - 2
IM[1076,258]: -2
T12938: P457' := P457 + 1
IM[1076,347]: 1
T12938: P133' := P133 - 1
IM[1076,307]: -1
P710 --> T12937 : 1
Pre[1077,172]: 1
P19 --> T12937 : 1
Pre[1077,449]: 1
P190 --> T12937 : 1
Pre[1077,363]: 1
P751 --> T12937 : 1
Pre[1077,408]: 1
P193 --> T12937 : 6
Pre[1077,184]: 6
P648 --> T12937 : 1
Pre[1077,327]: 1
T12937: P710' := P710 - 1
IM[1077,172]: -1
T12937: P652' := P652 + 1
IM[1077,393]: 1
T12937: P19' := P19 - 1
IM[1077,449]: -1
T12937: P185' := P185 + 4
IM[1077,185]: 4
T12937: P565' := P565 + 1
IM[1077,315]: 1
T12937: P190' := P190 - 1
IM[1077,363]: -1
T12937: P408' := P408 + 1
IM[1077,420]: 1
T12937: P751' := P751 - 1
IM[1077,408]: -1
T12937: P215' := P215 + 1
IM[1077,365]: 1
T12937: P193' := P193 - 6
IM[1077,184]: -6
T12937: P648' := P648 - 1
IM[1077,327]: -1
P518 --> T12936 : 1
Pre[1078,116]: 1
P645 --> T12936 : 1
Pre[1078,24]: 1
T12936: P148' := P148 + 1
IM[1078,230]: 1
T12936: P518' := P518 - 1
IM[1078,116]: -1
T12936: P497' := P497 + 1
IM[1078,20]: 1
T12936: P645' := P645 - 1
IM[1078,24]: -1
P133 --> T12935 : 1
Pre[1079,307]: 1
P648 --> T12935 : 1
Pre[1079,327]: 1
P193 --> T12935 : 6
Pre[1079,184]: 6
P710 --> T12935 : 1
Pre[1079,172]: 1
P190 --> T12935 : 2
Pre[1079,363]: 2
T12935: P652' := P652 + 1
IM[1079,393]: 1
T12935: P133' := P133 - 1
IM[1079,307]: -1
T12935: P648' := P648 - 1
IM[1079,327]: -1
T12935: P193' := P193 - 6
IM[1079,184]: -6
T12935: P710' := P710 - 1
IM[1079,172]: -1
T12935: P190' := P190 - 2
IM[1079,363]: -2
T12935: P408' := P408 + 2
IM[1079,420]: 2
T12935: P185' := P185 + 4
IM[1079,185]: 4
T12935: P137' := P137 + 1
IM[1079,280]: 1
P751 --> T12934 : 2
Pre[1080,408]: 2
P193 --> T12934 : 6
Pre[1080,184]: 6
P648 --> T12934 : 1
Pre[1080,327]: 1
P133 --> T12934 : 1
Pre[1080,307]: 1
P710 --> T12934 : 1
Pre[1080,172]: 1
T12934: P751' := P751 - 2
IM[1080,408]: -2
T12934: P185' := P185 + 4
IM[1080,185]: 4
T12934: P565' := P565 + 2
IM[1080,315]: 2
T12934: P193' := P193 - 6
IM[1080,184]: -6
T12934: P648' := P648 - 1
IM[1080,327]: -1
T12934: P133' := P133 - 1
IM[1080,307]: -1
T12934: P652' := P652 + 1
IM[1080,393]: 1
T12934: P710' := P710 - 1
IM[1080,172]: -1
T12934: P137' := P137 + 1
IM[1080,280]: 1
P332 --> T12933 : 1
Pre[1081,511]: 1
P708 --> T12933 : 1
Pre[1081,598]: 1
P459 --> T12933 : 1
Pre[1081,510]: 1
T12933: P708' := P708 - 1
IM[1081,598]: -1
T12933: P493' := P493 + 1
IM[1081,566]: 1
T12933: P579' := P579 + 1
IM[1081,723]: 1
P648 --> T12932 : 1
Pre[1082,327]: 1
P751 --> T12932 : 2
Pre[1082,408]: 2
P193 --> T12932 : 6
Pre[1082,184]: 6
P567 --> T12932 : 1
Pre[1082,243]: 1
P190 --> T12932 : 1
Pre[1082,363]: 1
T12932: P240' := P240 + 1
IM[1082,358]: 1
T12932: P185' := P185 + 4
IM[1082,185]: 4
T12932: P648' := P648 - 1
IM[1082,327]: -1
T12932: P751' := P751 - 2
IM[1082,408]: -2
T12932: P530' := P530 + 2
IM[1082,435]: 2
T12932: P193' := P193 - 6
IM[1082,184]: -6
T12932: P567' := P567 - 1
IM[1082,243]: -1
T12932: P190' := P190 - 1
IM[1082,363]: -1
T12932: P584' := P584 + 1
IM[1082,437]: 1
P751 --> T12931 : 2
Pre[1083,408]: 2
P133 --> T12931 : 1
Pre[1083,307]: 1
P193 --> T12931 : 6
Pre[1083,184]: 6
P211 --> T12931 : 1
Pre[1083,335]: 1
P648 --> T12931 : 1
Pre[1083,327]: 1
T12931: P751' := P751 - 2
IM[1083,408]: -2
T12931: P494' := P494 + 1
IM[1083,265]: 1
T12931: P133' := P133 - 1
IM[1083,307]: -1
T12931: P427' := P427 + 1
IM[1083,322]: 1
T12931: P193' := P193 - 6
IM[1083,184]: -6
T12931: P211' := P211 - 1
IM[1083,335]: -1
T12931: P648' := P648 - 1
IM[1083,327]: -1
T12931: P185' := P185 + 4
IM[1083,185]: 4
T12931: P328' := P328 + 2
IM[1083,425]: 2
P295 --> T12930 : 1
Pre[1084,258]: 1
P193 --> T12930 : 7
Pre[1084,184]: 7
P190 --> T12930 : 2
Pre[1084,363]: 2
P211 --> T12930 : 1
Pre[1084,335]: 1
T12930: P295' := P295 - 1
IM[1084,258]: -1
T12930: P692' := P692 + 1
IM[1084,287]: 1
T12930: P193' := P193 - 7
IM[1084,184]: -7
T12930: P721' := P721 + 3
IM[1084,192]: 3
T12930: P190' := P190 - 2
IM[1084,363]: -2
T12930: P798' := P798 + 2
IM[1084,301]: 2
T12930: P211' := P211 - 1
IM[1084,335]: -1
P295 --> T12929 : 4
Pre[1085,258]: 4
P193 --> T12929 : 6
Pre[1085,184]: 6
P710 --> T12929 : 1
Pre[1085,172]: 1
T12929: P295' := P295 - 4
IM[1085,258]: -4
T12929: P355' := P355 + 4
IM[1085,319]: 4
T12929: P193' := P193 - 6
IM[1085,184]: -6
T12929: P185' := P185 + 4
IM[1085,185]: 4
T12929: P710' := P710 - 1
IM[1085,172]: -1
P193 --> T12928 : 6
Pre[1086,184]: 6
P5 --> T12928 : 1
Pre[1086,384]: 1
P190 --> T12928 : 1
Pre[1086,363]: 1
P751 --> T12928 : 1
Pre[1086,408]: 1
P295 --> T12928 : 1
Pre[1086,258]: 1
P19 --> T12928 : 1
Pre[1086,449]: 1
T12928: P214' := P214 + 1
IM[1086,432]: 1
T12928: P67' := P67 + 1
IM[1086,414]: 1
T12928: P193' := P193 - 6
IM[1086,184]: -6
T12928: P5' := P5 - 1
IM[1086,384]: -1
T12928: P190' := P190 - 1
IM[1086,363]: -1
T12928: P340' := P340 + 1
IM[1086,461]: 1
T12928: P185' := P185 + 4
IM[1086,185]: 4
T12928: P751' := P751 - 1
IM[1086,408]: -1
T12928: P295' := P295 - 1
IM[1086,258]: -1
T12928: P19' := P19 - 1
IM[1086,449]: -1
T12928: P552' := P552 + 1
IM[1086,442]: 1
P190 --> T12927 : 1
Pre[1087,363]: 1
P710 --> T12927 : 1
Pre[1087,172]: 1
P295 --> T12927 : 1
Pre[1087,258]: 1
P19 --> T12927 : 1
Pre[1087,449]: 1
P133 --> T12927 : 1
Pre[1087,307]: 1
P193 --> T12927 : 6
Pre[1087,184]: 6
T12927: P190' := P190 - 1
IM[1087,363]: -1
T12927: P710' := P710 - 1
IM[1087,172]: -1
T12927: P295' := P295 - 1
IM[1087,258]: -1
T12927: P185' := P185 + 4
IM[1087,185]: 4
T12927: P215' := P215 + 1
IM[1087,365]: 1
T12927: P19' := P19 - 1
IM[1087,449]: -1
T12927: P133' := P133 - 1
IM[1087,307]: -1
T12927: P137' := P137 + 1
IM[1087,280]: 1
T12927: P408' := P408 + 1
IM[1087,420]: 1
T12927: P193' := P193 - 6
IM[1087,184]: -6
T12927: P355' := P355 + 1
IM[1087,319]: 1
P295 --> T12926 : 1
Pre[1088,258]: 1
P193 --> T12926 : 6
Pre[1088,184]: 6
P133 --> T12926 : 2
Pre[1088,307]: 2
P648 --> T12926 : 1
Pre[1088,327]: 1
P306 --> T12926 : 1
Pre[1088,407]: 1
T12926: P295' := P295 - 1
IM[1088,258]: -1
T12926: P193' := P193 - 6
IM[1088,184]: -6
T12926: P345' := P345 + 1
IM[1088,415]: 1
T12926: P133' := P133 - 2
IM[1088,307]: -2
T12926: P185' := P185 + 4
IM[1088,185]: 4
T12926: P648' := P648 - 1
IM[1088,327]: -1
T12926: P306' := P306 - 1
IM[1088,407]: -1
T12926: P667' := P667 + 1
IM[1088,440]: 1
T12926: P591' := P591 + 2
IM[1088,202]: 2
P190 --> T12925 : 1
Pre[1089,363]: 1
P648 --> T12925 : 1
Pre[1089,327]: 1
P16 --> T12925 : 1
Pre[1089,215]: 1
P193 --> T12925 : 6
Pre[1089,184]: 6
P295 --> T12925 : 2
Pre[1089,258]: 2
T12925: P257' := P257 + 2
IM[1089,236]: 2
T12925: P190' := P190 - 1
IM[1089,363]: -1
T12925: P185' := P185 + 4
IM[1089,185]: 4
T12925: P648' := P648 - 1
IM[1089,327]: -1
T12925: P16' := P16 - 1
IM[1089,215]: -1
T12925: P193' := P193 - 6
IM[1089,184]: -6
T12925: P555' := P555 + 1
IM[1089,368]: 1
T12925: P570' := P570 + 1
IM[1089,296]: 1
T12925: P295' := P295 - 2
IM[1089,258]: -2
P648 --> T12924 : 1
Pre[1090,327]: 1
P472 --> T12924 : 1
Pre[1090,334]: 1
P19 --> T12924 : 1
Pre[1090,449]: 1
P193 --> T12924 : 6
Pre[1090,184]: 6
P295 --> T12924 : 1
Pre[1090,258]: 1
P751 --> T12924 : 1
Pre[1090,408]: 1
T12924: P586' := P586 + 1
IM[1090,379]: 1
T12924: P242' := P242 + 1
IM[1090,216]: 1
T12924: P648' := P648 - 1
IM[1090,327]: -1
T12924: P472' := P472 - 1
IM[1090,334]: -1
T12924: P706' := P706 + 1
IM[1090,362]: 1
T12924: P185' := P185 + 4
IM[1090,185]: 4
T12924: P19' := P19 - 1
IM[1090,449]: -1
T12924: P193' := P193 - 6
IM[1090,184]: -6
T12924: P465' := P465 + 1
IM[1090,389]: 1
T12924: P295' := P295 - 1
IM[1090,258]: -1
T12924: P751' := P751 - 1
IM[1090,408]: -1
P648 --> T12923 : 1
Pre[1091,327]: 1
P193 --> T12923 : 7
Pre[1091,184]: 7
P133 --> T12923 : 1
Pre[1091,307]: 1
P640 --> T12923 : 1
Pre[1091,355]: 1
P295 --> T12923 : 1
Pre[1091,258]: 1
T12923: P648' := P648 - 1
IM[1091,327]: -1
T12923: P193' := P193 - 7
IM[1091,184]: -7
T12923: P227' := P227 + 1
IM[1091,344]: 1
T12923: P53' := P53 + 1
IM[1091,224]: 1
T12923: P326' := P326 + 1
IM[1091,346]: 1
T12923: P721' := P721 + 3
IM[1091,192]: 3
T12923: P133' := P133 - 1
IM[1091,307]: -1
T12923: P640' := P640 - 1
IM[1091,355]: -1
T12923: P295' := P295 - 1
IM[1091,258]: -1
P648 --> T12922 : 1
Pre[1092,327]: 1
P190 --> T12922 : 1
Pre[1092,363]: 1
P5 --> T12922 : 1
Pre[1092,384]: 1
P193 --> T12922 : 6
Pre[1092,184]: 6
P751 --> T12922 : 1
Pre[1092,408]: 1
P133 --> T12922 : 1
Pre[1092,307]: 1
T12922: P185' := P185 + 4
IM[1092,185]: 4
T12922: P648' := P648 - 1
IM[1092,327]: -1
T12922: P340' := P340 + 1
IM[1092,461]: 1
T12922: P668' := P668 + 1
IM[1092,447]: 1
T12922: P190' := P190 - 1
IM[1092,363]: -1
T12922: P568' := P568 + 1
IM[1092,385]: 1
T12922: P5' := P5 - 1
IM[1092,384]: -1
T12922: P193' := P193 - 6
IM[1092,184]: -6
T12922: P751' := P751 - 1
IM[1092,408]: -1
T12922: P133' := P133 - 1
IM[1092,307]: -1
T12922: P67' := P67 + 1
IM[1092,414]: 1
P648 --> T12921 : 1
Pre[1093,327]: 1
P5 --> T12921 : 1
Pre[1093,384]: 1
P193 --> T12921 : 6
Pre[1093,184]: 6
P190 --> T12921 : 1
Pre[1093,363]: 1
P295 --> T12921 : 2
Pre[1093,258]: 2
T12921: P648' := P648 - 1
IM[1093,327]: -1
T12921: P5' := P5 - 1
IM[1093,384]: -1
T12921: P185' := P185 + 4
IM[1093,185]: 4
T12921: P193' := P193 - 6
IM[1093,184]: -6
T12921: P190' := P190 - 1
IM[1093,363]: -1
T12921: P214' := P214 + 2
IM[1093,432]: 2
T12921: P568' := P568 + 1
IM[1093,385]: 1
T12921: P295' := P295 - 2
IM[1093,258]: -2
T12921: P340' := P340 + 1
IM[1093,461]: 1
P751 --> T12920 : 1
Pre[1094,408]: 1
P19 --> T12920 : 1
Pre[1094,449]: 1
P648 --> T12920 : 1
Pre[1094,327]: 1
P133 --> T12920 : 1
Pre[1094,307]: 1
P193 --> T12920 : 6
Pre[1094,184]: 6
P16 --> T12920 : 1
Pre[1094,215]: 1
T12920: P677' := P677 + 1
IM[1094,409]: 1
T12920: P751' := P751 - 1
IM[1094,408]: -1
T12920: P185' := P185 + 4
IM[1094,185]: 4
T12920: P570' := P570 + 1
IM[1094,296]: 1
T12920: P19' := P19 - 1
IM[1094,449]: -1
T12920: P105' := P105 + 1
IM[1094,293]: 1
T12920: P648' := P648 - 1
IM[1094,327]: -1
T12920: P133' := P133 - 1
IM[1094,307]: -1
T12920: P322' := P322 + 1
IM[1094,416]: 1
T12920: P193' := P193 - 6
IM[1094,184]: -6
T12920: P16' := P16 - 1
IM[1094,215]: -1
P751 --> T12919 : 1
Pre[1095,408]: 1
P648 --> T12919 : 2
Pre[1095,327]: 2
P193 --> T12919 : 7
Pre[1095,184]: 7
P5 --> T12919 : 1
Pre[1095,384]: 1
T12919: P751' := P751 - 1
IM[1095,408]: -1
T12919: P648' := P648 - 2
IM[1095,327]: -2
T12919: P67' := P67 + 1
IM[1095,414]: 1
T12919: P568' := P568 + 2
IM[1095,385]: 2
T12919: P193' := P193 - 7
IM[1095,184]: -7
T12919: P721' := P721 + 3
IM[1095,192]: 3
T12919: P5' := P5 - 1
IM[1095,384]: -1
P19 --> T12918 : 1
Pre[1096,449]: 1
P211 --> T12918 : 1
Pre[1096,335]: 1
P648 --> T12918 : 1
Pre[1096,327]: 1
P190 --> T12918 : 1
Pre[1096,363]: 1
P133 --> T12918 : 1
Pre[1096,307]: 1
P193 --> T12918 : 6
Pre[1096,184]: 6
T12918: P581' := P581 + 1
IM[1096,477]: 1
T12918: P19' := P19 - 1
IM[1096,449]: -1
T12918: P494' := P494 + 1
IM[1096,265]: 1
T12918: P185' := P185 + 4
IM[1096,185]: 4
T12918: P427' := P427 + 1
IM[1096,322]: 1
T12918: P211' := P211 - 1
IM[1096,335]: -1
T12918: P798' := P798 + 1
IM[1096,301]: 1
T12918: P648' := P648 - 1
IM[1096,327]: -1
T12918: P190' := P190 - 1
IM[1096,363]: -1
T12918: P133' := P133 - 1
IM[1096,307]: -1
T12918: P193' := P193 - 6
IM[1096,184]: -6
P751 --> T12917 : 1
Pre[1097,408]: 1
P133 --> T12917 : 1
Pre[1097,307]: 1
P193 --> T12917 : 6
Pre[1097,184]: 6
P567 --> T12917 : 1
Pre[1097,243]: 1
P295 --> T12917 : 1
Pre[1097,258]: 1
P19 --> T12917 : 1
Pre[1097,449]: 1
T12917: P79' := P79 + 1
IM[1097,218]: 1
T12917: P751' := P751 - 1
IM[1097,408]: -1
T12917: P133' := P133 - 1
IM[1097,307]: -1
T12917: P352' := P352 + 1
IM[1097,331]: 1
T12917: P37' := P37 + 1
IM[1097,219]: 1
T12917: P193' := P193 - 6
IM[1097,184]: -6
T12917: P567' := P567 - 1
IM[1097,243]: -1
T12917: P185' := P185 + 4
IM[1097,185]: 4
T12917: P295' := P295 - 1
IM[1097,258]: -1
T12917: P530' := P530 + 1
IM[1097,435]: 1
T12917: P19' := P19 - 1
IM[1097,449]: -1
P193 --> T12916 : 6
Pre[1098,184]: 6
P190 --> T12916 : 2
Pre[1098,363]: 2
P133 --> T12916 : 1
Pre[1098,307]: 1
P648 --> T12916 : 1
Pre[1098,327]: 1
P16 --> T12916 : 1
Pre[1098,215]: 1
T12916: P193' := P193 - 6
IM[1098,184]: -6
T12916: P185' := P185 + 4
IM[1098,185]: 4
T12916: P555' := P555 + 2
IM[1098,368]: 2
T12916: P190' := P190 - 2
IM[1098,363]: -2
T12916: P105' := P105 + 1
IM[1098,293]: 1
T12916: P133' := P133 - 1
IM[1098,307]: -1
T12916: P570' := P570 + 1
IM[1098,296]: 1
T12916: P648' := P648 - 1
IM[1098,327]: -1
T12916: P16' := P16 - 1
IM[1098,215]: -1
P295 --> T12915 : 1
Pre[1099,258]: 1
P648 --> T12915 : 1
Pre[1099,327]: 1
P751 --> T12915 : 1
Pre[1099,408]: 1
P193 --> T12915 : 6
Pre[1099,184]: 6
P306 --> T12915 : 1
Pre[1099,407]: 1
P133 --> T12915 : 1
Pre[1099,307]: 1
T12915: P295' := P295 - 1
IM[1099,258]: -1
T12915: P648' := P648 - 1
IM[1099,327]: -1
T12915: P591' := P591 + 1
IM[1099,202]: 1
T12915: P751' := P751 - 1
IM[1099,408]: -1
T12915: P345' := P345 + 1
IM[1099,415]: 1
T12915: P193' := P193 - 6
IM[1099,184]: -6
T12915: P761' := P761 + 1
IM[1099,456]: 1
T12915: P306' := P306 - 1
IM[1099,407]: -1
T12915: P133' := P133 - 1
IM[1099,307]: -1
T12915: P185' := P185 + 4
IM[1099,185]: 4
T12915: P667' := P667 + 1
IM[1099,440]: 1
P738 --> T12914 : 1
Pre[1100,8]: 1
P258 --> T12914 : 1
Pre[1100,439]: 1
T12914: P304' := P304 + 1
IM[1100,383]: 1
T12914: P738' := P738 - 1
IM[1100,8]: -1
T12914: P244' := P244 + 1
IM[1100,25]: 1
T12914: P258' := P258 - 1
IM[1100,439]: -1
T12914: P336' := P336 + 1
IM[1100,5]: 1
P193 --> T12913 : 6
Pre[1101,184]: 6
P19 --> T12913 : 1
Pre[1101,449]: 1
P306 --> T12913 : 1
Pre[1101,407]: 1
P133 --> T12913 : 2
Pre[1101,307]: 2
P648 --> T12913 : 1
Pre[1101,327]: 1
T12913: P193' := P193 - 6
IM[1101,184]: -6
T12913: P185' := P185 + 4
IM[1101,185]: 4
T12913: P480' := P480 + 1
IM[1101,418]: 1
T12913: P591' := P591 + 2
IM[1101,202]: 2
T12913: P19' := P19 - 1
IM[1101,449]: -1
T12913: P306' := P306 - 1
IM[1101,407]: -1
T12913: P667' := P667 + 1
IM[1101,440]: 1
T12913: P133' := P133 - 2
IM[1101,307]: -2
T12913: P648' := P648 - 1
IM[1101,327]: -1
P190 --> T12912 : 1
Pre[1102,363]: 1
P640 --> T12912 : 1
Pre[1102,355]: 1
P193 --> T12912 : 6
Pre[1102,184]: 6
P295 --> T12912 : 1
Pre[1102,258]: 1
P133 --> T12912 : 1
Pre[1102,307]: 1
P751 --> T12912 : 1
Pre[1102,408]: 1
T12912: P190' := P190 - 1
IM[1102,363]: -1
T12912: P640' := P640 - 1
IM[1102,355]: -1
T12912: P685' := P685 + 1
IM[1102,403]: 1
T12912: P193' := P193 - 6
IM[1102,184]: -6
T12912: P295' := P295 - 1
IM[1102,258]: -1
T12912: P133' := P133 - 1
IM[1102,307]: -1
T12912: P751' := P751 - 1
IM[1102,408]: -1
T12912: P53' := P53 + 1
IM[1102,224]: 1
T12912: P462' := P462 + 1
IM[1102,410]: 1
T12912: P185' := P185 + 4
IM[1102,185]: 4
T12912: P227' := P227 + 1
IM[1102,344]: 1
P193 --> T12911 : 6
Pre[1103,184]: 6
P295 --> T12911 : 2
Pre[1103,258]: 2
P190 --> T12911 : 1
Pre[1103,363]: 1
P19 --> T12911 : 1
Pre[1103,449]: 1
P211 --> T12911 : 1
Pre[1103,335]: 1
T12911: P185' := P185 + 4
IM[1103,185]: 4
T12911: P193' := P193 - 6
IM[1103,184]: -6
T12911: P295' := P295 - 2
IM[1103,258]: -2
T12911: P692' := P692 + 2
IM[1103,287]: 2
T12911: P190' := P190 - 1
IM[1103,363]: -1
T12911: P19' := P19 - 1
IM[1103,449]: -1
T12911: P211' := P211 - 1
IM[1103,335]: -1
T12911: P581' := P581 + 1
IM[1103,477]: 1
T12911: P798' := P798 + 1
IM[1103,301]: 1
P193 --> T12910 : 8
Pre[1104,184]: 8
P5 --> T12910 : 1
Pre[1104,384]: 1
P295 --> T12910 : 2
Pre[1104,258]: 2
T12910: P193' := P193 - 8
IM[1104,184]: -8
T12910: P214' := P214 + 2
IM[1104,432]: 2
T12910: P52' := P52 + 2
IM[1104,174]: 2
T12910: P5' := P5 - 1
IM[1104,384]: -1
T12910: P295' := P295 - 2
IM[1104,258]: -2
P751 --> T12909 : 2
Pre[1105,408]: 2
P710 --> T12909 : 1
Pre[1105,172]: 1
P19 --> T12909 : 2
Pre[1105,449]: 2
P193 --> T12909 : 6
Pre[1105,184]: 6
T12909: P751' := P751 - 2
IM[1105,408]: -2
T12909: P710' := P710 - 1
IM[1105,172]: -1
T12909: P19' := P19 - 2
IM[1105,449]: -2
T12909: P185' := P185 + 4
IM[1105,185]: 4
T12909: P193' := P193 - 6
IM[1105,184]: -6
T12909: P215' := P215 + 2
IM[1105,365]: 2
T12909: P565' := P565 + 2
IM[1105,315]: 2
P648 --> T12908 : 2
Pre[1106,327]: 2
P193 --> T12908 : 7
Pre[1106,184]: 7
P5 --> T12908 : 1
Pre[1106,384]: 1
P295 --> T12908 : 1
Pre[1106,258]: 1
T12908: P648' := P648 - 2
IM[1106,327]: -2
T12908: P568' := P568 + 2
IM[1106,385]: 2
T12908: P214' := P214 + 1
IM[1106,432]: 1
T12908: P193' := P193 - 7
IM[1106,184]: -7
T12908: P5' := P5 - 1
IM[1106,384]: -1
T12908: P295' := P295 - 1
IM[1106,258]: -1
T12908: P721' := P721 + 3
IM[1106,192]: 3
P295 --> T12907 : 1
Pre[1107,258]: 1
P193 --> T12907 : 6
Pre[1107,184]: 6
P19 --> T12907 : 1
Pre[1107,449]: 1
P751 --> T12907 : 1
Pre[1107,408]: 1
P710 --> T12907 : 1
Pre[1107,172]: 1
P190 --> T12907 : 1
Pre[1107,363]: 1
T12907: P295' := P295 - 1
IM[1107,258]: -1
T12907: P565' := P565 + 1
IM[1107,315]: 1
T12907: P408' := P408 + 1
IM[1107,420]: 1
T12907: P193' := P193 - 6
IM[1107,184]: -6
T12907: P19' := P19 - 1
IM[1107,449]: -1
T12907: P355' := P355 + 1
IM[1107,319]: 1
T12907: P215' := P215 + 1
IM[1107,365]: 1
T12907: P751' := P751 - 1
IM[1107,408]: -1
T12907: P710' := P710 - 1
IM[1107,172]: -1
T12907: P185' := P185 + 4
IM[1107,185]: 4
T12907: P190' := P190 - 1
IM[1107,363]: -1
P710 --> T12906 : 1
Pre[1108,172]: 1
P190 --> T12906 : 1
Pre[1108,363]: 1
P133 --> T12906 : 1
Pre[1108,307]: 1
P193 --> T12906 : 6
Pre[1108,184]: 6
P19 --> T12906 : 1
Pre[1108,449]: 1
P295 --> T12906 : 1
Pre[1108,258]: 1
T12906: P137' := P137 + 1
IM[1108,280]: 1
T12906: P710' := P710 - 1
IM[1108,172]: -1
T12906: P190' := P190 - 1
IM[1108,363]: -1
T12906: P185' := P185 + 4
IM[1108,185]: 4
T12906: P408' := P408 + 1
IM[1108,420]: 1
T12906: P133' := P133 - 1
IM[1108,307]: -1
T12906: P193' := P193 - 6
IM[1108,184]: -6
T12906: P355' := P355 + 1
IM[1108,319]: 1
T12906: P215' := P215 + 1
IM[1108,365]: 1
T12906: P19' := P19 - 1
IM[1108,449]: -1
T12906: P295' := P295 - 1
IM[1108,258]: -1
P19 --> T12905 : 1
Pre[1109,449]: 1
P193 --> T12905 : 7
Pre[1109,184]: 7
P295 --> T12905 : 1
Pre[1109,258]: 1
P190 --> T12905 : 1
Pre[1109,363]: 1
P472 --> T12905 : 1
Pre[1109,334]: 1
T12905: P19' := P19 - 1
IM[1109,449]: -1
T12905: P706' := P706 + 1
IM[1109,362]: 1
T12905: P721' := P721 + 3
IM[1109,192]: 3
T12905: P193' := P193 - 7
IM[1109,184]: -7
T12905: P295' := P295 - 1
IM[1109,258]: -1
T12905: P586' := P586 + 1
IM[1109,379]: 1
T12905: P190' := P190 - 1
IM[1109,363]: -1
T12905: P65' := P65 + 1
IM[1109,336]: 1
T12905: P472' := P472 - 1
IM[1109,334]: -1
P190 --> T12904 : 1
Pre[1110,363]: 1
P193 --> T12904 : 6
Pre[1110,184]: 6
P648 --> T12904 : 2
Pre[1110,327]: 2
P211 --> T12904 : 1
Pre[1110,335]: 1
P133 --> T12904 : 1
Pre[1110,307]: 1
T12904: P190' := P190 - 1
IM[1110,363]: -1
T12904: P193' := P193 - 6
IM[1110,184]: -6
T12904: P494' := P494 + 1
IM[1110,265]: 1
T12904: P648' := P648 - 2
IM[1110,327]: -2
T12904: P798' := P798 + 1
IM[1110,301]: 1
T12904: P185' := P185 + 4
IM[1110,185]: 4
T12904: P211' := P211 - 1
IM[1110,335]: -1
T12904: P427' := P427 + 2
IM[1110,322]: 2
T12904: P133' := P133 - 1
IM[1110,307]: -1
P133 --> T12903 : 1
Pre[1111,307]: 1
P193 --> T12903 : 6
Pre[1111,184]: 6
P190 --> T12903 : 1
Pre[1111,363]: 1
P295 --> T12903 : 1
Pre[1111,258]: 1
P751 --> T12903 : 1
Pre[1111,408]: 1
P16 --> T12903 : 1
Pre[1111,215]: 1
T12903: P257' := P257 + 1
IM[1111,236]: 1
T12903: P555' := P555 + 1
IM[1111,368]: 1
T12903: P133' := P133 - 1
IM[1111,307]: -1
T12903: P193' := P193 - 6
IM[1111,184]: -6
T12903: P677' := P677 + 1
IM[1111,409]: 1
T12903: P190' := P190 - 1
IM[1111,363]: -1
T12903: P185' := P185 + 4
IM[1111,185]: 4
T12903: P295' := P295 - 1
IM[1111,258]: -1
T12903: P751' := P751 - 1
IM[1111,408]: -1
T12903: P105' := P105 + 1
IM[1111,293]: 1
T12903: P16' := P16 - 1
IM[1111,215]: -1
P19 --> T12902 : 1
Pre[1112,449]: 1
P751 --> T12902 : 1
Pre[1112,408]: 1
P472 --> T12902 : 1
Pre[1112,334]: 1
P295 --> T12902 : 1
Pre[1112,258]: 1
P190 --> T12902 : 1
Pre[1112,363]: 1
P193 --> T12902 : 6
Pre[1112,184]: 6
T12902: P19' := P19 - 1
IM[1112,449]: -1
T12902: P586' := P586 + 1
IM[1112,379]: 1
T12902: P751' := P751 - 1
IM[1112,408]: -1
T12902: P472' := P472 - 1
IM[1112,334]: -1
T12902: P295' := P295 - 1
IM[1112,258]: -1
T12902: P185' := P185 + 4
IM[1112,185]: 4
T12902: P65' := P65 + 1
IM[1112,336]: 1
T12902: P190' := P190 - 1
IM[1112,363]: -1
T12902: P242' := P242 + 1
IM[1112,216]: 1
T12902: P706' := P706 + 1
IM[1112,362]: 1
T12902: P193' := P193 - 6
IM[1112,184]: -6
P396 --> T12901 : 1
Pre[1113,256]: 1
P404 --> T12901 : 1
Pre[1113,3]: 1
T12901: P396' := P396 - 1
IM[1113,256]: -1
T12901: P246' := P246 + 1
IM[1113,1]: 1
T12901: P738' := P738 + 1
IM[1113,8]: 1
T12901: P404' := P404 - 1
IM[1113,3]: -1
T12901: P743' := P743 + 1
IM[1113,249]: 1
P193 --> T12900 : 6
Pre[1114,184]: 6
P133 --> T12900 : 1
Pre[1114,307]: 1
P190 --> T12900 : 1
Pre[1114,363]: 1
P19 --> T12900 : 1
Pre[1114,449]: 1
P472 --> T12900 : 1
Pre[1114,334]: 1
P751 --> T12900 : 1
Pre[1114,408]: 1
T12900: P193' := P193 - 6
IM[1114,184]: -6
T12900: P133' := P133 - 1
IM[1114,307]: -1
T12900: P185' := P185 + 4
IM[1114,185]: 4
T12900: P242' := P242 + 1
IM[1114,216]: 1
T12900: P190' := P190 - 1
IM[1114,363]: -1
T12900: P65' := P65 + 1
IM[1114,336]: 1
T12900: P457' := P457 + 1
IM[1114,347]: 1
T12900: P19' := P19 - 1
IM[1114,449]: -1
T12900: P472' := P472 - 1
IM[1114,334]: -1
T12900: P706' := P706 + 1
IM[1114,362]: 1
T12900: P751' := P751 - 1
IM[1114,408]: -1
P459 --> T12899 : 1
Pre[1115,510]: 1
P415 --> T12899 : 10
Pre[1115,509]: 10
P767 --> T12899 : 1
Pre[1115,563]: 1
P493 --> T12899 : 1
Pre[1115,566]: 1
P68 --> T12899 : 1
Pre[1115,522]: 1
T12899: P459' := P459 - 1
IM[1115,510]: -1
T12899: P767' := P767 - 1
IM[1115,563]: -1
T12899: P473' := P473 + 1
IM[1115,707]: 1
T12899: P493' := P493 - 1
IM[1115,566]: -1
T12899: P723' := P723 + 1
IM[1115,512]: 1
T12899: P68' := P68 - 1
IM[1115,522]: -1
P751 --> T12898 : 1
Pre[1116,408]: 1
P5 --> T12898 : 1
Pre[1116,384]: 1
P648 --> T12898 : 1
Pre[1116,327]: 1
P193 --> T12898 : 6
Pre[1116,184]: 6
P190 --> T12898 : 2
Pre[1116,363]: 2
T12898: P185' := P185 + 4
IM[1116,185]: 4
T12898: P751' := P751 - 1
IM[1116,408]: -1
T12898: P568' := P568 + 1
IM[1116,385]: 1
T12898: P5' := P5 - 1
IM[1116,384]: -1
T12898: P648' := P648 - 1
IM[1116,327]: -1
T12898: P340' := P340 + 2
IM[1116,461]: 2
T12898: P193' := P193 - 6
IM[1116,184]: -6
T12898: P67' := P67 + 1
IM[1116,414]: 1
T12898: P190' := P190 - 2
IM[1116,363]: -2
P16 --> T12897 : 1
Pre[1117,215]: 1
P193 --> T12897 : 7
Pre[1117,184]: 7
P190 --> T12897 : 1
Pre[1117,363]: 1
P295 --> T12897 : 2
Pre[1117,258]: 2
T12897: P721' := P721 + 3
IM[1117,192]: 3
T12897: P16' := P16 - 1
IM[1117,215]: -1
T12897: P555' := P555 + 1
IM[1117,368]: 1
T12897: P257' := P257 + 2
IM[1117,236]: 2
T12897: P193' := P193 - 7
IM[1117,184]: -7
T12897: P190' := P190 - 1
IM[1117,363]: -1
T12897: P295' := P295 - 2
IM[1117,258]: -2
P193 --> T12896 : 6
Pre[1118,184]: 6
P648 --> T12896 : 1
Pre[1118,327]: 1
P133 --> T12896 : 2
Pre[1118,307]: 2
P295 --> T12896 : 1
Pre[1118,258]: 1
P5 --> T12896 : 1
Pre[1118,384]: 1
T12896: P214' := P214 + 1
IM[1118,432]: 1
T12896: P193' := P193 - 6
IM[1118,184]: -6
T12896: P648' := P648 - 1
IM[1118,327]: -1
T12896: P133' := P133 - 2
IM[1118,307]: -2
T12896: P295' := P295 - 1
IM[1118,258]: -1
T12896: P568' := P568 + 1
IM[1118,385]: 1
T12896: P5' := P5 - 1
IM[1118,384]: -1
T12896: P185' := P185 + 4
IM[1118,185]: 4
T12896: P668' := P668 + 2
IM[1118,447]: 2
P193 --> T12895 : 6
Pre[1119,184]: 6
P751 --> T12895 : 1
Pre[1119,408]: 1
P648 --> T12895 : 1
Pre[1119,327]: 1
P133 --> T12895 : 2
Pre[1119,307]: 2
P16 --> T12895 : 1
Pre[1119,215]: 1
T12895: P185' := P185 + 4
IM[1119,185]: 4
T12895: P570' := P570 + 1
IM[1119,296]: 1
T12895: P193' := P193 - 6
IM[1119,184]: -6
T12895: P677' := P677 + 1
IM[1119,409]: 1
T12895: P751' := P751 - 1
IM[1119,408]: -1
T12895: P648' := P648 - 1
IM[1119,327]: -1
T12895: P133' := P133 - 2
IM[1119,307]: -2
T12895: P105' := P105 + 2
IM[1119,293]: 2
T12895: P16' := P16 - 1
IM[1119,215]: -1
P295 --> T12894 : 1
Pre[1120,258]: 1
P5 --> T12894 : 1
Pre[1120,384]: 1
P193 --> T12894 : 6
Pre[1120,184]: 6
P133 --> T12894 : 1
Pre[1120,307]: 1
P19 --> T12894 : 2
Pre[1120,449]: 2
T12894: P295' := P295 - 1
IM[1120,258]: -1
T12894: P668' := P668 + 1
IM[1120,447]: 1
T12894: P5' := P5 - 1
IM[1120,384]: -1
T12894: P193' := P193 - 6
IM[1120,184]: -6
T12894: P133' := P133 - 1
IM[1120,307]: -1
T12894: P552' := P552 + 2
IM[1120,442]: 2
T12894: P185' := P185 + 4
IM[1120,185]: 4
T12894: P214' := P214 + 1
IM[1120,432]: 1
T12894: P19' := P19 - 2
IM[1120,449]: -2
P190 --> T12893 : 1
Pre[1121,363]: 1
P16 --> T12893 : 1
Pre[1121,215]: 1
P193 --> T12893 : 6
Pre[1121,184]: 6
P648 --> T12893 : 3
Pre[1121,327]: 3
T12893: P190' := P190 - 1
IM[1121,363]: -1
T12893: P555' := P555 + 1
IM[1121,368]: 1
T12893: P16' := P16 - 1
IM[1121,215]: -1
T12893: P193' := P193 - 6
IM[1121,184]: -6
T12893: P648' := P648 - 3
IM[1121,327]: -3
T12893: P185' := P185 + 4
IM[1121,185]: 4
T12893: P570' := P570 + 3
IM[1121,296]: 3
P133 --> T12892 : 1
Pre[1122,307]: 1
P19 --> T12892 : 1
Pre[1122,449]: 1
P211 --> T12892 : 1
Pre[1122,335]: 1
P751 --> T12892 : 1
Pre[1122,408]: 1
P190 --> T12892 : 1
Pre[1122,363]: 1
P193 --> T12892 : 6
Pre[1122,184]: 6
T12892: P133' := P133 - 1
IM[1122,307]: -1
T12892: P19' := P19 - 1
IM[1122,449]: -1
T12892: P211' := P211 - 1
IM[1122,335]: -1
T12892: P494' := P494 + 1
IM[1122,265]: 1
T12892: P798' := P798 + 1
IM[1122,301]: 1
T12892: P185' := P185 + 4
IM[1122,185]: 4
T12892: P751' := P751 - 1
IM[1122,408]: -1
T12892: P328' := P328 + 1
IM[1122,425]: 1
T12892: P190' := P190 - 1
IM[1122,363]: -1
T12892: P581' := P581 + 1
IM[1122,477]: 1
T12892: P193' := P193 - 6
IM[1122,184]: -6
P52 --> T12891 : 1
Pre[1123,174]: 1
P259 --> T12891 : 1
Pre[1123,65]: 1
T12891: P577' := P577 + 1
IM[1123,186]: 1
T12891: P52' := P52 - 1
IM[1123,174]: -1
T12891: P259' := P259 - 1
IM[1123,65]: -1
P248 --> T12890 : 2
Pre[1124,169]: 2
T12890: P248' := P248 - 2
IM[1124,169]: -2
T12890: P193' := P193 + 10
IM[1124,184]: 10
T12890: P536' := P536 + 1
IM[1124,166]: 1
P295 --> T12889 : 2
Pre[1125,258]: 2
P306 --> T12889 : 1
Pre[1125,407]: 1
P190 --> T12889 : 1
Pre[1125,363]: 1
P648 --> T12889 : 1
Pre[1125,327]: 1
P193 --> T12889 : 6
Pre[1125,184]: 6
T12889: P295' := P295 - 2
IM[1125,258]: -2
T12889: P249' := P249 + 1
IM[1125,381]: 1
T12889: P306' := P306 - 1
IM[1125,407]: -1
T12889: P190' := P190 - 1
IM[1125,363]: -1
T12889: P648' := P648 - 1
IM[1125,327]: -1
T12889: P193' := P193 - 6
IM[1125,184]: -6
T12889: P185' := P185 + 4
IM[1125,185]: 4
T12889: P667' := P667 + 1
IM[1125,440]: 1
T12889: P345' := P345 + 2
IM[1125,415]: 2
P19 --> T12888 : 1
Pre[1126,449]: 1
P472 --> T12888 : 1
Pre[1126,334]: 1
P190 --> T12888 : 2
Pre[1126,363]: 2
P193 --> T12888 : 6
Pre[1126,184]: 6
P751 --> T12888 : 1
Pre[1126,408]: 1
T12888: P19' := P19 - 1
IM[1126,449]: -1
T12888: P706' := P706 + 1
IM[1126,362]: 1
T12888: P472' := P472 - 1
IM[1126,334]: -1
T12888: P190' := P190 - 2
IM[1126,363]: -2
T12888: P193' := P193 - 6
IM[1126,184]: -6
T12888: P65' := P65 + 2
IM[1126,336]: 2
T12888: P751' := P751 - 1
IM[1126,408]: -1
T12888: P185' := P185 + 4
IM[1126,185]: 4
T12888: P242' := P242 + 1
IM[1126,216]: 1
P751 --> T12887 : 2
Pre[1127,408]: 2
P193 --> T12887 : 6
Pre[1127,184]: 6
P133 --> T12887 : 2
Pre[1127,307]: 2
P567 --> T12887 : 1
Pre[1127,243]: 1
T12887: P751' := P751 - 2
IM[1127,408]: -2
T12887: P530' := P530 + 2
IM[1127,435]: 2
T12887: P352' := P352 + 2
IM[1127,331]: 2
T12887: P185' := P185 + 4
IM[1127,185]: 4
T12887: P193' := P193 - 6
IM[1127,184]: -6
T12887: P133' := P133 - 2
IM[1127,307]: -2
T12887: P567' := P567 - 1
IM[1127,243]: -1
P133 --> T12886 : 1
Pre[1128,307]: 1
P648 --> T12886 : 1
Pre[1128,327]: 1
P306 --> T12886 : 1
Pre[1128,407]: 1
P193 --> T12886 : 6
Pre[1128,184]: 6
P190 --> T12886 : 1
Pre[1128,363]: 1
P19 --> T12886 : 1
Pre[1128,449]: 1
T12886: P185' := P185 + 4
IM[1128,185]: 4
T12886: P133' := P133 - 1
IM[1128,307]: -1
T12886: P249' := P249 + 1
IM[1128,381]: 1
T12886: P648' := P648 - 1
IM[1128,327]: -1
T12886: P306' := P306 - 1
IM[1128,407]: -1
T12886: P591' := P591 + 1
IM[1128,202]: 1
T12886: P193' := P193 - 6
IM[1128,184]: -6
T12886: P190' := P190 - 1
IM[1128,363]: -1
T12886: P19' := P19 - 1
IM[1128,449]: -1
T12886: P480' := P480 + 1
IM[1128,418]: 1
T12886: P667' := P667 + 1
IM[1128,440]: 1
P295 --> T12885 : 1
Pre[1129,258]: 1
P19 --> T12885 : 1
Pre[1129,449]: 1
P648 --> T12885 : 1
Pre[1129,327]: 1
P193 --> T12885 : 6
Pre[1129,184]: 6
P211 --> T12885 : 1
Pre[1129,335]: 1
P751 --> T12885 : 1
Pre[1129,408]: 1
T12885: P295' := P295 - 1
IM[1129,258]: -1
T12885: P692' := P692 + 1
IM[1129,287]: 1
T12885: P19' := P19 - 1
IM[1129,449]: -1
T12885: P427' := P427 + 1
IM[1129,322]: 1
T12885: P185' := P185 + 4
IM[1129,185]: 4
T12885: P648' := P648 - 1
IM[1129,327]: -1
T12885: P193' := P193 - 6
IM[1129,184]: -6
T12885: P581' := P581 + 1
IM[1129,477]: 1
T12885: P328' := P328 + 1
IM[1129,425]: 1
T12885: P211' := P211 - 1
IM[1129,335]: -1
T12885: P751' := P751 - 1
IM[1129,408]: -1
P751 --> T12884 : 1
Pre[1130,408]: 1
P193 --> T12884 : 6
Pre[1130,184]: 6
P295 --> T12884 : 1
Pre[1130,258]: 1
P648 --> T12884 : 1
Pre[1130,327]: 1
P16 --> T12884 : 1
Pre[1130,215]: 1
P19 --> T12884 : 1
Pre[1130,449]: 1
T12884: P570' := P570 + 1
IM[1130,296]: 1
T12884: P751' := P751 - 1
IM[1130,408]: -1
T12884: P193' := P193 - 6
IM[1130,184]: -6
T12884: P257' := P257 + 1
IM[1130,236]: 1
T12884: P295' := P295 - 1
IM[1130,258]: -1
T12884: P322' := P322 + 1
IM[1130,416]: 1
T12884: P648' := P648 - 1
IM[1130,327]: -1
T12884: P16' := P16 - 1
IM[1130,215]: -1
T12884: P677' := P677 + 1
IM[1130,409]: 1
T12884: P19' := P19 - 1
IM[1130,449]: -1
T12884: P185' := P185 + 4
IM[1130,185]: 4
P295 --> T12883 : 1
Pre[1131,258]: 1
P133 --> T12883 : 1
Pre[1131,307]: 1
P190 --> T12883 : 1
Pre[1131,363]: 1
P567 --> T12883 : 1
Pre[1131,243]: 1
P193 --> T12883 : 6
Pre[1131,184]: 6
P19 --> T12883 : 1
Pre[1131,449]: 1
T12883: P295' := P295 - 1
IM[1131,258]: -1
T12883: P584' := P584 + 1
IM[1131,437]: 1
T12883: P133' := P133 - 1
IM[1131,307]: -1
T12883: P190' := P190 - 1
IM[1131,363]: -1
T12883: P185' := P185 + 4
IM[1131,185]: 4
T12883: P79' := P79 + 1
IM[1131,218]: 1
T12883: P567' := P567 - 1
IM[1131,243]: -1
T12883: P193' := P193 - 6
IM[1131,184]: -6
T12883: P19' := P19 - 1
IM[1131,449]: -1
T12883: P352' := P352 + 1
IM[1131,331]: 1
T12883: P37' := P37 + 1
IM[1131,219]: 1
P449 --> T12882 : 1
Pre[1132,206]: 1
P336 --> T12882 : 1
Pre[1132,5]: 1
T12882: P404' := P404 + 1
IM[1132,3]: 1
T12882: P449' := P449 - 1
IM[1132,206]: -1
T12882: P336' := P336 - 1
IM[1132,5]: -1
T12882: P63' := P63 + 1
IM[1132,12]: 1
T12882: P129' := P129 + 1
IM[1132,278]: 1
P640 --> T12881 : 1
Pre[1133,355]: 1
P190 --> T12881 : 1
Pre[1133,363]: 1
P133 --> T12881 : 2
Pre[1133,307]: 2
P295 --> T12881 : 1
Pre[1133,258]: 1
P193 --> T12881 : 6
Pre[1133,184]: 6
T12881: P53' := P53 + 1
IM[1133,224]: 1
T12881: P640' := P640 - 1
IM[1133,355]: -1
T12881: P185' := P185 + 4
IM[1133,185]: 4
T12881: P227' := P227 + 2
IM[1133,344]: 2
T12881: P190' := P190 - 1
IM[1133,363]: -1
T12881: P685' := P685 + 1
IM[1133,403]: 1
T12881: P133' := P133 - 2
IM[1133,307]: -2
T12881: P295' := P295 - 1
IM[1133,258]: -1
T12881: P193' := P193 - 6
IM[1133,184]: -6
P133 --> T12880 : 4
Pre[1134,307]: 4
P211 --> T12880 : 1
Pre[1134,335]: 1
P193 --> T12880 : 6
Pre[1134,184]: 6
T12880: P185' := P185 + 4
IM[1134,185]: 4
T12880: P133' := P133 - 4
IM[1134,307]: -4
T12880: P211' := P211 - 1
IM[1134,335]: -1
T12880: P193' := P193 - 6
IM[1134,184]: -6
T12880: P494' := P494 + 4
IM[1134,265]: 4
P4 --> T12879 : 1
Pre[1135,392]: 1
P336 --> T12879 : 1
Pre[1135,5]: 1
T12879: P760' := P760 + 1
IM[1135,248]: 1
T12879: P4' := P4 - 1
IM[1135,392]: -1
T12879: P336' := P336 - 1
IM[1135,5]: -1
T12879: P29' := P29 + 1
IM[1135,11]: 1
T12879: P404' := P404 + 1
IM[1135,3]: 1
P133 --> T12878 : 2
Pre[1136,307]: 2
P648 --> T12878 : 1
Pre[1136,327]: 1
P193 --> T12878 : 6
Pre[1136,184]: 6
P306 --> T12878 : 1
Pre[1136,407]: 1
P190 --> T12878 : 1
Pre[1136,363]: 1
T12878: P133' := P133 - 2
IM[1136,307]: -2
T12878: P591' := P591 + 2
IM[1136,202]: 2
T12878: P249' := P249 + 1
IM[1136,381]: 1
T12878: P648' := P648 - 1
IM[1136,327]: -1
T12878: P193' := P193 - 6
IM[1136,184]: -6
T12878: P185' := P185 + 4
IM[1136,185]: 4
T12878: P306' := P306 - 1
IM[1136,407]: -1
T12878: P667' := P667 + 1
IM[1136,440]: 1
T12878: P190' := P190 - 1
IM[1136,363]: -1
P16 --> T12877 : 1
Pre[1137,215]: 1
P193 --> T12877 : 6
Pre[1137,184]: 6
P295 --> T12877 : 1
Pre[1137,258]: 1
P648 --> T12877 : 3
Pre[1137,327]: 3
T12877: P257' := P257 + 1
IM[1137,236]: 1
T12877: P16' := P16 - 1
IM[1137,215]: -1
T12877: P193' := P193 - 6
IM[1137,184]: -6
T12877: P295' := P295 - 1
IM[1137,258]: -1
T12877: P648' := P648 - 3
IM[1137,327]: -3
T12877: P570' := P570 + 3
IM[1137,296]: 3
T12877: P185' := P185 + 4
IM[1137,185]: 4
P193 --> T12876 : 7
Pre[1138,184]: 7
P640 --> T12876 : 1
Pre[1138,355]: 1
P19 --> T12876 : 1
Pre[1138,449]: 1
P751 --> T12876 : 2
Pre[1138,408]: 2
T12876: P111' := P111 + 1
IM[1138,411]: 1
T12876: P721' := P721 + 3
IM[1138,192]: 3
T12876: P193' := P193 - 7
IM[1138,184]: -7
T12876: P640' := P640 - 1
IM[1138,355]: -1
T12876: P19' := P19 - 1
IM[1138,449]: -1
T12876: P462' := P462 + 2
IM[1138,410]: 2
T12876: P751' := P751 - 2
IM[1138,408]: -2
P472 --> T12875 : 1
Pre[1139,334]: 1
P751 --> T12875 : 1
Pre[1139,408]: 1
P193 --> T12875 : 6
Pre[1139,184]: 6
P133 --> T12875 : 2
Pre[1139,307]: 2
P19 --> T12875 : 1
Pre[1139,449]: 1
T12875: P457' := P457 + 2
IM[1139,347]: 2
T12875: P706' := P706 + 1
IM[1139,362]: 1
T12875: P472' := P472 - 1
IM[1139,334]: -1
T12875: P751' := P751 - 1
IM[1139,408]: -1
T12875: P193' := P193 - 6
IM[1139,184]: -6
T12875: P133' := P133 - 2
IM[1139,307]: -2
T12875: P242' := P242 + 1
IM[1139,216]: 1
T12875: P185' := P185 + 4
IM[1139,185]: 4
T12875: P19' := P19 - 1
IM[1139,449]: -1
P16 --> T12874 : 1
Pre[1140,215]: 1
P133 --> T12874 : 2
Pre[1140,307]: 2
P193 --> T12874 : 6
Pre[1140,184]: 6
P648 --> T12874 : 1
Pre[1140,327]: 1
P751 --> T12874 : 1
Pre[1140,408]: 1
T12874: P16' := P16 - 1
IM[1140,215]: -1
T12874: P133' := P133 - 2
IM[1140,307]: -2
T12874: P105' := P105 + 2
IM[1140,293]: 2
T12874: P193' := P193 - 6
IM[1140,184]: -6
T12874: P648' := P648 - 1
IM[1140,327]: -1
T12874: P677' := P677 + 1
IM[1140,409]: 1
T12874: P751' := P751 - 1
IM[1140,408]: -1
T12874: P570' := P570 + 1
IM[1140,296]: 1
T12874: P185' := P185 + 4
IM[1140,185]: 4
P19 --> T12873 : 1
Pre[1141,449]: 1
P193 --> T12873 : 6
Pre[1141,184]: 6
P751 --> T12873 : 1
Pre[1141,408]: 1
P5 --> T12873 : 1
Pre[1141,384]: 1
P648 --> T12873 : 1
Pre[1141,327]: 1
P295 --> T12873 : 1
Pre[1141,258]: 1
T12873: P185' := P185 + 4
IM[1141,185]: 4
T12873: P19' := P19 - 1
IM[1141,449]: -1
T12873: P568' := P568 + 1
IM[1141,385]: 1
T12873: P193' := P193 - 6
IM[1141,184]: -6
T12873: P751' := P751 - 1
IM[1141,408]: -1
T12873: P552' := P552 + 1
IM[1141,442]: 1
T12873: P214' := P214 + 1
IM[1141,432]: 1
T12873: P67' := P67 + 1
IM[1141,414]: 1
T12873: P5' := P5 - 1
IM[1141,384]: -1
T12873: P648' := P648 - 1
IM[1141,327]: -1
T12873: P295' := P295 - 1
IM[1141,258]: -1
P648 --> T12872 : 2
Pre[1142,327]: 2
P193 --> T12872 : 7
Pre[1142,184]: 7
P640 --> T12872 : 1
Pre[1142,355]: 1
P19 --> T12872 : 1
Pre[1142,449]: 1
T12872: P326' := P326 + 2
IM[1142,346]: 2
T12872: P648' := P648 - 2
IM[1142,327]: -2
T12872: P721' := P721 + 3
IM[1142,192]: 3
T12872: P193' := P193 - 7
IM[1142,184]: -7
T12872: P640' := P640 - 1
IM[1142,355]: -1
T12872: P111' := P111 + 1
IM[1142,411]: 1
T12872: P19' := P19 - 1
IM[1142,449]: -1
P35 --> T12871 : 1
Pre[1143,682]: 1
P493 --> T12871 : 1
Pre[1143,566]: 1
P415 --> T12871 : 10
Pre[1143,509]: 10
T12871: P35' := P35 - 1
IM[1143,682]: -1
T12871: P493' := P493 - 1
IM[1143,566]: -1
T12871: P612' := P612 + 1
IM[1143,603]: 1
P193 --> T12870 : 7
Pre[1144,184]: 7
P211 --> T12870 : 1
Pre[1144,335]: 1
P133 --> T12870 : 1
Pre[1144,307]: 1
P295 --> T12870 : 1
Pre[1144,258]: 1
P19 --> T12870 : 1
Pre[1144,449]: 1
T12870: P721' := P721 + 3
IM[1144,192]: 3
T12870: P193' := P193 - 7
IM[1144,184]: -7
T12870: P211' := P211 - 1
IM[1144,335]: -1
T12870: P494' := P494 + 1
IM[1144,265]: 1
T12870: P133' := P133 - 1
IM[1144,307]: -1
T12870: P295' := P295 - 1
IM[1144,258]: -1
T12870: P581' := P581 + 1
IM[1144,477]: 1
T12870: P19' := P19 - 1
IM[1144,449]: -1
T12870: P692' := P692 + 1
IM[1144,287]: 1
P133 --> T12869 : 1
Pre[1145,307]: 1
P472 --> T12869 : 1
Pre[1145,334]: 1
P295 --> T12869 : 2
Pre[1145,258]: 2
P19 --> T12869 : 1
Pre[1145,449]: 1
P193 --> T12869 : 6
Pre[1145,184]: 6
T12869: P457' := P457 + 1
IM[1145,347]: 1
T12869: P586' := P586 + 2
IM[1145,379]: 2
T12869: P133' := P133 - 1
IM[1145,307]: -1
T12869: P472' := P472 - 1
IM[1145,334]: -1
T12869: P295' := P295 - 2
IM[1145,258]: -2
T12869: P19' := P19 - 1
IM[1145,449]: -1
T12869: P706' := P706 + 1
IM[1145,362]: 1
T12869: P185' := P185 + 4
IM[1145,185]: 4
T12869: P193' := P193 - 6
IM[1145,184]: -6
P368 --> T12868 : 1
Pre[1146,99]: 1
P47 --> T12868 : 1
Pre[1146,13]: 1
T12868: P368' := P368 - 1
IM[1146,99]: -1
T12868: P511' := P511 + 1
IM[1146,91]: 1
T12868: P47' := P47 - 1
IM[1146,13]: -1
P19 --> T12867 : 1
Pre[1147,449]: 1
P193 --> T12867 : 6
Pre[1147,184]: 6
P751 --> T12867 : 1
Pre[1147,408]: 1
P190 --> T12867 : 1
Pre[1147,363]: 1
P133 --> T12867 : 1
Pre[1147,307]: 1
P640 --> T12867 : 1
Pre[1147,355]: 1
T12867: P685' := P685 + 1
IM[1147,403]: 1
T12867: P185' := P185 + 4
IM[1147,185]: 4
T12867: P462' := P462 + 1
IM[1147,410]: 1
T12867: P19' := P19 - 1
IM[1147,449]: -1
T12867: P111' := P111 + 1
IM[1147,411]: 1
T12867: P193' := P193 - 6
IM[1147,184]: -6
T12867: P751' := P751 - 1
IM[1147,408]: -1
T12867: P227' := P227 + 1
IM[1147,344]: 1
T12867: P190' := P190 - 1
IM[1147,363]: -1
T12867: P133' := P133 - 1
IM[1147,307]: -1
T12867: P640' := P640 - 1
IM[1147,355]: -1
P648 --> T12866 : 1
Pre[1148,327]: 1
P567 --> T12866 : 1
Pre[1148,243]: 1
P751 --> T12866 : 1
Pre[1148,408]: 1
P19 --> T12866 : 1
Pre[1148,449]: 1
P295 --> T12866 : 1
Pre[1148,258]: 1
P193 --> T12866 : 6
Pre[1148,184]: 6
T12866: P648' := P648 - 1
IM[1148,327]: -1
T12866: P567' := P567 - 1
IM[1148,243]: -1
T12866: P530' := P530 + 1
IM[1148,435]: 1
T12866: P185' := P185 + 4
IM[1148,185]: 4
T12866: P79' := P79 + 1
IM[1148,218]: 1
T12866: P240' := P240 + 1
IM[1148,358]: 1
T12866: P751' := P751 - 1
IM[1148,408]: -1
T12866: P37' := P37 + 1
IM[1148,219]: 1
T12866: P19' := P19 - 1
IM[1148,449]: -1
T12866: P295' := P295 - 1
IM[1148,258]: -1
T12866: P193' := P193 - 6
IM[1148,184]: -6
P640 --> T12865 : 1
Pre[1149,355]: 1
P193 --> T12865 : 7
Pre[1149,184]: 7
P19 --> T12865 : 1
Pre[1149,449]: 1
P133 --> T12865 : 1
Pre[1149,307]: 1
P751 --> T12865 : 1
Pre[1149,408]: 1
T12865: P640' := P640 - 1
IM[1149,355]: -1
T12865: P462' := P462 + 1
IM[1149,410]: 1
T12865: P111' := P111 + 1
IM[1149,411]: 1
T12865: P193' := P193 - 7
IM[1149,184]: -7
T12865: P721' := P721 + 3
IM[1149,192]: 3
T12865: P19' := P19 - 1
IM[1149,449]: -1
T12865: P133' := P133 - 1
IM[1149,307]: -1
T12865: P751' := P751 - 1
IM[1149,408]: -1
T12865: P227' := P227 + 1
IM[1149,344]: 1
P133 --> T12864 : 2
Pre[1150,307]: 2
P211 --> T12864 : 1
Pre[1150,335]: 1
P193 --> T12864 : 6
Pre[1150,184]: 6
P648 --> T12864 : 2
Pre[1150,327]: 2
T12864: P133' := P133 - 2
IM[1150,307]: -2
T12864: P211' := P211 - 1
IM[1150,335]: -1
T12864: P494' := P494 + 2
IM[1150,265]: 2
T12864: P185' := P185 + 4
IM[1150,185]: 4
T12864: P193' := P193 - 6
IM[1150,184]: -6
T12864: P648' := P648 - 2
IM[1150,327]: -2
T12864: P427' := P427 + 2
IM[1150,322]: 2
P19 --> T12863 : 2
Pre[1151,449]: 2
P193 --> T12863 : 6
Pre[1151,184]: 6
P133 --> T12863 : 1
Pre[1151,307]: 1
P295 --> T12863 : 1
Pre[1151,258]: 1
P5 --> T12863 : 1
Pre[1151,384]: 1
T12863: P185' := P185 + 4
IM[1151,185]: 4
T12863: P19' := P19 - 2
IM[1151,449]: -2
T12863: P214' := P214 + 1
IM[1151,432]: 1
T12863: P552' := P552 + 2
IM[1151,442]: 2
T12863: P193' := P193 - 6
IM[1151,184]: -6
T12863: P133' := P133 - 1
IM[1151,307]: -1
T12863: P668' := P668 + 1
IM[1151,447]: 1
T12863: P295' := P295 - 1
IM[1151,258]: -1
T12863: P5' := P5 - 1
IM[1151,384]: -1
P751 --> T12862 : 2
Pre[1152,408]: 2
P567 --> T12862 : 1
Pre[1152,243]: 1
P193 --> T12862 : 6
Pre[1152,184]: 6
P190 --> T12862 : 1
Pre[1152,363]: 1
P19 --> T12862 : 1
Pre[1152,449]: 1
T12862: P751' := P751 - 2
IM[1152,408]: -2
T12862: P185' := P185 + 4
IM[1152,185]: 4
T12862: P584' := P584 + 1
IM[1152,437]: 1
T12862: P567' := P567 - 1
IM[1152,243]: -1
T12862: P37' := P37 + 1
IM[1152,219]: 1
T12862: P193' := P193 - 6
IM[1152,184]: -6
T12862: P530' := P530 + 2
IM[1152,435]: 2
T12862: P190' := P190 - 1
IM[1152,363]: -1
T12862: P19' := P19 - 1
IM[1152,449]: -1
P190 --> T12861 : 2
Pre[1153,363]: 2
P648 --> T12861 : 1
Pre[1153,327]: 1
P193 --> T12861 : 6
Pre[1153,184]: 6
P751 --> T12861 : 1
Pre[1153,408]: 1
P567 --> T12861 : 1
Pre[1153,243]: 1
T12861: P584' := P584 + 2
IM[1153,437]: 2
T12861: P190' := P190 - 2
IM[1153,363]: -2
T12861: P648' := P648 - 1
IM[1153,327]: -1
T12861: P240' := P240 + 1
IM[1153,358]: 1
T12861: P185' := P185 + 4
IM[1153,185]: 4
T12861: P193' := P193 - 6
IM[1153,184]: -6
T12861: P530' := P530 + 1
IM[1153,435]: 1
T12861: P751' := P751 - 1
IM[1153,408]: -1
T12861: P567' := P567 - 1
IM[1153,243]: -1
P133 --> T12860 : 1
Pre[1154,307]: 1
P193 --> T12860 : 7
Pre[1154,184]: 7
P306 --> T12860 : 1
Pre[1154,407]: 1
P648 --> T12860 : 2
Pre[1154,327]: 2
T12860: P133' := P133 - 1
IM[1154,307]: -1
T12860: P721' := P721 + 3
IM[1154,192]: 3
T12860: P667' := P667 + 2
IM[1154,440]: 2
T12860: P591' := P591 + 1
IM[1154,202]: 1
T12860: P193' := P193 - 7
IM[1154,184]: -7
T12860: P306' := P306 - 1
IM[1154,407]: -1
T12860: P648' := P648 - 2
IM[1154,327]: -2
P19 --> T12859 : 1
Pre[1155,449]: 1
P5 --> T12859 : 1
Pre[1155,384]: 1
P190 --> T12859 : 1
Pre[1155,363]: 1
P295 --> T12859 : 1
Pre[1155,258]: 1
P193 --> T12859 : 6
Pre[1155,184]: 6
P133 --> T12859 : 1
Pre[1155,307]: 1
T12859: P19' := P19 - 1
IM[1155,449]: -1
T12859: P340' := P340 + 1
IM[1155,461]: 1
T12859: P5' := P5 - 1
IM[1155,384]: -1
T12859: P190' := P190 - 1
IM[1155,363]: -1
T12859: P185' := P185 + 4
IM[1155,185]: 4
T12859: P668' := P668 + 1
IM[1155,447]: 1
T12859: P295' := P295 - 1
IM[1155,258]: -1
T12859: P552' := P552 + 1
IM[1155,442]: 1
T12859: P193' := P193 - 6
IM[1155,184]: -6
T12859: P133' := P133 - 1
IM[1155,307]: -1
T12859: P214' := P214 + 1
IM[1155,432]: 1
P295 --> T12858 : 1
Pre[1156,258]: 1
P193 --> T12858 : 6
Pre[1156,184]: 6
P19 --> T12858 : 1
Pre[1156,449]: 1
P640 --> T12858 : 1
Pre[1156,355]: 1
P751 --> T12858 : 1
Pre[1156,408]: 1
P648 --> T12858 : 1
Pre[1156,327]: 1
T12858: P462' := P462 + 1
IM[1156,410]: 1
T12858: P295' := P295 - 1
IM[1156,258]: -1
T12858: P193' := P193 - 6
IM[1156,184]: -6
T12858: P111' := P111 + 1
IM[1156,411]: 1
T12858: P19' := P19 - 1
IM[1156,449]: -1
T12858: P326' := P326 + 1
IM[1156,346]: 1
T12858: P640' := P640 - 1
IM[1156,355]: -1
T12858: P53' := P53 + 1
IM[1156,224]: 1
T12858: P751' := P751 - 1
IM[1156,408]: -1
T12858: P648' := P648 - 1
IM[1156,327]: -1
T12858: P185' := P185 + 4
IM[1156,185]: 4
P133 --> T12857 : 1
Pre[1157,307]: 1
P193 --> T12857 : 7
Pre[1157,184]: 7
P648 --> T12857 : 1
Pre[1157,327]: 1
P295 --> T12857 : 1
Pre[1157,258]: 1
P710 --> T12857 : 1
Pre[1157,172]: 1
T12857: P133' := P133 - 1
IM[1157,307]: -1
T12857: P193' := P193 - 7
IM[1157,184]: -7
T12857: P652' := P652 + 1
IM[1157,393]: 1
T12857: P648' := P648 - 1
IM[1157,327]: -1
T12857: P355' := P355 + 1
IM[1157,319]: 1
T12857: P137' := P137 + 1
IM[1157,280]: 1
T12857: P295' := P295 - 1
IM[1157,258]: -1
T12857: P710' := P710 - 1
IM[1157,172]: -1
T12857: P721' := P721 + 3
IM[1157,192]: 3
P295 --> T12856 : 1
Pre[1158,258]: 1
P193 --> T12856 : 6
Pre[1158,184]: 6
P648 --> T12856 : 2
Pre[1158,327]: 2
P190 --> T12856 : 1
Pre[1158,363]: 1
P567 --> T12856 : 1
Pre[1158,243]: 1
T12856: P295' := P295 - 1
IM[1158,258]: -1
T12856: P240' := P240 + 2
IM[1158,358]: 2
T12856: P193' := P193 - 6
IM[1158,184]: -6
T12856: P648' := P648 - 2
IM[1158,327]: -2
T12856: P190' := P190 - 1
IM[1158,363]: -1
T12856: P584' := P584 + 1
IM[1158,437]: 1
T12856: P79' := P79 + 1
IM[1158,218]: 1
T12856: P185' := P185 + 4
IM[1158,185]: 4
T12856: P567' := P567 - 1
IM[1158,243]: -1
P190 --> T12855 : 1
Pre[1159,363]: 1
P193 --> T12855 : 6
Pre[1159,184]: 6
P710 --> T12855 : 1
Pre[1159,172]: 1
P295 --> T12855 : 1
Pre[1159,258]: 1
P648 --> T12855 : 2
Pre[1159,327]: 2
T12855: P190' := P190 - 1
IM[1159,363]: -1
T12855: P193' := P193 - 6
IM[1159,184]: -6
T12855: P710' := P710 - 1
IM[1159,172]: -1
T12855: P185' := P185 + 4
IM[1159,185]: 4
T12855: P408' := P408 + 1
IM[1159,420]: 1
T12855: P295' := P295 - 1
IM[1159,258]: -1
T12855: P648' := P648 - 2
IM[1159,327]: -2
T12855: P652' := P652 + 2
IM[1159,393]: 2
T12855: P355' := P355 + 1
IM[1159,319]: 1
P19 --> T12854 : 1
Pre[1160,449]: 1
P190 --> T12854 : 1
Pre[1160,363]: 1
P648 --> T12854 : 1
Pre[1160,327]: 1
P306 --> T12854 : 1
Pre[1160,407]: 1
P193 --> T12854 : 7
Pre[1160,184]: 7
T12854: P667' := P667 + 1
IM[1160,440]: 1
T12854: P480' := P480 + 1
IM[1160,418]: 1
T12854: P19' := P19 - 1
IM[1160,449]: -1
T12854: P190' := P190 - 1
IM[1160,363]: -1
T12854: P648' := P648 - 1
IM[1160,327]: -1
T12854: P306' := P306 - 1
IM[1160,407]: -1
T12854: P721' := P721 + 3
IM[1160,192]: 3
T12854: P193' := P193 - 7
IM[1160,184]: -7
T12854: P249' := P249 + 1
IM[1160,381]: 1
P776 --> T12853 : 1
Pre[1161,396]: 1
T12853: P776' := P776 - 1
IM[1161,396]: -1
T12853: P433' := P433 + 1
IM[1161,689]: 1
P251 --> T12852 : 1
Pre[1162,133]: 1
T12852: P251' := P251 - 1
IM[1162,133]: -1
T12852: P338' := P338 + 1
IM[1162,704]: 1
P193 --> T12851 : 8
Pre[1163,184]: 8
P211 --> T12851 : 1
Pre[1163,335]: 1
P295 --> T12851 : 1
Pre[1163,258]: 1
P133 --> T12851 : 1
Pre[1163,307]: 1
T12851: P193' := P193 - 8
IM[1163,184]: -8
T12851: P692' := P692 + 1
IM[1163,287]: 1
T12851: P52' := P52 + 2
IM[1163,174]: 2
T12851: P211' := P211 - 1
IM[1163,335]: -1
T12851: P295' := P295 - 1
IM[1163,258]: -1
T12851: P133' := P133 - 1
IM[1163,307]: -1
T12851: P494' := P494 + 1
IM[1163,265]: 1
P190 --> T12850 : 1
Pre[1164,363]: 1
P193 --> T12850 : 6
Pre[1164,184]: 6
P19 --> T12850 : 1
Pre[1164,449]: 1
P648 --> T12850 : 1
Pre[1164,327]: 1
P472 --> T12850 : 1
Pre[1164,334]: 1
P751 --> T12850 : 1
Pre[1164,408]: 1
T12850: P190' := P190 - 1
IM[1164,363]: -1
T12850: P185' := P185 + 4
IM[1164,185]: 4
T12850: P193' := P193 - 6
IM[1164,184]: -6
T12850: P242' := P242 + 1
IM[1164,216]: 1
T12850: P706' := P706 + 1
IM[1164,362]: 1
T12850: P19' := P19 - 1
IM[1164,449]: -1
T12850: P648' := P648 - 1
IM[1164,327]: -1
T12850: P465' := P465 + 1
IM[1164,389]: 1
T12850: P472' := P472 - 1
IM[1164,334]: -1
T12850: P751' := P751 - 1
IM[1164,408]: -1
T12850: P65' := P65 + 1
IM[1164,336]: 1
P193 --> T12849 : 6
Pre[1165,184]: 6
P211 --> T12849 : 1
Pre[1165,335]: 1
P190 --> T12849 : 4
Pre[1165,363]: 4
T12849: P193' := P193 - 6
IM[1165,184]: -6
T12849: P185' := P185 + 4
IM[1165,185]: 4
T12849: P798' := P798 + 4
IM[1165,301]: 4
T12849: P211' := P211 - 1
IM[1165,335]: -1
T12849: P190' := P190 - 4
IM[1165,363]: -4
P567 --> T12848 : 1
Pre[1166,243]: 1
P295 --> T12848 : 1
Pre[1166,258]: 1
P19 --> T12848 : 1
Pre[1166,449]: 1
P193 --> T12848 : 6
Pre[1166,184]: 6
P648 --> T12848 : 2
Pre[1166,327]: 2
T12848: P240' := P240 + 2
IM[1166,358]: 2
T12848: P567' := P567 - 1
IM[1166,243]: -1
T12848: P37' := P37 + 1
IM[1166,219]: 1
T12848: P79' := P79 + 1
IM[1166,218]: 1
T12848: P295' := P295 - 1
IM[1166,258]: -1
T12848: P19' := P19 - 1
IM[1166,449]: -1
T12848: P185' := P185 + 4
IM[1166,185]: 4
T12848: P193' := P193 - 6
IM[1166,184]: -6
T12848: P648' := P648 - 2
IM[1166,327]: -2
P19 --> T12847 : 1
Pre[1167,449]: 1
P211 --> T12847 : 1
Pre[1167,335]: 1
P193 --> T12847 : 6
Pre[1167,184]: 6
P295 --> T12847 : 1
Pre[1167,258]: 1
P133 --> T12847 : 2
Pre[1167,307]: 2
T12847: P692' := P692 + 1
IM[1167,287]: 1
T12847: P494' := P494 + 2
IM[1167,265]: 2
T12847: P19' := P19 - 1
IM[1167,449]: -1
T12847: P581' := P581 + 1
IM[1167,477]: 1
T12847: P211' := P211 - 1
IM[1167,335]: -1
T12847: P193' := P193 - 6
IM[1167,184]: -6
T12847: P295' := P295 - 1
IM[1167,258]: -1
T12847: P185' := P185 + 4
IM[1167,185]: 4
T12847: P133' := P133 - 2
IM[1167,307]: -2
P5 --> T12846 : 1
Pre[1168,384]: 1
P19 --> T12846 : 2
Pre[1168,449]: 2
P193 --> T12846 : 6
Pre[1168,184]: 6
P751 --> T12846 : 2
Pre[1168,408]: 2
T12846: P5' := P5 - 1
IM[1168,384]: -1
T12846: P19' := P19 - 2
IM[1168,449]: -2
T12846: P67' := P67 + 2
IM[1168,414]: 2
T12846: P193' := P193 - 6
IM[1168,184]: -6
T12846: P751' := P751 - 2
IM[1168,408]: -2
T12846: P185' := P185 + 4
IM[1168,185]: 4
T12846: P552' := P552 + 2
IM[1168,442]: 2
P751 --> T12845 : 2
Pre[1169,408]: 2
P640 --> T12845 : 1
Pre[1169,355]: 1
P190 --> T12845 : 2
Pre[1169,363]: 2
P193 --> T12845 : 6
Pre[1169,184]: 6
T12845: P751' := P751 - 2
IM[1169,408]: -2
T12845: P185' := P185 + 4
IM[1169,185]: 4
T12845: P685' := P685 + 2
IM[1169,403]: 2
T12845: P640' := P640 - 1
IM[1169,355]: -1
T12845: P190' := P190 - 2
IM[1169,363]: -2
T12845: P462' := P462 + 2
IM[1169,410]: 2
T12845: P193' := P193 - 6
IM[1169,184]: -6
P710 --> T12844 : 1
Pre[1170,172]: 1
P19 --> T12844 : 2
Pre[1170,449]: 2
P295 --> T12844 : 2
Pre[1170,258]: 2
P193 --> T12844 : 6
Pre[1170,184]: 6
T12844: P710' := P710 - 1
IM[1170,172]: -1
T12844: P215' := P215 + 2
IM[1170,365]: 2
T12844: P19' := P19 - 2
IM[1170,449]: -2
T12844: P295' := P295 - 2
IM[1170,258]: -2
T12844: P355' := P355 + 2
IM[1170,319]: 2
T12844: P193' := P193 - 6
IM[1170,184]: -6
T12844: P185' := P185 + 4
IM[1170,185]: 4
P295 --> T12843 : 1
Pre[1171,258]: 1
P648 --> T12843 : 1
Pre[1171,327]: 1
P211 --> T12843 : 1
Pre[1171,335]: 1
P133 --> T12843 : 1
Pre[1171,307]: 1
P193 --> T12843 : 7
Pre[1171,184]: 7
T12843: P494' := P494 + 1
IM[1171,265]: 1
T12843: P295' := P295 - 1
IM[1171,258]: -1
T12843: P648' := P648 - 1
IM[1171,327]: -1
T12843: P211' := P211 - 1
IM[1171,335]: -1
T12843: P133' := P133 - 1
IM[1171,307]: -1
T12843: P721' := P721 + 3
IM[1171,192]: 3
T12843: P193' := P193 - 7
IM[1171,184]: -7
T12843: P427' := P427 + 1
IM[1171,322]: 1
T12843: P692' := P692 + 1
IM[1171,287]: 1
P295 --> T12842 : 1
Pre[1172,258]: 1
P133 --> T12842 : 1
Pre[1172,307]: 1
P193 --> T12842 : 6
Pre[1172,184]: 6
P648 --> T12842 : 2
Pre[1172,327]: 2
P211 --> T12842 : 1
Pre[1172,335]: 1
T12842: P295' := P295 - 1
IM[1172,258]: -1
T12842: P692' := P692 + 1
IM[1172,287]: 1
T12842: P427' := P427 + 2
IM[1172,322]: 2
T12842: P133' := P133 - 1
IM[1172,307]: -1
T12842: P193' := P193 - 6
IM[1172,184]: -6
T12842: P648' := P648 - 2
IM[1172,327]: -2
T12842: P185' := P185 + 4
IM[1172,185]: 4
T12842: P494' := P494 + 1
IM[1172,265]: 1
T12842: P211' := P211 - 1
IM[1172,335]: -1
P193 --> T12841 : 6
Pre[1173,184]: 6
P190 --> T12841 : 1
Pre[1173,363]: 1
P19 --> T12841 : 1
Pre[1173,449]: 1
P648 --> T12841 : 1
Pre[1173,327]: 1
P710 --> T12841 : 1
Pre[1173,172]: 1
P295 --> T12841 : 1
Pre[1173,258]: 1
T12841: P193' := P193 - 6
IM[1173,184]: -6
T12841: P355' := P355 + 1
IM[1173,319]: 1
T12841: P190' := P190 - 1
IM[1173,363]: -1
T12841: P19' := P19 - 1
IM[1173,449]: -1
T12841: P185' := P185 + 4
IM[1173,185]: 4
T12841: P215' := P215 + 1
IM[1173,365]: 1
T12841: P652' := P652 + 1
IM[1173,393]: 1
T12841: P648' := P648 - 1
IM[1173,327]: -1
T12841: P710' := P710 - 1
IM[1173,172]: -1
T12841: P408' := P408 + 1
IM[1173,420]: 1
T12841: P295' := P295 - 1
IM[1173,258]: -1
P193 --> T12840 : 6
Pre[1174,184]: 6
P133 --> T12840 : 1
Pre[1174,307]: 1
P648 --> T12840 : 2
Pre[1174,327]: 2
P5 --> T12840 : 1
Pre[1174,384]: 1
P19 --> T12840 : 1
Pre[1174,449]: 1
T12840: P552' := P552 + 1
IM[1174,442]: 1
T12840: P568' := P568 + 2
IM[1174,385]: 2
T12840: P193' := P193 - 6
IM[1174,184]: -6
T12840: P133' := P133 - 1
IM[1174,307]: -1
T12840: P185' := P185 + 4
IM[1174,185]: 4
T12840: P648' := P648 - 2
IM[1174,327]: -2
T12840: P5' := P5 - 1
IM[1174,384]: -1
T12840: P668' := P668 + 1
IM[1174,447]: 1
T12840: P19' := P19 - 1
IM[1174,449]: -1
P648 --> T12839 : 2
Pre[1175,327]: 2
P295 --> T12839 : 2
Pre[1175,258]: 2
P710 --> T12839 : 1
Pre[1175,172]: 1
P193 --> T12839 : 6
Pre[1175,184]: 6
T12839: P185' := P185 + 4
IM[1175,185]: 4
T12839: P648' := P648 - 2
IM[1175,327]: -2
T12839: P652' := P652 + 2
IM[1175,393]: 2
T12839: P295' := P295 - 2
IM[1175,258]: -2
T12839: P710' := P710 - 1
IM[1175,172]: -1
T12839: P193' := P193 - 6
IM[1175,184]: -6
T12839: P355' := P355 + 2
IM[1175,319]: 2
P19 --> T12838 : 2
Pre[1176,449]: 2
P190 --> T12838 : 1
Pre[1176,363]: 1
P648 --> T12838 : 1
Pre[1176,327]: 1
P193 --> T12838 : 6
Pre[1176,184]: 6
P567 --> T12838 : 1
Pre[1176,243]: 1
T12838: P19' := P19 - 2
IM[1176,449]: -2
T12838: P37' := P37 + 2
IM[1176,219]: 2
T12838: P185' := P185 + 4
IM[1176,185]: 4
T12838: P190' := P190 - 1
IM[1176,363]: -1
T12838: P648' := P648 - 1
IM[1176,327]: -1
T12838: P240' := P240 + 1
IM[1176,358]: 1
T12838: P193' := P193 - 6
IM[1176,184]: -6
T12838: P567' := P567 - 1
IM[1176,243]: -1
T12838: P584' := P584 + 1
IM[1176,437]: 1
P19 --> T12837 : 1
Pre[1177,449]: 1
P5 --> T12837 : 1
Pre[1177,384]: 1
P190 --> T12837 : 1
Pre[1177,363]: 1
P133 --> T12837 : 1
Pre[1177,307]: 1
P648 --> T12837 : 1
Pre[1177,327]: 1
P193 --> T12837 : 6
Pre[1177,184]: 6
T12837: P19' := P19 - 1
IM[1177,449]: -1
T12837: P185' := P185 + 4
IM[1177,185]: 4
T12837: P5' := P5 - 1
IM[1177,384]: -1
T12837: P668' := P668 + 1
IM[1177,447]: 1
T12837: P190' := P190 - 1
IM[1177,363]: -1
T12837: P133' := P133 - 1
IM[1177,307]: -1
T12837: P340' := P340 + 1
IM[1177,461]: 1
T12837: P648' := P648 - 1
IM[1177,327]: -1
T12837: P552' := P552 + 1
IM[1177,442]: 1
T12837: P193' := P193 - 6
IM[1177,184]: -6
T12837: P568' := P568 + 1
IM[1177,385]: 1
P640 --> T12836 : 1
Pre[1178,355]: 1
P193 --> T12836 : 6
Pre[1178,184]: 6
P751 --> T12836 : 1
Pre[1178,408]: 1
P19 --> T12836 : 1
Pre[1178,449]: 1
P133 --> T12836 : 1
Pre[1178,307]: 1
P295 --> T12836 : 1
Pre[1178,258]: 1
T12836: P462' := P462 + 1
IM[1178,410]: 1
T12836: P640' := P640 - 1
IM[1178,355]: -1
T12836: P193' := P193 - 6
IM[1178,184]: -6
T12836: P751' := P751 - 1
IM[1178,408]: -1
T12836: P185' := P185 + 4
IM[1178,185]: 4
T12836: P111' := P111 + 1
IM[1178,411]: 1
T12836: P19' := P19 - 1
IM[1178,449]: -1
T12836: P133' := P133 - 1
IM[1178,307]: -1
T12836: P227' := P227 + 1
IM[1178,344]: 1
T12836: P295' := P295 - 1
IM[1178,258]: -1
T12836: P53' := P53 + 1
IM[1178,224]: 1
P211 --> T12835 : 1
Pre[1179,335]: 1
P133 --> T12835 : 2
Pre[1179,307]: 2
P193 --> T12835 : 6
Pre[1179,184]: 6
P751 --> T12835 : 1
Pre[1179,408]: 1
P648 --> T12835 : 1
Pre[1179,327]: 1
T12835: P494' := P494 + 2
IM[1179,265]: 2
T12835: P185' := P185 + 4
IM[1179,185]: 4
T12835: P211' := P211 - 1
IM[1179,335]: -1
T12835: P133' := P133 - 2
IM[1179,307]: -2
T12835: P193' := P193 - 6
IM[1179,184]: -6
T12835: P328' := P328 + 1
IM[1179,425]: 1
T12835: P751' := P751 - 1
IM[1179,408]: -1
T12835: P427' := P427 + 1
IM[1179,322]: 1
T12835: P648' := P648 - 1
IM[1179,327]: -1
P19 --> T12834 : 1
Pre[1180,449]: 1
P193 --> T12834 : 6
Pre[1180,184]: 6
P5 --> T12834 : 1
Pre[1180,384]: 1
P133 --> T12834 : 2
Pre[1180,307]: 2
P295 --> T12834 : 1
Pre[1180,258]: 1
T12834: P19' := P19 - 1
IM[1180,449]: -1
T12834: P193' := P193 - 6
IM[1180,184]: -6
T12834: P185' := P185 + 4
IM[1180,185]: 4
T12834: P552' := P552 + 1
IM[1180,442]: 1
T12834: P5' := P5 - 1
IM[1180,384]: -1
T12834: P133' := P133 - 2
IM[1180,307]: -2
T12834: P668' := P668 + 2
IM[1180,447]: 2
T12834: P295' := P295 - 1
IM[1180,258]: -1
T12834: P214' := P214 + 1
IM[1180,432]: 1
P133 --> T12833 : 1
Pre[1181,307]: 1
P16 --> T12833 : 1
Pre[1181,215]: 1
P648 --> T12833 : 1
Pre[1181,327]: 1
P19 --> T12833 : 1
Pre[1181,449]: 1
P193 --> T12833 : 6
Pre[1181,184]: 6
P295 --> T12833 : 1
Pre[1181,258]: 1
T12833: P322' := P322 + 1
IM[1181,416]: 1
T12833: P133' := P133 - 1
IM[1181,307]: -1
T12833: P16' := P16 - 1
IM[1181,215]: -1
T12833: P257' := P257 + 1
IM[1181,236]: 1
T12833: P648' := P648 - 1
IM[1181,327]: -1
T12833: P185' := P185 + 4
IM[1181,185]: 4
T12833: P19' := P19 - 1
IM[1181,449]: -1
T12833: P570' := P570 + 1
IM[1181,296]: 1
T12833: P193' := P193 - 6
IM[1181,184]: -6
T12833: P105' := P105 + 1
IM[1181,293]: 1
T12833: P295' := P295 - 1
IM[1181,258]: -1
P193 --> T12832 : 6
Pre[1182,184]: 6
P751 --> T12832 : 2
Pre[1182,408]: 2
P648 --> T12832 : 1
Pre[1182,327]: 1
P133 --> T12832 : 1
Pre[1182,307]: 1
P472 --> T12832 : 1
Pre[1182,334]: 1
T12832: P193' := P193 - 6
IM[1182,184]: -6
T12832: P457' := P457 + 1
IM[1182,347]: 1
T12832: P751' := P751 - 2
IM[1182,408]: -2
T12832: P465' := P465 + 1
IM[1182,389]: 1
T12832: P648' := P648 - 1
IM[1182,327]: -1
T12832: P133' := P133 - 1
IM[1182,307]: -1
T12832: P242' := P242 + 2
IM[1182,216]: 2
T12832: P185' := P185 + 4
IM[1182,185]: 4
T12832: P472' := P472 - 1
IM[1182,334]: -1
P295 --> T12831 : 1
Pre[1183,258]: 1
P211 --> T12831 : 1
Pre[1183,335]: 1
P19 --> T12831 : 1
Pre[1183,449]: 1
P133 --> T12831 : 1
Pre[1183,307]: 1
P751 --> T12831 : 1
Pre[1183,408]: 1
P193 --> T12831 : 6
Pre[1183,184]: 6
T12831: P328' := P328 + 1
IM[1183,425]: 1
T12831: P581' := P581 + 1
IM[1183,477]: 1
T12831: P494' := P494 + 1
IM[1183,265]: 1
T12831: P185' := P185 + 4
IM[1183,185]: 4
T12831: P295' := P295 - 1
IM[1183,258]: -1
T12831: P211' := P211 - 1
IM[1183,335]: -1
T12831: P692' := P692 + 1
IM[1183,287]: 1
T12831: P19' := P19 - 1
IM[1183,449]: -1
T12831: P133' := P133 - 1
IM[1183,307]: -1
T12831: P751' := P751 - 1
IM[1183,408]: -1
T12831: P193' := P193 - 6
IM[1183,184]: -6
P193 --> T12830 : 8
Pre[1184,184]: 8
P211 --> T12830 : 1
Pre[1184,335]: 1
P751 --> T12830 : 1
Pre[1184,408]: 1
P133 --> T12830 : 1
Pre[1184,307]: 1
T12830: P193' := P193 - 8
IM[1184,184]: -8
T12830: P52' := P52 + 2
IM[1184,174]: 2
T12830: P211' := P211 - 1
IM[1184,335]: -1
T12830: P751' := P751 - 1
IM[1184,408]: -1
T12830: P328' := P328 + 1
IM[1184,425]: 1
T12830: P133' := P133 - 1
IM[1184,307]: -1
T12830: P494' := P494 + 1
IM[1184,265]: 1
P640 --> T12829 : 1
Pre[1185,355]: 1
P648 --> T12829 : 1
Pre[1185,327]: 1
P19 --> T12829 : 1
Pre[1185,449]: 1
P295 --> T12829 : 1
Pre[1185,258]: 1
P193 --> T12829 : 6
Pre[1185,184]: 6
P751 --> T12829 : 1
Pre[1185,408]: 1
T12829: P640' := P640 - 1
IM[1185,355]: -1
T12829: P111' := P111 + 1
IM[1185,411]: 1
T12829: P648' := P648 - 1
IM[1185,327]: -1
T12829: P185' := P185 + 4
IM[1185,185]: 4
T12829: P326' := P326 + 1
IM[1185,346]: 1
T12829: P19' := P19 - 1
IM[1185,449]: -1
T12829: P295' := P295 - 1
IM[1185,258]: -1
T12829: P193' := P193 - 6
IM[1185,184]: -6
T12829: P462' := P462 + 1
IM[1185,410]: 1
T12829: P53' := P53 + 1
IM[1185,224]: 1
T12829: P751' := P751 - 1
IM[1185,408]: -1
P193 --> T12828 : 7
Pre[1186,184]: 7
P472 --> T12828 : 1
Pre[1186,334]: 1
P19 --> T12828 : 1
Pre[1186,449]: 1
P751 --> T12828 : 2
Pre[1186,408]: 2
T12828: P721' := P721 + 3
IM[1186,192]: 3
T12828: P193' := P193 - 7
IM[1186,184]: -7
T12828: P472' := P472 - 1
IM[1186,334]: -1
T12828: P19' := P19 - 1
IM[1186,449]: -1
T12828: P751' := P751 - 2
IM[1186,408]: -2
T12828: P706' := P706 + 1
IM[1186,362]: 1
T12828: P242' := P242 + 2
IM[1186,216]: 2
P794 --> T12827 : 1
Pre[1187,130]: 1
P351 --> T12827 : 1
Pre[1187,39]: 1
T12827: P597' := P597 + 1
IM[1187,15]: 1
T12827: P794' := P794 - 1
IM[1187,130]: -1
T12827: P351' := P351 - 1
IM[1187,39]: -1
T12827: P366' := P366 + 1
IM[1187,160]: 1
P751 --> T12826 : 2
Pre[1188,408]: 2
P193 --> T12826 : 6
Pre[1188,184]: 6
P640 --> T12826 : 1
Pre[1188,355]: 1
P295 --> T12826 : 1
Pre[1188,258]: 1
P19 --> T12826 : 1
Pre[1188,449]: 1
T12826: P53' := P53 + 1
IM[1188,224]: 1
T12826: P751' := P751 - 2
IM[1188,408]: -2
T12826: P185' := P185 + 4
IM[1188,185]: 4
T12826: P193' := P193 - 6
IM[1188,184]: -6
T12826: P640' := P640 - 1
IM[1188,355]: -1
T12826: P462' := P462 + 2
IM[1188,410]: 2
T12826: P295' := P295 - 1
IM[1188,258]: -1
T12826: P19' := P19 - 1
IM[1188,449]: -1
T12826: P111' := P111 + 1
IM[1188,411]: 1
P751 --> T12825 : 3
Pre[1189,408]: 3
P19 --> T12825 : 1
Pre[1189,449]: 1
P472 --> T12825 : 1
Pre[1189,334]: 1
P193 --> T12825 : 6
Pre[1189,184]: 6
T12825: P242' := P242 + 3
IM[1189,216]: 3
T12825: P751' := P751 - 3
IM[1189,408]: -3
T12825: P19' := P19 - 1
IM[1189,449]: -1
T12825: P706' := P706 + 1
IM[1189,362]: 1
T12825: P185' := P185 + 4
IM[1189,185]: 4
T12825: P472' := P472 - 1
IM[1189,334]: -1
T12825: P193' := P193 - 6
IM[1189,184]: -6
P133 --> T12824 : 2
Pre[1190,307]: 2
P5 --> T12824 : 1
Pre[1190,384]: 1
P648 --> T12824 : 2
Pre[1190,327]: 2
P193 --> T12824 : 6
Pre[1190,184]: 6
T12824: P133' := P133 - 2
IM[1190,307]: -2
T12824: P668' := P668 + 2
IM[1190,447]: 2
T12824: P185' := P185 + 4
IM[1190,185]: 4
T12824: P568' := P568 + 2
IM[1190,385]: 2
T12824: P5' := P5 - 1
IM[1190,384]: -1
T12824: P648' := P648 - 2
IM[1190,327]: -2
T12824: P193' := P193 - 6
IM[1190,184]: -6
P19 --> T12823 : 1
Pre[1191,449]: 1
P211 --> T12823 : 1
Pre[1191,335]: 1
P193 --> T12823 : 8
Pre[1191,184]: 8
P133 --> T12823 : 1
Pre[1191,307]: 1
T12823: P19' := P19 - 1
IM[1191,449]: -1
T12823: P494' := P494 + 1
IM[1191,265]: 1
T12823: P211' := P211 - 1
IM[1191,335]: -1
T12823: P193' := P193 - 8
IM[1191,184]: -8
T12823: P52' := P52 + 2
IM[1191,174]: 2
T12823: P133' := P133 - 1
IM[1191,307]: -1
T12823: P581' := P581 + 1
IM[1191,477]: 1
P193 --> T12822 : 6
Pre[1192,184]: 6
P295 --> T12822 : 1
Pre[1192,258]: 1
P648 --> T12822 : 2
Pre[1192,327]: 2
P190 --> T12822 : 1
Pre[1192,363]: 1
P5 --> T12822 : 1
Pre[1192,384]: 1
T12822: P568' := P568 + 2
IM[1192,385]: 2
T12822: P185' := P185 + 4
IM[1192,185]: 4
T12822: P193' := P193 - 6
IM[1192,184]: -6
T12822: P295' := P295 - 1
IM[1192,258]: -1
T12822: P648' := P648 - 2
IM[1192,327]: -2
T12822: P214' := P214 + 1
IM[1192,432]: 1
T12822: P340' := P340 + 1
IM[1192,461]: 1
T12822: P190' := P190 - 1
IM[1192,363]: -1
T12822: P5' := P5 - 1
IM[1192,384]: -1
P295 --> T12821 : 1
Pre[1193,258]: 1
P190 --> T12821 : 1
Pre[1193,363]: 1
P648 --> T12821 : 1
Pre[1193,327]: 1
P710 --> T12821 : 1
Pre[1193,172]: 1
P193 --> T12821 : 6
Pre[1193,184]: 6
P19 --> T12821 : 1
Pre[1193,449]: 1
T12821: P408' := P408 + 1
IM[1193,420]: 1
T12821: P295' := P295 - 1
IM[1193,258]: -1
T12821: P190' := P190 - 1
IM[1193,363]: -1
T12821: P215' := P215 + 1
IM[1193,365]: 1
T12821: P185' := P185 + 4
IM[1193,185]: 4
T12821: P355' := P355 + 1
IM[1193,319]: 1
T12821: P648' := P648 - 1
IM[1193,327]: -1
T12821: P710' := P710 - 1
IM[1193,172]: -1
T12821: P193' := P193 - 6
IM[1193,184]: -6
T12821: P652' := P652 + 1
IM[1193,393]: 1
T12821: P19' := P19 - 1
IM[1193,449]: -1
P19 --> T12820 : 1
Pre[1194,449]: 1
P193 --> T12820 : 7
Pre[1194,184]: 7
P567 --> T12820 : 1
Pre[1194,243]: 1
P751 --> T12820 : 1
Pre[1194,408]: 1
P648 --> T12820 : 1
Pre[1194,327]: 1
T12820: P721' := P721 + 3
IM[1194,192]: 3
T12820: P240' := P240 + 1
IM[1194,358]: 1
T12820: P19' := P19 - 1
IM[1194,449]: -1
T12820: P193' := P193 - 7
IM[1194,184]: -7
T12820: P567' := P567 - 1
IM[1194,243]: -1
T12820: P37' := P37 + 1
IM[1194,219]: 1
T12820: P751' := P751 - 1
IM[1194,408]: -1
T12820: P648' := P648 - 1
IM[1194,327]: -1
T12820: P530' := P530 + 1
IM[1194,435]: 1
P19 --> T12819 : 2
Pre[1195,449]: 2
P190 --> T12819 : 1
Pre[1195,363]: 1
P751 --> T12819 : 1
Pre[1195,408]: 1
P306 --> T12819 : 1
Pre[1195,407]: 1
P193 --> T12819 : 6
Pre[1195,184]: 6
T12819: P19' := P19 - 2
IM[1195,449]: -2
T12819: P761' := P761 + 1
IM[1195,456]: 1
T12819: P190' := P190 - 1
IM[1195,363]: -1
T12819: P185' := P185 + 4
IM[1195,185]: 4
T12819: P751' := P751 - 1
IM[1195,408]: -1
T12819: P306' := P306 - 1
IM[1195,407]: -1
T12819: P249' := P249 + 1
IM[1195,381]: 1
T12819: P193' := P193 - 6
IM[1195,184]: -6
T12819: P480' := P480 + 2
IM[1195,418]: 2
P295 --> T12818 : 1
Pre[1196,258]: 1
P5 --> T12818 : 1
Pre[1196,384]: 1
P648 --> T12818 : 1
Pre[1196,327]: 1
P19 --> T12818 : 1
Pre[1196,449]: 1
P193 --> T12818 : 7
Pre[1196,184]: 7
T12818: P295' := P295 - 1
IM[1196,258]: -1
T12818: P214' := P214 + 1
IM[1196,432]: 1
T12818: P5' := P5 - 1
IM[1196,384]: -1
T12818: P648' := P648 - 1
IM[1196,327]: -1
T12818: P552' := P552 + 1
IM[1196,442]: 1
T12818: P19' := P19 - 1
IM[1196,449]: -1
T12818: P568' := P568 + 1
IM[1196,385]: 1
T12818: P193' := P193 - 7
IM[1196,184]: -7
T12818: P721' := P721 + 3
IM[1196,192]: 3
P190 --> T12817 : 1
Pre[1197,363]: 1
P648 --> T12817 : 1
Pre[1197,327]: 1
P19 --> T12817 : 1
Pre[1197,449]: 1
P751 --> T12817 : 1
Pre[1197,408]: 1
P472 --> T12817 : 1
Pre[1197,334]: 1
P193 --> T12817 : 6
Pre[1197,184]: 6
T12817: P65' := P65 + 1
IM[1197,336]: 1
T12817: P190' := P190 - 1
IM[1197,363]: -1
T12817: P706' := P706 + 1
IM[1197,362]: 1
T12817: P185' := P185 + 4
IM[1197,185]: 4
T12817: P648' := P648 - 1
IM[1197,327]: -1
T12817: P19' := P19 - 1
IM[1197,449]: -1
T12817: P751' := P751 - 1
IM[1197,408]: -1
T12817: P242' := P242 + 1
IM[1197,216]: 1
T12817: P472' := P472 - 1
IM[1197,334]: -1
T12817: P193' := P193 - 6
IM[1197,184]: -6
T12817: P465' := P465 + 1
IM[1197,389]: 1
P629 --> T12816 : 1
Pre[1198,593]: 1
P332 --> T12816 : 1
Pre[1198,511]: 1
P723 --> T12816 : 1
Pre[1198,512]: 1
T12816: P629' := P629 - 1
IM[1198,593]: -1
T12816: P22' := P22 + 1
IM[1198,576]: 1
T12816: P653' := P653 + 1
IM[1198,519]: 1
T12816: P459' := P459 + 1
IM[1198,510]: 1
T12816: P723' := P723 - 1
IM[1198,512]: -1
P193 --> T12815 : 6
Pre[1199,184]: 6
P751 --> T12815 : 2
Pre[1199,408]: 2
P295 --> T12815 : 1
Pre[1199,258]: 1
P133 --> T12815 : 1
Pre[1199,307]: 1
P640 --> T12815 : 1
Pre[1199,355]: 1
T12815: P193' := P193 - 6
IM[1199,184]: -6
T12815: P462' := P462 + 2
IM[1199,410]: 2
T12815: P751' := P751 - 2
IM[1199,408]: -2
T12815: P227' := P227 + 1
IM[1199,344]: 1
T12815: P185' := P185 + 4
IM[1199,185]: 4
T12815: P295' := P295 - 1
IM[1199,258]: -1
T12815: P133' := P133 - 1
IM[1199,307]: -1
T12815: P640' := P640 - 1
IM[1199,355]: -1
T12815: P53' := P53 + 1
IM[1199,224]: 1
P133 --> T12814 : 1
Pre[1200,307]: 1
P751 --> T12814 : 1
Pre[1200,408]: 1
P193 --> T12814 : 6
Pre[1200,184]: 6
P295 --> T12814 : 1
Pre[1200,258]: 1
P190 --> T12814 : 1
Pre[1200,363]: 1
P306 --> T12814 : 1
Pre[1200,407]: 1
T12814: P345' := P345 + 1
IM[1200,415]: 1
T12814: P133' := P133 - 1
IM[1200,307]: -1
T12814: P249' := P249 + 1
IM[1200,381]: 1
T12814: P185' := P185 + 4
IM[1200,185]: 4
T12814: P751' := P751 - 1
IM[1200,408]: -1
T12814: P591' := P591 + 1
IM[1200,202]: 1
T12814: P193' := P193 - 6
IM[1200,184]: -6
T12814: P295' := P295 - 1
IM[1200,258]: -1
T12814: P761' := P761 + 1
IM[1200,456]: 1
T12814: P190' := P190 - 1
IM[1200,363]: -1
T12814: P306' := P306 - 1
IM[1200,407]: -1
P19 --> T12813 : 1
Pre[1201,449]: 1
P133 --> T12813 : 1
Pre[1201,307]: 1
P710 --> T12813 : 1
Pre[1201,172]: 1
P190 --> T12813 : 1
Pre[1201,363]: 1
P193 --> T12813 : 7
Pre[1201,184]: 7
T12813: P19' := P19 - 1
IM[1201,449]: -1
T12813: P133' := P133 - 1
IM[1201,307]: -1
T12813: P710' := P710 - 1
IM[1201,172]: -1
T12813: P190' := P190 - 1
IM[1201,363]: -1
T12813: P215' := P215 + 1
IM[1201,365]: 1
T12813: P137' := P137 + 1
IM[1201,280]: 1
T12813: P408' := P408 + 1
IM[1201,420]: 1
T12813: P193' := P193 - 7
IM[1201,184]: -7
T12813: P721' := P721 + 3
IM[1201,192]: 3
P193 --> T12812 : 6
Pre[1202,184]: 6
P472 --> T12812 : 1
Pre[1202,334]: 1
P648 --> T12812 : 1
Pre[1202,327]: 1
P190 --> T12812 : 3
Pre[1202,363]: 3
T12812: P193' := P193 - 6
IM[1202,184]: -6
T12812: P472' := P472 - 1
IM[1202,334]: -1
T12812: P465' := P465 + 1
IM[1202,389]: 1
T12812: P648' := P648 - 1
IM[1202,327]: -1
T12812: P190' := P190 - 3
IM[1202,363]: -3
T12812: P65' := P65 + 3
IM[1202,336]: 3
T12812: P185' := P185 + 4
IM[1202,185]: 4
P295 --> T12811 : 2
Pre[1203,258]: 2
P133 --> T12811 : 1
Pre[1203,307]: 1
P193 --> T12811 : 6
Pre[1203,184]: 6
P211 --> T12811 : 1
Pre[1203,335]: 1
P19 --> T12811 : 1
Pre[1203,449]: 1
T12811: P295' := P295 - 2
IM[1203,258]: -2
T12811: P133' := P133 - 1
IM[1203,307]: -1
T12811: P581' := P581 + 1
IM[1203,477]: 1
T12811: P193' := P193 - 6
IM[1203,184]: -6
T12811: P185' := P185 + 4
IM[1203,185]: 4
T12811: P692' := P692 + 2
IM[1203,287]: 2
T12811: P211' := P211 - 1
IM[1203,335]: -1
T12811: P494' := P494 + 1
IM[1203,265]: 1
T12811: P19' := P19 - 1
IM[1203,449]: -1
P751 --> T12810 : 1
Pre[1204,408]: 1
P133 --> T12810 : 1
Pre[1204,307]: 1
P193 --> T12810 : 7
Pre[1204,184]: 7
P16 --> T12810 : 1
Pre[1204,215]: 1
P19 --> T12810 : 1
Pre[1204,449]: 1
T12810: P677' := P677 + 1
IM[1204,409]: 1
T12810: P721' := P721 + 3
IM[1204,192]: 3
T12810: P751' := P751 - 1
IM[1204,408]: -1
T12810: P133' := P133 - 1
IM[1204,307]: -1
T12810: P193' := P193 - 7
IM[1204,184]: -7
T12810: P105' := P105 + 1
IM[1204,293]: 1
T12810: P16' := P16 - 1
IM[1204,215]: -1
T12810: P19' := P19 - 1
IM[1204,449]: -1
T12810: P322' := P322 + 1
IM[1204,416]: 1
P751 --> T12809 : 1
Pre[1205,408]: 1
P193 --> T12809 : 6
Pre[1205,184]: 6
P472 --> T12809 : 1
Pre[1205,334]: 1
P648 --> T12809 : 3
Pre[1205,327]: 3
T12809: P242' := P242 + 1
IM[1205,216]: 1
T12809: P751' := P751 - 1
IM[1205,408]: -1
T12809: P193' := P193 - 6
IM[1205,184]: -6
T12809: P465' := P465 + 3
IM[1205,389]: 3
T12809: P472' := P472 - 1
IM[1205,334]: -1
T12809: P648' := P648 - 3
IM[1205,327]: -3
T12809: P185' := P185 + 4
IM[1205,185]: 4
P193 --> T12808 : 6
Pre[1206,184]: 6
P648 --> T12808 : 2
Pre[1206,327]: 2
P190 --> T12808 : 1
Pre[1206,363]: 1
P295 --> T12808 : 1
Pre[1206,258]: 1
P211 --> T12808 : 1
Pre[1206,335]: 1
T12808: P427' := P427 + 2
IM[1206,322]: 2
T12808: P193' := P193 - 6
IM[1206,184]: -6
T12808: P648' := P648 - 2
IM[1206,327]: -2
T12808: P798' := P798 + 1
IM[1206,301]: 1
T12808: P190' := P190 - 1
IM[1206,363]: -1
T12808: P692' := P692 + 1
IM[1206,287]: 1
T12808: P185' := P185 + 4
IM[1206,185]: 4
T12808: P295' := P295 - 1
IM[1206,258]: -1
T12808: P211' := P211 - 1
IM[1206,335]: -1
P193 --> T12807 : 6
Pre[1207,184]: 6
P751 --> T12807 : 2
Pre[1207,408]: 2
P190 --> T12807 : 1
Pre[1207,363]: 1
P306 --> T12807 : 1
Pre[1207,407]: 1
P295 --> T12807 : 1
Pre[1207,258]: 1
T12807: P193' := P193 - 6
IM[1207,184]: -6
T12807: P751' := P751 - 2
IM[1207,408]: -2
T12807: P190' := P190 - 1
IM[1207,363]: -1
T12807: P306' := P306 - 1
IM[1207,407]: -1
T12807: P761' := P761 + 2
IM[1207,456]: 2
T12807: P185' := P185 + 4
IM[1207,185]: 4
T12807: P295' := P295 - 1
IM[1207,258]: -1
T12807: P249' := P249 + 1
IM[1207,381]: 1
T12807: P345' := P345 + 1
IM[1207,415]: 1
P648 --> T12806 : 1
Pre[1208,327]: 1
P295 --> T12806 : 1
Pre[1208,258]: 1
P640 --> T12806 : 1
Pre[1208,355]: 1
P193 --> T12806 : 6
Pre[1208,184]: 6
P19 --> T12806 : 1
Pre[1208,449]: 1
P751 --> T12806 : 1
Pre[1208,408]: 1
T12806: P648' := P648 - 1
IM[1208,327]: -1
T12806: P326' := P326 + 1
IM[1208,346]: 1
T12806: P111' := P111 + 1
IM[1208,411]: 1
T12806: P295' := P295 - 1
IM[1208,258]: -1
T12806: P462' := P462 + 1
IM[1208,410]: 1
T12806: P53' := P53 + 1
IM[1208,224]: 1
T12806: P640' := P640 - 1
IM[1208,355]: -1
T12806: P193' := P193 - 6
IM[1208,184]: -6
T12806: P19' := P19 - 1
IM[1208,449]: -1
T12806: P751' := P751 - 1
IM[1208,408]: -1
T12806: P185' := P185 + 4
IM[1208,185]: 4
P751 --> T12805 : 1
Pre[1209,408]: 1
P567 --> T12805 : 1
Pre[1209,243]: 1
P133 --> T12805 : 1
Pre[1209,307]: 1
P295 --> T12805 : 2
Pre[1209,258]: 2
P193 --> T12805 : 6
Pre[1209,184]: 6
T12805: P79' := P79 + 2
IM[1209,218]: 2
T12805: P751' := P751 - 1
IM[1209,408]: -1
T12805: P567' := P567 - 1
IM[1209,243]: -1
T12805: P530' := P530 + 1
IM[1209,435]: 1
T12805: P185' := P185 + 4
IM[1209,185]: 4
T12805: P133' := P133 - 1
IM[1209,307]: -1
T12805: P352' := P352 + 1
IM[1209,331]: 1
T12805: P295' := P295 - 2
IM[1209,258]: -2
T12805: P193' := P193 - 6
IM[1209,184]: -6
P193 --> T12804 : 7
Pre[1210,184]: 7
P710 --> T12804 : 1
Pre[1210,172]: 1
P133 --> T12804 : 2
Pre[1210,307]: 2
P190 --> T12804 : 1
Pre[1210,363]: 1
T12804: P408' := P408 + 1
IM[1210,420]: 1
T12804: P193' := P193 - 7
IM[1210,184]: -7
T12804: P710' := P710 - 1
IM[1210,172]: -1
T12804: P133' := P133 - 2
IM[1210,307]: -2
T12804: P190' := P190 - 1
IM[1210,363]: -1
T12804: P137' := P137 + 2
IM[1210,280]: 2
T12804: P721' := P721 + 3
IM[1210,192]: 3
P133 --> T12803 : 1
Pre[1211,307]: 1
P16 --> T12803 : 1
Pre[1211,215]: 1
P751 --> T12803 : 2
Pre[1211,408]: 2
P193 --> T12803 : 6
Pre[1211,184]: 6
P648 --> T12803 : 1
Pre[1211,327]: 1
T12803: P570' := P570 + 1
IM[1211,296]: 1
T12803: P133' := P133 - 1
IM[1211,307]: -1
T12803: P105' := P105 + 1
IM[1211,293]: 1
T12803: P16' := P16 - 1
IM[1211,215]: -1
T12803: P751' := P751 - 2
IM[1211,408]: -2
T12803: P185' := P185 + 4
IM[1211,185]: 4
T12803: P677' := P677 + 2
IM[1211,409]: 2
T12803: P193' := P193 - 6
IM[1211,184]: -6
T12803: P648' := P648 - 1
IM[1211,327]: -1
P751 --> T12802 : 2
Pre[1212,408]: 2
P133 --> T12802 : 1
Pre[1212,307]: 1
P193 --> T12802 : 6
Pre[1212,184]: 6
P306 --> T12802 : 1
Pre[1212,407]: 1
P190 --> T12802 : 1
Pre[1212,363]: 1
T12802: P751' := P751 - 2
IM[1212,408]: -2
T12802: P249' := P249 + 1
IM[1212,381]: 1
T12802: P133' := P133 - 1
IM[1212,307]: -1
T12802: P193' := P193 - 6
IM[1212,184]: -6
T12802: P306' := P306 - 1
IM[1212,407]: -1
T12802: P190' := P190 - 1
IM[1212,363]: -1
T12802: P185' := P185 + 4
IM[1212,185]: 4
T12802: P591' := P591 + 1
IM[1212,202]: 1
T12802: P761' := P761 + 2
IM[1212,456]: 2
P295 --> T12801 : 1
Pre[1213,258]: 1
P648 --> T12801 : 1
Pre[1213,327]: 1
P193 --> T12801 : 7
Pre[1213,184]: 7
P751 --> T12801 : 1
Pre[1213,408]: 1
P567 --> T12801 : 1
Pre[1213,243]: 1
T12801: P530' := P530 + 1
IM[1213,435]: 1
T12801: P721' := P721 + 3
IM[1213,192]: 3
T12801: P79' := P79 + 1
IM[1213,218]: 1
T12801: P295' := P295 - 1
IM[1213,258]: -1
T12801: P648' := P648 - 1
IM[1213,327]: -1
T12801: P240' := P240 + 1
IM[1213,358]: 1
T12801: P193' := P193 - 7
IM[1213,184]: -7
T12801: P751' := P751 - 1
IM[1213,408]: -1
T12801: P567' := P567 - 1
IM[1213,243]: -1
P295 --> T12800 : 1
Pre[1214,258]: 1
P751 --> T12800 : 1
Pre[1214,408]: 1
P193 --> T12800 : 6
Pre[1214,184]: 6
P567 --> T12800 : 1
Pre[1214,243]: 1
P133 --> T12800 : 2
Pre[1214,307]: 2
T12800: P530' := P530 + 1
IM[1214,435]: 1
T12800: P295' := P295 - 1
IM[1214,258]: -1
T12800: P185' := P185 + 4
IM[1214,185]: 4
T12800: P751' := P751 - 1
IM[1214,408]: -1
T12800: P193' := P193 - 6
IM[1214,184]: -6
T12800: P567' := P567 - 1
IM[1214,243]: -1
T12800: P352' := P352 + 2
IM[1214,331]: 2
T12800: P133' := P133 - 2
IM[1214,307]: -2
T12800: P79' := P79 + 1
IM[1214,218]: 1
P332 --> T12799 : 1
Pre[1215,511]: 1
P218 --> T12799 : 1
Pre[1215,715]: 1
P723 --> T12799 : 1
Pre[1215,512]: 1
T12799: P218' := P218 - 1
IM[1215,715]: -1
T12799: P2' := P2 + 1
IM[1215,703]: 1
T12799: P723' := P723 - 1
IM[1215,512]: -1
T12799: P329' := P329 + 1
IM[1215,521]: 1
T12799: P459' := P459 + 1
IM[1215,510]: 1
P193 --> T12798 : 6
Pre[1216,184]: 6
P16 --> T12798 : 1
Pre[1216,215]: 1
P190 --> T12798 : 2
Pre[1216,363]: 2
P648 --> T12798 : 2
Pre[1216,327]: 2
T12798: P185' := P185 + 4
IM[1216,185]: 4
T12798: P193' := P193 - 6
IM[1216,184]: -6
T12798: P16' := P16 - 1
IM[1216,215]: -1
T12798: P570' := P570 + 2
IM[1216,296]: 2
T12798: P555' := P555 + 2
IM[1216,368]: 2
T12798: P190' := P190 - 2
IM[1216,363]: -2
T12798: P648' := P648 - 2
IM[1216,327]: -2
P190 --> T12797 : 1
Pre[1217,363]: 1
P133 --> T12797 : 1
Pre[1217,307]: 1
P710 --> T12797 : 1
Pre[1217,172]: 1
P648 --> T12797 : 1
Pre[1217,327]: 1
P193 --> T12797 : 7
Pre[1217,184]: 7
T12797: P190' := P190 - 1
IM[1217,363]: -1
T12797: P133' := P133 - 1
IM[1217,307]: -1
T12797: P710' := P710 - 1
IM[1217,172]: -1
T12797: P648' := P648 - 1
IM[1217,327]: -1
T12797: P652' := P652 + 1
IM[1217,393]: 1
T12797: P721' := P721 + 3
IM[1217,192]: 3
T12797: P193' := P193 - 7
IM[1217,184]: -7
T12797: P408' := P408 + 1
IM[1217,420]: 1
T12797: P137' := P137 + 1
IM[1217,280]: 1
P459 --> T12796 : 1
Pre[1218,510]: 1
P332 --> T12796 : 1
Pre[1218,511]: 1
P643 --> T12796 : 1
Pre[1218,602]: 1
T12796: P803' := P803 + 1
IM[1218,744]: 1
T12796: P643' := P643 - 1
IM[1218,602]: -1
T12796: P493' := P493 + 1
IM[1218,566]: 1
P193 --> T12795 : 6
Pre[1219,184]: 6
P751 --> T12795 : 1
Pre[1219,408]: 1
P133 --> T12795 : 1
Pre[1219,307]: 1
P295 --> T12795 : 1
Pre[1219,258]: 1
P648 --> T12795 : 1
Pre[1219,327]: 1
P472 --> T12795 : 1
Pre[1219,334]: 1
T12795: P242' := P242 + 1
IM[1219,216]: 1
T12795: P193' := P193 - 6
IM[1219,184]: -6
T12795: P465' := P465 + 1
IM[1219,389]: 1
T12795: P751' := P751 - 1
IM[1219,408]: -1
T12795: P133' := P133 - 1
IM[1219,307]: -1
T12795: P295' := P295 - 1
IM[1219,258]: -1
T12795: P648' := P648 - 1
IM[1219,327]: -1
T12795: P472' := P472 - 1
IM[1219,334]: -1
T12795: P185' := P185 + 4
IM[1219,185]: 4
T12795: P586' := P586 + 1
IM[1219,379]: 1
T12795: P457' := P457 + 1
IM[1219,347]: 1
P193 --> T12794 : 7
Pre[1220,184]: 7
P751 --> T12794 : 1
Pre[1220,408]: 1
P472 --> T12794 : 1
Pre[1220,334]: 1
P133 --> T12794 : 1
Pre[1220,307]: 1
P648 --> T12794 : 1
Pre[1220,327]: 1
T12794: P465' := P465 + 1
IM[1220,389]: 1
T12794: P193' := P193 - 7
IM[1220,184]: -7
T12794: P721' := P721 + 3
IM[1220,192]: 3
T12794: P457' := P457 + 1
IM[1220,347]: 1
T12794: P751' := P751 - 1
IM[1220,408]: -1
T12794: P472' := P472 - 1
IM[1220,334]: -1
T12794: P133' := P133 - 1
IM[1220,307]: -1
T12794: P242' := P242 + 1
IM[1220,216]: 1
T12794: P648' := P648 - 1
IM[1220,327]: -1
P193 --> T12793 : 6
Pre[1221,184]: 6
P19 --> T12793 : 1
Pre[1221,449]: 1
P5 --> T12793 : 1
Pre[1221,384]: 1
P751 --> T12793 : 2
Pre[1221,408]: 2
P133 --> T12793 : 1
Pre[1221,307]: 1
T12793: P193' := P193 - 6
IM[1221,184]: -6
T12793: P19' := P19 - 1
IM[1221,449]: -1
T12793: P5' := P5 - 1
IM[1221,384]: -1
T12793: P552' := P552 + 1
IM[1221,442]: 1
T12793: P185' := P185 + 4
IM[1221,185]: 4
T12793: P751' := P751 - 2
IM[1221,408]: -2
T12793: P133' := P133 - 1
IM[1221,307]: -1
T12793: P67' := P67 + 2
IM[1221,414]: 2
T12793: P668' := P668 + 1
IM[1221,447]: 1
P193 --> T12792 : 6
Pre[1222,184]: 6
P751 --> T12792 : 1
Pre[1222,408]: 1
P19 --> T12792 : 3
Pre[1222,449]: 3
P16 --> T12792 : 1
Pre[1222,215]: 1
T12792: P193' := P193 - 6
IM[1222,184]: -6
T12792: P185' := P185 + 4
IM[1222,185]: 4
T12792: P322' := P322 + 3
IM[1222,416]: 3
T12792: P751' := P751 - 1
IM[1222,408]: -1
T12792: P677' := P677 + 1
IM[1222,409]: 1
T12792: P19' := P19 - 3
IM[1222,449]: -3
T12792: P16' := P16 - 1
IM[1222,215]: -1
P648 --> T12791 : 3
Pre[1223,327]: 3
P193 --> T12791 : 6
Pre[1223,184]: 6
P190 --> T12791 : 1
Pre[1223,363]: 1
P306 --> T12791 : 1
Pre[1223,407]: 1
T12791: P648' := P648 - 3
IM[1223,327]: -3
T12791: P185' := P185 + 4
IM[1223,185]: 4
T12791: P193' := P193 - 6
IM[1223,184]: -6
T12791: P249' := P249 + 1
IM[1223,381]: 1
T12791: P667' := P667 + 3
IM[1223,440]: 3
T12791: P190' := P190 - 1
IM[1223,363]: -1
T12791: P306' := P306 - 1
IM[1223,407]: -1
P133 --> T12790 : 2
Pre[1224,307]: 2
P193 --> T12790 : 6
Pre[1224,184]: 6
P5 --> T12790 : 1
Pre[1224,384]: 1
P190 --> T12790 : 1
Pre[1224,363]: 1
P648 --> T12790 : 1
Pre[1224,327]: 1
T12790: P668' := P668 + 2
IM[1224,447]: 2
T12790: P133' := P133 - 2
IM[1224,307]: -2
T12790: P340' := P340 + 1
IM[1224,461]: 1
T12790: P568' := P568 + 1
IM[1224,385]: 1
T12790: P185' := P185 + 4
IM[1224,185]: 4
T12790: P193' := P193 - 6
IM[1224,184]: -6
T12790: P5' := P5 - 1
IM[1224,384]: -1
T12790: P190' := P190 - 1
IM[1224,363]: -1
T12790: P648' := P648 - 1
IM[1224,327]: -1
P19 --> T12789 : 1
Pre[1225,449]: 1
P710 --> T12789 : 1
Pre[1225,172]: 1
P751 --> T12789 : 1
Pre[1225,408]: 1
P193 --> T12789 : 6
Pre[1225,184]: 6
P190 --> T12789 : 1
Pre[1225,363]: 1
P133 --> T12789 : 1
Pre[1225,307]: 1
T12789: P19' := P19 - 1
IM[1225,449]: -1
T12789: P710' := P710 - 1
IM[1225,172]: -1
T12789: P751' := P751 - 1
IM[1225,408]: -1
T12789: P193' := P193 - 6
IM[1225,184]: -6
T12789: P190' := P190 - 1
IM[1225,363]: -1
T12789: P133' := P133 - 1
IM[1225,307]: -1
T12789: P137' := P137 + 1
IM[1225,280]: 1
T12789: P565' := P565 + 1
IM[1225,315]: 1
T12789: P215' := P215 + 1
IM[1225,365]: 1
T12789: P408' := P408 + 1
IM[1225,420]: 1
T12789: P185' := P185 + 4
IM[1225,185]: 4
P295 --> T12788 : 1
Pre[1226,258]: 1
P211 --> T12788 : 1
Pre[1226,335]: 1
P193 --> T12788 : 6
Pre[1226,184]: 6
P19 --> T12788 : 1
Pre[1226,449]: 1
P648 --> T12788 : 2
Pre[1226,327]: 2
T12788: P185' := P185 + 4
IM[1226,185]: 4
T12788: P295' := P295 - 1
IM[1226,258]: -1
T12788: P427' := P427 + 2
IM[1226,322]: 2
T12788: P211' := P211 - 1
IM[1226,335]: -1
T12788: P581' := P581 + 1
IM[1226,477]: 1
T12788: P193' := P193 - 6
IM[1226,184]: -6
T12788: P19' := P19 - 1
IM[1226,449]: -1
T12788: P692' := P692 + 1
IM[1226,287]: 1
T12788: P648' := P648 - 2
IM[1226,327]: -2
P190 --> T12787 : 2
Pre[1227,363]: 2
P295 --> T12787 : 2
Pre[1227,258]: 2
P193 --> T12787 : 6
Pre[1227,184]: 6
P16 --> T12787 : 1
Pre[1227,215]: 1
T12787: P190' := P190 - 2
IM[1227,363]: -2
T12787: P555' := P555 + 2
IM[1227,368]: 2
T12787: P295' := P295 - 2
IM[1227,258]: -2
T12787: P257' := P257 + 2
IM[1227,236]: 2
T12787: P193' := P193 - 6
IM[1227,184]: -6
T12787: P16' := P16 - 1
IM[1227,215]: -1
T12787: P185' := P185 + 4
IM[1227,185]: 4
P751 --> T12786 : 1
Pre[1228,408]: 1
P133 --> T12786 : 1
Pre[1228,307]: 1
P295 --> T12786 : 1
Pre[1228,258]: 1
P19 --> T12786 : 1
Pre[1228,449]: 1
P710 --> T12786 : 1
Pre[1228,172]: 1
P193 --> T12786 : 6
Pre[1228,184]: 6
T12786: P215' := P215 + 1
IM[1228,365]: 1
T12786: P751' := P751 - 1
IM[1228,408]: -1
T12786: P185' := P185 + 4
IM[1228,185]: 4
T12786: P133' := P133 - 1
IM[1228,307]: -1
T12786: P355' := P355 + 1
IM[1228,319]: 1
T12786: P137' := P137 + 1
IM[1228,280]: 1
T12786: P295' := P295 - 1
IM[1228,258]: -1
T12786: P19' := P19 - 1
IM[1228,449]: -1
T12786: P565' := P565 + 1
IM[1228,315]: 1
T12786: P710' := P710 - 1
IM[1228,172]: -1
T12786: P193' := P193 - 6
IM[1228,184]: -6
P5 --> T12785 : 1
Pre[1229,384]: 1
P751 --> T12785 : 1
Pre[1229,408]: 1
P190 --> T12785 : 1
Pre[1229,363]: 1
P19 --> T12785 : 1
Pre[1229,449]: 1
P295 --> T12785 : 1
Pre[1229,258]: 1
P193 --> T12785 : 6
Pre[1229,184]: 6
T12785: P340' := P340 + 1
IM[1229,461]: 1
T12785: P214' := P214 + 1
IM[1229,432]: 1
T12785: P5' := P5 - 1
IM[1229,384]: -1
T12785: P751' := P751 - 1
IM[1229,408]: -1
T12785: P552' := P552 + 1
IM[1229,442]: 1
T12785: P190' := P190 - 1
IM[1229,363]: -1
T12785: P19' := P19 - 1
IM[1229,449]: -1
T12785: P67' := P67 + 1
IM[1229,414]: 1
T12785: P295' := P295 - 1
IM[1229,258]: -1
T12785: P185' := P185 + 4
IM[1229,185]: 4
T12785: P193' := P193 - 6
IM[1229,184]: -6
P193 --> T12784 : 6
Pre[1230,184]: 6
P648 --> T12784 : 1
Pre[1230,327]: 1
P133 --> T12784 : 1
Pre[1230,307]: 1
P751 --> T12784 : 2
Pre[1230,408]: 2
P306 --> T12784 : 1
Pre[1230,407]: 1
T12784: P185' := P185 + 4
IM[1230,185]: 4
T12784: P591' := P591 + 1
IM[1230,202]: 1
T12784: P761' := P761 + 2
IM[1230,456]: 2
T12784: P193' := P193 - 6
IM[1230,184]: -6
T12784: P648' := P648 - 1
IM[1230,327]: -1
T12784: P133' := P133 - 1
IM[1230,307]: -1
T12784: P751' := P751 - 2
IM[1230,408]: -2
T12784: P306' := P306 - 1
IM[1230,407]: -1
T12784: P667' := P667 + 1
IM[1230,440]: 1
P295 --> T12783 : 1
Pre[1231,258]: 1
P19 --> T12783 : 2
Pre[1231,449]: 2
P133 --> T12783 : 1
Pre[1231,307]: 1
P193 --> T12783 : 6
Pre[1231,184]: 6
P16 --> T12783 : 1
Pre[1231,215]: 1
T12783: P295' := P295 - 1
IM[1231,258]: -1
T12783: P257' := P257 + 1
IM[1231,236]: 1
T12783: P185' := P185 + 4
IM[1231,185]: 4
T12783: P322' := P322 + 2
IM[1231,416]: 2
T12783: P19' := P19 - 2
IM[1231,449]: -2
T12783: P105' := P105 + 1
IM[1231,293]: 1
T12783: P133' := P133 - 1
IM[1231,307]: -1
T12783: P193' := P193 - 6
IM[1231,184]: -6
T12783: P16' := P16 - 1
IM[1231,215]: -1
P299 --> T12782 : 1
Pre[1232,10]: 1
P30 --> T12782 : 1
Pre[1232,220]: 1
P244 --> T12782 : 1
Pre[1232,25]: 1
T12782: P333' := P333 + 1
IM[1232,6]: 1
T12782: P299' := P299 - 1
IM[1232,10]: -1
T12782: P30' := P30 - 1
IM[1232,220]: -1
T12782: P108' := P108 + 1
IM[1232,291]: 1
T12782: P244' := P244 - 1
IM[1232,25]: -1
P193 --> T12781 : 6
Pre[1233,184]: 6
P295 --> T12781 : 1
Pre[1233,258]: 1
P751 --> T12781 : 2
Pre[1233,408]: 2
P19 --> T12781 : 1
Pre[1233,449]: 1
P306 --> T12781 : 1
Pre[1233,407]: 1
T12781: P185' := P185 + 4
IM[1233,185]: 4
T12781: P193' := P193 - 6
IM[1233,184]: -6
T12781: P295' := P295 - 1
IM[1233,258]: -1
T12781: P751' := P751 - 2
IM[1233,408]: -2
T12781: P345' := P345 + 1
IM[1233,415]: 1
T12781: P19' := P19 - 1
IM[1233,449]: -1
T12781: P306' := P306 - 1
IM[1233,407]: -1
T12781: P480' := P480 + 1
IM[1233,418]: 1
T12781: P761' := P761 + 2
IM[1233,456]: 2
P193 --> T12780 : 6
Pre[1234,184]: 6
P19 --> T12780 : 2
Pre[1234,449]: 2
P133 --> T12780 : 1
Pre[1234,307]: 1
P306 --> T12780 : 1
Pre[1234,407]: 1
P751 --> T12780 : 1
Pre[1234,408]: 1
T12780: P193' := P193 - 6
IM[1234,184]: -6
T12780: P19' := P19 - 2
IM[1234,449]: -2
T12780: P185' := P185 + 4
IM[1234,185]: 4
T12780: P133' := P133 - 1
IM[1234,307]: -1
T12780: P591' := P591 + 1
IM[1234,202]: 1
T12780: P480' := P480 + 2
IM[1234,418]: 2
T12780: P306' := P306 - 1
IM[1234,407]: -1
T12780: P761' := P761 + 1
IM[1234,456]: 1
T12780: P751' := P751 - 1
IM[1234,408]: -1
P306 --> T12779 : 1
Pre[1235,407]: 1
P193 --> T12779 : 6
Pre[1235,184]: 6
P648 --> T12779 : 1
Pre[1235,327]: 1
P751 --> T12779 : 2
Pre[1235,408]: 2
P295 --> T12779 : 1
Pre[1235,258]: 1
T12779: P345' := P345 + 1
IM[1235,415]: 1
T12779: P306' := P306 - 1
IM[1235,407]: -1
T12779: P667' := P667 + 1
IM[1235,440]: 1
T12779: P193' := P193 - 6
IM[1235,184]: -6
T12779: P185' := P185 + 4
IM[1235,185]: 4
T12779: P761' := P761 + 2
IM[1235,456]: 2
T12779: P648' := P648 - 1
IM[1235,327]: -1
T12779: P751' := P751 - 2
IM[1235,408]: -2
T12779: P295' := P295 - 1
IM[1235,258]: -1
P312 --> T12778 : 1
Pre[1236,153]: 1
P740 --> T12778 : 1
Pre[1236,148]: 1
P333 --> T12778 : 1
Pre[1236,6]: 1
T12778: P650' := P650 + 1
IM[1236,9]: 1
T12778: P313' := P313 + 1
IM[1236,137]: 1
T12778: P312' := P312 - 1
IM[1236,153]: -1
T12778: P740' := P740 - 1
IM[1236,148]: -1
T12778: P333' := P333 - 1
IM[1236,6]: -1
P20 --> T12777 : 1
Pre[1237,0]: 1
P67 --> T12777 : 1
Pre[1237,414]: 1
T12777: P630' := P630 + 1
IM[1237,31]: 1
T12777: P733' := P733 + 1
IM[1237,380]: 1
T12777: P20' := P20 - 1
IM[1237,0]: -1
T12777: P67' := P67 - 1
IM[1237,414]: -1
P648 --> T12776 : 1
Pre[1238,327]: 1
P190 --> T12776 : 1
Pre[1238,363]: 1
P193 --> T12776 : 6
Pre[1238,184]: 6
P295 --> T12776 : 1
Pre[1238,258]: 1
P133 --> T12776 : 1
Pre[1238,307]: 1
P306 --> T12776 : 1
Pre[1238,407]: 1
T12776: P648' := P648 - 1
IM[1238,327]: -1
T12776: P249' := P249 + 1
IM[1238,381]: 1
T12776: P185' := P185 + 4
IM[1238,185]: 4
T12776: P190' := P190 - 1
IM[1238,363]: -1
T12776: P667' := P667 + 1
IM[1238,440]: 1
T12776: P591' := P591 + 1
IM[1238,202]: 1
T12776: P193' := P193 - 6
IM[1238,184]: -6
T12776: P295' := P295 - 1
IM[1238,258]: -1
T12776: P133' := P133 - 1
IM[1238,307]: -1
T12776: P345' := P345 + 1
IM[1238,415]: 1
T12776: P306' := P306 - 1
IM[1238,407]: -1
P295 --> T12775 : 1
Pre[1239,258]: 1
P19 --> T12775 : 2
Pre[1239,449]: 2
P640 --> T12775 : 1
Pre[1239,355]: 1
P648 --> T12775 : 1
Pre[1239,327]: 1
P193 --> T12775 : 6
Pre[1239,184]: 6
T12775: P295' := P295 - 1
IM[1239,258]: -1
T12775: P326' := P326 + 1
IM[1239,346]: 1
T12775: P19' := P19 - 2
IM[1239,449]: -2
T12775: P111' := P111 + 2
IM[1239,411]: 2
T12775: P640' := P640 - 1
IM[1239,355]: -1
T12775: P185' := P185 + 4
IM[1239,185]: 4
T12775: P648' := P648 - 1
IM[1239,327]: -1
T12775: P53' := P53 + 1
IM[1239,224]: 1
T12775: P193' := P193 - 6
IM[1239,184]: -6
P640 --> T12774 : 1
Pre[1240,355]: 1
P295 --> T12774 : 1
Pre[1240,258]: 1
P193 --> T12774 : 6
Pre[1240,184]: 6
P648 --> T12774 : 2
Pre[1240,327]: 2
P190 --> T12774 : 1
Pre[1240,363]: 1
T12774: P640' := P640 - 1
IM[1240,355]: -1
T12774: P295' := P295 - 1
IM[1240,258]: -1
T12774: P185' := P185 + 4
IM[1240,185]: 4
T12774: P685' := P685 + 1
IM[1240,403]: 1
T12774: P193' := P193 - 6
IM[1240,184]: -6
T12774: P53' := P53 + 1
IM[1240,224]: 1
T12774: P648' := P648 - 2
IM[1240,327]: -2
T12774: P326' := P326 + 2
IM[1240,346]: 2
T12774: P190' := P190 - 1
IM[1240,363]: -1
P193 --> T12773 : 6
Pre[1241,184]: 6
P472 --> T12773 : 1
Pre[1241,334]: 1
P648 --> T12773 : 2
Pre[1241,327]: 2
P133 --> T12773 : 2
Pre[1241,307]: 2
T12773: P193' := P193 - 6
IM[1241,184]: -6
T12773: P472' := P472 - 1
IM[1241,334]: -1
T12773: P465' := P465 + 2
IM[1241,389]: 2
T12773: P648' := P648 - 2
IM[1241,327]: -2
T12773: P185' := P185 + 4
IM[1241,185]: 4
T12773: P457' := P457 + 2
IM[1241,347]: 2
T12773: P133' := P133 - 2
IM[1241,307]: -2
P133 --> T12772 : 1
Pre[1242,307]: 1
P648 --> T12772 : 2
Pre[1242,327]: 2
P190 --> T12772 : 1
Pre[1242,363]: 1
P193 --> T12772 : 6
Pre[1242,184]: 6
P306 --> T12772 : 1
Pre[1242,407]: 1
T12772: P249' := P249 + 1
IM[1242,381]: 1
T12772: P133' := P133 - 1
IM[1242,307]: -1
T12772: P185' := P185 + 4
IM[1242,185]: 4
T12772: P667' := P667 + 2
IM[1242,440]: 2
T12772: P648' := P648 - 2
IM[1242,327]: -2
T12772: P190' := P190 - 1
IM[1242,363]: -1
T12772: P591' := P591 + 1
IM[1242,202]: 1
T12772: P193' := P193 - 6
IM[1242,184]: -6
T12772: P306' := P306 - 1
IM[1242,407]: -1
P193 --> T12771 : 6
Pre[1243,184]: 6
P295 --> T12771 : 3
Pre[1243,258]: 3
P19 --> T12771 : 1
Pre[1243,449]: 1
P567 --> T12771 : 1
Pre[1243,243]: 1
T12771: P193' := P193 - 6
IM[1243,184]: -6
T12771: P79' := P79 + 3
IM[1243,218]: 3
T12771: P295' := P295 - 3
IM[1243,258]: -3
T12771: P19' := P19 - 1
IM[1243,449]: -1
T12771: P185' := P185 + 4
IM[1243,185]: 4
T12771: P37' := P37 + 1
IM[1243,219]: 1
T12771: P567' := P567 - 1
IM[1243,243]: -1
P640 --> T12770 : 1
Pre[1244,355]: 1
P193 --> T12770 : 6
Pre[1244,184]: 6
P19 --> T12770 : 2
Pre[1244,449]: 2
P751 --> T12770 : 2
Pre[1244,408]: 2
T12770: P185' := P185 + 4
IM[1244,185]: 4
T12770: P462' := P462 + 2
IM[1244,410]: 2
T12770: P640' := P640 - 1
IM[1244,355]: -1
T12770: P193' := P193 - 6
IM[1244,184]: -6
T12770: P19' := P19 - 2
IM[1244,449]: -2
T12770: P111' := P111 + 2
IM[1244,411]: 2
T12770: P751' := P751 - 2
IM[1244,408]: -2
P295 --> T12769 : 3
Pre[1245,258]: 3
P193 --> T12769 : 6
Pre[1245,184]: 6
P472 --> T12769 : 1
Pre[1245,334]: 1
P133 --> T12769 : 1
Pre[1245,307]: 1
T12769: P295' := P295 - 3
IM[1245,258]: -3
T12769: P185' := P185 + 4
IM[1245,185]: 4
T12769: P193' := P193 - 6
IM[1245,184]: -6
T12769: P457' := P457 + 1
IM[1245,347]: 1
T12769: P472' := P472 - 1
IM[1245,334]: -1
T12769: P133' := P133 - 1
IM[1245,307]: -1
T12769: P586' := P586 + 3
IM[1245,379]: 3
P19 --> T12768 : 2
Pre[1246,449]: 2
P133 --> T12768 : 1
Pre[1246,307]: 1
P193 --> T12768 : 6
Pre[1246,184]: 6
P306 --> T12768 : 1
Pre[1246,407]: 1
P190 --> T12768 : 1
Pre[1246,363]: 1
T12768: P19' := P19 - 2
IM[1246,449]: -2
T12768: P133' := P133 - 1
IM[1246,307]: -1
T12768: P185' := P185 + 4
IM[1246,185]: 4
T12768: P480' := P480 + 2
IM[1246,418]: 2
T12768: P591' := P591 + 1
IM[1246,202]: 1
T12768: P193' := P193 - 6
IM[1246,184]: -6
T12768: P306' := P306 - 1
IM[1246,407]: -1
T12768: P190' := P190 - 1
IM[1246,363]: -1
T12768: P249' := P249 + 1
IM[1246,381]: 1
P190 --> T12767 : 1
Pre[1247,363]: 1
P751 --> T12767 : 1
Pre[1247,408]: 1
P193 --> T12767 : 6
Pre[1247,184]: 6
P640 --> T12767 : 1
Pre[1247,355]: 1
P19 --> T12767 : 2
Pre[1247,449]: 2
T12767: P190' := P190 - 1
IM[1247,363]: -1
T12767: P751' := P751 - 1
IM[1247,408]: -1
T12767: P111' := P111 + 2
IM[1247,411]: 2
T12767: P685' := P685 + 1
IM[1247,403]: 1
T12767: P185' := P185 + 4
IM[1247,185]: 4
T12767: P193' := P193 - 6
IM[1247,184]: -6
T12767: P640' := P640 - 1
IM[1247,355]: -1
T12767: P462' := P462 + 1
IM[1247,410]: 1
T12767: P19' := P19 - 2
IM[1247,449]: -2
P193 --> T12766 : 6
Pre[1248,184]: 6
P133 --> T12766 : 1
Pre[1248,307]: 1
P295 --> T12766 : 1
Pre[1248,258]: 1
P5 --> T12766 : 1
Pre[1248,384]: 1
P648 --> T12766 : 1
Pre[1248,327]: 1
P190 --> T12766 : 1
Pre[1248,363]: 1
T12766: P193' := P193 - 6
IM[1248,184]: -6
T12766: P133' := P133 - 1
IM[1248,307]: -1
T12766: P295' := P295 - 1
IM[1248,258]: -1
T12766: P185' := P185 + 4
IM[1248,185]: 4
T12766: P5' := P5 - 1
IM[1248,384]: -1
T12766: P668' := P668 + 1
IM[1248,447]: 1
T12766: P340' := P340 + 1
IM[1248,461]: 1
T12766: P648' := P648 - 1
IM[1248,327]: -1
T12766: P214' := P214 + 1
IM[1248,432]: 1
T12766: P568' := P568 + 1
IM[1248,385]: 1
T12766: P190' := P190 - 1
IM[1248,363]: -1
P193 --> T12765 : 6
Pre[1249,184]: 6
P133 --> T12765 : 1
Pre[1249,307]: 1
P19 --> T12765 : 1
Pre[1249,449]: 1
P306 --> T12765 : 1
Pre[1249,407]: 1
P648 --> T12765 : 2
Pre[1249,327]: 2
T12765: P591' := P591 + 1
IM[1249,202]: 1
T12765: P193' := P193 - 6
IM[1249,184]: -6
T12765: P480' := P480 + 1
IM[1249,418]: 1
T12765: P133' := P133 - 1
IM[1249,307]: -1
T12765: P19' := P19 - 1
IM[1249,449]: -1
T12765: P185' := P185 + 4
IM[1249,185]: 4
T12765: P306' := P306 - 1
IM[1249,407]: -1
T12765: P667' := P667 + 2
IM[1249,440]: 2
T12765: P648' := P648 - 2
IM[1249,327]: -2
P640 --> T12764 : 1
Pre[1250,355]: 1
P19 --> T12764 : 1
Pre[1250,449]: 1
P193 --> T12764 : 7
Pre[1250,184]: 7
P751 --> T12764 : 1
Pre[1250,408]: 1
P133 --> T12764 : 1
Pre[1250,307]: 1
T12764: P640' := P640 - 1
IM[1250,355]: -1
T12764: P19' := P19 - 1
IM[1250,449]: -1
T12764: P111' := P111 + 1
IM[1250,411]: 1
T12764: P193' := P193 - 7
IM[1250,184]: -7
T12764: P751' := P751 - 1
IM[1250,408]: -1
T12764: P133' := P133 - 1
IM[1250,307]: -1
T12764: P462' := P462 + 1
IM[1250,410]: 1
T12764: P721' := P721 + 3
IM[1250,192]: 3
T12764: P227' := P227 + 1
IM[1250,344]: 1
P203 --> T12763 : 1
Pre[1251,646]: 1
T12763: P520' := P520 + 1
IM[1251,426]: 1
T12763: P203' := P203 - 1
IM[1251,646]: -1
T12763: P731' := P731 + 1
IM[1251,612]: 1
T12763: P627' := P627 + 1
IM[1251,171]: 1
P751 --> T12762 : 1
Pre[1252,408]: 1
P190 --> T12762 : 2
Pre[1252,363]: 2
P306 --> T12762 : 1
Pre[1252,407]: 1
P193 --> T12762 : 6
Pre[1252,184]: 6
P19 --> T12762 : 1
Pre[1252,449]: 1
T12762: P480' := P480 + 1
IM[1252,418]: 1
T12762: P185' := P185 + 4
IM[1252,185]: 4
T12762: P249' := P249 + 2
IM[1252,381]: 2
T12762: P751' := P751 - 1
IM[1252,408]: -1
T12762: P190' := P190 - 2
IM[1252,363]: -2
T12762: P761' := P761 + 1
IM[1252,456]: 1
T12762: P306' := P306 - 1
IM[1252,407]: -1
T12762: P193' := P193 - 6
IM[1252,184]: -6
T12762: P19' := P19 - 1
IM[1252,449]: -1
P295 --> T12761 : 1
Pre[1253,258]: 1
P133 --> T12761 : 1
Pre[1253,307]: 1
P19 --> T12761 : 1
Pre[1253,449]: 1
P567 --> T12761 : 1
Pre[1253,243]: 1
P751 --> T12761 : 1
Pre[1253,408]: 1
P193 --> T12761 : 6
Pre[1253,184]: 6
T12761: P295' := P295 - 1
IM[1253,258]: -1
T12761: P133' := P133 - 1
IM[1253,307]: -1
T12761: P19' := P19 - 1
IM[1253,449]: -1
T12761: P567' := P567 - 1
IM[1253,243]: -1
T12761: P751' := P751 - 1
IM[1253,408]: -1
T12761: P352' := P352 + 1
IM[1253,331]: 1
T12761: P193' := P193 - 6
IM[1253,184]: -6
T12761: P79' := P79 + 1
IM[1253,218]: 1
T12761: P185' := P185 + 4
IM[1253,185]: 4
T12761: P37' := P37 + 1
IM[1253,219]: 1
T12761: P530' := P530 + 1
IM[1253,435]: 1
P193 --> T12760 : 6
Pre[1254,184]: 6
P472 --> T12760 : 1
Pre[1254,334]: 1
P190 --> T12760 : 1
Pre[1254,363]: 1
P751 --> T12760 : 1
Pre[1254,408]: 1
P19 --> T12760 : 1
Pre[1254,449]: 1
P133 --> T12760 : 1
Pre[1254,307]: 1
T12760: P242' := P242 + 1
IM[1254,216]: 1
T12760: P193' := P193 - 6
IM[1254,184]: -6
T12760: P472' := P472 - 1
IM[1254,334]: -1
T12760: P706' := P706 + 1
IM[1254,362]: 1
T12760: P185' := P185 + 4
IM[1254,185]: 4
T12760: P190' := P190 - 1
IM[1254,363]: -1
T12760: P457' := P457 + 1
IM[1254,347]: 1
T12760: P751' := P751 - 1
IM[1254,408]: -1
T12760: P65' := P65 + 1
IM[1254,336]: 1
T12760: P19' := P19 - 1
IM[1254,449]: -1
T12760: P133' := P133 - 1
IM[1254,307]: -1
P19 --> T12759 : 2
Pre[1255,449]: 2
P567 --> T12759 : 1
Pre[1255,243]: 1
P193 --> T12759 : 7
Pre[1255,184]: 7
P295 --> T12759 : 1
Pre[1255,258]: 1
T12759: P19' := P19 - 2
IM[1255,449]: -2
T12759: P79' := P79 + 1
IM[1255,218]: 1
T12759: P567' := P567 - 1
IM[1255,243]: -1
T12759: P721' := P721 + 3
IM[1255,192]: 3
T12759: P193' := P193 - 7
IM[1255,184]: -7
T12759: P295' := P295 - 1
IM[1255,258]: -1
T12759: P37' := P37 + 2
IM[1255,219]: 2
P751 --> T12758 : 1
Pre[1256,408]: 1
P211 --> T12758 : 1
Pre[1256,335]: 1
P133 --> T12758 : 1
Pre[1256,307]: 1
P193 --> T12758 : 6
Pre[1256,184]: 6
P190 --> T12758 : 1
Pre[1256,363]: 1
P648 --> T12758 : 1
Pre[1256,327]: 1
T12758: P427' := P427 + 1
IM[1256,322]: 1
T12758: P751' := P751 - 1
IM[1256,408]: -1
T12758: P211' := P211 - 1
IM[1256,335]: -1
T12758: P494' := P494 + 1
IM[1256,265]: 1
T12758: P185' := P185 + 4
IM[1256,185]: 4
T12758: P798' := P798 + 1
IM[1256,301]: 1
T12758: P133' := P133 - 1
IM[1256,307]: -1
T12758: P328' := P328 + 1
IM[1256,425]: 1
T12758: P193' := P193 - 6
IM[1256,184]: -6
T12758: P190' := P190 - 1
IM[1256,363]: -1
T12758: P648' := P648 - 1
IM[1256,327]: -1
P193 --> T12757 : 6
Pre[1257,184]: 6
P751 --> T12757 : 1
Pre[1257,408]: 1
P306 --> T12757 : 1
Pre[1257,407]: 1
P648 --> T12757 : 1
Pre[1257,327]: 1
P19 --> T12757 : 1
Pre[1257,449]: 1
P190 --> T12757 : 1
Pre[1257,363]: 1
T12757: P249' := P249 + 1
IM[1257,381]: 1
T12757: P193' := P193 - 6
IM[1257,184]: -6
T12757: P751' := P751 - 1
IM[1257,408]: -1
T12757: P306' := P306 - 1
IM[1257,407]: -1
T12757: P185' := P185 + 4
IM[1257,185]: 4
T12757: P761' := P761 + 1
IM[1257,456]: 1
T12757: P648' := P648 - 1
IM[1257,327]: -1
T12757: P19' := P19 - 1
IM[1257,449]: -1
T12757: P480' := P480 + 1
IM[1257,418]: 1
T12757: P667' := P667 + 1
IM[1257,440]: 1
T12757: P190' := P190 - 1
IM[1257,363]: -1
P193 --> T12756 : 6
Pre[1258,184]: 6
P472 --> T12756 : 1
Pre[1258,334]: 1
P19 --> T12756 : 3
Pre[1258,449]: 3
P295 --> T12756 : 1
Pre[1258,258]: 1
T12756: P586' := P586 + 1
IM[1258,379]: 1
T12756: P193' := P193 - 6
IM[1258,184]: -6
T12756: P472' := P472 - 1
IM[1258,334]: -1
T12756: P706' := P706 + 3
IM[1258,362]: 3
T12756: P19' := P19 - 3
IM[1258,449]: -3
T12756: P185' := P185 + 4
IM[1258,185]: 4
T12756: P295' := P295 - 1
IM[1258,258]: -1
P133 --> T12755 : 1
Pre[1259,307]: 1
P19 --> T12755 : 1
Pre[1259,449]: 1
P190 --> T12755 : 1
Pre[1259,363]: 1
P648 --> T12755 : 1
Pre[1259,327]: 1
P5 --> T12755 : 1
Pre[1259,384]: 1
P193 --> T12755 : 6
Pre[1259,184]: 6
T12755: P185' := P185 + 4
IM[1259,185]: 4
T12755: P133' := P133 - 1
IM[1259,307]: -1
T12755: P568' := P568 + 1
IM[1259,385]: 1
T12755: P19' := P19 - 1
IM[1259,449]: -1
T12755: P190' := P190 - 1
IM[1259,363]: -1
T12755: P552' := P552 + 1
IM[1259,442]: 1
T12755: P340' := P340 + 1
IM[1259,461]: 1
T12755: P668' := P668 + 1
IM[1259,447]: 1
T12755: P648' := P648 - 1
IM[1259,327]: -1
T12755: P5' := P5 - 1
IM[1259,384]: -1
T12755: P193' := P193 - 6
IM[1259,184]: -6
P306 --> T12754 : 1
Pre[1260,407]: 1
P295 --> T12754 : 1
Pre[1260,258]: 1
P19 --> T12754 : 1
Pre[1260,449]: 1
P648 --> T12754 : 1
Pre[1260,327]: 1
P193 --> T12754 : 6
Pre[1260,184]: 6
P751 --> T12754 : 1
Pre[1260,408]: 1
T12754: P761' := P761 + 1
IM[1260,456]: 1
T12754: P306' := P306 - 1
IM[1260,407]: -1
T12754: P295' := P295 - 1
IM[1260,258]: -1
T12754: P19' := P19 - 1
IM[1260,449]: -1
T12754: P185' := P185 + 4
IM[1260,185]: 4
T12754: P648' := P648 - 1
IM[1260,327]: -1
T12754: P345' := P345 + 1
IM[1260,415]: 1
T12754: P667' := P667 + 1
IM[1260,440]: 1
T12754: P480' := P480 + 1
IM[1260,418]: 1
T12754: P193' := P193 - 6
IM[1260,184]: -6
T12754: P751' := P751 - 1
IM[1260,408]: -1
P751 --> T12753 : 1
Pre[1261,408]: 1
P193 --> T12753 : 6
Pre[1261,184]: 6
P211 --> T12753 : 1
Pre[1261,335]: 1
P295 --> T12753 : 2
Pre[1261,258]: 2
P19 --> T12753 : 1
Pre[1261,449]: 1
T12753: P751' := P751 - 1
IM[1261,408]: -1
T12753: P581' := P581 + 1
IM[1261,477]: 1
T12753: P185' := P185 + 4
IM[1261,185]: 4
T12753: P193' := P193 - 6
IM[1261,184]: -6
T12753: P328' := P328 + 1
IM[1261,425]: 1
T12753: P211' := P211 - 1
IM[1261,335]: -1
T12753: P295' := P295 - 2
IM[1261,258]: -2
T12753: P19' := P19 - 1
IM[1261,449]: -1
T12753: P692' := P692 + 2
IM[1261,287]: 2
P295 --> T12752 : 1
Pre[1262,258]: 1
P190 --> T12752 : 2
Pre[1262,363]: 2
P648 --> T12752 : 1
Pre[1262,327]: 1
P16 --> T12752 : 1
Pre[1262,215]: 1
P193 --> T12752 : 6
Pre[1262,184]: 6
T12752: P295' := P295 - 1
IM[1262,258]: -1
T12752: P190' := P190 - 2
IM[1262,363]: -2
T12752: P648' := P648 - 1
IM[1262,327]: -1
T12752: P555' := P555 + 2
IM[1262,368]: 2
T12752: P16' := P16 - 1
IM[1262,215]: -1
T12752: P193' := P193 - 6
IM[1262,184]: -6
T12752: P257' := P257 + 1
IM[1262,236]: 1
T12752: P185' := P185 + 4
IM[1262,185]: 4
T12752: P570' := P570 + 1
IM[1262,296]: 1
P193 --> T12751 : 6
Pre[1263,184]: 6
P19 --> T12751 : 1
Pre[1263,449]: 1
P567 --> T12751 : 1
Pre[1263,243]: 1
P190 --> T12751 : 1
Pre[1263,363]: 1
P295 --> T12751 : 2
Pre[1263,258]: 2
T12751: P37' := P37 + 1
IM[1263,219]: 1
T12751: P193' := P193 - 6
IM[1263,184]: -6
T12751: P185' := P185 + 4
IM[1263,185]: 4
T12751: P79' := P79 + 2
IM[1263,218]: 2
T12751: P19' := P19 - 1
IM[1263,449]: -1
T12751: P584' := P584 + 1
IM[1263,437]: 1
T12751: P567' := P567 - 1
IM[1263,243]: -1
T12751: P190' := P190 - 1
IM[1263,363]: -1
T12751: P295' := P295 - 2
IM[1263,258]: -2
P16 --> T12750 : 1
Pre[1264,215]: 1
P193 --> T12750 : 6
Pre[1264,184]: 6
P19 --> T12750 : 2
Pre[1264,449]: 2
P751 --> T12750 : 1
Pre[1264,408]: 1
P190 --> T12750 : 1
Pre[1264,363]: 1
T12750: P16' := P16 - 1
IM[1264,215]: -1
T12750: P322' := P322 + 2
IM[1264,416]: 2
T12750: P193' := P193 - 6
IM[1264,184]: -6
T12750: P185' := P185 + 4
IM[1264,185]: 4
T12750: P677' := P677 + 1
IM[1264,409]: 1
T12750: P555' := P555 + 1
IM[1264,368]: 1
T12750: P19' := P19 - 2
IM[1264,449]: -2
T12750: P751' := P751 - 1
IM[1264,408]: -1
T12750: P190' := P190 - 1
IM[1264,363]: -1
P672 --> T12749 : 1
Pre[1265,309]: 1
P266 --> T12749 : 1
Pre[1265,14]: 1
T12749: P597' := P597 + 1
IM[1265,15]: 1
T12749: P252' := P252 + 1
IM[1265,357]: 1
T12749: P672' := P672 - 1
IM[1265,309]: -1
T12749: P266' := P266 - 1
IM[1265,14]: -1
P193 --> T12748 : 6
Pre[1266,184]: 6
P133 --> T12748 : 1
Pre[1266,307]: 1
P19 --> T12748 : 1
Pre[1266,449]: 1
P640 --> T12748 : 1
Pre[1266,355]: 1
P648 --> T12748 : 2
Pre[1266,327]: 2
T12748: P111' := P111 + 1
IM[1266,411]: 1
T12748: P193' := P193 - 6
IM[1266,184]: -6
T12748: P185' := P185 + 4
IM[1266,185]: 4
T12748: P133' := P133 - 1
IM[1266,307]: -1
T12748: P227' := P227 + 1
IM[1266,344]: 1
T12748: P326' := P326 + 2
IM[1266,346]: 2
T12748: P19' := P19 - 1
IM[1266,449]: -1
T12748: P640' := P640 - 1
IM[1266,355]: -1
T12748: P648' := P648 - 2
IM[1266,327]: -2
P648 --> T12747 : 1
Pre[1267,327]: 1
P193 --> T12747 : 6
Pre[1267,184]: 6
P472 --> T12747 : 1
Pre[1267,334]: 1
P133 --> T12747 : 3
Pre[1267,307]: 3
T12747: P648' := P648 - 1
IM[1267,327]: -1
T12747: P193' := P193 - 6
IM[1267,184]: -6
T12747: P472' := P472 - 1
IM[1267,334]: -1
T12747: P185' := P185 + 4
IM[1267,185]: 4
T12747: P465' := P465 + 1
IM[1267,389]: 1
T12747: P133' := P133 - 3
IM[1267,307]: -3
T12747: P457' := P457 + 3
IM[1267,347]: 3
P19 --> T12746 : 1
Pre[1268,449]: 1
P295 --> T12746 : 2
Pre[1268,258]: 2
P640 --> T12746 : 1
Pre[1268,355]: 1
P193 --> T12746 : 6
Pre[1268,184]: 6
P133 --> T12746 : 1
Pre[1268,307]: 1
T12746: P19' := P19 - 1
IM[1268,449]: -1
T12746: P53' := P53 + 2
IM[1268,224]: 2
T12746: P185' := P185 + 4
IM[1268,185]: 4
T12746: P295' := P295 - 2
IM[1268,258]: -2
T12746: P640' := P640 - 1
IM[1268,355]: -1
T12746: P111' := P111 + 1
IM[1268,411]: 1
T12746: P227' := P227 + 1
IM[1268,344]: 1
T12746: P193' := P193 - 6
IM[1268,184]: -6
T12746: P133' := P133 - 1
IM[1268,307]: -1
P190 --> T12745 : 1
Pre[1269,363]: 1
P133 --> T12745 : 1
Pre[1269,307]: 1
P751 --> T12745 : 2
Pre[1269,408]: 2
P640 --> T12745 : 1
Pre[1269,355]: 1
P193 --> T12745 : 6
Pre[1269,184]: 6
T12745: P462' := P462 + 2
IM[1269,410]: 2
T12745: P190' := P190 - 1
IM[1269,363]: -1
T12745: P133' := P133 - 1
IM[1269,307]: -1
T12745: P751' := P751 - 2
IM[1269,408]: -2
T12745: P227' := P227 + 1
IM[1269,344]: 1
T12745: P640' := P640 - 1
IM[1269,355]: -1
T12745: P193' := P193 - 6
IM[1269,184]: -6
T12745: P185' := P185 + 4
IM[1269,185]: 4
T12745: P685' := P685 + 1
IM[1269,403]: 1
P193 --> T12744 : 6
Pre[1270,184]: 6
P751 --> T12744 : 1
Pre[1270,408]: 1
P710 --> T12744 : 1
Pre[1270,172]: 1
P648 --> T12744 : 2
Pre[1270,327]: 2
P133 --> T12744 : 1
Pre[1270,307]: 1
T12744: P565' := P565 + 1
IM[1270,315]: 1
T12744: P193' := P193 - 6
IM[1270,184]: -6
T12744: P751' := P751 - 1
IM[1270,408]: -1
T12744: P710' := P710 - 1
IM[1270,172]: -1
T12744: P648' := P648 - 2
IM[1270,327]: -2
T12744: P137' := P137 + 1
IM[1270,280]: 1
T12744: P185' := P185 + 4
IM[1270,185]: 4
T12744: P652' := P652 + 2
IM[1270,393]: 2
T12744: P133' := P133 - 1
IM[1270,307]: -1
P190 --> T12743 : 1
Pre[1271,363]: 1
P193 --> T12743 : 6
Pre[1271,184]: 6
P133 --> T12743 : 2
Pre[1271,307]: 2
P19 --> T12743 : 1
Pre[1271,449]: 1
P306 --> T12743 : 1
Pre[1271,407]: 1
T12743: P190' := P190 - 1
IM[1271,363]: -1
T12743: P193' := P193 - 6
IM[1271,184]: -6
T12743: P133' := P133 - 2
IM[1271,307]: -2
T12743: P249' := P249 + 1
IM[1271,381]: 1
T12743: P185' := P185 + 4
IM[1271,185]: 4
T12743: P19' := P19 - 1
IM[1271,449]: -1
T12743: P591' := P591 + 2
IM[1271,202]: 2
T12743: P480' := P480 + 1
IM[1271,418]: 1
T12743: P306' := P306 - 1
IM[1271,407]: -1
P751 --> T12742 : 2
Pre[1272,408]: 2
P648 --> T12742 : 1
Pre[1272,327]: 1
P19 --> T12742 : 1
Pre[1272,449]: 1
P193 --> T12742 : 6
Pre[1272,184]: 6
P211 --> T12742 : 1
Pre[1272,335]: 1
T12742: P185' := P185 + 4
IM[1272,185]: 4
T12742: P328' := P328 + 2
IM[1272,425]: 2
T12742: P751' := P751 - 2
IM[1272,408]: -2
T12742: P648' := P648 - 1
IM[1272,327]: -1
T12742: P19' := P19 - 1
IM[1272,449]: -1
T12742: P581' := P581 + 1
IM[1272,477]: 1
T12742: P193' := P193 - 6
IM[1272,184]: -6
T12742: P427' := P427 + 1
IM[1272,322]: 1
T12742: P211' := P211 - 1
IM[1272,335]: -1
P193 --> T12741 : 6
Pre[1273,184]: 6
P295 --> T12741 : 3
Pre[1273,258]: 3
P306 --> T12741 : 1
Pre[1273,407]: 1
P19 --> T12741 : 1
Pre[1273,449]: 1
T12741: P345' := P345 + 3
IM[1273,415]: 3
T12741: P193' := P193 - 6
IM[1273,184]: -6
T12741: P295' := P295 - 3
IM[1273,258]: -3
T12741: P185' := P185 + 4
IM[1273,185]: 4
T12741: P306' := P306 - 1
IM[1273,407]: -1
T12741: P480' := P480 + 1
IM[1273,418]: 1
T12741: P19' := P19 - 1
IM[1273,449]: -1
P133 --> T12740 : 1
Pre[1274,307]: 1
P19 --> T12740 : 1
Pre[1274,449]: 1
P751 --> T12740 : 1
Pre[1274,408]: 1
P193 --> T12740 : 7
Pre[1274,184]: 7
P211 --> T12740 : 1
Pre[1274,335]: 1
T12740: P133' := P133 - 1
IM[1274,307]: -1
T12740: P328' := P328 + 1
IM[1274,425]: 1
T12740: P721' := P721 + 3
IM[1274,192]: 3
T12740: P19' := P19 - 1
IM[1274,449]: -1
T12740: P751' := P751 - 1
IM[1274,408]: -1
T12740: P193' := P193 - 7
IM[1274,184]: -7
T12740: P211' := P211 - 1
IM[1274,335]: -1
T12740: P581' := P581 + 1
IM[1274,477]: 1
T12740: P494' := P494 + 1
IM[1274,265]: 1
P5 --> T12739 : 1
Pre[1275,384]: 1
P648 --> T12739 : 1
Pre[1275,327]: 1
P295 --> T12739 : 3
Pre[1275,258]: 3
P193 --> T12739 : 6
Pre[1275,184]: 6
T12739: P5' := P5 - 1
IM[1275,384]: -1
T12739: P648' := P648 - 1
IM[1275,327]: -1
T12739: P214' := P214 + 3
IM[1275,432]: 3
T12739: P295' := P295 - 3
IM[1275,258]: -3
T12739: P193' := P193 - 6
IM[1275,184]: -6
T12739: P185' := P185 + 4
IM[1275,185]: 4
T12739: P568' := P568 + 1
IM[1275,385]: 1
P295 --> T12738 : 1
Pre[1276,258]: 1
P211 --> T12738 : 1
Pre[1276,335]: 1
P133 --> T12738 : 2
Pre[1276,307]: 2
P751 --> T12738 : 1
Pre[1276,408]: 1
P193 --> T12738 : 6
Pre[1276,184]: 6
T12738: P692' := P692 + 1
IM[1276,287]: 1
T12738: P295' := P295 - 1
IM[1276,258]: -1
T12738: P211' := P211 - 1
IM[1276,335]: -1
T12738: P133' := P133 - 2
IM[1276,307]: -2
T12738: P185' := P185 + 4
IM[1276,185]: 4
T12738: P751' := P751 - 1
IM[1276,408]: -1
T12738: P328' := P328 + 1
IM[1276,425]: 1
T12738: P193' := P193 - 6
IM[1276,184]: -6
T12738: P494' := P494 + 2
IM[1276,265]: 2
P133 --> T12737 : 2
Pre[1277,307]: 2
P648 --> T12737 : 1
Pre[1277,327]: 1
P16 --> T12737 : 1
Pre[1277,215]: 1
P193 --> T12737 : 6
Pre[1277,184]: 6
P190 --> T12737 : 1
Pre[1277,363]: 1
T12737: P133' := P133 - 2
IM[1277,307]: -2
T12737: P648' := P648 - 1
IM[1277,327]: -1
T12737: P105' := P105 + 2
IM[1277,293]: 2
T12737: P185' := P185 + 4
IM[1277,185]: 4
T12737: P570' := P570 + 1
IM[1277,296]: 1
T12737: P16' := P16 - 1
IM[1277,215]: -1
T12737: P193' := P193 - 6
IM[1277,184]: -6
T12737: P555' := P555 + 1
IM[1277,368]: 1
T12737: P190' := P190 - 1
IM[1277,363]: -1
P5 --> T12736 : 1
Pre[1278,384]: 1
P19 --> T12736 : 2
Pre[1278,449]: 2
P751 --> T12736 : 1
Pre[1278,408]: 1
P193 --> T12736 : 7
Pre[1278,184]: 7
T12736: P5' := P5 - 1
IM[1278,384]: -1
T12736: P67' := P67 + 1
IM[1278,414]: 1
T12736: P19' := P19 - 2
IM[1278,449]: -2
T12736: P721' := P721 + 3
IM[1278,192]: 3
T12736: P751' := P751 - 1
IM[1278,408]: -1
T12736: P552' := P552 + 2
IM[1278,442]: 2
T12736: P193' := P193 - 7
IM[1278,184]: -7
P648 --> T12735 : 1
Pre[1279,327]: 1
P19 --> T12735 : 2
Pre[1279,449]: 2
P193 --> T12735 : 6
Pre[1279,184]: 6
P472 --> T12735 : 1
Pre[1279,334]: 1
P751 --> T12735 : 1
Pre[1279,408]: 1
T12735: P648' := P648 - 1
IM[1279,327]: -1
T12735: P19' := P19 - 2
IM[1279,449]: -2
T12735: P706' := P706 + 2
IM[1279,362]: 2
T12735: P242' := P242 + 1
IM[1279,216]: 1
T12735: P185' := P185 + 4
IM[1279,185]: 4
T12735: P193' := P193 - 6
IM[1279,184]: -6
T12735: P472' := P472 - 1
IM[1279,334]: -1
T12735: P465' := P465 + 1
IM[1279,389]: 1
T12735: P751' := P751 - 1
IM[1279,408]: -1
P193 --> T12734 : 7
Pre[1280,184]: 7
P640 --> T12734 : 1
Pre[1280,355]: 1
P648 --> T12734 : 1
Pre[1280,327]: 1
P190 --> T12734 : 1
Pre[1280,363]: 1
P133 --> T12734 : 1
Pre[1280,307]: 1
T12734: P193' := P193 - 7
IM[1280,184]: -7
T12734: P640' := P640 - 1
IM[1280,355]: -1
T12734: P685' := P685 + 1
IM[1280,403]: 1
T12734: P648' := P648 - 1
IM[1280,327]: -1
T12734: P190' := P190 - 1
IM[1280,363]: -1
T12734: P227' := P227 + 1
IM[1280,344]: 1
T12734: P326' := P326 + 1
IM[1280,346]: 1
T12734: P721' := P721 + 3
IM[1280,192]: 3
T12734: P133' := P133 - 1
IM[1280,307]: -1
P648 --> T12733 : 1
Pre[1281,327]: 1
P133 --> T12733 : 1
Pre[1281,307]: 1
P211 --> T12733 : 1
Pre[1281,335]: 1
P751 --> T12733 : 1
Pre[1281,408]: 1
P19 --> T12733 : 1
Pre[1281,449]: 1
P193 --> T12733 : 6
Pre[1281,184]: 6
T12733: P427' := P427 + 1
IM[1281,322]: 1
T12733: P581' := P581 + 1
IM[1281,477]: 1
T12733: P648' := P648 - 1
IM[1281,327]: -1
T12733: P328' := P328 + 1
IM[1281,425]: 1
T12733: P133' := P133 - 1
IM[1281,307]: -1
T12733: P185' := P185 + 4
IM[1281,185]: 4
T12733: P211' := P211 - 1
IM[1281,335]: -1
T12733: P751' := P751 - 1
IM[1281,408]: -1
T12733: P494' := P494 + 1
IM[1281,265]: 1
T12733: P19' := P19 - 1
IM[1281,449]: -1
T12733: P193' := P193 - 6
IM[1281,184]: -6
P193 --> T12732 : 6
Pre[1282,184]: 6
P648 --> T12732 : 1
Pre[1282,327]: 1
P295 --> T12732 : 2
Pre[1282,258]: 2
P133 --> T12732 : 1
Pre[1282,307]: 1
P640 --> T12732 : 1
Pre[1282,355]: 1
T12732: P185' := P185 + 4
IM[1282,185]: 4
T12732: P227' := P227 + 1
IM[1282,344]: 1
T12732: P193' := P193 - 6
IM[1282,184]: -6
T12732: P648' := P648 - 1
IM[1282,327]: -1
T12732: P295' := P295 - 2
IM[1282,258]: -2
T12732: P133' := P133 - 1
IM[1282,307]: -1
T12732: P53' := P53 + 2
IM[1282,224]: 2
T12732: P326' := P326 + 1
IM[1282,346]: 1
T12732: P640' := P640 - 1
IM[1282,355]: -1
P295 --> T12731 : 1
Pre[1283,258]: 1
P751 --> T12731 : 1
Pre[1283,408]: 1
P193 --> T12731 : 6
Pre[1283,184]: 6
P190 --> T12731 : 1
Pre[1283,363]: 1
P710 --> T12731 : 1
Pre[1283,172]: 1
P133 --> T12731 : 1
Pre[1283,307]: 1
T12731: P295' := P295 - 1
IM[1283,258]: -1
T12731: P185' := P185 + 4
IM[1283,185]: 4
T12731: P751' := P751 - 1
IM[1283,408]: -1
T12731: P355' := P355 + 1
IM[1283,319]: 1
T12731: P193' := P193 - 6
IM[1283,184]: -6
T12731: P137' := P137 + 1
IM[1283,280]: 1
T12731: P190' := P190 - 1
IM[1283,363]: -1
T12731: P710' := P710 - 1
IM[1283,172]: -1
T12731: P133' := P133 - 1
IM[1283,307]: -1
T12731: P565' := P565 + 1
IM[1283,315]: 1
T12731: P408' := P408 + 1
IM[1283,420]: 1
P567 --> T12730 : 1
Pre[1284,243]: 1
P751 --> T12730 : 1
Pre[1284,408]: 1
P133 --> T12730 : 1
Pre[1284,307]: 1
P295 --> T12730 : 1
Pre[1284,258]: 1
P193 --> T12730 : 6
Pre[1284,184]: 6
P190 --> T12730 : 1
Pre[1284,363]: 1
T12730: P79' := P79 + 1
IM[1284,218]: 1
T12730: P185' := P185 + 4
IM[1284,185]: 4
T12730: P584' := P584 + 1
IM[1284,437]: 1
T12730: P567' := P567 - 1
IM[1284,243]: -1
T12730: P751' := P751 - 1
IM[1284,408]: -1
T12730: P133' := P133 - 1
IM[1284,307]: -1
T12730: P530' := P530 + 1
IM[1284,435]: 1
T12730: P295' := P295 - 1
IM[1284,258]: -1
T12730: P193' := P193 - 6
IM[1284,184]: -6
T12730: P190' := P190 - 1
IM[1284,363]: -1
T12730: P352' := P352 + 1
IM[1284,331]: 1
P193 --> T12729 : 6
Pre[1285,184]: 6
P640 --> T12729 : 1
Pre[1285,355]: 1
P133 --> T12729 : 1
Pre[1285,307]: 1
P648 --> T12729 : 3
Pre[1285,327]: 3
T12729: P193' := P193 - 6
IM[1285,184]: -6
T12729: P185' := P185 + 4
IM[1285,185]: 4
T12729: P640' := P640 - 1
IM[1285,355]: -1
T12729: P133' := P133 - 1
IM[1285,307]: -1
T12729: P227' := P227 + 1
IM[1285,344]: 1
T12729: P326' := P326 + 3
IM[1285,346]: 3
T12729: P648' := P648 - 3
IM[1285,327]: -3
P133 --> T12728 : 1
Pre[1286,307]: 1
P190 --> T12728 : 1
Pre[1286,363]: 1
P295 --> T12728 : 1
Pre[1286,258]: 1
P472 --> T12728 : 1
Pre[1286,334]: 1
P193 --> T12728 : 6
Pre[1286,184]: 6
P648 --> T12728 : 1
Pre[1286,327]: 1
T12728: P457' := P457 + 1
IM[1286,347]: 1
T12728: P65' := P65 + 1
IM[1286,336]: 1
T12728: P133' := P133 - 1
IM[1286,307]: -1
T12728: P190' := P190 - 1
IM[1286,363]: -1
T12728: P586' := P586 + 1
IM[1286,379]: 1
T12728: P295' := P295 - 1
IM[1286,258]: -1
T12728: P472' := P472 - 1
IM[1286,334]: -1
T12728: P193' := P193 - 6
IM[1286,184]: -6
T12728: P465' := P465 + 1
IM[1286,389]: 1
T12728: P648' := P648 - 1
IM[1286,327]: -1
T12728: P185' := P185 + 4
IM[1286,185]: 4
P190 --> T12727 : 1
Pre[1287,363]: 1
P710 --> T12727 : 1
Pre[1287,172]: 1
P193 --> T12727 : 6
Pre[1287,184]: 6
P751 --> T12727 : 1
Pre[1287,408]: 1
P295 --> T12727 : 1
Pre[1287,258]: 1
P133 --> T12727 : 1
Pre[1287,307]: 1
T12727: P190' := P190 - 1
IM[1287,363]: -1
T12727: P710' := P710 - 1
IM[1287,172]: -1
T12727: P193' := P193 - 6
IM[1287,184]: -6
T12727: P355' := P355 + 1
IM[1287,319]: 1
T12727: P751' := P751 - 1
IM[1287,408]: -1
T12727: P408' := P408 + 1
IM[1287,420]: 1
T12727: P295' := P295 - 1
IM[1287,258]: -1
T12727: P133' := P133 - 1
IM[1287,307]: -1
T12727: P137' := P137 + 1
IM[1287,280]: 1
T12727: P565' := P565 + 1
IM[1287,315]: 1
T12727: P185' := P185 + 4
IM[1287,185]: 4
P475 --> T12726 : 1
Pre[1288,246]: 1
P189 --> T12726 : 1
Pre[1288,557]: 1
P19 --> T12726 : 1
Pre[1288,449]: 1
T12726: P475' := P475 - 1
IM[1288,246]: -1
T12726: P205' := P205 + 1
IM[1288,580]: 1
T12726: P189' := P189 - 1
IM[1288,557]: -1
P648 --> T12725 : 1
Pre[1289,327]: 1
P640 --> T12725 : 1
Pre[1289,355]: 1
P133 --> T12725 : 1
Pre[1289,307]: 1
P190 --> T12725 : 2
Pre[1289,363]: 2
P193 --> T12725 : 6
Pre[1289,184]: 6
T12725: P227' := P227 + 1
IM[1289,344]: 1
T12725: P648' := P648 - 1
IM[1289,327]: -1
T12725: P640' := P640 - 1
IM[1289,355]: -1
T12725: P685' := P685 + 2
IM[1289,403]: 2
T12725: P185' := P185 + 4
IM[1289,185]: 4
T12725: P133' := P133 - 1
IM[1289,307]: -1
T12725: P190' := P190 - 2
IM[1289,363]: -2
T12725: P326' := P326 + 1
IM[1289,346]: 1
T12725: P193' := P193 - 6
IM[1289,184]: -6
P133 --> T12724 : 1
Pre[1290,307]: 1
P751 --> T12724 : 1
Pre[1290,408]: 1
P567 --> T12724 : 1
Pre[1290,243]: 1
P190 --> T12724 : 1
Pre[1290,363]: 1
P193 --> T12724 : 7
Pre[1290,184]: 7
T12724: P133' := P133 - 1
IM[1290,307]: -1
T12724: P751' := P751 - 1
IM[1290,408]: -1
T12724: P721' := P721 + 3
IM[1290,192]: 3
T12724: P352' := P352 + 1
IM[1290,331]: 1
T12724: P584' := P584 + 1
IM[1290,437]: 1
T12724: P567' := P567 - 1
IM[1290,243]: -1
T12724: P190' := P190 - 1
IM[1290,363]: -1
T12724: P193' := P193 - 7
IM[1290,184]: -7
T12724: P530' := P530 + 1
IM[1290,435]: 1
P751 --> T12723 : 1
Pre[1291,408]: 1
P190 --> T12723 : 1
Pre[1291,363]: 1
P648 --> T12723 : 1
Pre[1291,327]: 1
P211 --> T12723 : 1
Pre[1291,335]: 1
P295 --> T12723 : 1
Pre[1291,258]: 1
P193 --> T12723 : 6
Pre[1291,184]: 6
T12723: P328' := P328 + 1
IM[1291,425]: 1
T12723: P751' := P751 - 1
IM[1291,408]: -1
T12723: P190' := P190 - 1
IM[1291,363]: -1
T12723: P798' := P798 + 1
IM[1291,301]: 1
T12723: P648' := P648 - 1
IM[1291,327]: -1
T12723: P427' := P427 + 1
IM[1291,322]: 1
T12723: P211' := P211 - 1
IM[1291,335]: -1
T12723: P692' := P692 + 1
IM[1291,287]: 1
T12723: P295' := P295 - 1
IM[1291,258]: -1
T12723: P193' := P193 - 6
IM[1291,184]: -6
T12723: P185' := P185 + 4
IM[1291,185]: 4
P295 --> T12722 : 1
Pre[1292,258]: 1
P19 --> T12722 : 1
Pre[1292,449]: 1
P190 --> T12722 : 1
Pre[1292,363]: 1
P193 --> T12722 : 6
Pre[1292,184]: 6
P133 --> T12722 : 1
Pre[1292,307]: 1
P472 --> T12722 : 1
Pre[1292,334]: 1
T12722: P457' := P457 + 1
IM[1292,347]: 1
T12722: P185' := P185 + 4
IM[1292,185]: 4
T12722: P295' := P295 - 1
IM[1292,258]: -1
T12722: P19' := P19 - 1
IM[1292,449]: -1
T12722: P190' := P190 - 1
IM[1292,363]: -1
T12722: P706' := P706 + 1
IM[1292,362]: 1
T12722: P586' := P586 + 1
IM[1292,379]: 1
T12722: P65' := P65 + 1
IM[1292,336]: 1
T12722: P193' := P193 - 6
IM[1292,184]: -6
T12722: P133' := P133 - 1
IM[1292,307]: -1
T12722: P472' := P472 - 1
IM[1292,334]: -1
P636 --> T12721 : 1
Pre[1293,545]: 1
P682 --> T12721 : 1
Pre[1293,359]: 1
T12721: P140' := P140 + 1
IM[1293,552]: 1
T12721: P551' := P551 + 1
IM[1293,513]: 1
T12721: P636' := P636 - 1
IM[1293,545]: -1
T12721: P682' := P682 - 1
IM[1293,359]: -1
T12721: P573' := P573 + 1
IM[1293,455]: 1
P751 --> T12720 : 2
Pre[1294,408]: 2
P193 --> T12720 : 6
Pre[1294,184]: 6
P472 --> T12720 : 1
Pre[1294,334]: 1
P133 --> T12720 : 1
Pre[1294,307]: 1
P19 --> T12720 : 1
Pre[1294,449]: 1
T12720: P242' := P242 + 2
IM[1294,216]: 2
T12720: P457' := P457 + 1
IM[1294,347]: 1
T12720: P751' := P751 - 2
IM[1294,408]: -2
T12720: P185' := P185 + 4
IM[1294,185]: 4
T12720: P706' := P706 + 1
IM[1294,362]: 1
T12720: P193' := P193 - 6
IM[1294,184]: -6
T12720: P472' := P472 - 1
IM[1294,334]: -1
T12720: P133' := P133 - 1
IM[1294,307]: -1
T12720: P19' := P19 - 1
IM[1294,449]: -1
P190 --> T12719 : 1
Pre[1295,363]: 1
P19 --> T12719 : 1
Pre[1295,449]: 1
P648 --> T12719 : 2
Pre[1295,327]: 2
P306 --> T12719 : 1
Pre[1295,407]: 1
P193 --> T12719 : 6
Pre[1295,184]: 6
T12719: P190' := P190 - 1
IM[1295,363]: -1
T12719: P667' := P667 + 2
IM[1295,440]: 2
T12719: P185' := P185 + 4
IM[1295,185]: 4
T12719: P19' := P19 - 1
IM[1295,449]: -1
T12719: P648' := P648 - 2
IM[1295,327]: -2
T12719: P249' := P249 + 1
IM[1295,381]: 1
T12719: P480' := P480 + 1
IM[1295,418]: 1
T12719: P306' := P306 - 1
IM[1295,407]: -1
T12719: P193' := P193 - 6
IM[1295,184]: -6
P193 --> T12718 : 6
Pre[1296,184]: 6
P295 --> T12718 : 1
Pre[1296,258]: 1
P751 --> T12718 : 1
Pre[1296,408]: 1
P710 --> T12718 : 1
Pre[1296,172]: 1
P19 --> T12718 : 2
Pre[1296,449]: 2
T12718: P185' := P185 + 4
IM[1296,185]: 4
T12718: P193' := P193 - 6
IM[1296,184]: -6
T12718: P295' := P295 - 1
IM[1296,258]: -1
T12718: P215' := P215 + 2
IM[1296,365]: 2
T12718: P751' := P751 - 1
IM[1296,408]: -1
T12718: P355' := P355 + 1
IM[1296,319]: 1
T12718: P710' := P710 - 1
IM[1296,172]: -1
T12718: P19' := P19 - 2
IM[1296,449]: -2
T12718: P565' := P565 + 1
IM[1296,315]: 1
P306 --> T12717 : 1
Pre[1297,407]: 1
P19 --> T12717 : 1
Pre[1297,449]: 1
P193 --> T12717 : 6
Pre[1297,184]: 6
P133 --> T12717 : 1
Pre[1297,307]: 1
P751 --> T12717 : 1
Pre[1297,408]: 1
P190 --> T12717 : 1
Pre[1297,363]: 1
T12717: P306' := P306 - 1
IM[1297,407]: -1
T12717: P591' := P591 + 1
IM[1297,202]: 1
T12717: P19' := P19 - 1
IM[1297,449]: -1
T12717: P193' := P193 - 6
IM[1297,184]: -6
T12717: P480' := P480 + 1
IM[1297,418]: 1
T12717: P133' := P133 - 1
IM[1297,307]: -1
T12717: P751' := P751 - 1
IM[1297,408]: -1
T12717: P190' := P190 - 1
IM[1297,363]: -1
T12717: P761' := P761 + 1
IM[1297,456]: 1
T12717: P249' := P249 + 1
IM[1297,381]: 1
T12717: P185' := P185 + 4
IM[1297,185]: 4
P211 --> T12716 : 1
Pre[1298,335]: 1
P193 --> T12716 : 6
Pre[1298,184]: 6
P751 --> T12716 : 1
Pre[1298,408]: 1
P648 --> T12716 : 1
Pre[1298,327]: 1
P19 --> T12716 : 2
Pre[1298,449]: 2
T12716: P328' := P328 + 1
IM[1298,425]: 1
T12716: P211' := P211 - 1
IM[1298,335]: -1
T12716: P193' := P193 - 6
IM[1298,184]: -6
T12716: P427' := P427 + 1
IM[1298,322]: 1
T12716: P581' := P581 + 2
IM[1298,477]: 2
T12716: P751' := P751 - 1
IM[1298,408]: -1
T12716: P185' := P185 + 4
IM[1298,185]: 4
T12716: P648' := P648 - 1
IM[1298,327]: -1
T12716: P19' := P19 - 2
IM[1298,449]: -2
P751 --> T12715 : 1
Pre[1299,408]: 1
P193 --> T12715 : 6
Pre[1299,184]: 6
P190 --> T12715 : 1
Pre[1299,363]: 1
P567 --> T12715 : 1
Pre[1299,243]: 1
P648 --> T12715 : 2
Pre[1299,327]: 2
T12715: P751' := P751 - 1
IM[1299,408]: -1
T12715: P530' := P530 + 1
IM[1299,435]: 1
T12715: P185' := P185 + 4
IM[1299,185]: 4
T12715: P193' := P193 - 6
IM[1299,184]: -6
T12715: P190' := P190 - 1
IM[1299,363]: -1
T12715: P567' := P567 - 1
IM[1299,243]: -1
T12715: P584' := P584 + 1
IM[1299,437]: 1
T12715: P240' := P240 + 2
IM[1299,358]: 2
T12715: P648' := P648 - 2
IM[1299,327]: -2
P295 --> T12714 : 2
Pre[1300,258]: 2
P190 --> T12714 : 1
Pre[1300,363]: 1
P193 --> T12714 : 6
Pre[1300,184]: 6
P211 --> T12714 : 1
Pre[1300,335]: 1
P19 --> T12714 : 1
Pre[1300,449]: 1
T12714: P295' := P295 - 2
IM[1300,258]: -2
T12714: P190' := P190 - 1
IM[1300,363]: -1
T12714: P692' := P692 + 2
IM[1300,287]: 2
T12714: P193' := P193 - 6
IM[1300,184]: -6
T12714: P211' := P211 - 1
IM[1300,335]: -1
T12714: P185' := P185 + 4
IM[1300,185]: 4
T12714: P581' := P581 + 1
IM[1300,477]: 1
T12714: P19' := P19 - 1
IM[1300,449]: -1
T12714: P798' := P798 + 1
IM[1300,301]: 1
P306 --> T12713 : 1
Pre[1301,407]: 1
P193 --> T12713 : 6
Pre[1301,184]: 6
P133 --> T12713 : 2
Pre[1301,307]: 2
P751 --> T12713 : 1
Pre[1301,408]: 1
P19 --> T12713 : 1
Pre[1301,449]: 1
T12713: P306' := P306 - 1
IM[1301,407]: -1
T12713: P193' := P193 - 6
IM[1301,184]: -6
T12713: P185' := P185 + 4
IM[1301,185]: 4
T12713: P133' := P133 - 2
IM[1301,307]: -2
T12713: P751' := P751 - 1
IM[1301,408]: -1
T12713: P591' := P591 + 2
IM[1301,202]: 2
T12713: P19' := P19 - 1
IM[1301,449]: -1
T12713: P761' := P761 + 1
IM[1301,456]: 1
T12713: P480' := P480 + 1
IM[1301,418]: 1
P295 --> T12712 : 1
Pre[1302,258]: 1
P190 --> T12712 : 1
Pre[1302,363]: 1
P567 --> T12712 : 1
Pre[1302,243]: 1
P19 --> T12712 : 1
Pre[1302,449]: 1
P193 --> T12712 : 6
Pre[1302,184]: 6
P751 --> T12712 : 1
Pre[1302,408]: 1
T12712: P37' := P37 + 1
IM[1302,219]: 1
T12712: P295' := P295 - 1
IM[1302,258]: -1
T12712: P584' := P584 + 1
IM[1302,437]: 1
T12712: P185' := P185 + 4
IM[1302,185]: 4
T12712: P190' := P190 - 1
IM[1302,363]: -1
T12712: P79' := P79 + 1
IM[1302,218]: 1
T12712: P567' := P567 - 1
IM[1302,243]: -1
T12712: P19' := P19 - 1
IM[1302,449]: -1
T12712: P530' := P530 + 1
IM[1302,435]: 1
T12712: P193' := P193 - 6
IM[1302,184]: -6
T12712: P751' := P751 - 1
IM[1302,408]: -1
P193 --> T12711 : 6
Pre[1303,184]: 6
P190 --> T12711 : 1
Pre[1303,363]: 1
P710 --> T12711 : 1
Pre[1303,172]: 1
P19 --> T12711 : 1
Pre[1303,449]: 1
P751 --> T12711 : 2
Pre[1303,408]: 2
T12711: P193' := P193 - 6
IM[1303,184]: -6
T12711: P190' := P190 - 1
IM[1303,363]: -1
T12711: P710' := P710 - 1
IM[1303,172]: -1
T12711: P215' := P215 + 1
IM[1303,365]: 1
T12711: P185' := P185 + 4
IM[1303,185]: 4
T12711: P19' := P19 - 1
IM[1303,449]: -1
T12711: P408' := P408 + 1
IM[1303,420]: 1
T12711: P565' := P565 + 2
IM[1303,315]: 2
T12711: P751' := P751 - 2
IM[1303,408]: -2
P751 --> T12710 : 1
Pre[1304,408]: 1
P190 --> T12710 : 2
Pre[1304,363]: 2
P295 --> T12710 : 1
Pre[1304,258]: 1
P193 --> T12710 : 6
Pre[1304,184]: 6
P16 --> T12710 : 1
Pre[1304,215]: 1
T12710: P751' := P751 - 1
IM[1304,408]: -1
T12710: P190' := P190 - 2
IM[1304,363]: -2
T12710: P295' := P295 - 1
IM[1304,258]: -1
T12710: P257' := P257 + 1
IM[1304,236]: 1
T12710: P677' := P677 + 1
IM[1304,409]: 1
T12710: P185' := P185 + 4
IM[1304,185]: 4
T12710: P193' := P193 - 6
IM[1304,184]: -6
T12710: P555' := P555 + 2
IM[1304,368]: 2
T12710: P16' := P16 - 1
IM[1304,215]: -1
P381 --> T12709 : 1
Pre[1305,183]: 1
P801 --> T12709 : 1
Pre[1305,139]: 1
T12709: P687' := P687 + 1
IM[1305,238]: 1
T12709: P233' := P233 + 1
IM[1305,90]: 1
T12709: P381' := P381 - 1
IM[1305,183]: -1
T12709: P801' := P801 - 1
IM[1305,139]: -1
P295 --> T12708 : 1
Pre[1306,258]: 1
P190 --> T12708 : 1
Pre[1306,363]: 1
P648 --> T12708 : 1
Pre[1306,327]: 1
P306 --> T12708 : 1
Pre[1306,407]: 1
P193 --> T12708 : 7
Pre[1306,184]: 7
T12708: P721' := P721 + 3
IM[1306,192]: 3
T12708: P667' := P667 + 1
IM[1306,440]: 1
T12708: P295' := P295 - 1
IM[1306,258]: -1
T12708: P190' := P190 - 1
IM[1306,363]: -1
T12708: P249' := P249 + 1
IM[1306,381]: 1
T12708: P648' := P648 - 1
IM[1306,327]: -1
T12708: P306' := P306 - 1
IM[1306,407]: -1
T12708: P193' := P193 - 7
IM[1306,184]: -7
T12708: P345' := P345 + 1
IM[1306,415]: 1
P133 --> T12707 : 3
Pre[1307,307]: 3
P190 --> T12707 : 1
Pre[1307,363]: 1
P640 --> T12707 : 1
Pre[1307,355]: 1
P193 --> T12707 : 6
Pre[1307,184]: 6
T12707: P133' := P133 - 3
IM[1307,307]: -3
T12707: P227' := P227 + 3
IM[1307,344]: 3
T12707: P190' := P190 - 1
IM[1307,363]: -1
T12707: P185' := P185 + 4
IM[1307,185]: 4
T12707: P640' := P640 - 1
IM[1307,355]: -1
T12707: P685' := P685 + 1
IM[1307,403]: 1
T12707: P193' := P193 - 6
IM[1307,184]: -6
P751 --> T12706 : 1
Pre[1308,408]: 1
P133 --> T12706 : 3
Pre[1308,307]: 3
P193 --> T12706 : 6
Pre[1308,184]: 6
P16 --> T12706 : 1
Pre[1308,215]: 1
T12706: P185' := P185 + 4
IM[1308,185]: 4
T12706: P751' := P751 - 1
IM[1308,408]: -1
T12706: P105' := P105 + 3
IM[1308,293]: 3
T12706: P133' := P133 - 3
IM[1308,307]: -3
T12706: P193' := P193 - 6
IM[1308,184]: -6
T12706: P677' := P677 + 1
IM[1308,409]: 1
T12706: P16' := P16 - 1
IM[1308,215]: -1
P16 --> T12705 : 1
Pre[1309,215]: 1
P295 --> T12705 : 2
Pre[1309,258]: 2
P193 --> T12705 : 6
Pre[1309,184]: 6
P648 --> T12705 : 2
Pre[1309,327]: 2
T12705: P257' := P257 + 2
IM[1309,236]: 2
T12705: P16' := P16 - 1
IM[1309,215]: -1
T12705: P570' := P570 + 2
IM[1309,296]: 2
T12705: P295' := P295 - 2
IM[1309,258]: -2
T12705: P193' := P193 - 6
IM[1309,184]: -6
T12705: P185' := P185 + 4
IM[1309,185]: 4
T12705: P648' := P648 - 2
IM[1309,327]: -2
P640 --> T12704 : 1
Pre[1310,355]: 1
P190 --> T12704 : 1
Pre[1310,363]: 1
P193 --> T12704 : 7
Pre[1310,184]: 7
P133 --> T12704 : 2
Pre[1310,307]: 2
T12704: P640' := P640 - 1
IM[1310,355]: -1
T12704: P721' := P721 + 3
IM[1310,192]: 3
T12704: P190' := P190 - 1
IM[1310,363]: -1
T12704: P685' := P685 + 1
IM[1310,403]: 1
T12704: P193' := P193 - 7
IM[1310,184]: -7
T12704: P227' := P227 + 2
IM[1310,344]: 2
T12704: P133' := P133 - 2
IM[1310,307]: -2
P190 --> T12703 : 1
Pre[1311,363]: 1
P133 --> T12703 : 2
Pre[1311,307]: 2
P193 --> T12703 : 6
Pre[1311,184]: 6
P306 --> T12703 : 1
Pre[1311,407]: 1
P19 --> T12703 : 1
Pre[1311,449]: 1
T12703: P190' := P190 - 1
IM[1311,363]: -1
T12703: P133' := P133 - 2
IM[1311,307]: -2
T12703: P480' := P480 + 1
IM[1311,418]: 1
T12703: P193' := P193 - 6
IM[1311,184]: -6
T12703: P306' := P306 - 1
IM[1311,407]: -1
T12703: P185' := P185 + 4
IM[1311,185]: 4
T12703: P591' := P591 + 2
IM[1311,202]: 2
T12703: P19' := P19 - 1
IM[1311,449]: -1
T12703: P249' := P249 + 1
IM[1311,381]: 1
P281 --> T12702 : 1
Pre[1312,654]: 1
P459 --> T12702 : 1
Pre[1312,510]: 1
P332 --> T12702 : 1
Pre[1312,511]: 1
T12702: P493' := P493 + 1
IM[1312,566]: 1
T12702: P281' := P281 - 1
IM[1312,654]: -1
T12702: P799' := P799 + 1
IM[1312,751]: 1
P193 --> T12701 : 7
Pre[1313,184]: 7
P295 --> T12701 : 1
Pre[1313,258]: 1
P472 --> T12701 : 1
Pre[1313,334]: 1
P751 --> T12701 : 2
Pre[1313,408]: 2
T12701: P721' := P721 + 3
IM[1313,192]: 3
T12701: P193' := P193 - 7
IM[1313,184]: -7
T12701: P295' := P295 - 1
IM[1313,258]: -1
T12701: P472' := P472 - 1
IM[1313,334]: -1
T12701: P751' := P751 - 2
IM[1313,408]: -2
T12701: P242' := P242 + 2
IM[1313,216]: 2
T12701: P586' := P586 + 1
IM[1313,379]: 1
P193 --> T12700 : 6
Pre[1314,184]: 6
P751 --> T12700 : 2
Pre[1314,408]: 2
P306 --> T12700 : 1
Pre[1314,407]: 1
P19 --> T12700 : 1
Pre[1314,449]: 1
P648 --> T12700 : 1
Pre[1314,327]: 1
T12700: P185' := P185 + 4
IM[1314,185]: 4
T12700: P667' := P667 + 1
IM[1314,440]: 1
T12700: P193' := P193 - 6
IM[1314,184]: -6
T12700: P480' := P480 + 1
IM[1314,418]: 1
T12700: P751' := P751 - 2
IM[1314,408]: -2
T12700: P306' := P306 - 1
IM[1314,407]: -1
T12700: P19' := P19 - 1
IM[1314,449]: -1
T12700: P648' := P648 - 1
IM[1314,327]: -1
T12700: P761' := P761 + 2
IM[1314,456]: 2
P648 --> T12699 : 2
Pre[1315,327]: 2
P710 --> T12699 : 1
Pre[1315,172]: 1
P190 --> T12699 : 1
Pre[1315,363]: 1
P193 --> T12699 : 6
Pre[1315,184]: 6
P19 --> T12699 : 1
Pre[1315,449]: 1
T12699: P648' := P648 - 2
IM[1315,327]: -2
T12699: P710' := P710 - 1
IM[1315,172]: -1
T12699: P408' := P408 + 1
IM[1315,420]: 1
T12699: P190' := P190 - 1
IM[1315,363]: -1
T12699: P652' := P652 + 2
IM[1315,393]: 2
T12699: P193' := P193 - 6
IM[1315,184]: -6
T12699: P19' := P19 - 1
IM[1315,449]: -1
T12699: P215' := P215 + 1
IM[1315,365]: 1
T12699: P185' := P185 + 4
IM[1315,185]: 4
P190 --> T12698 : 2
Pre[1316,363]: 2
P751 --> T12698 : 1
Pre[1316,408]: 1
P472 --> T12698 : 1
Pre[1316,334]: 1
P19 --> T12698 : 1
Pre[1316,449]: 1
P193 --> T12698 : 6
Pre[1316,184]: 6
T12698: P190' := P190 - 2
IM[1316,363]: -2
T12698: P185' := P185 + 4
IM[1316,185]: 4
T12698: P65' := P65 + 2
IM[1316,336]: 2
T12698: P751' := P751 - 1
IM[1316,408]: -1
T12698: P472' := P472 - 1
IM[1316,334]: -1
T12698: P19' := P19 - 1
IM[1316,449]: -1
T12698: P242' := P242 + 1
IM[1316,216]: 1
T12698: P193' := P193 - 6
IM[1316,184]: -6
T12698: P706' := P706 + 1
IM[1316,362]: 1
P19 --> T12697 : 1
Pre[1317,449]: 1
P133 --> T12697 : 1
Pre[1317,307]: 1
P5 --> T12697 : 1
Pre[1317,384]: 1
P193 --> T12697 : 6
Pre[1317,184]: 6
P190 --> T12697 : 2
Pre[1317,363]: 2
T12697: P340' := P340 + 2
IM[1317,461]: 2
T12697: P19' := P19 - 1
IM[1317,449]: -1
T12697: P668' := P668 + 1
IM[1317,447]: 1
T12697: P552' := P552 + 1
IM[1317,442]: 1
T12697: P133' := P133 - 1
IM[1317,307]: -1
T12697: P5' := P5 - 1
IM[1317,384]: -1
T12697: P193' := P193 - 6
IM[1317,184]: -6
T12697: P185' := P185 + 4
IM[1317,185]: 4
T12697: P190' := P190 - 2
IM[1317,363]: -2
P299 --> T12696 : 1
Pre[1318,10]: 1
P467 --> T12696 : 1
Pre[1318,2]: 1
P365 --> T12696 : 1
Pre[1318,134]: 1
T12696: P299' := P299 - 1
IM[1318,10]: -1
T12696: P467' := P467 - 1
IM[1318,2]: -1
T12696: P333' := P333 + 1
IM[1318,6]: 1
T12696: P741' := P741 + 1
IM[1318,56]: 1
T12696: P365' := P365 - 1
IM[1318,134]: -1
P710 --> T12695 : 1
Pre[1319,172]: 1
P648 --> T12695 : 1
Pre[1319,327]: 1
P193 --> T12695 : 6
Pre[1319,184]: 6
P190 --> T12695 : 1
Pre[1319,363]: 1
P19 --> T12695 : 2
Pre[1319,449]: 2
T12695: P408' := P408 + 1
IM[1319,420]: 1
T12695: P652' := P652 + 1
IM[1319,393]: 1
T12695: P710' := P710 - 1
IM[1319,172]: -1
T12695: P648' := P648 - 1
IM[1319,327]: -1
T12695: P185' := P185 + 4
IM[1319,185]: 4
T12695: P215' := P215 + 2
IM[1319,365]: 2
T12695: P193' := P193 - 6
IM[1319,184]: -6
T12695: P190' := P190 - 1
IM[1319,363]: -1
T12695: P19' := P19 - 2
IM[1319,449]: -2
P211 --> T12694 : 1
Pre[1320,335]: 1
P193 --> T12694 : 6
Pre[1320,184]: 6
P751 --> T12694 : 1
Pre[1320,408]: 1
P190 --> T12694 : 2
Pre[1320,363]: 2
P295 --> T12694 : 1
Pre[1320,258]: 1
T12694: P211' := P211 - 1
IM[1320,335]: -1
T12694: P193' := P193 - 6
IM[1320,184]: -6
T12694: P328' := P328 + 1
IM[1320,425]: 1
T12694: P751' := P751 - 1
IM[1320,408]: -1
T12694: P185' := P185 + 4
IM[1320,185]: 4
T12694: P190' := P190 - 2
IM[1320,363]: -2
T12694: P295' := P295 - 1
IM[1320,258]: -1
T12694: P798' := P798 + 2
IM[1320,301]: 2
T12694: P692' := P692 + 1
IM[1320,287]: 1
P295 --> T12693 : 2
Pre[1321,258]: 2
P190 --> T12693 : 1
Pre[1321,363]: 1
P19 --> T12693 : 1
Pre[1321,449]: 1
P567 --> T12693 : 1
Pre[1321,243]: 1
P193 --> T12693 : 6
Pre[1321,184]: 6
T12693: P295' := P295 - 2
IM[1321,258]: -2
T12693: P190' := P190 - 1
IM[1321,363]: -1
T12693: P79' := P79 + 2
IM[1321,218]: 2
T12693: P584' := P584 + 1
IM[1321,437]: 1
T12693: P19' := P19 - 1
IM[1321,449]: -1
T12693: P567' := P567 - 1
IM[1321,243]: -1
T12693: P185' := P185 + 4
IM[1321,185]: 4
T12693: P37' := P37 + 1
IM[1321,219]: 1
T12693: P193' := P193 - 6
IM[1321,184]: -6
P19 --> T12692 : 3
Pre[1322,449]: 3
P193 --> T12692 : 7
Pre[1322,184]: 7
P306 --> T12692 : 1
Pre[1322,407]: 1
T12692: P19' := P19 - 3
IM[1322,449]: -3
T12692: P721' := P721 + 3
IM[1322,192]: 3
T12692: P193' := P193 - 7
IM[1322,184]: -7
T12692: P480' := P480 + 3
IM[1322,418]: 3
T12692: P306' := P306 - 1
IM[1322,407]: -1
P19 --> T12691 : 1
Pre[1323,449]: 1
P295 --> T12691 : 2
Pre[1323,258]: 2
P211 --> T12691 : 1
Pre[1323,335]: 1
P193 --> T12691 : 7
Pre[1323,184]: 7
T12691: P19' := P19 - 1
IM[1323,449]: -1
T12691: P721' := P721 + 3
IM[1323,192]: 3
T12691: P581' := P581 + 1
IM[1323,477]: 1
T12691: P692' := P692 + 2
IM[1323,287]: 2
T12691: P295' := P295 - 2
IM[1323,258]: -2
T12691: P211' := P211 - 1
IM[1323,335]: -1
T12691: P193' := P193 - 7
IM[1323,184]: -7
P567 --> T12690 : 1
Pre[1324,243]: 1
P190 --> T12690 : 1
Pre[1324,363]: 1
P295 --> T12690 : 2
Pre[1324,258]: 2
P751 --> T12690 : 1
Pre[1324,408]: 1
P193 --> T12690 : 6
Pre[1324,184]: 6
T12690: P567' := P567 - 1
IM[1324,243]: -1
T12690: P584' := P584 + 1
IM[1324,437]: 1
T12690: P79' := P79 + 2
IM[1324,218]: 2
T12690: P190' := P190 - 1
IM[1324,363]: -1
T12690: P185' := P185 + 4
IM[1324,185]: 4
T12690: P295' := P295 - 2
IM[1324,258]: -2
T12690: P530' := P530 + 1
IM[1324,435]: 1
T12690: P751' := P751 - 1
IM[1324,408]: -1
T12690: P193' := P193 - 6
IM[1324,184]: -6
P640 --> T12689 : 1
Pre[1325,355]: 1
P133 --> T12689 : 1
Pre[1325,307]: 1
P648 --> T12689 : 1
Pre[1325,327]: 1
P190 --> T12689 : 1
Pre[1325,363]: 1
P295 --> T12689 : 1
Pre[1325,258]: 1
P193 --> T12689 : 6
Pre[1325,184]: 6
T12689: P640' := P640 - 1
IM[1325,355]: -1
T12689: P133' := P133 - 1
IM[1325,307]: -1
T12689: P227' := P227 + 1
IM[1325,344]: 1
T12689: P326' := P326 + 1
IM[1325,346]: 1
T12689: P53' := P53 + 1
IM[1325,224]: 1
T12689: P685' := P685 + 1
IM[1325,403]: 1
T12689: P648' := P648 - 1
IM[1325,327]: -1
T12689: P185' := P185 + 4
IM[1325,185]: 4
T12689: P190' := P190 - 1
IM[1325,363]: -1
T12689: P295' := P295 - 1
IM[1325,258]: -1
T12689: P193' := P193 - 6
IM[1325,184]: -6
P648 --> T12688 : 2
Pre[1326,327]: 2
P193 --> T12688 : 7
Pre[1326,184]: 7
P190 --> T12688 : 1
Pre[1326,363]: 1
P472 --> T12688 : 1
Pre[1326,334]: 1
T12688: P465' := P465 + 2
IM[1326,389]: 2
T12688: P721' := P721 + 3
IM[1326,192]: 3
T12688: P648' := P648 - 2
IM[1326,327]: -2
T12688: P193' := P193 - 7
IM[1326,184]: -7
T12688: P190' := P190 - 1
IM[1326,363]: -1
T12688: P472' := P472 - 1
IM[1326,334]: -1
T12688: P65' := P65 + 1
IM[1326,336]: 1
P190 --> T12687 : 1
Pre[1327,363]: 1
P73 --> T12687 : 1
Pre[1327,581]: 1
P475 --> T12687 : 1
Pre[1327,246]: 1
T12687: P83' := P83 + 1
IM[1327,579]: 1
T12687: P73' := P73 - 1
IM[1327,581]: -1
T12687: P475' := P475 - 1
IM[1327,246]: -1
P133 --> T12686 : 1
Pre[1328,307]: 1
P19 --> T12686 : 1
Pre[1328,449]: 1
P193 --> T12686 : 6
Pre[1328,184]: 6
P751 --> T12686 : 2
Pre[1328,408]: 2
P211 --> T12686 : 1
Pre[1328,335]: 1
T12686: P133' := P133 - 1
IM[1328,307]: -1
T12686: P19' := P19 - 1
IM[1328,449]: -1
T12686: P328' := P328 + 2
IM[1328,425]: 2
T12686: P193' := P193 - 6
IM[1328,184]: -6
T12686: P581' := P581 + 1
IM[1328,477]: 1
T12686: P185' := P185 + 4
IM[1328,185]: 4
T12686: P751' := P751 - 2
IM[1328,408]: -2
T12686: P211' := P211 - 1
IM[1328,335]: -1
T12686: P494' := P494 + 1
IM[1328,265]: 1
P190 --> T12685 : 1
Pre[1329,363]: 1
P648 --> T12685 : 2
Pre[1329,327]: 2
P19 --> T12685 : 1
Pre[1329,449]: 1
P193 --> T12685 : 6
Pre[1329,184]: 6
P211 --> T12685 : 1
Pre[1329,335]: 1
T12685: P798' := P798 + 1
IM[1329,301]: 1
T12685: P190' := P190 - 1
IM[1329,363]: -1
T12685: P648' := P648 - 2
IM[1329,327]: -2
T12685: P427' := P427 + 2
IM[1329,322]: 2
T12685: P19' := P19 - 1
IM[1329,449]: -1
T12685: P185' := P185 + 4
IM[1329,185]: 4
T12685: P193' := P193 - 6
IM[1329,184]: -6
T12685: P211' := P211 - 1
IM[1329,335]: -1
T12685: P581' := P581 + 1
IM[1329,477]: 1
P193 --> T12684 : 7
Pre[1330,184]: 7
P211 --> T12684 : 1
Pre[1330,335]: 1
P751 --> T12684 : 2
Pre[1330,408]: 2
P295 --> T12684 : 1
Pre[1330,258]: 1
T12684: P193' := P193 - 7
IM[1330,184]: -7
T12684: P328' := P328 + 2
IM[1330,425]: 2
T12684: P721' := P721 + 3
IM[1330,192]: 3
T12684: P211' := P211 - 1
IM[1330,335]: -1
T12684: P751' := P751 - 2
IM[1330,408]: -2
T12684: P295' := P295 - 1
IM[1330,258]: -1
T12684: P692' := P692 + 1
IM[1330,287]: 1
P193 --> T12683 : 7
Pre[1331,184]: 7
P295 --> T12683 : 1
Pre[1331,258]: 1
P211 --> T12683 : 1
Pre[1331,335]: 1
P648 --> T12683 : 1
Pre[1331,327]: 1
P190 --> T12683 : 1
Pre[1331,363]: 1
T12683: P193' := P193 - 7
IM[1331,184]: -7
T12683: P295' := P295 - 1
IM[1331,258]: -1
T12683: P211' := P211 - 1
IM[1331,335]: -1
T12683: P427' := P427 + 1
IM[1331,322]: 1
T12683: P648' := P648 - 1
IM[1331,327]: -1
T12683: P692' := P692 + 1
IM[1331,287]: 1
T12683: P798' := P798 + 1
IM[1331,301]: 1
T12683: P190' := P190 - 1
IM[1331,363]: -1
T12683: P721' := P721 + 3
IM[1331,192]: 3
P295 --> T12682 : 2
Pre[1332,258]: 2
P648 --> T12682 : 1
Pre[1332,327]: 1
P211 --> T12682 : 1
Pre[1332,335]: 1
P133 --> T12682 : 1
Pre[1332,307]: 1
P193 --> T12682 : 6
Pre[1332,184]: 6
T12682: P427' := P427 + 1
IM[1332,322]: 1
T12682: P185' := P185 + 4
IM[1332,185]: 4
T12682: P295' := P295 - 2
IM[1332,258]: -2
T12682: P692' := P692 + 2
IM[1332,287]: 2
T12682: P648' := P648 - 1
IM[1332,327]: -1
T12682: P494' := P494 + 1
IM[1332,265]: 1
T12682: P211' := P211 - 1
IM[1332,335]: -1
T12682: P133' := P133 - 1
IM[1332,307]: -1
T12682: P193' := P193 - 6
IM[1332,184]: -6
P185 --> T12681 : 1
Pre[1333,185]: 1
P476 --> T12681 : 1
Pre[1333,59]: 1
T12681: P614' := P614 + 1
IM[1333,136]: 1
T12681: P185' := P185 - 1
IM[1333,185]: -1
T12681: P476' := P476 - 1
IM[1333,59]: -1
P190 --> T12680 : 1
Pre[1334,363]: 1
P193 --> T12680 : 6
Pre[1334,184]: 6
P648 --> T12680 : 2
Pre[1334,327]: 2
P133 --> T12680 : 1
Pre[1334,307]: 1
P710 --> T12680 : 1
Pre[1334,172]: 1
T12680: P185' := P185 + 4
IM[1334,185]: 4
T12680: P190' := P190 - 1
IM[1334,363]: -1
T12680: P193' := P193 - 6
IM[1334,184]: -6
T12680: P652' := P652 + 2
IM[1334,393]: 2
T12680: P408' := P408 + 1
IM[1334,420]: 1
T12680: P648' := P648 - 2
IM[1334,327]: -2
T12680: P133' := P133 - 1
IM[1334,307]: -1
T12680: P710' := P710 - 1
IM[1334,172]: -1
T12680: P137' := P137 + 1
IM[1334,280]: 1
P751 --> T12679 : 1
Pre[1335,408]: 1
P193 --> T12679 : 6
Pre[1335,184]: 6
P640 --> T12679 : 1
Pre[1335,355]: 1
P190 --> T12679 : 1
Pre[1335,363]: 1
P133 --> T12679 : 1
Pre[1335,307]: 1
P19 --> T12679 : 1
Pre[1335,449]: 1
T12679: P751' := P751 - 1
IM[1335,408]: -1
T12679: P193' := P193 - 6
IM[1335,184]: -6
T12679: P685' := P685 + 1
IM[1335,403]: 1
T12679: P227' := P227 + 1
IM[1335,344]: 1
T12679: P462' := P462 + 1
IM[1335,410]: 1
T12679: P640' := P640 - 1
IM[1335,355]: -1
T12679: P185' := P185 + 4
IM[1335,185]: 4
T12679: P111' := P111 + 1
IM[1335,411]: 1
T12679: P190' := P190 - 1
IM[1335,363]: -1
T12679: P133' := P133 - 1
IM[1335,307]: -1
T12679: P19' := P19 - 1
IM[1335,449]: -1
P133 --> T12678 : 3
Pre[1336,307]: 3
P193 --> T12678 : 6
Pre[1336,184]: 6
P648 --> T12678 : 1
Pre[1336,327]: 1
P306 --> T12678 : 1
Pre[1336,407]: 1
T12678: P185' := P185 + 4
IM[1336,185]: 4
T12678: P591' := P591 + 3
IM[1336,202]: 3
T12678: P133' := P133 - 3
IM[1336,307]: -3
T12678: P667' := P667 + 1
IM[1336,440]: 1
T12678: P193' := P193 - 6
IM[1336,184]: -6
T12678: P648' := P648 - 1
IM[1336,327]: -1
T12678: P306' := P306 - 1
IM[1336,407]: -1
P193 --> T12677 : 6
Pre[1337,184]: 6
P211 --> T12677 : 1
Pre[1337,335]: 1
P648 --> T12677 : 2
Pre[1337,327]: 2
P19 --> T12677 : 1
Pre[1337,449]: 1
P295 --> T12677 : 1
Pre[1337,258]: 1
T12677: P427' := P427 + 2
IM[1337,322]: 2
T12677: P185' := P185 + 4
IM[1337,185]: 4
T12677: P193' := P193 - 6
IM[1337,184]: -6
T12677: P211' := P211 - 1
IM[1337,335]: -1
T12677: P648' := P648 - 2
IM[1337,327]: -2
T12677: P692' := P692 + 1
IM[1337,287]: 1
T12677: P19' := P19 - 1
IM[1337,449]: -1
T12677: P581' := P581 + 1
IM[1337,477]: 1
T12677: P295' := P295 - 1
IM[1337,258]: -1
P748 --> T12676 : 1
Pre[1338,41]: 1
P80 --> T12676 : 1
Pre[1338,78]: 1
T12676: P748' := P748 - 1
IM[1338,41]: -1
T12676: P437' := P437 + 1
IM[1338,57]: 1
T12676: P80' := P80 - 1
IM[1338,78]: -1
T12676: P597' := P597 + 1
IM[1338,15]: 1
P133 --> T12675 : 1
Pre[1339,307]: 1
P751 --> T12675 : 1
Pre[1339,408]: 1
P193 --> T12675 : 6
Pre[1339,184]: 6
P472 --> T12675 : 1
Pre[1339,334]: 1
P19 --> T12675 : 1
Pre[1339,449]: 1
P648 --> T12675 : 1
Pre[1339,327]: 1
T12675: P133' := P133 - 1
IM[1339,307]: -1
T12675: P465' := P465 + 1
IM[1339,389]: 1
T12675: P457' := P457 + 1
IM[1339,347]: 1
T12675: P242' := P242 + 1
IM[1339,216]: 1
T12675: P751' := P751 - 1
IM[1339,408]: -1
T12675: P193' := P193 - 6
IM[1339,184]: -6
T12675: P706' := P706 + 1
IM[1339,362]: 1
T12675: P472' := P472 - 1
IM[1339,334]: -1
T12675: P19' := P19 - 1
IM[1339,449]: -1
T12675: P185' := P185 + 4
IM[1339,185]: 4
T12675: P648' := P648 - 1
IM[1339,327]: -1
P193 --> T12674 : 6
Pre[1340,184]: 6
P710 --> T12674 : 1
Pre[1340,172]: 1
P751 --> T12674 : 3
Pre[1340,408]: 3
P19 --> T12674 : 1
Pre[1340,449]: 1
T12674: P193' := P193 - 6
IM[1340,184]: -6
T12674: P185' := P185 + 4
IM[1340,185]: 4
T12674: P710' := P710 - 1
IM[1340,172]: -1
T12674: P215' := P215 + 1
IM[1340,365]: 1
T12674: P565' := P565 + 3
IM[1340,315]: 3
T12674: P751' := P751 - 3
IM[1340,408]: -3
T12674: P19' := P19 - 1
IM[1340,449]: -1
P133 --> T12673 : 1
Pre[1341,307]: 1
P751 --> T12673 : 1
Pre[1341,408]: 1
P295 --> T12673 : 1
Pre[1341,258]: 1
P193 --> T12673 : 6
Pre[1341,184]: 6
P648 --> T12673 : 1
Pre[1341,327]: 1
P306 --> T12673 : 1
Pre[1341,407]: 1
T12673: P345' := P345 + 1
IM[1341,415]: 1
T12673: P133' := P133 - 1
IM[1341,307]: -1
T12673: P667' := P667 + 1
IM[1341,440]: 1
T12673: P761' := P761 + 1
IM[1341,456]: 1
T12673: P751' := P751 - 1
IM[1341,408]: -1
T12673: P295' := P295 - 1
IM[1341,258]: -1
T12673: P193' := P193 - 6
IM[1341,184]: -6
T12673: P648' := P648 - 1
IM[1341,327]: -1
T12673: P306' := P306 - 1
IM[1341,407]: -1
T12673: P591' := P591 + 1
IM[1341,202]: 1
T12673: P185' := P185 + 4
IM[1341,185]: 4
P19 --> T12672 : 1
Pre[1342,449]: 1
P193 --> T12672 : 6
Pre[1342,184]: 6
P211 --> T12672 : 1
Pre[1342,335]: 1
P648 --> T12672 : 1
Pre[1342,327]: 1
P295 --> T12672 : 2
Pre[1342,258]: 2
T12672: P19' := P19 - 1
IM[1342,449]: -1
T12672: P193' := P193 - 6
IM[1342,184]: -6
T12672: P211' := P211 - 1
IM[1342,335]: -1
T12672: P427' := P427 + 1
IM[1342,322]: 1
T12672: P648' := P648 - 1
IM[1342,327]: -1
T12672: P581' := P581 + 1
IM[1342,477]: 1
T12672: P295' := P295 - 2
IM[1342,258]: -2
T12672: P692' := P692 + 2
IM[1342,287]: 2
T12672: P185' := P185 + 4
IM[1342,185]: 4
P193 --> T12671 : 6
Pre[1343,184]: 6
P306 --> T12671 : 1
Pre[1343,407]: 1
P295 --> T12671 : 1
Pre[1343,258]: 1
P190 --> T12671 : 2
Pre[1343,363]: 2
P751 --> T12671 : 1
Pre[1343,408]: 1
T12671: P193' := P193 - 6
IM[1343,184]: -6
T12671: P306' := P306 - 1
IM[1343,407]: -1
T12671: P345' := P345 + 1
IM[1343,415]: 1
T12671: P295' := P295 - 1
IM[1343,258]: -1
T12671: P185' := P185 + 4
IM[1343,185]: 4
T12671: P190' := P190 - 2
IM[1343,363]: -2
T12671: P761' := P761 + 1
IM[1343,456]: 1
T12671: P751' := P751 - 1
IM[1343,408]: -1
T12671: P249' := P249 + 2
IM[1343,381]: 2
P751 --> T12670 : 1
Pre[1344,408]: 1
P648 --> T12670 : 1
Pre[1344,327]: 1
P19 --> T12670 : 2
Pre[1344,449]: 2
P640 --> T12670 : 1
Pre[1344,355]: 1
P193 --> T12670 : 6
Pre[1344,184]: 6
T12670: P751' := P751 - 1
IM[1344,408]: -1
T12670: P648' := P648 - 1
IM[1344,327]: -1
T12670: P326' := P326 + 1
IM[1344,346]: 1
T12670: P19' := P19 - 2
IM[1344,449]: -2
T12670: P462' := P462 + 1
IM[1344,410]: 1
T12670: P111' := P111 + 2
IM[1344,411]: 2
T12670: P640' := P640 - 1
IM[1344,355]: -1
T12670: P185' := P185 + 4
IM[1344,185]: 4
T12670: P193' := P193 - 6
IM[1344,184]: -6
P472 --> T12669 : 1
Pre[1345,334]: 1
P751 --> T12669 : 2
Pre[1345,408]: 2
P190 --> T12669 : 1
Pre[1345,363]: 1
P295 --> T12669 : 1
Pre[1345,258]: 1
P193 --> T12669 : 6
Pre[1345,184]: 6
T12669: P185' := P185 + 4
IM[1345,185]: 4
T12669: P472' := P472 - 1
IM[1345,334]: -1
T12669: P242' := P242 + 2
IM[1345,216]: 2
T12669: P751' := P751 - 2
IM[1345,408]: -2
T12669: P190' := P190 - 1
IM[1345,363]: -1
T12669: P65' := P65 + 1
IM[1345,336]: 1
T12669: P586' := P586 + 1
IM[1345,379]: 1
T12669: P295' := P295 - 1
IM[1345,258]: -1
T12669: P193' := P193 - 6
IM[1345,184]: -6
P583 --> T12668 : 1
Pre[1346,541]: 1
P42 --> T12668 : 1
Pre[1346,538]: 1
T12668: P551' := P551 + 1
IM[1346,513]: 1
T12668: P583' := P583 - 1
IM[1346,541]: -1
T12668: P521' := P521 + 1
IM[1346,530]: 1
T12668: P42' := P42 - 1
IM[1346,538]: -1
T12668: P802' := P802 + 1
IM[1346,548]: 1
P16 --> T12667 : 1
Pre[1347,215]: 1
P648 --> T12667 : 1
Pre[1347,327]: 1
P193 --> T12667 : 6
Pre[1347,184]: 6
P295 --> T12667 : 2
Pre[1347,258]: 2
P190 --> T12667 : 1
Pre[1347,363]: 1
T12667: P16' := P16 - 1
IM[1347,215]: -1
T12667: P555' := P555 + 1
IM[1347,368]: 1
T12667: P648' := P648 - 1
IM[1347,327]: -1
T12667: P185' := P185 + 4
IM[1347,185]: 4
T12667: P193' := P193 - 6
IM[1347,184]: -6
T12667: P570' := P570 + 1
IM[1347,296]: 1
T12667: P295' := P295 - 2
IM[1347,258]: -2
T12667: P257' := P257 + 2
IM[1347,236]: 2
T12667: P190' := P190 - 1
IM[1347,363]: -1
P190 --> T12666 : 1
Pre[1348,363]: 1
P193 --> T12666 : 6
Pre[1348,184]: 6
P751 --> T12666 : 2
Pre[1348,408]: 2
P640 --> T12666 : 1
Pre[1348,355]: 1
P295 --> T12666 : 1
Pre[1348,258]: 1
T12666: P185' := P185 + 4
IM[1348,185]: 4
T12666: P462' := P462 + 2
IM[1348,410]: 2
T12666: P685' := P685 + 1
IM[1348,403]: 1
T12666: P53' := P53 + 1
IM[1348,224]: 1
T12666: P190' := P190 - 1
IM[1348,363]: -1
T12666: P193' := P193 - 6
IM[1348,184]: -6
T12666: P751' := P751 - 2
IM[1348,408]: -2
T12666: P640' := P640 - 1
IM[1348,355]: -1
T12666: P295' := P295 - 1
IM[1348,258]: -1
P19 --> T12665 : 1
Pre[1349,449]: 1
P211 --> T12665 : 1
Pre[1349,335]: 1
P193 --> T12665 : 9
Pre[1349,184]: 9
T12665: P19' := P19 - 1
IM[1349,449]: -1
T12665: P211' := P211 - 1
IM[1349,335]: -1
T12665: P47' := P47 + 1
IM[1349,13]: 1
T12665: P193' := P193 - 9
IM[1349,184]: -9
T12665: P581' := P581 + 1
IM[1349,477]: 1
P95 --> T12664 : 3
Pre[1350,124]: 3
T12664: P637' := P637 + 1
IM[1350,250]: 1
T12664: P193' := P193 + 10
IM[1350,184]: 10
T12664: P95' := P95 - 3
IM[1350,124]: -3
P415 --> T12663 : 10
Pre[1351,509]: 10
P493 --> T12663 : 1
Pre[1351,566]: 1
P804 --> T12663 : 1
Pre[1351,699]: 1
T12663: P493' := P493 - 1
IM[1351,566]: -1
T12663: P756' := P756 + 1
IM[1351,626]: 1
T12663: P804' := P804 - 1
IM[1351,699]: -1
P306 --> T12662 : 1
Pre[1352,407]: 1
P295 --> T12662 : 2
Pre[1352,258]: 2
P133 --> T12662 : 1
Pre[1352,307]: 1
P193 --> T12662 : 7
Pre[1352,184]: 7
T12662: P306' := P306 - 1
IM[1352,407]: -1
T12662: P295' := P295 - 2
IM[1352,258]: -2
T12662: P721' := P721 + 3
IM[1352,192]: 3
T12662: P133' := P133 - 1
IM[1352,307]: -1
T12662: P591' := P591 + 1
IM[1352,202]: 1
T12662: P345' := P345 + 2
IM[1352,415]: 2
T12662: P193' := P193 - 7
IM[1352,184]: -7
P19 --> T12661 : 1
Pre[1353,449]: 1
P567 --> T12661 : 1
Pre[1353,243]: 1
P193 --> T12661 : 6
Pre[1353,184]: 6
P648 --> T12661 : 1
Pre[1353,327]: 1
P295 --> T12661 : 2
Pre[1353,258]: 2
T12661: P19' := P19 - 1
IM[1353,449]: -1
T12661: P37' := P37 + 1
IM[1353,219]: 1
T12661: P567' := P567 - 1
IM[1353,243]: -1
T12661: P193' := P193 - 6
IM[1353,184]: -6
T12661: P79' := P79 + 2
IM[1353,218]: 2
T12661: P240' := P240 + 1
IM[1353,358]: 1
T12661: P648' := P648 - 1
IM[1353,327]: -1
T12661: P295' := P295 - 2
IM[1353,258]: -2
T12661: P185' := P185 + 4
IM[1353,185]: 4
P295 --> T12660 : 1
Pre[1354,258]: 1
P567 --> T12660 : 1
Pre[1354,243]: 1
P648 --> T12660 : 1
Pre[1354,327]: 1
P193 --> T12660 : 6
Pre[1354,184]: 6
P19 --> T12660 : 2
Pre[1354,449]: 2
T12660: P240' := P240 + 1
IM[1354,358]: 1
T12660: P79' := P79 + 1
IM[1354,218]: 1
T12660: P295' := P295 - 1
IM[1354,258]: -1
T12660: P567' := P567 - 1
IM[1354,243]: -1
T12660: P37' := P37 + 2
IM[1354,219]: 2
T12660: P648' := P648 - 1
IM[1354,327]: -1
T12660: P185' := P185 + 4
IM[1354,185]: 4
T12660: P193' := P193 - 6
IM[1354,184]: -6
T12660: P19' := P19 - 2
IM[1354,449]: -2
P710 --> T12659 : 1
Pre[1355,172]: 1
P193 --> T12659 : 6
Pre[1355,184]: 6
P19 --> T12659 : 1
Pre[1355,449]: 1
P133 --> T12659 : 2
Pre[1355,307]: 2
P295 --> T12659 : 1
Pre[1355,258]: 1
T12659: P355' := P355 + 1
IM[1355,319]: 1
T12659: P710' := P710 - 1
IM[1355,172]: -1
T12659: P185' := P185 + 4
IM[1355,185]: 4
T12659: P193' := P193 - 6
IM[1355,184]: -6
T12659: P19' := P19 - 1
IM[1355,449]: -1
T12659: P215' := P215 + 1
IM[1355,365]: 1
T12659: P133' := P133 - 2
IM[1355,307]: -2
T12659: P137' := P137 + 2
IM[1355,280]: 2
T12659: P295' := P295 - 1
IM[1355,258]: -1
P193 --> T12658 : 6
Pre[1356,184]: 6
P190 --> T12658 : 1
Pre[1356,363]: 1
P295 --> T12658 : 1
Pre[1356,258]: 1
P19 --> T12658 : 2
Pre[1356,449]: 2
P211 --> T12658 : 1
Pre[1356,335]: 1
T12658: P193' := P193 - 6
IM[1356,184]: -6
T12658: P190' := P190 - 1
IM[1356,363]: -1
T12658: P581' := P581 + 2
IM[1356,477]: 2
T12658: P185' := P185 + 4
IM[1356,185]: 4
T12658: P295' := P295 - 1
IM[1356,258]: -1
T12658: P692' := P692 + 1
IM[1356,287]: 1
T12658: P798' := P798 + 1
IM[1356,301]: 1
T12658: P19' := P19 - 2
IM[1356,449]: -2
T12658: P211' := P211 - 1
IM[1356,335]: -1
P648 --> T12657 : 1
Pre[1357,327]: 1
P710 --> T12657 : 1
Pre[1357,172]: 1
P133 --> T12657 : 1
Pre[1357,307]: 1
P193 --> T12657 : 6
Pre[1357,184]: 6
P19 --> T12657 : 2
Pre[1357,449]: 2
T12657: P648' := P648 - 1
IM[1357,327]: -1
T12657: P185' := P185 + 4
IM[1357,185]: 4
T12657: P710' := P710 - 1
IM[1357,172]: -1
T12657: P137' := P137 + 1
IM[1357,280]: 1
T12657: P133' := P133 - 1
IM[1357,307]: -1
T12657: P652' := P652 + 1
IM[1357,393]: 1
T12657: P215' := P215 + 2
IM[1357,365]: 2
T12657: P193' := P193 - 6
IM[1357,184]: -6
T12657: P19' := P19 - 2
IM[1357,449]: -2
P20 --> T12656 : 1
Pre[1358,0]: 1
P494 --> T12656 : 1
Pre[1358,265]: 1
T12656: P590' := P590 + 1
IM[1358,330]: 1
T12656: P20' := P20 - 1
IM[1358,0]: -1
T12656: P494' := P494 - 1
IM[1358,265]: -1
T12656: P255' := P255 + 1
IM[1358,29]: 1
P640 --> T12655 : 1
Pre[1359,355]: 1
P193 --> T12655 : 6
Pre[1359,184]: 6
P19 --> T12655 : 2
Pre[1359,449]: 2
P648 --> T12655 : 2
Pre[1359,327]: 2
T12655: P185' := P185 + 4
IM[1359,185]: 4
T12655: P640' := P640 - 1
IM[1359,355]: -1
T12655: P326' := P326 + 2
IM[1359,346]: 2
T12655: P193' := P193 - 6
IM[1359,184]: -6
T12655: P19' := P19 - 2
IM[1359,449]: -2
T12655: P111' := P111 + 2
IM[1359,411]: 2
T12655: P648' := P648 - 2
IM[1359,327]: -2
P193 --> T12654 : 8
Pre[1360,184]: 8
P5 --> T12654 : 1
Pre[1360,384]: 1
P751 --> T12654 : 1
Pre[1360,408]: 1
P19 --> T12654 : 1
Pre[1360,449]: 1
T12654: P52' := P52 + 2
IM[1360,174]: 2
T12654: P193' := P193 - 8
IM[1360,184]: -8
T12654: P5' := P5 - 1
IM[1360,384]: -1
T12654: P751' := P751 - 1
IM[1360,408]: -1
T12654: P552' := P552 + 1
IM[1360,442]: 1
T12654: P19' := P19 - 1
IM[1360,449]: -1
T12654: P67' := P67 + 1
IM[1360,414]: 1
P19 --> T12653 : 2
Pre[1361,449]: 2
P472 --> T12653 : 1
Pre[1361,334]: 1
P193 --> T12653 : 6
Pre[1361,184]: 6
P295 --> T12653 : 2
Pre[1361,258]: 2
T12653: P19' := P19 - 2
IM[1361,449]: -2
T12653: P185' := P185 + 4
IM[1361,185]: 4
T12653: P472' := P472 - 1
IM[1361,334]: -1
T12653: P193' := P193 - 6
IM[1361,184]: -6
T12653: P586' := P586 + 2
IM[1361,379]: 2
T12653: P295' := P295 - 2
IM[1361,258]: -2
T12653: P706' := P706 + 2
IM[1361,362]: 2
P63 --> T12652 : 1
Pre[1362,12]: 1
P333 --> T12652 : 1
Pre[1362,6]: 1
P30 --> T12652 : 1
Pre[1362,220]: 1
T12652: P650' := P650 + 1
IM[1362,9]: 1
T12652: P63' := P63 - 1
IM[1362,12]: -1
T12652: P635' := P635 + 1
IM[1362,113]: 1
T12652: P333' := P333 - 1
IM[1362,6]: -1
T12652: P30' := P30 - 1
IM[1362,220]: -1
P19 --> T12651 : 1
Pre[1363,449]: 1
P295 --> T12651 : 1
Pre[1363,258]: 1
P190 --> T12651 : 1
Pre[1363,363]: 1
P193 --> T12651 : 6
Pre[1363,184]: 6
P640 --> T12651 : 1
Pre[1363,355]: 1
P648 --> T12651 : 1
Pre[1363,327]: 1
T12651: P19' := P19 - 1
IM[1363,449]: -1
T12651: P326' := P326 + 1
IM[1363,346]: 1
T12651: P53' := P53 + 1
IM[1363,224]: 1
T12651: P295' := P295 - 1
IM[1363,258]: -1
T12651: P185' := P185 + 4
IM[1363,185]: 4
T12651: P190' := P190 - 1
IM[1363,363]: -1
T12651: P193' := P193 - 6
IM[1363,184]: -6
T12651: P640' := P640 - 1
IM[1363,355]: -1
T12651: P111' := P111 + 1
IM[1363,411]: 1
T12651: P685' := P685 + 1
IM[1363,403]: 1
T12651: P648' := P648 - 1
IM[1363,327]: -1
P19 --> T12650 : 2
Pre[1364,449]: 2
P16 --> T12650 : 1
Pre[1364,215]: 1
P193 --> T12650 : 6
Pre[1364,184]: 6
P190 --> T12650 : 2
Pre[1364,363]: 2
T12650: P19' := P19 - 2
IM[1364,449]: -2
T12650: P555' := P555 + 2
IM[1364,368]: 2
T12650: P16' := P16 - 1
IM[1364,215]: -1
T12650: P322' := P322 + 2
IM[1364,416]: 2
T12650: P193' := P193 - 6
IM[1364,184]: -6
T12650: P185' := P185 + 4
IM[1364,185]: 4
T12650: P190' := P190 - 2
IM[1364,363]: -2
P754 --> T12649 : 1
Pre[1365,706]: 1
T12649: P224' := P224 + 1
IM[1365,776]: 1
T12649: P754' := P754 - 1
IM[1365,706]: -1
P648 --> T12648 : 1
Pre[1366,327]: 1
P710 --> T12648 : 1
Pre[1366,172]: 1
P19 --> T12648 : 1
Pre[1366,449]: 1
P133 --> T12648 : 2
Pre[1366,307]: 2
P193 --> T12648 : 6
Pre[1366,184]: 6
T12648: P137' := P137 + 2
IM[1366,280]: 2
T12648: P185' := P185 + 4
IM[1366,185]: 4
T12648: P648' := P648 - 1
IM[1366,327]: -1
T12648: P710' := P710 - 1
IM[1366,172]: -1
T12648: P652' := P652 + 1
IM[1366,393]: 1
T12648: P19' := P19 - 1
IM[1366,449]: -1
T12648: P133' := P133 - 2
IM[1366,307]: -2
T12648: P215' := P215 + 1
IM[1366,365]: 1
T12648: P193' := P193 - 6
IM[1366,184]: -6
P190 --> T12647 : 2
Pre[1367,363]: 2
P751 --> T12647 : 1
Pre[1367,408]: 1
P19 --> T12647 : 1
Pre[1367,449]: 1
P5 --> T12647 : 1
Pre[1367,384]: 1
P193 --> T12647 : 6
Pre[1367,184]: 6
T12647: P67' := P67 + 1
IM[1367,414]: 1
T12647: P190' := P190 - 2
IM[1367,363]: -2
T12647: P185' := P185 + 4
IM[1367,185]: 4
T12647: P340' := P340 + 2
IM[1367,461]: 2
T12647: P751' := P751 - 1
IM[1367,408]: -1
T12647: P19' := P19 - 1
IM[1367,449]: -1
T12647: P552' := P552 + 1
IM[1367,442]: 1
T12647: P5' := P5 - 1
IM[1367,384]: -1
T12647: P193' := P193 - 6
IM[1367,184]: -6
P133 --> T12646 : 1
Pre[1368,307]: 1
P19 --> T12646 : 1
Pre[1368,449]: 1
P193 --> T12646 : 6
Pre[1368,184]: 6
P295 --> T12646 : 1
Pre[1368,258]: 1
P751 --> T12646 : 1
Pre[1368,408]: 1
P640 --> T12646 : 1
Pre[1368,355]: 1
T12646: P133' := P133 - 1
IM[1368,307]: -1
T12646: P19' := P19 - 1
IM[1368,449]: -1
T12646: P462' := P462 + 1
IM[1368,410]: 1
T12646: P53' := P53 + 1
IM[1368,224]: 1
T12646: P193' := P193 - 6
IM[1368,184]: -6
T12646: P295' := P295 - 1
IM[1368,258]: -1
T12646: P185' := P185 + 4
IM[1368,185]: 4
T12646: P751' := P751 - 1
IM[1368,408]: -1
T12646: P111' := P111 + 1
IM[1368,411]: 1
T12646: P640' := P640 - 1
IM[1368,355]: -1
T12646: P227' := P227 + 1
IM[1368,344]: 1
P193 --> T12645 : 6
Pre[1369,184]: 6
P190 --> T12645 : 1
Pre[1369,363]: 1
P211 --> T12645 : 1
Pre[1369,335]: 1
P751 --> T12645 : 2
Pre[1369,408]: 2
P19 --> T12645 : 1
Pre[1369,449]: 1
T12645: P193' := P193 - 6
IM[1369,184]: -6
T12645: P190' := P190 - 1
IM[1369,363]: -1
T12645: P798' := P798 + 1
IM[1369,301]: 1
T12645: P211' := P211 - 1
IM[1369,335]: -1
T12645: P751' := P751 - 2
IM[1369,408]: -2
T12645: P328' := P328 + 2
IM[1369,425]: 2
T12645: P185' := P185 + 4
IM[1369,185]: 4
T12645: P19' := P19 - 1
IM[1369,449]: -1
T12645: P581' := P581 + 1
IM[1369,477]: 1
P193 --> T12644 : 6
Pre[1370,184]: 6
P133 --> T12644 : 1
Pre[1370,307]: 1
P648 --> T12644 : 1
Pre[1370,327]: 1
P19 --> T12644 : 1
Pre[1370,449]: 1
P751 --> T12644 : 1
Pre[1370,408]: 1
P472 --> T12644 : 1
Pre[1370,334]: 1
T12644: P193' := P193 - 6
IM[1370,184]: -6
T12644: P133' := P133 - 1
IM[1370,307]: -1
T12644: P457' := P457 + 1
IM[1370,347]: 1
T12644: P242' := P242 + 1
IM[1370,216]: 1
T12644: P648' := P648 - 1
IM[1370,327]: -1
T12644: P19' := P19 - 1
IM[1370,449]: -1
T12644: P751' := P751 - 1
IM[1370,408]: -1
T12644: P706' := P706 + 1
IM[1370,362]: 1
T12644: P185' := P185 + 4
IM[1370,185]: 4
T12644: P472' := P472 - 1
IM[1370,334]: -1
T12644: P465' := P465 + 1
IM[1370,389]: 1
P5 --> T12643 : 1
Pre[1371,384]: 1
P648 --> T12643 : 1
Pre[1371,327]: 1
P193 --> T12643 : 6
Pre[1371,184]: 6
P751 --> T12643 : 2
Pre[1371,408]: 2
P295 --> T12643 : 1
Pre[1371,258]: 1
T12643: P568' := P568 + 1
IM[1371,385]: 1
T12643: P5' := P5 - 1
IM[1371,384]: -1
T12643: P185' := P185 + 4
IM[1371,185]: 4
T12643: P648' := P648 - 1
IM[1371,327]: -1
T12643: P193' := P193 - 6
IM[1371,184]: -6
T12643: P67' := P67 + 2
IM[1371,414]: 2
T12643: P214' := P214 + 1
IM[1371,432]: 1
T12643: P751' := P751 - 2
IM[1371,408]: -2
T12643: P295' := P295 - 1
IM[1371,258]: -1
P295 --> T12642 : 1
Pre[1372,258]: 1
P133 --> T12642 : 1
Pre[1372,307]: 1
P190 --> T12642 : 1
Pre[1372,363]: 1
P193 --> T12642 : 6
Pre[1372,184]: 6
P211 --> T12642 : 1
Pre[1372,335]: 1
P19 --> T12642 : 1
Pre[1372,449]: 1
T12642: P295' := P295 - 1
IM[1372,258]: -1
T12642: P133' := P133 - 1
IM[1372,307]: -1
T12642: P190' := P190 - 1
IM[1372,363]: -1
T12642: P581' := P581 + 1
IM[1372,477]: 1
T12642: P494' := P494 + 1
IM[1372,265]: 1
T12642: P193' := P193 - 6
IM[1372,184]: -6
T12642: P185' := P185 + 4
IM[1372,185]: 4
T12642: P211' := P211 - 1
IM[1372,335]: -1
T12642: P798' := P798 + 1
IM[1372,301]: 1
T12642: P19' := P19 - 1
IM[1372,449]: -1
T12642: P692' := P692 + 1
IM[1372,287]: 1
P193 --> T12641 : 6
Pre[1373,184]: 6
P133 --> T12641 : 1
Pre[1373,307]: 1
P16 --> T12641 : 1
Pre[1373,215]: 1
P648 --> T12641 : 3
Pre[1373,327]: 3
T12641: P193' := P193 - 6
IM[1373,184]: -6
T12641: P185' := P185 + 4
IM[1373,185]: 4
T12641: P570' := P570 + 3
IM[1373,296]: 3
T12641: P105' := P105 + 1
IM[1373,293]: 1
T12641: P133' := P133 - 1
IM[1373,307]: -1
T12641: P16' := P16 - 1
IM[1373,215]: -1
T12641: P648' := P648 - 3
IM[1373,327]: -3
P751 --> T12640 : 1
Pre[1374,408]: 1
P16 --> T12640 : 1
Pre[1374,215]: 1
P648 --> T12640 : 2
Pre[1374,327]: 2
P19 --> T12640 : 1
Pre[1374,449]: 1
P193 --> T12640 : 6
Pre[1374,184]: 6
T12640: P751' := P751 - 1
IM[1374,408]: -1
T12640: P677' := P677 + 1
IM[1374,409]: 1
T12640: P16' := P16 - 1
IM[1374,215]: -1
T12640: P648' := P648 - 2
IM[1374,327]: -2
T12640: P322' := P322 + 1
IM[1374,416]: 1
T12640: P19' := P19 - 1
IM[1374,449]: -1
T12640: P570' := P570 + 2
IM[1374,296]: 2
T12640: P193' := P193 - 6
IM[1374,184]: -6
T12640: P185' := P185 + 4
IM[1374,185]: 4
P193 --> T12639 : 6
Pre[1375,184]: 6
P133 --> T12639 : 1
Pre[1375,307]: 1
P190 --> T12639 : 2
Pre[1375,363]: 2
P19 --> T12639 : 1
Pre[1375,449]: 1
P306 --> T12639 : 1
Pre[1375,407]: 1
T12639: P193' := P193 - 6
IM[1375,184]: -6
T12639: P133' := P133 - 1
IM[1375,307]: -1
T12639: P190' := P190 - 2
IM[1375,363]: -2
T12639: P591' := P591 + 1
IM[1375,202]: 1
T12639: P185' := P185 + 4
IM[1375,185]: 4
T12639: P480' := P480 + 1
IM[1375,418]: 1
T12639: P19' := P19 - 1
IM[1375,449]: -1
T12639: P249' := P249 + 2
IM[1375,381]: 2
T12639: P306' := P306 - 1
IM[1375,407]: -1
P193 --> T12638 : 6
Pre[1376,184]: 6
P16 --> T12638 : 1
Pre[1376,215]: 1
P19 --> T12638 : 1
Pre[1376,449]: 1
P295 --> T12638 : 1
Pre[1376,258]: 1
P751 --> T12638 : 1
Pre[1376,408]: 1
P133 --> T12638 : 1
Pre[1376,307]: 1
T12638: P185' := P185 + 4
IM[1376,185]: 4
T12638: P193' := P193 - 6
IM[1376,184]: -6
T12638: P105' := P105 + 1
IM[1376,293]: 1
T12638: P16' := P16 - 1
IM[1376,215]: -1
T12638: P257' := P257 + 1
IM[1376,236]: 1
T12638: P19' := P19 - 1
IM[1376,449]: -1
T12638: P295' := P295 - 1
IM[1376,258]: -1
T12638: P751' := P751 - 1
IM[1376,408]: -1
T12638: P677' := P677 + 1
IM[1376,409]: 1
T12638: P133' := P133 - 1
IM[1376,307]: -1
T12638: P322' := P322 + 1
IM[1376,416]: 1
P190 --> T12637 : 1
Pre[1377,363]: 1
P193 --> T12637 : 6
Pre[1377,184]: 6
P5 --> T12637 : 1
Pre[1377,384]: 1
P19 --> T12637 : 1
Pre[1377,449]: 1
P133 --> T12637 : 2
Pre[1377,307]: 2
T12637: P668' := P668 + 2
IM[1377,447]: 2
T12637: P190' := P190 - 1
IM[1377,363]: -1
T12637: P193' := P193 - 6
IM[1377,184]: -6
T12637: P185' := P185 + 4
IM[1377,185]: 4
T12637: P552' := P552 + 1
IM[1377,442]: 1
T12637: P5' := P5 - 1
IM[1377,384]: -1
T12637: P19' := P19 - 1
IM[1377,449]: -1
T12637: P340' := P340 + 1
IM[1377,461]: 1
T12637: P133' := P133 - 2
IM[1377,307]: -2
P193 --> T12636 : 6
Pre[1378,184]: 6
P295 --> T12636 : 1
Pre[1378,258]: 1
P190 --> T12636 : 1
Pre[1378,363]: 1
P306 --> T12636 : 1
Pre[1378,407]: 1
P648 --> T12636 : 1
Pre[1378,327]: 1
P751 --> T12636 : 1
Pre[1378,408]: 1
T12636: P761' := P761 + 1
IM[1378,456]: 1
T12636: P193' := P193 - 6
IM[1378,184]: -6
T12636: P345' := P345 + 1
IM[1378,415]: 1
T12636: P295' := P295 - 1
IM[1378,258]: -1
T12636: P667' := P667 + 1
IM[1378,440]: 1
T12636: P190' := P190 - 1
IM[1378,363]: -1
T12636: P306' := P306 - 1
IM[1378,407]: -1
T12636: P249' := P249 + 1
IM[1378,381]: 1
T12636: P648' := P648 - 1
IM[1378,327]: -1
T12636: P751' := P751 - 1
IM[1378,408]: -1
T12636: P185' := P185 + 4
IM[1378,185]: 4
P311 --> T12635 : 1
Pre[1379,798]: 1
T12635: P311' := P311 - 1
IM[1379,798]: -1
T12635: P493' := P493 + 1
IM[1379,566]: 1
T12635: P325' := P325 + 1
IM[1379,733]: 1
P306 --> T12634 : 1
Pre[1380,407]: 1
P751 --> T12634 : 2
Pre[1380,408]: 2
P193 --> T12634 : 6
Pre[1380,184]: 6
P648 --> T12634 : 2
Pre[1380,327]: 2
T12634: P667' := P667 + 2
IM[1380,440]: 2
T12634: P185' := P185 + 4
IM[1380,185]: 4
T12634: P306' := P306 - 1
IM[1380,407]: -1
T12634: P751' := P751 - 2
IM[1380,408]: -2
T12634: P193' := P193 - 6
IM[1380,184]: -6
T12634: P761' := P761 + 2
IM[1380,456]: 2
T12634: P648' := P648 - 2
IM[1380,327]: -2
P133 --> T12633 : 1
Pre[1381,307]: 1
P295 --> T12633 : 1
Pre[1381,258]: 1
P751 --> T12633 : 2
Pre[1381,408]: 2
P16 --> T12633 : 1
Pre[1381,215]: 1
P193 --> T12633 : 6
Pre[1381,184]: 6
T12633: P133' := P133 - 1
IM[1381,307]: -1
T12633: P295' := P295 - 1
IM[1381,258]: -1
T12633: P677' := P677 + 2
IM[1381,409]: 2
T12633: P751' := P751 - 2
IM[1381,408]: -2
T12633: P185' := P185 + 4
IM[1381,185]: 4
T12633: P16' := P16 - 1
IM[1381,215]: -1
T12633: P193' := P193 - 6
IM[1381,184]: -6
T12633: P105' := P105 + 1
IM[1381,293]: 1
T12633: P257' := P257 + 1
IM[1381,236]: 1
P648 --> T12632 : 1
Pre[1382,327]: 1
P751 --> T12632 : 1
Pre[1382,408]: 1
P193 --> T12632 : 6
Pre[1382,184]: 6
P295 --> T12632 : 2
Pre[1382,258]: 2
P472 --> T12632 : 1
Pre[1382,334]: 1
T12632: P648' := P648 - 1
IM[1382,327]: -1
T12632: P465' := P465 + 1
IM[1382,389]: 1
T12632: P751' := P751 - 1
IM[1382,408]: -1
T12632: P193' := P193 - 6
IM[1382,184]: -6
T12632: P586' := P586 + 2
IM[1382,379]: 2
T12632: P295' := P295 - 2
IM[1382,258]: -2
T12632: P185' := P185 + 4
IM[1382,185]: 4
T12632: P242' := P242 + 1
IM[1382,216]: 1
T12632: P472' := P472 - 1
IM[1382,334]: -1
P19 --> T12631 : 1
Pre[1383,449]: 1
P193 --> T12631 : 6
Pre[1383,184]: 6
P751 --> T12631 : 1
Pre[1383,408]: 1
P306 --> T12631 : 1
Pre[1383,407]: 1
P295 --> T12631 : 2
Pre[1383,258]: 2
T12631: P761' := P761 + 1
IM[1383,456]: 1
T12631: P19' := P19 - 1
IM[1383,449]: -1
T12631: P345' := P345 + 2
IM[1383,415]: 2
T12631: P193' := P193 - 6
IM[1383,184]: -6
T12631: P480' := P480 + 1
IM[1383,418]: 1
T12631: P185' := P185 + 4
IM[1383,185]: 4
T12631: P751' := P751 - 1
IM[1383,408]: -1
T12631: P306' := P306 - 1
IM[1383,407]: -1
T12631: P295' := P295 - 2
IM[1383,258]: -2
P472 --> T12630 : 1
Pre[1384,334]: 1
P751 --> T12630 : 1
Pre[1384,408]: 1
P133 --> T12630 : 1
Pre[1384,307]: 1
P193 --> T12630 : 7
Pre[1384,184]: 7
P295 --> T12630 : 1
Pre[1384,258]: 1
T12630: P472' := P472 - 1
IM[1384,334]: -1
T12630: P721' := P721 + 3
IM[1384,192]: 3
T12630: P751' := P751 - 1
IM[1384,408]: -1
T12630: P457' := P457 + 1
IM[1384,347]: 1
T12630: P242' := P242 + 1
IM[1384,216]: 1
T12630: P586' := P586 + 1
IM[1384,379]: 1
T12630: P133' := P133 - 1
IM[1384,307]: -1
T12630: P193' := P193 - 7
IM[1384,184]: -7
T12630: P295' := P295 - 1
IM[1384,258]: -1
P193 --> T12629 : 6
Pre[1385,184]: 6
P190 --> T12629 : 1
Pre[1385,363]: 1
P295 --> T12629 : 1
Pre[1385,258]: 1
P751 --> T12629 : 1
Pre[1385,408]: 1
P16 --> T12629 : 1
Pre[1385,215]: 1
P133 --> T12629 : 1
Pre[1385,307]: 1
T12629: P677' := P677 + 1
IM[1385,409]: 1
T12629: P555' := P555 + 1
IM[1385,368]: 1
T12629: P193' := P193 - 6
IM[1385,184]: -6
T12629: P257' := P257 + 1
IM[1385,236]: 1
T12629: P190' := P190 - 1
IM[1385,363]: -1
T12629: P105' := P105 + 1
IM[1385,293]: 1
T12629: P295' := P295 - 1
IM[1385,258]: -1
T12629: P751' := P751 - 1
IM[1385,408]: -1
T12629: P16' := P16 - 1
IM[1385,215]: -1
T12629: P185' := P185 + 4
IM[1385,185]: 4
T12629: P133' := P133 - 1
IM[1385,307]: -1
P640 --> T12628 : 1
Pre[1386,355]: 1
P19 --> T12628 : 1
Pre[1386,449]: 1
P133 --> T12628 : 1
Pre[1386,307]: 1
P295 --> T12628 : 1
Pre[1386,258]: 1
P193 --> T12628 : 6
Pre[1386,184]: 6
P648 --> T12628 : 1
Pre[1386,327]: 1
T12628: P640' := P640 - 1
IM[1386,355]: -1
T12628: P53' := P53 + 1
IM[1386,224]: 1
T12628: P19' := P19 - 1
IM[1386,449]: -1
T12628: P227' := P227 + 1
IM[1386,344]: 1
T12628: P133' := P133 - 1
IM[1386,307]: -1
T12628: P111' := P111 + 1
IM[1386,411]: 1
T12628: P326' := P326 + 1
IM[1386,346]: 1
T12628: P295' := P295 - 1
IM[1386,258]: -1
T12628: P185' := P185 + 4
IM[1386,185]: 4
T12628: P193' := P193 - 6
IM[1386,184]: -6
T12628: P648' := P648 - 1
IM[1386,327]: -1
P193 --> T12627 : 6
Pre[1387,184]: 6
P190 --> T12627 : 1
Pre[1387,363]: 1
P295 --> T12627 : 1
Pre[1387,258]: 1
P19 --> T12627 : 1
Pre[1387,449]: 1
P211 --> T12627 : 1
Pre[1387,335]: 1
P133 --> T12627 : 1
Pre[1387,307]: 1
T12627: P185' := P185 + 4
IM[1387,185]: 4
T12627: P193' := P193 - 6
IM[1387,184]: -6
T12627: P494' := P494 + 1
IM[1387,265]: 1
T12627: P190' := P190 - 1
IM[1387,363]: -1
T12627: P581' := P581 + 1
IM[1387,477]: 1
T12627: P692' := P692 + 1
IM[1387,287]: 1
T12627: P295' := P295 - 1
IM[1387,258]: -1
T12627: P798' := P798 + 1
IM[1387,301]: 1
T12627: P19' := P19 - 1
IM[1387,449]: -1
T12627: P211' := P211 - 1
IM[1387,335]: -1
T12627: P133' := P133 - 1
IM[1387,307]: -1
P193 --> T12626 : 6
Pre[1388,184]: 6
P295 --> T12626 : 2
Pre[1388,258]: 2
P133 --> T12626 : 2
Pre[1388,307]: 2
P567 --> T12626 : 1
Pre[1388,243]: 1
T12626: P79' := P79 + 2
IM[1388,218]: 2
T12626: P193' := P193 - 6
IM[1388,184]: -6
T12626: P295' := P295 - 2
IM[1388,258]: -2
T12626: P185' := P185 + 4
IM[1388,185]: 4
T12626: P133' := P133 - 2
IM[1388,307]: -2
T12626: P567' := P567 - 1
IM[1388,243]: -1
T12626: P352' := P352 + 2
IM[1388,331]: 2
P552 --> T12625 : 1
Pre[1389,442]: 1
P687 --> T12625 : 1
Pre[1389,238]: 1
T12625: P552' := P552 - 1
IM[1389,442]: -1
T12625: P694' := P694 + 1
IM[1389,273]: 1
T12625: P64' := P64 + 1
IM[1389,282]: 1
T12625: P687' := P687 - 1
IM[1389,238]: -1
P205 --> T12624 : 1
Pre[1390,580]: 1
P493 --> T12624 : 1
Pre[1390,566]: 1
T12624: P205' := P205 - 1
IM[1390,580]: -1
T12624: P493' := P493 - 1
IM[1390,566]: -1
T12624: P306' := P306 + 1
IM[1390,407]: 1
P193 --> T12623 : 6
Pre[1391,184]: 6
P133 --> T12623 : 1
Pre[1391,307]: 1
P751 --> T12623 : 1
Pre[1391,408]: 1
P306 --> T12623 : 1
Pre[1391,407]: 1
P190 --> T12623 : 2
Pre[1391,363]: 2
T12623: P249' := P249 + 2
IM[1391,381]: 2
T12623: P185' := P185 + 4
IM[1391,185]: 4
T12623: P591' := P591 + 1
IM[1391,202]: 1
T12623: P193' := P193 - 6
IM[1391,184]: -6
T12623: P133' := P133 - 1
IM[1391,307]: -1
T12623: P751' := P751 - 1
IM[1391,408]: -1
T12623: P761' := P761 + 1
IM[1391,456]: 1
T12623: P306' := P306 - 1
IM[1391,407]: -1
T12623: P190' := P190 - 2
IM[1391,363]: -2
P193 --> T12622 : 7
Pre[1392,184]: 7
P211 --> T12622 : 1
Pre[1392,335]: 1
P19 --> T12622 : 2
Pre[1392,449]: 2
P648 --> T12622 : 1
Pre[1392,327]: 1
T12622: P581' := P581 + 2
IM[1392,477]: 2
T12622: P427' := P427 + 1
IM[1392,322]: 1
T12622: P193' := P193 - 7
IM[1392,184]: -7
T12622: P721' := P721 + 3
IM[1392,192]: 3
T12622: P211' := P211 - 1
IM[1392,335]: -1
T12622: P19' := P19 - 2
IM[1392,449]: -2
T12622: P648' := P648 - 1
IM[1392,327]: -1
P255 --> T12621 : 1
Pre[1393,29]: 1
P265 --> T12621 : 1
Pre[1393,126]: 1
T12621: P255' := P255 - 1
IM[1393,29]: -1
T12621: P265' := P265 - 1
IM[1393,126]: -1
T12621: P757' := P757 + 1
IM[1393,341]: 1
T12621: P20' := P20 + 1
IM[1393,0]: 1
P190 --> T12620 : 1
Pre[1394,363]: 1
P19 --> T12620 : 1
Pre[1394,449]: 1
P751 --> T12620 : 1
Pre[1394,408]: 1
P567 --> T12620 : 1
Pre[1394,243]: 1
P193 --> T12620 : 6
Pre[1394,184]: 6
P133 --> T12620 : 1
Pre[1394,307]: 1
T12620: P190' := P190 - 1
IM[1394,363]: -1
T12620: P530' := P530 + 1
IM[1394,435]: 1
T12620: P19' := P19 - 1
IM[1394,449]: -1
T12620: P352' := P352 + 1
IM[1394,331]: 1
T12620: P751' := P751 - 1
IM[1394,408]: -1
T12620: P37' := P37 + 1
IM[1394,219]: 1
T12620: P567' := P567 - 1
IM[1394,243]: -1
T12620: P193' := P193 - 6
IM[1394,184]: -6
T12620: P185' := P185 + 4
IM[1394,185]: 4
T12620: P584' := P584 + 1
IM[1394,437]: 1
T12620: P133' := P133 - 1
IM[1394,307]: -1
P647 --> T12619 : 1
Pre[1395,536]: 1
P716 --> T12619 : 1
Pre[1395,531]: 1
T12619: P647' := P647 - 1
IM[1395,536]: -1
T12619: P229' := P229 + 1
IM[1395,445]: 1
T12619: P716' := P716 - 1
IM[1395,531]: -1
T12619: P551' := P551 + 1
IM[1395,513]: 1
T12619: P713' := P713 + 1
IM[1395,528]: 1
P16 --> T12618 : 1
Pre[1396,215]: 1
P133 --> T12618 : 1
Pre[1396,307]: 1
P193 --> T12618 : 6
Pre[1396,184]: 6
P648 --> T12618 : 1
Pre[1396,327]: 1
P190 --> T12618 : 2
Pre[1396,363]: 2
T12618: P16' := P16 - 1
IM[1396,215]: -1
T12618: P105' := P105 + 1
IM[1396,293]: 1
T12618: P133' := P133 - 1
IM[1396,307]: -1
T12618: P193' := P193 - 6
IM[1396,184]: -6
T12618: P555' := P555 + 2
IM[1396,368]: 2
T12618: P648' := P648 - 1
IM[1396,327]: -1
T12618: P185' := P185 + 4
IM[1396,185]: 4
T12618: P570' := P570 + 1
IM[1396,296]: 1
T12618: P190' := P190 - 2
IM[1396,363]: -2
P19 --> T12617 : 2
Pre[1397,449]: 2
P306 --> T12617 : 1
Pre[1397,407]: 1
P193 --> T12617 : 6
Pre[1397,184]: 6
P751 --> T12617 : 2
Pre[1397,408]: 2
T12617: P480' := P480 + 2
IM[1397,418]: 2
T12617: P19' := P19 - 2
IM[1397,449]: -2
T12617: P761' := P761 + 2
IM[1397,456]: 2
T12617: P306' := P306 - 1
IM[1397,407]: -1
T12617: P185' := P185 + 4
IM[1397,185]: 4
T12617: P193' := P193 - 6
IM[1397,184]: -6
T12617: P751' := P751 - 2
IM[1397,408]: -2
P459 --> T12616 : 1
Pre[1398,510]: 1
P307 --> T12616 : 1
Pre[1398,567]: 1
P415 --> T12616 : 10
Pre[1398,509]: 10
P493 --> T12616 : 1
Pre[1398,566]: 1
P653 --> T12616 : 1
Pre[1398,519]: 1
T12616: P459' := P459 - 1
IM[1398,510]: -1
T12616: P307' := P307 - 1
IM[1398,567]: -1
T12616: P691' := P691 + 1
IM[1398,606]: 1
T12616: P493' := P493 - 1
IM[1398,566]: -1
T12616: P653' := P653 - 1
IM[1398,519]: -1
T12616: P723' := P723 + 1
IM[1398,512]: 1
P193 --> T12615 : 7
Pre[1399,184]: 7
P306 --> T12615 : 1
Pre[1399,407]: 1
P295 --> T12615 : 2
Pre[1399,258]: 2
P19 --> T12615 : 1
Pre[1399,449]: 1
T12615: P193' := P193 - 7
IM[1399,184]: -7
T12615: P480' := P480 + 1
IM[1399,418]: 1
T12615: P306' := P306 - 1
IM[1399,407]: -1
T12615: P295' := P295 - 2
IM[1399,258]: -2
T12615: P19' := P19 - 1
IM[1399,449]: -1
T12615: P345' := P345 + 2
IM[1399,415]: 2
T12615: P721' := P721 + 3
IM[1399,192]: 3
P19 --> T12614 : 2
Pre[1400,449]: 2
P193 --> T12614 : 6
Pre[1400,184]: 6
P5 --> T12614 : 1
Pre[1400,384]: 1
P295 --> T12614 : 1
Pre[1400,258]: 1
P751 --> T12614 : 1
Pre[1400,408]: 1
T12614: P19' := P19 - 2
IM[1400,449]: -2
T12614: P214' := P214 + 1
IM[1400,432]: 1
T12614: P193' := P193 - 6
IM[1400,184]: -6
T12614: P5' := P5 - 1
IM[1400,384]: -1
T12614: P552' := P552 + 2
IM[1400,442]: 2
T12614: P295' := P295 - 1
IM[1400,258]: -1
T12614: P67' := P67 + 1
IM[1400,414]: 1
T12614: P185' := P185 + 4
IM[1400,185]: 4
T12614: P751' := P751 - 1
IM[1400,408]: -1
P306 --> T12613 : 1
Pre[1401,407]: 1
P193 --> T12613 : 6
Pre[1401,184]: 6
P751 --> T12613 : 3
Pre[1401,408]: 3
P648 --> T12613 : 1
Pre[1401,327]: 1
T12613: P306' := P306 - 1
IM[1401,407]: -1
T12613: P761' := P761 + 3
IM[1401,456]: 3
T12613: P193' := P193 - 6
IM[1401,184]: -6
T12613: P185' := P185 + 4
IM[1401,185]: 4
T12613: P751' := P751 - 3
IM[1401,408]: -3
T12613: P667' := P667 + 1
IM[1401,440]: 1
T12613: P648' := P648 - 1
IM[1401,327]: -1
P751 --> T12612 : 1
Pre[1402,408]: 1
P193 --> T12612 : 6
Pre[1402,184]: 6
P648 --> T12612 : 2
Pre[1402,327]: 2
P710 --> T12612 : 1
Pre[1402,172]: 1
P19 --> T12612 : 1
Pre[1402,449]: 1
T12612: P565' := P565 + 1
IM[1402,315]: 1
T12612: P751' := P751 - 1
IM[1402,408]: -1
T12612: P652' := P652 + 2
IM[1402,393]: 2
T12612: P185' := P185 + 4
IM[1402,185]: 4
T12612: P193' := P193 - 6
IM[1402,184]: -6
T12612: P648' := P648 - 2
IM[1402,327]: -2
T12612: P215' := P215 + 1
IM[1402,365]: 1
T12612: P710' := P710 - 1
IM[1402,172]: -1
T12612: P19' := P19 - 1
IM[1402,449]: -1
P295 --> T12611 : 1
Pre[1403,258]: 1
P648 --> T12611 : 2
Pre[1403,327]: 2
P193 --> T12611 : 6
Pre[1403,184]: 6
P19 --> T12611 : 1
Pre[1403,449]: 1
P306 --> T12611 : 1
Pre[1403,407]: 1
T12611: P345' := P345 + 1
IM[1403,415]: 1
T12611: P295' := P295 - 1
IM[1403,258]: -1
T12611: P480' := P480 + 1
IM[1403,418]: 1
T12611: P648' := P648 - 2
IM[1403,327]: -2
T12611: P185' := P185 + 4
IM[1403,185]: 4
T12611: P193' := P193 - 6
IM[1403,184]: -6
T12611: P19' := P19 - 1
IM[1403,449]: -1
T12611: P667' := P667 + 2
IM[1403,440]: 2
T12611: P306' := P306 - 1
IM[1403,407]: -1
P751 --> T12610 : 2
Pre[1404,408]: 2
P648 --> T12610 : 1
Pre[1404,327]: 1
P193 --> T12610 : 6
Pre[1404,184]: 6
P306 --> T12610 : 1
Pre[1404,407]: 1
P295 --> T12610 : 1
Pre[1404,258]: 1
T12610: P751' := P751 - 2
IM[1404,408]: -2
T12610: P761' := P761 + 2
IM[1404,456]: 2
T12610: P667' := P667 + 1
IM[1404,440]: 1
T12610: P345' := P345 + 1
IM[1404,415]: 1
T12610: P648' := P648 - 1
IM[1404,327]: -1
T12610: P193' := P193 - 6
IM[1404,184]: -6
T12610: P185' := P185 + 4
IM[1404,185]: 4
T12610: P306' := P306 - 1
IM[1404,407]: -1
T12610: P295' := P295 - 1
IM[1404,258]: -1
P133 --> T12609 : 1
Pre[1405,307]: 1
P193 --> T12609 : 6
Pre[1405,184]: 6
P19 --> T12609 : 1
Pre[1405,449]: 1
P710 --> T12609 : 1
Pre[1405,172]: 1
P751 --> T12609 : 2
Pre[1405,408]: 2
T12609: P133' := P133 - 1
IM[1405,307]: -1
T12609: P193' := P193 - 6
IM[1405,184]: -6
T12609: P185' := P185 + 4
IM[1405,185]: 4
T12609: P19' := P19 - 1
IM[1405,449]: -1
T12609: P565' := P565 + 2
IM[1405,315]: 2
T12609: P710' := P710 - 1
IM[1405,172]: -1
T12609: P215' := P215 + 1
IM[1405,365]: 1
T12609: P751' := P751 - 2
IM[1405,408]: -2
T12609: P137' := P137 + 1
IM[1405,280]: 1
P713 --> T12608 : 1
Pre[1406,528]: 1
P542 --> T12608 : 1
Pre[1406,472]: 1
T12608: P463' := P463 + 1
IM[1406,181]: 1
T12608: P713' := P713 - 1
IM[1406,528]: -1
T12608: P542' := P542 - 1
IM[1406,472]: -1
P190 --> T12607 : 1
Pre[1407,363]: 1
P193 --> T12607 : 7
Pre[1407,184]: 7
P5 --> T12607 : 1
Pre[1407,384]: 1
P19 --> T12607 : 1
Pre[1407,449]: 1
P648 --> T12607 : 1
Pre[1407,327]: 1
T12607: P190' := P190 - 1
IM[1407,363]: -1
T12607: P193' := P193 - 7
IM[1407,184]: -7
T12607: P340' := P340 + 1
IM[1407,461]: 1
T12607: P721' := P721 + 3
IM[1407,192]: 3
T12607: P5' := P5 - 1
IM[1407,384]: -1
T12607: P19' := P19 - 1
IM[1407,449]: -1
T12607: P568' := P568 + 1
IM[1407,385]: 1
T12607: P648' := P648 - 1
IM[1407,327]: -1
T12607: P552' := P552 + 1
IM[1407,442]: 1
P19 --> T12606 : 1
Pre[1408,449]: 1
P648 --> T12606 : 1
Pre[1408,327]: 1
P16 --> T12606 : 1
Pre[1408,215]: 1
P295 --> T12606 : 1
Pre[1408,258]: 1
P193 --> T12606 : 7
Pre[1408,184]: 7
T12606: P257' := P257 + 1
IM[1408,236]: 1
T12606: P570' := P570 + 1
IM[1408,296]: 1
T12606: P19' := P19 - 1
IM[1408,449]: -1
T12606: P322' := P322 + 1
IM[1408,416]: 1
T12606: P648' := P648 - 1
IM[1408,327]: -1
T12606: P16' := P16 - 1
IM[1408,215]: -1
T12606: P295' := P295 - 1
IM[1408,258]: -1
T12606: P721' := P721 + 3
IM[1408,192]: 3
T12606: P193' := P193 - 7
IM[1408,184]: -7
P227 --> T12605 : 1
Pre[1409,344]: 1
P20 --> T12605 : 1
Pre[1409,0]: 1
T12605: P255' := P255 + 1
IM[1409,29]: 1
T12605: P62' := P62 + 1
IM[1409,306]: 1
T12605: P227' := P227 - 1
IM[1409,344]: -1
T12605: P20' := P20 - 1
IM[1409,0]: -1
P751 --> T12604 : 3
Pre[1410,408]: 3
P193 --> T12604 : 6
Pre[1410,184]: 6
P567 --> T12604 : 1
Pre[1410,243]: 1
P648 --> T12604 : 1
Pre[1410,327]: 1
T12604: P240' := P240 + 1
IM[1410,358]: 1
T12604: P185' := P185 + 4
IM[1410,185]: 4
T12604: P751' := P751 - 3
IM[1410,408]: -3
T12604: P193' := P193 - 6
IM[1410,184]: -6
T12604: P567' := P567 - 1
IM[1410,243]: -1
T12604: P530' := P530 + 3
IM[1410,435]: 3
T12604: P648' := P648 - 1
IM[1410,327]: -1
P710 --> T12603 : 1
Pre[1411,172]: 1
P133 --> T12603 : 1
Pre[1411,307]: 1
P19 --> T12603 : 1
Pre[1411,449]: 1
P193 --> T12603 : 6
Pre[1411,184]: 6
P295 --> T12603 : 2
Pre[1411,258]: 2
T12603: P710' := P710 - 1
IM[1411,172]: -1
T12603: P137' := P137 + 1
IM[1411,280]: 1
T12603: P133' := P133 - 1
IM[1411,307]: -1
T12603: P215' := P215 + 1
IM[1411,365]: 1
T12603: P355' := P355 + 2
IM[1411,319]: 2
T12603: P19' := P19 - 1
IM[1411,449]: -1
T12603: P193' := P193 - 6
IM[1411,184]: -6
T12603: P185' := P185 + 4
IM[1411,185]: 4
T12603: P295' := P295 - 2
IM[1411,258]: -2
P295 --> T12602 : 3
Pre[1412,258]: 3
P193 --> T12602 : 6
Pre[1412,184]: 6
P190 --> T12602 : 1
Pre[1412,363]: 1
P211 --> T12602 : 1
Pre[1412,335]: 1
T12602: P185' := P185 + 4
IM[1412,185]: 4
T12602: P295' := P295 - 3
IM[1412,258]: -3
T12602: P193' := P193 - 6
IM[1412,184]: -6
T12602: P692' := P692 + 3
IM[1412,287]: 3
T12602: P190' := P190 - 1
IM[1412,363]: -1
T12602: P211' := P211 - 1
IM[1412,335]: -1
T12602: P798' := P798 + 1
IM[1412,301]: 1
P751 --> T12601 : 1
Pre[1413,408]: 1
P193 --> T12601 : 6
Pre[1413,184]: 6
P648 --> T12601 : 1
Pre[1413,327]: 1
P295 --> T12601 : 1
Pre[1413,258]: 1
P16 --> T12601 : 1
Pre[1413,215]: 1
P133 --> T12601 : 1
Pre[1413,307]: 1
T12601: P677' := P677 + 1
IM[1413,409]: 1
T12601: P257' := P257 + 1
IM[1413,236]: 1
T12601: P751' := P751 - 1
IM[1413,408]: -1
T12601: P185' := P185 + 4
IM[1413,185]: 4
T12601: P193' := P193 - 6
IM[1413,184]: -6
T12601: P648' := P648 - 1
IM[1413,327]: -1
T12601: P105' := P105 + 1
IM[1413,293]: 1
T12601: P295' := P295 - 1
IM[1413,258]: -1
T12601: P16' := P16 - 1
IM[1413,215]: -1
T12601: P133' := P133 - 1
IM[1413,307]: -1
T12601: P570' := P570 + 1
IM[1413,296]: 1
P751 --> T12600 : 1
Pre[1414,408]: 1
P306 --> T12600 : 1
Pre[1414,407]: 1
P193 --> T12600 : 8
Pre[1414,184]: 8
P19 --> T12600 : 1
Pre[1414,449]: 1
T12600: P761' := P761 + 1
IM[1414,456]: 1
T12600: P751' := P751 - 1
IM[1414,408]: -1
T12600: P306' := P306 - 1
IM[1414,407]: -1
T12600: P52' := P52 + 2
IM[1414,174]: 2
T12600: P480' := P480 + 1
IM[1414,418]: 1
T12600: P193' := P193 - 8
IM[1414,184]: -8
T12600: P19' := P19 - 1
IM[1414,449]: -1
P193 --> T12599 : 7
Pre[1415,184]: 7
P648 --> T12599 : 1
Pre[1415,327]: 1
P190 --> T12599 : 1
Pre[1415,363]: 1
P472 --> T12599 : 1
Pre[1415,334]: 1
P133 --> T12599 : 1
Pre[1415,307]: 1
T12599: P193' := P193 - 7
IM[1415,184]: -7
T12599: P721' := P721 + 3
IM[1415,192]: 3
T12599: P648' := P648 - 1
IM[1415,327]: -1
T12599: P190' := P190 - 1
IM[1415,363]: -1
T12599: P457' := P457 + 1
IM[1415,347]: 1
T12599: P465' := P465 + 1
IM[1415,389]: 1
T12599: P472' := P472 - 1
IM[1415,334]: -1
T12599: P65' := P65 + 1
IM[1415,336]: 1
T12599: P133' := P133 - 1
IM[1415,307]: -1
P460 --> T12598 : 1
Pre[1416,141]: 1
T12598: P460' := P460 - 1
IM[1416,141]: -1
T12598: P57' := P57 + 1
IM[1416,210]: 1
P295 --> T12597 : 1
Pre[1417,258]: 1
P710 --> T12597 : 1
Pre[1417,172]: 1
P133 --> T12597 : 3
Pre[1417,307]: 3
P193 --> T12597 : 6
Pre[1417,184]: 6
T12597: P295' := P295 - 1
IM[1417,258]: -1
T12597: P355' := P355 + 1
IM[1417,319]: 1
T12597: P137' := P137 + 3
IM[1417,280]: 3
T12597: P710' := P710 - 1
IM[1417,172]: -1
T12597: P133' := P133 - 3
IM[1417,307]: -3
T12597: P185' := P185 + 4
IM[1417,185]: 4
T12597: P193' := P193 - 6
IM[1417,184]: -6
P193 --> T12596 : 6
Pre[1418,184]: 6
P751 --> T12596 : 1
Pre[1418,408]: 1
P190 --> T12596 : 1
Pre[1418,363]: 1
P648 --> T12596 : 1
Pre[1418,327]: 1
P16 --> T12596 : 1
Pre[1418,215]: 1
P133 --> T12596 : 1
Pre[1418,307]: 1
T12596: P185' := P185 + 4
IM[1418,185]: 4
T12596: P555' := P555 + 1
IM[1418,368]: 1
T12596: P105' := P105 + 1
IM[1418,293]: 1
T12596: P193' := P193 - 6
IM[1418,184]: -6
T12596: P570' := P570 + 1
IM[1418,296]: 1
T12596: P751' := P751 - 1
IM[1418,408]: -1
T12596: P190' := P190 - 1
IM[1418,363]: -1
T12596: P648' := P648 - 1
IM[1418,327]: -1
T12596: P677' := P677 + 1
IM[1418,409]: 1
T12596: P16' := P16 - 1
IM[1418,215]: -1
T12596: P133' := P133 - 1
IM[1418,307]: -1
P295 --> T12595 : 2
Pre[1419,258]: 2
P19 --> T12595 : 1
Pre[1419,449]: 1
P193 --> T12595 : 6
Pre[1419,184]: 6
P190 --> T12595 : 1
Pre[1419,363]: 1
P640 --> T12595 : 1
Pre[1419,355]: 1
T12595: P295' := P295 - 2
IM[1419,258]: -2
T12595: P53' := P53 + 2
IM[1419,224]: 2
T12595: P111' := P111 + 1
IM[1419,411]: 1
T12595: P19' := P19 - 1
IM[1419,449]: -1
T12595: P193' := P193 - 6
IM[1419,184]: -6
T12595: P190' := P190 - 1
IM[1419,363]: -1
T12595: P685' := P685 + 1
IM[1419,403]: 1
T12595: P640' := P640 - 1
IM[1419,355]: -1
T12595: P185' := P185 + 4
IM[1419,185]: 4
P90 --> T12594 : 1
Pre[1420,241]: 1
P206 --> T12594 : 1
Pre[1420,239]: 1
T12594: P451' := P451 + 1
IM[1420,288]: 1
T12594: P687' := P687 + 1
IM[1420,238]: 1
T12594: P90' := P90 - 1
IM[1420,241]: -1
T12594: P206' := P206 - 1
IM[1420,239]: -1
P751 --> T12593 : 2
Pre[1421,408]: 2
P567 --> T12593 : 1
Pre[1421,243]: 1
P19 --> T12593 : 1
Pre[1421,449]: 1
P193 --> T12593 : 7
Pre[1421,184]: 7
T12593: P530' := P530 + 2
IM[1421,435]: 2
T12593: P751' := P751 - 2
IM[1421,408]: -2
T12593: P37' := P37 + 1
IM[1421,219]: 1
T12593: P567' := P567 - 1
IM[1421,243]: -1
T12593: P19' := P19 - 1
IM[1421,449]: -1
T12593: P721' := P721 + 3
IM[1421,192]: 3
T12593: P193' := P193 - 7
IM[1421,184]: -7
P604 --> T12592 : 1
Pre[1422,778]: 1
T12592: P509' := P509 + 1
IM[1422,771]: 1
T12592: P493' := P493 + 1
IM[1422,566]: 1
T12592: P583' := P583 + 1
IM[1422,541]: 1
T12592: P604' := P604 - 1
IM[1422,778]: -1
P190 --> T12591 : 1
Pre[1423,363]: 1
P133 --> T12591 : 1
Pre[1423,307]: 1
P19 --> T12591 : 1
Pre[1423,449]: 1
P648 --> T12591 : 1
Pre[1423,327]: 1
P472 --> T12591 : 1
Pre[1423,334]: 1
P193 --> T12591 : 6
Pre[1423,184]: 6
T12591: P190' := P190 - 1
IM[1423,363]: -1
T12591: P465' := P465 + 1
IM[1423,389]: 1
T12591: P133' := P133 - 1
IM[1423,307]: -1
T12591: P706' := P706 + 1
IM[1423,362]: 1
T12591: P19' := P19 - 1
IM[1423,449]: -1
T12591: P65' := P65 + 1
IM[1423,336]: 1
T12591: P648' := P648 - 1
IM[1423,327]: -1
T12591: P457' := P457 + 1
IM[1423,347]: 1
T12591: P472' := P472 - 1
IM[1423,334]: -1
T12591: P193' := P193 - 6
IM[1423,184]: -6
T12591: P185' := P185 + 4
IM[1423,185]: 4
P133 --> T12590 : 1
Pre[1424,307]: 1
P648 --> T12590 : 3
Pre[1424,327]: 3
P193 --> T12590 : 6
Pre[1424,184]: 6
P211 --> T12590 : 1
Pre[1424,335]: 1
T12590: P185' := P185 + 4
IM[1424,185]: 4
T12590: P133' := P133 - 1
IM[1424,307]: -1
T12590: P648' := P648 - 3
IM[1424,327]: -3
T12590: P427' := P427 + 3
IM[1424,322]: 3
T12590: P494' := P494 + 1
IM[1424,265]: 1
T12590: P193' := P193 - 6
IM[1424,184]: -6
T12590: P211' := P211 - 1
IM[1424,335]: -1
P193 --> T12589 : 6
Pre[1425,184]: 6
P648 --> T12589 : 1
Pre[1425,327]: 1
P751 --> T12589 : 1
Pre[1425,408]: 1
P567 --> T12589 : 1
Pre[1425,243]: 1
P295 --> T12589 : 2
Pre[1425,258]: 2
T12589: P193' := P193 - 6
IM[1425,184]: -6
T12589: P648' := P648 - 1
IM[1425,327]: -1
T12589: P185' := P185 + 4
IM[1425,185]: 4
T12589: P751' := P751 - 1
IM[1425,408]: -1
T12589: P530' := P530 + 1
IM[1425,435]: 1
T12589: P567' := P567 - 1
IM[1425,243]: -1
T12589: P79' := P79 + 2
IM[1425,218]: 2
T12589: P295' := P295 - 2
IM[1425,258]: -2
T12589: P240' := P240 + 1
IM[1425,358]: 1
P19 --> T12588 : 1
Pre[1426,449]: 1
P710 --> T12588 : 1
Pre[1426,172]: 1
P295 --> T12588 : 1
Pre[1426,258]: 1
P648 --> T12588 : 1
Pre[1426,327]: 1
P193 --> T12588 : 7
Pre[1426,184]: 7
T12588: P19' := P19 - 1
IM[1426,449]: -1
T12588: P721' := P721 + 3
IM[1426,192]: 3
T12588: P710' := P710 - 1
IM[1426,172]: -1
T12588: P295' := P295 - 1
IM[1426,258]: -1
T12588: P648' := P648 - 1
IM[1426,327]: -1
T12588: P355' := P355 + 1
IM[1426,319]: 1
T12588: P215' := P215 + 1
IM[1426,365]: 1
T12588: P193' := P193 - 7
IM[1426,184]: -7
T12588: P652' := P652 + 1
IM[1426,393]: 1
P133 --> T12587 : 1
Pre[1427,307]: 1
P193 --> T12587 : 7
Pre[1427,184]: 7
P190 --> T12587 : 1
Pre[1427,363]: 1
P648 --> T12587 : 1
Pre[1427,327]: 1
P5 --> T12587 : 1
Pre[1427,384]: 1
T12587: P133' := P133 - 1
IM[1427,307]: -1
T12587: P668' := P668 + 1
IM[1427,447]: 1
T12587: P721' := P721 + 3
IM[1427,192]: 3
T12587: P193' := P193 - 7
IM[1427,184]: -7
T12587: P568' := P568 + 1
IM[1427,385]: 1
T12587: P190' := P190 - 1
IM[1427,363]: -1
T12587: P340' := P340 + 1
IM[1427,461]: 1
T12587: P648' := P648 - 1
IM[1427,327]: -1
T12587: P5' := P5 - 1
IM[1427,384]: -1
P751 --> T12586 : 2
Pre[1428,408]: 2
P133 --> T12586 : 1
Pre[1428,307]: 1
P648 --> T12586 : 1
Pre[1428,327]: 1
P193 --> T12586 : 6
Pre[1428,184]: 6
P5 --> T12586 : 1
Pre[1428,384]: 1
T12586: P751' := P751 - 2
IM[1428,408]: -2
T12586: P67' := P67 + 2
IM[1428,414]: 2
T12586: P133' := P133 - 1
IM[1428,307]: -1
T12586: P648' := P648 - 1
IM[1428,327]: -1
T12586: P568' := P568 + 1
IM[1428,385]: 1
T12586: P185' := P185 + 4
IM[1428,185]: 4
T12586: P193' := P193 - 6
IM[1428,184]: -6
T12586: P668' := P668 + 1
IM[1428,447]: 1
T12586: P5' := P5 - 1
IM[1428,384]: -1
P19 --> T12585 : 1
Pre[1429,449]: 1
P190 --> T12585 : 1
Pre[1429,363]: 1
P648 --> T12585 : 1
Pre[1429,327]: 1
P306 --> T12585 : 1
Pre[1429,407]: 1
P193 --> T12585 : 7
Pre[1429,184]: 7
T12585: P19' := P19 - 1
IM[1429,449]: -1
T12585: P721' := P721 + 3
IM[1429,192]: 3
T12585: P480' := P480 + 1
IM[1429,418]: 1
T12585: P190' := P190 - 1
IM[1429,363]: -1
T12585: P648' := P648 - 1
IM[1429,327]: -1
T12585: P667' := P667 + 1
IM[1429,440]: 1
T12585: P249' := P249 + 1
IM[1429,381]: 1
T12585: P306' := P306 - 1
IM[1429,407]: -1
T12585: P193' := P193 - 7
IM[1429,184]: -7
P193 --> T12584 : 6
Pre[1430,184]: 6
P133 --> T12584 : 1
Pre[1430,307]: 1
P295 --> T12584 : 2
Pre[1430,258]: 2
P5 --> T12584 : 1
Pre[1430,384]: 1
P648 --> T12584 : 1
Pre[1430,327]: 1
T12584: P193' := P193 - 6
IM[1430,184]: -6
T12584: P214' := P214 + 2
IM[1430,432]: 2
T12584: P133' := P133 - 1
IM[1430,307]: -1
T12584: P568' := P568 + 1
IM[1430,385]: 1
T12584: P185' := P185 + 4
IM[1430,185]: 4
T12584: P295' := P295 - 2
IM[1430,258]: -2
T12584: P668' := P668 + 1
IM[1430,447]: 1
T12584: P5' := P5 - 1
IM[1430,384]: -1
T12584: P648' := P648 - 1
IM[1430,327]: -1
P415 --> T12583 : 10
Pre[1431,509]: 10
P493 --> T12583 : 1
Pre[1431,566]: 1
P158 --> T12583 : 1
Pre[1431,428]: 1
T12583: P103' := P103 + 1
IM[1431,561]: 1
T12583: P493' := P493 - 1
IM[1431,566]: -1
T12583: P158' := P158 - 1
IM[1431,428]: -1
P751 --> T12582 : 2
Pre[1432,408]: 2
P648 --> T12582 : 1
Pre[1432,327]: 1
P193 --> T12582 : 6
Pre[1432,184]: 6
P640 --> T12582 : 1
Pre[1432,355]: 1
P190 --> T12582 : 1
Pre[1432,363]: 1
T12582: P462' := P462 + 2
IM[1432,410]: 2
T12582: P751' := P751 - 2
IM[1432,408]: -2
T12582: P648' := P648 - 1
IM[1432,327]: -1
T12582: P326' := P326 + 1
IM[1432,346]: 1
T12582: P185' := P185 + 4
IM[1432,185]: 4
T12582: P193' := P193 - 6
IM[1432,184]: -6
T12582: P685' := P685 + 1
IM[1432,403]: 1
T12582: P640' := P640 - 1
IM[1432,355]: -1
T12582: P190' := P190 - 1
IM[1432,363]: -1
P648 --> T12581 : 1
Pre[1433,327]: 1
P751 --> T12581 : 2
Pre[1433,408]: 2
P211 --> T12581 : 1
Pre[1433,335]: 1
P193 --> T12581 : 7
Pre[1433,184]: 7
T12581: P648' := P648 - 1
IM[1433,327]: -1
T12581: P328' := P328 + 2
IM[1433,425]: 2
T12581: P751' := P751 - 2
IM[1433,408]: -2
T12581: P211' := P211 - 1
IM[1433,335]: -1
T12581: P193' := P193 - 7
IM[1433,184]: -7
T12581: P721' := P721 + 3
IM[1433,192]: 3
T12581: P427' := P427 + 1
IM[1433,322]: 1
P133 --> T12580 : 1
Pre[1434,307]: 1
P648 --> T12580 : 1
Pre[1434,327]: 1
P19 --> T12580 : 1
Pre[1434,449]: 1
P211 --> T12580 : 1
Pre[1434,335]: 1
P193 --> T12580 : 6
Pre[1434,184]: 6
P190 --> T12580 : 1
Pre[1434,363]: 1
T12580: P133' := P133 - 1
IM[1434,307]: -1
T12580: P581' := P581 + 1
IM[1434,477]: 1
T12580: P648' := P648 - 1
IM[1434,327]: -1
T12580: P427' := P427 + 1
IM[1434,322]: 1
T12580: P19' := P19 - 1
IM[1434,449]: -1
T12580: P211' := P211 - 1
IM[1434,335]: -1
T12580: P193' := P193 - 6
IM[1434,184]: -6
T12580: P190' := P190 - 1
IM[1434,363]: -1
T12580: P798' := P798 + 1
IM[1434,301]: 1
T12580: P494' := P494 + 1
IM[1434,265]: 1
T12580: P185' := P185 + 4
IM[1434,185]: 4
P211 --> T12579 : 1
Pre[1435,335]: 1
P193 --> T12579 : 6
Pre[1435,184]: 6
P19 --> T12579 : 1
Pre[1435,449]: 1
P295 --> T12579 : 2
Pre[1435,258]: 2
P751 --> T12579 : 1
Pre[1435,408]: 1
T12579: P211' := P211 - 1
IM[1435,335]: -1
T12579: P692' := P692 + 2
IM[1435,287]: 2
T12579: P185' := P185 + 4
IM[1435,185]: 4
T12579: P193' := P193 - 6
IM[1435,184]: -6
T12579: P581' := P581 + 1
IM[1435,477]: 1
T12579: P328' := P328 + 1
IM[1435,425]: 1
T12579: P19' := P19 - 1
IM[1435,449]: -1
T12579: P295' := P295 - 2
IM[1435,258]: -2
T12579: P751' := P751 - 1
IM[1435,408]: -1
P608 --> T12578 : 1
Pre[1436,479]: 1
T12578: P464' := P464 + 1
IM[1436,132]: 1
T12578: P608' := P608 - 1
IM[1436,479]: -1
P648 --> T12577 : 1
Pre[1437,327]: 1
P19 --> T12577 : 1
Pre[1437,449]: 1
P751 --> T12577 : 1
Pre[1437,408]: 1
P295 --> T12577 : 1
Pre[1437,258]: 1
P16 --> T12577 : 1
Pre[1437,215]: 1
P193 --> T12577 : 6
Pre[1437,184]: 6
T12577: P648' := P648 - 1
IM[1437,327]: -1
T12577: P19' := P19 - 1
IM[1437,449]: -1
T12577: P257' := P257 + 1
IM[1437,236]: 1
T12577: P677' := P677 + 1
IM[1437,409]: 1
T12577: P751' := P751 - 1
IM[1437,408]: -1
T12577: P322' := P322 + 1
IM[1437,416]: 1
T12577: P185' := P185 + 4
IM[1437,185]: 4
T12577: P295' := P295 - 1
IM[1437,258]: -1
T12577: P570' := P570 + 1
IM[1437,296]: 1
T12577: P16' := P16 - 1
IM[1437,215]: -1
T12577: P193' := P193 - 6
IM[1437,184]: -6
P193 --> T12576 : 6
Pre[1438,184]: 6
P19 --> T12576 : 1
Pre[1438,449]: 1
P5 --> T12576 : 1
Pre[1438,384]: 1
P295 --> T12576 : 1
Pre[1438,258]: 1
P133 --> T12576 : 1
Pre[1438,307]: 1
P190 --> T12576 : 1
Pre[1438,363]: 1
T12576: P193' := P193 - 6
IM[1438,184]: -6
T12576: P19' := P19 - 1
IM[1438,449]: -1
T12576: P340' := P340 + 1
IM[1438,461]: 1
T12576: P5' := P5 - 1
IM[1438,384]: -1
T12576: P295' := P295 - 1
IM[1438,258]: -1
T12576: P668' := P668 + 1
IM[1438,447]: 1
T12576: P214' := P214 + 1
IM[1438,432]: 1
T12576: P133' := P133 - 1
IM[1438,307]: -1
T12576: P190' := P190 - 1
IM[1438,363]: -1
T12576: P185' := P185 + 4
IM[1438,185]: 4
T12576: P552' := P552 + 1
IM[1438,442]: 1
P193 --> T12575 : 6
Pre[1439,184]: 6
P306 --> T12575 : 1
Pre[1439,407]: 1
P751 --> T12575 : 2
Pre[1439,408]: 2
P295 --> T12575 : 2
Pre[1439,258]: 2
T12575: P193' := P193 - 6
IM[1439,184]: -6
T12575: P185' := P185 + 4
IM[1439,185]: 4
T12575: P306' := P306 - 1
IM[1439,407]: -1
T12575: P761' := P761 + 2
IM[1439,456]: 2
T12575: P751' := P751 - 2
IM[1439,408]: -2
T12575: P295' := P295 - 2
IM[1439,258]: -2
T12575: P345' := P345 + 2
IM[1439,415]: 2
P133 --> T12574 : 2
Pre[1440,307]: 2
P648 --> T12574 : 1
Pre[1440,327]: 1
P19 --> T12574 : 1
Pre[1440,449]: 1
P193 --> T12574 : 6
Pre[1440,184]: 6
P567 --> T12574 : 1
Pre[1440,243]: 1
T12574: P185' := P185 + 4
IM[1440,185]: 4
T12574: P133' := P133 - 2
IM[1440,307]: -2
T12574: P648' := P648 - 1
IM[1440,327]: -1
T12574: P19' := P19 - 1
IM[1440,449]: -1
T12574: P240' := P240 + 1
IM[1440,358]: 1
T12574: P37' := P37 + 1
IM[1440,219]: 1
T12574: P193' := P193 - 6
IM[1440,184]: -6
T12574: P352' := P352 + 2
IM[1440,331]: 2
T12574: P567' := P567 - 1
IM[1440,243]: -1
P19 --> T12573 : 1
Pre[1441,449]: 1
P306 --> T12573 : 1
Pre[1441,407]: 1
P193 --> T12573 : 6
Pre[1441,184]: 6
P295 --> T12573 : 1
Pre[1441,258]: 1
P190 --> T12573 : 1
Pre[1441,363]: 1
P751 --> T12573 : 1
Pre[1441,408]: 1
T12573: P345' := P345 + 1
IM[1441,415]: 1
T12573: P19' := P19 - 1
IM[1441,449]: -1
T12573: P480' := P480 + 1
IM[1441,418]: 1
T12573: P306' := P306 - 1
IM[1441,407]: -1
T12573: P193' := P193 - 6
IM[1441,184]: -6
T12573: P295' := P295 - 1
IM[1441,258]: -1
T12573: P185' := P185 + 4
IM[1441,185]: 4
T12573: P190' := P190 - 1
IM[1441,363]: -1
T12573: P761' := P761 + 1
IM[1441,456]: 1
T12573: P751' := P751 - 1
IM[1441,408]: -1
T12573: P249' := P249 + 1
IM[1441,381]: 1
P19 --> T12572 : 1
Pre[1442,449]: 1
P190 --> T12572 : 2
Pre[1442,363]: 2
P751 --> T12572 : 1
Pre[1442,408]: 1
P193 --> T12572 : 6
Pre[1442,184]: 6
P5 --> T12572 : 1
Pre[1442,384]: 1
T12572: P19' := P19 - 1
IM[1442,449]: -1
T12572: P552' := P552 + 1
IM[1442,442]: 1
T12572: P190' := P190 - 2
IM[1442,363]: -2
T12572: P340' := P340 + 2
IM[1442,461]: 2
T12572: P751' := P751 - 1
IM[1442,408]: -1
T12572: P185' := P185 + 4
IM[1442,185]: 4
T12572: P67' := P67 + 1
IM[1442,414]: 1
T12572: P193' := P193 - 6
IM[1442,184]: -6
T12572: P5' := P5 - 1
IM[1442,384]: -1
P193 --> T12571 : 6
Pre[1443,184]: 6
P306 --> T12571 : 1
Pre[1443,407]: 1
P648 --> T12571 : 1
Pre[1443,327]: 1
P190 --> T12571 : 2
Pre[1443,363]: 2
P751 --> T12571 : 1
Pre[1443,408]: 1
T12571: P185' := P185 + 4
IM[1443,185]: 4
T12571: P249' := P249 + 2
IM[1443,381]: 2
T12571: P193' := P193 - 6
IM[1443,184]: -6
T12571: P667' := P667 + 1
IM[1443,440]: 1
T12571: P761' := P761 + 1
IM[1443,456]: 1
T12571: P306' := P306 - 1
IM[1443,407]: -1
T12571: P648' := P648 - 1
IM[1443,327]: -1
T12571: P190' := P190 - 2
IM[1443,363]: -2
T12571: P751' := P751 - 1
IM[1443,408]: -1
P193 --> T12570 : 6
Pre[1444,184]: 6
P295 --> T12570 : 2
Pre[1444,258]: 2
P5 --> T12570 : 1
Pre[1444,384]: 1
P648 --> T12570 : 1
Pre[1444,327]: 1
P19 --> T12570 : 1
Pre[1444,449]: 1
T12570: P193' := P193 - 6
IM[1444,184]: -6
T12570: P295' := P295 - 2
IM[1444,258]: -2
T12570: P5' := P5 - 1
IM[1444,384]: -1
T12570: P568' := P568 + 1
IM[1444,385]: 1
T12570: P552' := P552 + 1
IM[1444,442]: 1
T12570: P648' := P648 - 1
IM[1444,327]: -1
T12570: P19' := P19 - 1
IM[1444,449]: -1
T12570: P185' := P185 + 4
IM[1444,185]: 4
T12570: P214' := P214 + 2
IM[1444,432]: 2
P133 --> T12569 : 1
Pre[1445,307]: 1
P751 --> T12569 : 1
Pre[1445,408]: 1
P648 --> T12569 : 1
Pre[1445,327]: 1
P472 --> T12569 : 1
Pre[1445,334]: 1
P19 --> T12569 : 1
Pre[1445,449]: 1
P193 --> T12569 : 6
Pre[1445,184]: 6
T12569: P465' := P465 + 1
IM[1445,389]: 1
T12569: P185' := P185 + 4
IM[1445,185]: 4
T12569: P133' := P133 - 1
IM[1445,307]: -1
T12569: P751' := P751 - 1
IM[1445,408]: -1
T12569: P242' := P242 + 1
IM[1445,216]: 1
T12569: P648' := P648 - 1
IM[1445,327]: -1
T12569: P472' := P472 - 1
IM[1445,334]: -1
T12569: P19' := P19 - 1
IM[1445,449]: -1
T12569: P457' := P457 + 1
IM[1445,347]: 1
T12569: P706' := P706 + 1
IM[1445,362]: 1
T12569: P193' := P193 - 6
IM[1445,184]: -6
P193 --> T12568 : 7
Pre[1446,184]: 7
P295 --> T12568 : 1
Pre[1446,258]: 1
P567 --> T12568 : 1
Pre[1446,243]: 1
P648 --> T12568 : 2
Pre[1446,327]: 2
T12568: P193' := P193 - 7
IM[1446,184]: -7
T12568: P295' := P295 - 1
IM[1446,258]: -1
T12568: P567' := P567 - 1
IM[1446,243]: -1
T12568: P79' := P79 + 1
IM[1446,218]: 1
T12568: P721' := P721 + 3
IM[1446,192]: 3
T12568: P648' := P648 - 2
IM[1446,327]: -2
T12568: P240' := P240 + 2
IM[1446,358]: 2
P295 --> T12567 : 1
Pre[1447,258]: 1
P5 --> T12567 : 1
Pre[1447,384]: 1
P193 --> T12567 : 6
Pre[1447,184]: 6
P751 --> T12567 : 1
Pre[1447,408]: 1
P648 --> T12567 : 1
Pre[1447,327]: 1
P190 --> T12567 : 1
Pre[1447,363]: 1
T12567: P185' := P185 + 4
IM[1447,185]: 4
T12567: P340' := P340 + 1
IM[1447,461]: 1
T12567: P295' := P295 - 1
IM[1447,258]: -1
T12567: P5' := P5 - 1
IM[1447,384]: -1
T12567: P193' := P193 - 6
IM[1447,184]: -6
T12567: P214' := P214 + 1
IM[1447,432]: 1
T12567: P751' := P751 - 1
IM[1447,408]: -1
T12567: P67' := P67 + 1
IM[1447,414]: 1
T12567: P568' := P568 + 1
IM[1447,385]: 1
T12567: P648' := P648 - 1
IM[1447,327]: -1
T12567: P190' := P190 - 1
IM[1447,363]: -1
P295 --> T12566 : 1
Pre[1448,258]: 1
P648 --> T12566 : 1
Pre[1448,327]: 1
P193 --> T12566 : 6
Pre[1448,184]: 6
P751 --> T12566 : 1
Pre[1448,408]: 1
P710 --> T12566 : 1
Pre[1448,172]: 1
P19 --> T12566 : 1
Pre[1448,449]: 1
T12566: P295' := P295 - 1
IM[1448,258]: -1
T12566: P355' := P355 + 1
IM[1448,319]: 1
T12566: P215' := P215 + 1
IM[1448,365]: 1
T12566: P648' := P648 - 1
IM[1448,327]: -1
T12566: P185' := P185 + 4
IM[1448,185]: 4
T12566: P565' := P565 + 1
IM[1448,315]: 1
T12566: P193' := P193 - 6
IM[1448,184]: -6
T12566: P751' := P751 - 1
IM[1448,408]: -1
T12566: P710' := P710 - 1
IM[1448,172]: -1
T12566: P652' := P652 + 1
IM[1448,393]: 1
T12566: P19' := P19 - 1
IM[1448,449]: -1
P567 --> T12565 : 1
Pre[1449,243]: 1
P190 --> T12565 : 1
Pre[1449,363]: 1
P193 --> T12565 : 6
Pre[1449,184]: 6
P648 --> T12565 : 1
Pre[1449,327]: 1
P295 --> T12565 : 1
Pre[1449,258]: 1
P133 --> T12565 : 1
Pre[1449,307]: 1
T12565: P567' := P567 - 1
IM[1449,243]: -1
T12565: P352' := P352 + 1
IM[1449,331]: 1
T12565: P190' := P190 - 1
IM[1449,363]: -1
T12565: P193' := P193 - 6
IM[1449,184]: -6
T12565: P648' := P648 - 1
IM[1449,327]: -1
T12565: P295' := P295 - 1
IM[1449,258]: -1
T12565: P185' := P185 + 4
IM[1449,185]: 4
T12565: P240' := P240 + 1
IM[1449,358]: 1
T12565: P584' := P584 + 1
IM[1449,437]: 1
T12565: P79' := P79 + 1
IM[1449,218]: 1
T12565: P133' := P133 - 1
IM[1449,307]: -1
P26 --> T12564 : 1
Pre[1450,543]: 1
P647 --> T12564 : 1
Pre[1450,536]: 1
T12564: P26' := P26 - 1
IM[1450,543]: -1
T12564: P713' := P713 + 1
IM[1450,528]: 1
T12564: P551' := P551 + 1
IM[1450,513]: 1
T12564: P647' := P647 - 1
IM[1450,536]: -1
T12564: P142' := P142 + 1
IM[1450,550]: 1
P19 --> T12563 : 1
Pre[1451,449]: 1
P710 --> T12563 : 1
Pre[1451,172]: 1
P295 --> T12563 : 2
Pre[1451,258]: 2
P648 --> T12563 : 1
Pre[1451,327]: 1
P193 --> T12563 : 6
Pre[1451,184]: 6
T12563: P19' := P19 - 1
IM[1451,449]: -1
T12563: P710' := P710 - 1
IM[1451,172]: -1
T12563: P355' := P355 + 2
IM[1451,319]: 2
T12563: P295' := P295 - 2
IM[1451,258]: -2
T12563: P648' := P648 - 1
IM[1451,327]: -1
T12563: P215' := P215 + 1
IM[1451,365]: 1
T12563: P185' := P185 + 4
IM[1451,185]: 4
T12563: P652' := P652 + 1
IM[1451,393]: 1
T12563: P193' := P193 - 6
IM[1451,184]: -6
P190 --> T12562 : 1
Pre[1452,363]: 1
P193 --> T12562 : 6
Pre[1452,184]: 6
P19 --> T12562 : 1
Pre[1452,449]: 1
P295 --> T12562 : 1
Pre[1452,258]: 1
P16 --> T12562 : 1
Pre[1452,215]: 1
P133 --> T12562 : 1
Pre[1452,307]: 1
T12562: P105' := P105 + 1
IM[1452,293]: 1
T12562: P190' := P190 - 1
IM[1452,363]: -1
T12562: P193' := P193 - 6
IM[1452,184]: -6
T12562: P257' := P257 + 1
IM[1452,236]: 1
T12562: P19' := P19 - 1
IM[1452,449]: -1
T12562: P185' := P185 + 4
IM[1452,185]: 4
T12562: P322' := P322 + 1
IM[1452,416]: 1
T12562: P295' := P295 - 1
IM[1452,258]: -1
T12562: P16' := P16 - 1
IM[1452,215]: -1
T12562: P133' := P133 - 1
IM[1452,307]: -1
T12562: P555' := P555 + 1
IM[1452,368]: 1
P133 --> T12561 : 1
Pre[1453,307]: 1
P295 --> T12561 : 1
Pre[1453,258]: 1
P190 --> T12561 : 1
Pre[1453,363]: 1
P5 --> T12561 : 1
Pre[1453,384]: 1
P193 --> T12561 : 7
Pre[1453,184]: 7
T12561: P133' := P133 - 1
IM[1453,307]: -1
T12561: P295' := P295 - 1
IM[1453,258]: -1
T12561: P340' := P340 + 1
IM[1453,461]: 1
T12561: P721' := P721 + 3
IM[1453,192]: 3
T12561: P190' := P190 - 1
IM[1453,363]: -1
T12561: P5' := P5 - 1
IM[1453,384]: -1
T12561: P214' := P214 + 1
IM[1453,432]: 1
T12561: P668' := P668 + 1
IM[1453,447]: 1
T12561: P193' := P193 - 7
IM[1453,184]: -7
P295 --> T12560 : 1
Pre[1454,258]: 1
P193 --> T12560 : 6
Pre[1454,184]: 6
P133 --> T12560 : 2
Pre[1454,307]: 2
P190 --> T12560 : 1
Pre[1454,363]: 1
P211 --> T12560 : 1
Pre[1454,335]: 1
T12560: P798' := P798 + 1
IM[1454,301]: 1
T12560: P494' := P494 + 2
IM[1454,265]: 2
T12560: P295' := P295 - 1
IM[1454,258]: -1
T12560: P193' := P193 - 6
IM[1454,184]: -6
T12560: P185' := P185 + 4
IM[1454,185]: 4
T12560: P692' := P692 + 1
IM[1454,287]: 1
T12560: P133' := P133 - 2
IM[1454,307]: -2
T12560: P190' := P190 - 1
IM[1454,363]: -1
T12560: P211' := P211 - 1
IM[1454,335]: -1
P516 --> T12559 : 1
Pre[1455,775]: 1
T12559: P516' := P516 - 1
IM[1455,775]: -1
T12559: P602' := P602 + 1
IM[1455,348]: 1
P193 --> T12558 : 6
Pre[1456,184]: 6
P648 --> T12558 : 2
Pre[1456,327]: 2
P190 --> T12558 : 2
Pre[1456,363]: 2
P567 --> T12558 : 1
Pre[1456,243]: 1
T12558: P185' := P185 + 4
IM[1456,185]: 4
T12558: P193' := P193 - 6
IM[1456,184]: -6
T12558: P240' := P240 + 2
IM[1456,358]: 2
T12558: P648' := P648 - 2
IM[1456,327]: -2
T12558: P190' := P190 - 2
IM[1456,363]: -2
T12558: P584' := P584 + 2
IM[1456,437]: 2
T12558: P567' := P567 - 1
IM[1456,243]: -1
P648 --> T12557 : 1
Pre[1457,327]: 1
P190 --> T12557 : 1
Pre[1457,363]: 1
P295 --> T12557 : 1
Pre[1457,258]: 1
P193 --> T12557 : 6
Pre[1457,184]: 6
P19 --> T12557 : 1
Pre[1457,449]: 1
P567 --> T12557 : 1
Pre[1457,243]: 1
T12557: P584' := P584 + 1
IM[1457,437]: 1
T12557: P185' := P185 + 4
IM[1457,185]: 4
T12557: P648' := P648 - 1
IM[1457,327]: -1
T12557: P190' := P190 - 1
IM[1457,363]: -1
T12557: P37' := P37 + 1
IM[1457,219]: 1
T12557: P295' := P295 - 1
IM[1457,258]: -1
T12557: P240' := P240 + 1
IM[1457,358]: 1
T12557: P193' := P193 - 6
IM[1457,184]: -6
T12557: P19' := P19 - 1
IM[1457,449]: -1
T12557: P79' := P79 + 1
IM[1457,218]: 1
T12557: P567' := P567 - 1
IM[1457,243]: -1
P295 --> T12556 : 1
Pre[1458,258]: 1
P190 --> T12556 : 1
Pre[1458,363]: 1
P193 --> T12556 : 6
Pre[1458,184]: 6
P211 --> T12556 : 1
Pre[1458,335]: 1
P648 --> T12556 : 2
Pre[1458,327]: 2
T12556: P427' := P427 + 2
IM[1458,322]: 2
T12556: P295' := P295 - 1
IM[1458,258]: -1
T12556: P190' := P190 - 1
IM[1458,363]: -1
T12556: P193' := P193 - 6
IM[1458,184]: -6
T12556: P211' := P211 - 1
IM[1458,335]: -1
T12556: P692' := P692 + 1
IM[1458,287]: 1
T12556: P185' := P185 + 4
IM[1458,185]: 4
T12556: P648' := P648 - 2
IM[1458,327]: -2
T12556: P798' := P798 + 1
IM[1458,301]: 1
P648 --> T12555 : 1
Pre[1459,327]: 1
P193 --> T12555 : 6
Pre[1459,184]: 6
P472 --> T12555 : 1
Pre[1459,334]: 1
P295 --> T12555 : 3
Pre[1459,258]: 3
T12555: P465' := P465 + 1
IM[1459,389]: 1
T12555: P586' := P586 + 3
IM[1459,379]: 3
T12555: P648' := P648 - 1
IM[1459,327]: -1
T12555: P185' := P185 + 4
IM[1459,185]: 4
T12555: P193' := P193 - 6
IM[1459,184]: -6
T12555: P472' := P472 - 1
IM[1459,334]: -1
T12555: P295' := P295 - 3
IM[1459,258]: -3
P193 --> T12554 : 6
Pre[1460,184]: 6
P190 --> T12554 : 1
Pre[1460,363]: 1
P295 --> T12554 : 2
Pre[1460,258]: 2
P16 --> T12554 : 1
Pre[1460,215]: 1
P19 --> T12554 : 1
Pre[1460,449]: 1
T12554: P185' := P185 + 4
IM[1460,185]: 4
T12554: P193' := P193 - 6
IM[1460,184]: -6
T12554: P190' := P190 - 1
IM[1460,363]: -1
T12554: P555' := P555 + 1
IM[1460,368]: 1
T12554: P322' := P322 + 1
IM[1460,416]: 1
T12554: P295' := P295 - 2
IM[1460,258]: -2
T12554: P257' := P257 + 2
IM[1460,236]: 2
T12554: P16' := P16 - 1
IM[1460,215]: -1
T12554: P19' := P19 - 1
IM[1460,449]: -1
P193 --> T12553 : 6
Pre[1461,184]: 6
P648 --> T12553 : 1
Pre[1461,327]: 1
P133 --> T12553 : 1
Pre[1461,307]: 1
P710 --> T12553 : 1
Pre[1461,172]: 1
P295 --> T12553 : 2
Pre[1461,258]: 2
T12553: P193' := P193 - 6
IM[1461,184]: -6
T12553: P648' := P648 - 1
IM[1461,327]: -1
T12553: P133' := P133 - 1
IM[1461,307]: -1
T12553: P710' := P710 - 1
IM[1461,172]: -1
T12553: P355' := P355 + 2
IM[1461,319]: 2
T12553: P137' := P137 + 1
IM[1461,280]: 1
T12553: P185' := P185 + 4
IM[1461,185]: 4
T12553: P295' := P295 - 2
IM[1461,258]: -2
T12553: P652' := P652 + 1
IM[1461,393]: 1
P193 --> T12552 : 6
Pre[1462,184]: 6
P295 --> T12552 : 1
Pre[1462,258]: 1
P751 --> T12552 : 1
Pre[1462,408]: 1
P640 --> T12552 : 1
Pre[1462,355]: 1
P190 --> T12552 : 1
Pre[1462,363]: 1
P648 --> T12552 : 1
Pre[1462,327]: 1
T12552: P193' := P193 - 6
IM[1462,184]: -6
T12552: P326' := P326 + 1
IM[1462,346]: 1
T12552: P685' := P685 + 1
IM[1462,403]: 1
T12552: P295' := P295 - 1
IM[1462,258]: -1
T12552: P751' := P751 - 1
IM[1462,408]: -1
T12552: P640' := P640 - 1
IM[1462,355]: -1
T12552: P185' := P185 + 4
IM[1462,185]: 4
T12552: P190' := P190 - 1
IM[1462,363]: -1
T12552: P53' := P53 + 1
IM[1462,224]: 1
T12552: P648' := P648 - 1
IM[1462,327]: -1
T12552: P462' := P462 + 1
IM[1462,410]: 1
P295 --> T12551 : 1
Pre[1463,258]: 1
P133 --> T12551 : 1
Pre[1463,307]: 1
P190 --> T12551 : 1
Pre[1463,363]: 1
P19 --> T12551 : 1
Pre[1463,449]: 1
P193 --> T12551 : 6
Pre[1463,184]: 6
P16 --> T12551 : 1
Pre[1463,215]: 1
T12551: P295' := P295 - 1
IM[1463,258]: -1
T12551: P105' := P105 + 1
IM[1463,293]: 1
T12551: P185' := P185 + 4
IM[1463,185]: 4
T12551: P133' := P133 - 1
IM[1463,307]: -1
T12551: P257' := P257 + 1
IM[1463,236]: 1
T12551: P190' := P190 - 1
IM[1463,363]: -1
T12551: P19' := P19 - 1
IM[1463,449]: -1
T12551: P322' := P322 + 1
IM[1463,416]: 1
T12551: P193' := P193 - 6
IM[1463,184]: -6
T12551: P555' := P555 + 1
IM[1463,368]: 1
T12551: P16' := P16 - 1
IM[1463,215]: -1
P193 --> T12550 : 6
Pre[1464,184]: 6
P19 --> T12550 : 1
Pre[1464,449]: 1
P190 --> T12550 : 2
Pre[1464,363]: 2
P640 --> T12550 : 1
Pre[1464,355]: 1
P648 --> T12550 : 1
Pre[1464,327]: 1
T12550: P326' := P326 + 1
IM[1464,346]: 1
T12550: P185' := P185 + 4
IM[1464,185]: 4
T12550: P685' := P685 + 2
IM[1464,403]: 2
T12550: P193' := P193 - 6
IM[1464,184]: -6
T12550: P19' := P19 - 1
IM[1464,449]: -1
T12550: P190' := P190 - 2
IM[1464,363]: -2
T12550: P111' := P111 + 1
IM[1464,411]: 1
T12550: P640' := P640 - 1
IM[1464,355]: -1
T12550: P648' := P648 - 1
IM[1464,327]: -1
P133 --> T12549 : 1
Pre[1465,307]: 1
P306 --> T12549 : 1
Pre[1465,407]: 1
P190 --> T12549 : 2
Pre[1465,363]: 2
P193 --> T12549 : 7
Pre[1465,184]: 7
T12549: P133' := P133 - 1
IM[1465,307]: -1
T12549: P306' := P306 - 1
IM[1465,407]: -1
T12549: P721' := P721 + 3
IM[1465,192]: 3
T12549: P190' := P190 - 2
IM[1465,363]: -2
T12549: P591' := P591 + 1
IM[1465,202]: 1
T12549: P193' := P193 - 7
IM[1465,184]: -7
T12549: P249' := P249 + 2
IM[1465,381]: 2
P512 --> T12548 : 1
Pre[1466,444]: 1
T12548: P512' := P512 - 1
IM[1466,444]: -1
T12548: P439' := P439 + 1
IM[1466,709]: 1
P193 --> T12547 : 6
Pre[1467,184]: 6
P648 --> T12547 : 1
Pre[1467,327]: 1
P190 --> T12547 : 1
Pre[1467,363]: 1
P19 --> T12547 : 2
Pre[1467,449]: 2
P567 --> T12547 : 1
Pre[1467,243]: 1
T12547: P193' := P193 - 6
IM[1467,184]: -6
T12547: P185' := P185 + 4
IM[1467,185]: 4
T12547: P584' := P584 + 1
IM[1467,437]: 1
T12547: P648' := P648 - 1
IM[1467,327]: -1
T12547: P190' := P190 - 1
IM[1467,363]: -1
T12547: P19' := P19 - 2
IM[1467,449]: -2
T12547: P37' := P37 + 2
IM[1467,219]: 2
T12547: P240' := P240 + 1
IM[1467,358]: 1
T12547: P567' := P567 - 1
IM[1467,243]: -1
P193 --> T12546 : 6
Pre[1468,184]: 6
P710 --> T12546 : 1
Pre[1468,172]: 1
P19 --> T12546 : 2
Pre[1468,449]: 2
P751 --> T12546 : 2
Pre[1468,408]: 2
T12546: P215' := P215 + 2
IM[1468,365]: 2
T12546: P193' := P193 - 6
IM[1468,184]: -6
T12546: P185' := P185 + 4
IM[1468,185]: 4
T12546: P710' := P710 - 1
IM[1468,172]: -1
T12546: P565' := P565 + 2
IM[1468,315]: 2
T12546: P19' := P19 - 2
IM[1468,449]: -2
T12546: P751' := P751 - 2
IM[1468,408]: -2
P295 --> T12545 : 1
Pre[1469,258]: 1
P193 --> T12545 : 6
Pre[1469,184]: 6
P190 --> T12545 : 3
Pre[1469,363]: 3
P640 --> T12545 : 1
Pre[1469,355]: 1
T12545: P295' := P295 - 1
IM[1469,258]: -1
T12545: P185' := P185 + 4
IM[1469,185]: 4
T12545: P53' := P53 + 1
IM[1469,224]: 1
T12545: P193' := P193 - 6
IM[1469,184]: -6
T12545: P685' := P685 + 3
IM[1469,403]: 3
T12545: P190' := P190 - 3
IM[1469,363]: -3
T12545: P640' := P640 - 1
IM[1469,355]: -1
P295 --> T12544 : 1
Pre[1470,258]: 1
P193 --> T12544 : 6
Pre[1470,184]: 6
P640 --> T12544 : 1
Pre[1470,355]: 1
P751 --> T12544 : 2
Pre[1470,408]: 2
P19 --> T12544 : 1
Pre[1470,449]: 1
T12544: P295' := P295 - 1
IM[1470,258]: -1
T12544: P193' := P193 - 6
IM[1470,184]: -6
T12544: P640' := P640 - 1
IM[1470,355]: -1
T12544: P185' := P185 + 4
IM[1470,185]: 4
T12544: P751' := P751 - 2
IM[1470,408]: -2
T12544: P53' := P53 + 1
IM[1470,224]: 1
T12544: P19' := P19 - 1
IM[1470,449]: -1
T12544: P462' := P462 + 2
IM[1470,410]: 2
T12544: P111' := P111 + 1
IM[1470,411]: 1
P190 --> T12543 : 1
Pre[1471,363]: 1
P640 --> T12543 : 1
Pre[1471,355]: 1
P193 --> T12543 : 7
Pre[1471,184]: 7
P19 --> T12543 : 2
Pre[1471,449]: 2
T12543: P111' := P111 + 2
IM[1471,411]: 2
T12543: P190' := P190 - 1
IM[1471,363]: -1
T12543: P721' := P721 + 3
IM[1471,192]: 3
T12543: P640' := P640 - 1
IM[1471,355]: -1
T12543: P193' := P193 - 7
IM[1471,184]: -7
T12543: P685' := P685 + 1
IM[1471,403]: 1
T12543: P19' := P19 - 2
IM[1471,449]: -2
P751 --> T12542 : 1
Pre[1472,408]: 1
P306 --> T12542 : 1
Pre[1472,407]: 1
P295 --> T12542 : 1
Pre[1472,258]: 1
P193 --> T12542 : 7
Pre[1472,184]: 7
P19 --> T12542 : 1
Pre[1472,449]: 1
T12542: P751' := P751 - 1
IM[1472,408]: -1
T12542: P306' := P306 - 1
IM[1472,407]: -1
T12542: P295' := P295 - 1
IM[1472,258]: -1
T12542: P721' := P721 + 3
IM[1472,192]: 3
T12542: P761' := P761 + 1
IM[1472,456]: 1
T12542: P345' := P345 + 1
IM[1472,415]: 1
T12542: P193' := P193 - 7
IM[1472,184]: -7
T12542: P480' := P480 + 1
IM[1472,418]: 1
T12542: P19' := P19 - 1
IM[1472,449]: -1
P339 --> T12541 : 1
Pre[1473,274]: 1
P280 --> T12541 : 1
Pre[1473,235]: 1
T12541: P339' := P339 - 1
IM[1473,274]: -1
T12541: P280' := P280 - 1
IM[1473,235]: -1
T12541: P91' := P91 + 1
IM[1473,251]: 1
T12541: P159' := P159 + 1
IM[1473,405]: 1
P295 --> T12540 : 2
Pre[1474,258]: 2
P190 --> T12540 : 1
Pre[1474,363]: 1
P710 --> T12540 : 1
Pre[1474,172]: 1
P193 --> T12540 : 7
Pre[1474,184]: 7
T12540: P408' := P408 + 1
IM[1474,420]: 1
T12540: P295' := P295 - 2
IM[1474,258]: -2
T12540: P190' := P190 - 1
IM[1474,363]: -1
T12540: P710' := P710 - 1
IM[1474,172]: -1
T12540: P721' := P721 + 3
IM[1474,192]: 3
T12540: P193' := P193 - 7
IM[1474,184]: -7
T12540: P355' := P355 + 2
IM[1474,319]: 2
P648 --> T12539 : 1
Pre[1475,327]: 1
P295 --> T12539 : 3
Pre[1475,258]: 3
P710 --> T12539 : 1
Pre[1475,172]: 1
P193 --> T12539 : 6
Pre[1475,184]: 6
T12539: P652' := P652 + 1
IM[1475,393]: 1
T12539: P648' := P648 - 1
IM[1475,327]: -1
T12539: P295' := P295 - 3
IM[1475,258]: -3
T12539: P710' := P710 - 1
IM[1475,172]: -1
T12539: P185' := P185 + 4
IM[1475,185]: 4
T12539: P193' := P193 - 6
IM[1475,184]: -6
T12539: P355' := P355 + 3
IM[1475,319]: 3
P16 --> T12538 : 1
Pre[1476,215]: 1
P193 --> T12538 : 7
Pre[1476,184]: 7
P751 --> T12538 : 1
Pre[1476,408]: 1
P190 --> T12538 : 2
Pre[1476,363]: 2
T12538: P16' := P16 - 1
IM[1476,215]: -1
T12538: P555' := P555 + 2
IM[1476,368]: 2
T12538: P193' := P193 - 7
IM[1476,184]: -7
T12538: P751' := P751 - 1
IM[1476,408]: -1
T12538: P190' := P190 - 2
IM[1476,363]: -2
T12538: P677' := P677 + 1
IM[1476,409]: 1
T12538: P721' := P721 + 3
IM[1476,192]: 3
P19 --> T12537 : 1
Pre[1477,449]: 1
P193 --> T12537 : 6
Pre[1477,184]: 6
P306 --> T12537 : 1
Pre[1477,407]: 1
P751 --> T12537 : 1
Pre[1477,408]: 1
P133 --> T12537 : 2
Pre[1477,307]: 2
T12537: P19' := P19 - 1
IM[1477,449]: -1
T12537: P193' := P193 - 6
IM[1477,184]: -6
T12537: P480' := P480 + 1
IM[1477,418]: 1
T12537: P761' := P761 + 1
IM[1477,456]: 1
T12537: P306' := P306 - 1
IM[1477,407]: -1
T12537: P751' := P751 - 1
IM[1477,408]: -1
T12537: P185' := P185 + 4
IM[1477,185]: 4
T12537: P133' := P133 - 2
IM[1477,307]: -2
T12537: P591' := P591 + 2
IM[1477,202]: 2
P32 --> T12536 : 1
Pre[1478,38]: 1
P659 --> T12536 : 1
Pre[1478,36]: 1
T12536: P251' := P251 + 1
IM[1478,133]: 1
T12536: P597' := P597 + 1
IM[1478,15]: 1
T12536: P32' := P32 - 1
IM[1478,38]: -1
T12536: P659' := P659 - 1
IM[1478,36]: -1
P19 --> T12535 : 1
Pre[1479,449]: 1
P211 --> T12535 : 1
Pre[1479,335]: 1
P190 --> T12535 : 3
Pre[1479,363]: 3
P193 --> T12535 : 6
Pre[1479,184]: 6
T12535: P19' := P19 - 1
IM[1479,449]: -1
T12535: P185' := P185 + 4
IM[1479,185]: 4
T12535: P211' := P211 - 1
IM[1479,335]: -1
T12535: P581' := P581 + 1
IM[1479,477]: 1
T12535: P190' := P190 - 3
IM[1479,363]: -3
T12535: P798' := P798 + 3
IM[1479,301]: 3
T12535: P193' := P193 - 6
IM[1479,184]: -6
P620 --> T12534 : 1
Pre[1480,72]: 1
P167 --> T12534 : 1
Pre[1480,45]: 1
T12534: P620' := P620 - 1
IM[1480,72]: -1
T12534: P167' := P167 - 1
IM[1480,45]: -1
T12534: P497' := P497 + 1
IM[1480,20]: 1
T12534: P537' := P537 + 1
IM[1480,146]: 1
P19 --> T12533 : 1
Pre[1481,449]: 1
P306 --> T12533 : 1
Pre[1481,407]: 1
P190 --> T12533 : 2
Pre[1481,363]: 2
P193 --> T12533 : 7
Pre[1481,184]: 7
T12533: P19' := P19 - 1
IM[1481,449]: -1
T12533: P306' := P306 - 1
IM[1481,407]: -1
T12533: P721' := P721 + 3
IM[1481,192]: 3
T12533: P190' := P190 - 2
IM[1481,363]: -2
T12533: P249' := P249 + 2
IM[1481,381]: 2
T12533: P480' := P480 + 1
IM[1481,418]: 1
T12533: P193' := P193 - 7
IM[1481,184]: -7
P190 --> T12532 : 2
Pre[1482,363]: 2
P710 --> T12532 : 1
Pre[1482,172]: 1
P193 --> T12532 : 6
Pre[1482,184]: 6
P751 --> T12532 : 1
Pre[1482,408]: 1
P19 --> T12532 : 1
Pre[1482,449]: 1
T12532: P185' := P185 + 4
IM[1482,185]: 4
T12532: P190' := P190 - 2
IM[1482,363]: -2
T12532: P565' := P565 + 1
IM[1482,315]: 1
T12532: P710' := P710 - 1
IM[1482,172]: -1
T12532: P215' := P215 + 1
IM[1482,365]: 1
T12532: P408' := P408 + 2
IM[1482,420]: 2
T12532: P193' := P193 - 6
IM[1482,184]: -6
T12532: P751' := P751 - 1
IM[1482,408]: -1
T12532: P19' := P19 - 1
IM[1482,449]: -1
P5 --> T12531 : 1
Pre[1483,384]: 1
P295 --> T12531 : 1
Pre[1483,258]: 1
P193 --> T12531 : 7
Pre[1483,184]: 7
P190 --> T12531 : 1
Pre[1483,363]: 1
P133 --> T12531 : 1
Pre[1483,307]: 1
T12531: P668' := P668 + 1
IM[1483,447]: 1
T12531: P340' := P340 + 1
IM[1483,461]: 1
T12531: P5' := P5 - 1
IM[1483,384]: -1
T12531: P295' := P295 - 1
IM[1483,258]: -1
T12531: P193' := P193 - 7
IM[1483,184]: -7
T12531: P190' := P190 - 1
IM[1483,363]: -1
T12531: P214' := P214 + 1
IM[1483,432]: 1
T12531: P133' := P133 - 1
IM[1483,307]: -1
T12531: P721' := P721 + 3
IM[1483,192]: 3
P193 --> T12530 : 6
Pre[1484,184]: 6
P751 --> T12530 : 1
Pre[1484,408]: 1
P5 --> T12530 : 1
Pre[1484,384]: 1
P19 --> T12530 : 2
Pre[1484,449]: 2
P648 --> T12530 : 1
Pre[1484,327]: 1
T12530: P185' := P185 + 4
IM[1484,185]: 4
T12530: P193' := P193 - 6
IM[1484,184]: -6
T12530: P67' := P67 + 1
IM[1484,414]: 1
T12530: P751' := P751 - 1
IM[1484,408]: -1
T12530: P568' := P568 + 1
IM[1484,385]: 1
T12530: P552' := P552 + 2
IM[1484,442]: 2
T12530: P5' := P5 - 1
IM[1484,384]: -1
T12530: P19' := P19 - 2
IM[1484,449]: -2
T12530: P648' := P648 - 1
IM[1484,327]: -1
P193 --> T12529 : 6
Pre[1485,184]: 6
P16 --> T12529 : 1
Pre[1485,215]: 1
P19 --> T12529 : 2
Pre[1485,449]: 2
P648 --> T12529 : 1
Pre[1485,327]: 1
P751 --> T12529 : 1
Pre[1485,408]: 1
T12529: P193' := P193 - 6
IM[1485,184]: -6
T12529: P322' := P322 + 2
IM[1485,416]: 2
T12529: P185' := P185 + 4
IM[1485,185]: 4
T12529: P16' := P16 - 1
IM[1485,215]: -1
T12529: P570' := P570 + 1
IM[1485,296]: 1
T12529: P19' := P19 - 2
IM[1485,449]: -2
T12529: P648' := P648 - 1
IM[1485,327]: -1
T12529: P751' := P751 - 1
IM[1485,408]: -1
T12529: P677' := P677 + 1
IM[1485,409]: 1
P133 --> T12528 : 1
Pre[1486,307]: 1
P193 --> T12528 : 6
Pre[1486,184]: 6
P306 --> T12528 : 1
Pre[1486,407]: 1
P751 --> T12528 : 1
Pre[1486,408]: 1
P648 --> T12528 : 1
Pre[1486,327]: 1
P295 --> T12528 : 1
Pre[1486,258]: 1
T12528: P667' := P667 + 1
IM[1486,440]: 1
T12528: P591' := P591 + 1
IM[1486,202]: 1
T12528: P345' := P345 + 1
IM[1486,415]: 1
T12528: P133' := P133 - 1
IM[1486,307]: -1
T12528: P185' := P185 + 4
IM[1486,185]: 4
T12528: P193' := P193 - 6
IM[1486,184]: -6
T12528: P306' := P306 - 1
IM[1486,407]: -1
T12528: P751' := P751 - 1
IM[1486,408]: -1
T12528: P648' := P648 - 1
IM[1486,327]: -1
T12528: P761' := P761 + 1
IM[1486,456]: 1
T12528: P295' := P295 - 1
IM[1486,258]: -1
P19 --> T12527 : 1
Pre[1487,449]: 1
P193 --> T12527 : 7
Pre[1487,184]: 7
P133 --> T12527 : 2
Pre[1487,307]: 2
P472 --> T12527 : 1
Pre[1487,334]: 1
T12527: P19' := P19 - 1
IM[1487,449]: -1
T12527: P193' := P193 - 7
IM[1487,184]: -7
T12527: P706' := P706 + 1
IM[1487,362]: 1
T12527: P133' := P133 - 2
IM[1487,307]: -2
T12527: P457' := P457 + 2
IM[1487,347]: 2
T12527: P721' := P721 + 3
IM[1487,192]: 3
T12527: P472' := P472 - 1
IM[1487,334]: -1
P133 --> T12526 : 1
Pre[1488,307]: 1
P16 --> T12526 : 1
Pre[1488,215]: 1
P648 --> T12526 : 2
Pre[1488,327]: 2
P193 --> T12526 : 6
Pre[1488,184]: 6
P295 --> T12526 : 1
Pre[1488,258]: 1
T12526: P105' := P105 + 1
IM[1488,293]: 1
T12526: P133' := P133 - 1
IM[1488,307]: -1
T12526: P16' := P16 - 1
IM[1488,215]: -1
T12526: P648' := P648 - 2
IM[1488,327]: -2
T12526: P185' := P185 + 4
IM[1488,185]: 4
T12526: P257' := P257 + 1
IM[1488,236]: 1
T12526: P193' := P193 - 6
IM[1488,184]: -6
T12526: P570' := P570 + 2
IM[1488,296]: 2
T12526: P295' := P295 - 1
IM[1488,258]: -1
P190 --> T12525 : 1
Pre[1489,363]: 1
P133 --> T12525 : 1
Pre[1489,307]: 1
P19 --> T12525 : 1
Pre[1489,449]: 1
P16 --> T12525 : 1
Pre[1489,215]: 1
P193 --> T12525 : 7
Pre[1489,184]: 7
T12525: P190' := P190 - 1
IM[1489,363]: -1
T12525: P133' := P133 - 1
IM[1489,307]: -1
T12525: P105' := P105 + 1
IM[1489,293]: 1
T12525: P721' := P721 + 3
IM[1489,192]: 3
T12525: P19' := P19 - 1
IM[1489,449]: -1
T12525: P16' := P16 - 1
IM[1489,215]: -1
T12525: P193' := P193 - 7
IM[1489,184]: -7
T12525: P555' := P555 + 1
IM[1489,368]: 1
T12525: P322' := P322 + 1
IM[1489,416]: 1
P5 --> T12524 : 1
Pre[1490,384]: 1
P190 --> T12524 : 1
Pre[1490,363]: 1
P295 --> T12524 : 2
Pre[1490,258]: 2
P193 --> T12524 : 6
Pre[1490,184]: 6
P648 --> T12524 : 1
Pre[1490,327]: 1
T12524: P185' := P185 + 4
IM[1490,185]: 4
T12524: P340' := P340 + 1
IM[1490,461]: 1
T12524: P5' := P5 - 1
IM[1490,384]: -1
T12524: P190' := P190 - 1
IM[1490,363]: -1
T12524: P214' := P214 + 2
IM[1490,432]: 2
T12524: P295' := P295 - 2
IM[1490,258]: -2
T12524: P193' := P193 - 6
IM[1490,184]: -6
T12524: P568' := P568 + 1
IM[1490,385]: 1
T12524: P648' := P648 - 1
IM[1490,327]: -1
P193 --> T12523 : 6
Pre[1491,184]: 6
P211 --> T12523 : 1
Pre[1491,335]: 1
P295 --> T12523 : 2
Pre[1491,258]: 2
P190 --> T12523 : 1
Pre[1491,363]: 1
P751 --> T12523 : 1
Pre[1491,408]: 1
T12523: P193' := P193 - 6
IM[1491,184]: -6
T12523: P211' := P211 - 1
IM[1491,335]: -1
T12523: P295' := P295 - 2
IM[1491,258]: -2
T12523: P190' := P190 - 1
IM[1491,363]: -1
T12523: P751' := P751 - 1
IM[1491,408]: -1
T12523: P328' := P328 + 1
IM[1491,425]: 1
T12523: P692' := P692 + 2
IM[1491,287]: 2
T12523: P798' := P798 + 1
IM[1491,301]: 1
T12523: P185' := P185 + 4
IM[1491,185]: 4
P567 --> T12522 : 1
Pre[1492,243]: 1
P19 --> T12522 : 1
Pre[1492,449]: 1
P190 --> T12522 : 1
Pre[1492,363]: 1
P133 --> T12522 : 2
Pre[1492,307]: 2
P193 --> T12522 : 6
Pre[1492,184]: 6
T12522: P567' := P567 - 1
IM[1492,243]: -1
T12522: P185' := P185 + 4
IM[1492,185]: 4
T12522: P19' := P19 - 1
IM[1492,449]: -1
T12522: P584' := P584 + 1
IM[1492,437]: 1
T12522: P190' := P190 - 1
IM[1492,363]: -1
T12522: P133' := P133 - 2
IM[1492,307]: -2
T12522: P37' := P37 + 1
IM[1492,219]: 1
T12522: P193' := P193 - 6
IM[1492,184]: -6
T12522: P352' := P352 + 2
IM[1492,331]: 2
P133 --> T12521 : 1
Pre[1493,307]: 1
P567 --> T12521 : 1
Pre[1493,243]: 1
P190 --> T12521 : 1
Pre[1493,363]: 1
P193 --> T12521 : 6
Pre[1493,184]: 6
P648 --> T12521 : 2
Pre[1493,327]: 2
T12521: P133' := P133 - 1
IM[1493,307]: -1
T12521: P352' := P352 + 1
IM[1493,331]: 1
T12521: P185' := P185 + 4
IM[1493,185]: 4
T12521: P567' := P567 - 1
IM[1493,243]: -1
T12521: P584' := P584 + 1
IM[1493,437]: 1
T12521: P240' := P240 + 2
IM[1493,358]: 2
T12521: P190' := P190 - 1
IM[1493,363]: -1
T12521: P193' := P193 - 6
IM[1493,184]: -6
T12521: P648' := P648 - 2
IM[1493,327]: -2
P640 --> T12520 : 1
Pre[1494,355]: 1
P295 --> T12520 : 1
Pre[1494,258]: 1
P190 --> T12520 : 2
Pre[1494,363]: 2
P193 --> T12520 : 7
Pre[1494,184]: 7
T12520: P640' := P640 - 1
IM[1494,355]: -1
T12520: P295' := P295 - 1
IM[1494,258]: -1
T12520: P53' := P53 + 1
IM[1494,224]: 1
T12520: P190' := P190 - 2
IM[1494,363]: -2
T12520: P193' := P193 - 7
IM[1494,184]: -7
T12520: P721' := P721 + 3
IM[1494,192]: 3
T12520: P685' := P685 + 2
IM[1494,403]: 2
P751 --> T12519 : 1
Pre[1495,408]: 1
P193 --> T12519 : 6
Pre[1495,184]: 6
P472 --> T12519 : 1
Pre[1495,334]: 1
P295 --> T12519 : 2
Pre[1495,258]: 2
P190 --> T12519 : 1
Pre[1495,363]: 1
T12519: P751' := P751 - 1
IM[1495,408]: -1
T12519: P193' := P193 - 6
IM[1495,184]: -6
T12519: P472' := P472 - 1
IM[1495,334]: -1
T12519: P295' := P295 - 2
IM[1495,258]: -2
T12519: P65' := P65 + 1
IM[1495,336]: 1
T12519: P185' := P185 + 4
IM[1495,185]: 4
T12519: P586' := P586 + 2
IM[1495,379]: 2
T12519: P190' := P190 - 1
IM[1495,363]: -1
T12519: P242' := P242 + 1
IM[1495,216]: 1
P59 --> T12518 : 1
Pre[1496,177]: 1
T12518: P59' := P59 - 1
IM[1496,177]: -1
T12518: P475' := P475 + 1
IM[1496,246]: 1
T12518: P285' := P285 + 1
IM[1496,450]: 1
P648 --> T12517 : 2
Pre[1497,327]: 2
P193 --> T12517 : 6
Pre[1497,184]: 6
P190 --> T12517 : 1
Pre[1497,363]: 1
P472 --> T12517 : 1
Pre[1497,334]: 1
P751 --> T12517 : 1
Pre[1497,408]: 1
T12517: P648' := P648 - 2
IM[1497,327]: -2
T12517: P465' := P465 + 2
IM[1497,389]: 2
T12517: P193' := P193 - 6
IM[1497,184]: -6
T12517: P65' := P65 + 1
IM[1497,336]: 1
T12517: P190' := P190 - 1
IM[1497,363]: -1
T12517: P242' := P242 + 1
IM[1497,216]: 1
T12517: P472' := P472 - 1
IM[1497,334]: -1
T12517: P751' := P751 - 1
IM[1497,408]: -1
T12517: P185' := P185 + 4
IM[1497,185]: 4
P190 --> T12516 : 1
Pre[1498,363]: 1
P751 --> T12516 : 2
Pre[1498,408]: 2
P193 --> T12516 : 6
Pre[1498,184]: 6
P295 --> T12516 : 1
Pre[1498,258]: 1
P211 --> T12516 : 1
Pre[1498,335]: 1
T12516: P185' := P185 + 4
IM[1498,185]: 4
T12516: P328' := P328 + 2
IM[1498,425]: 2
T12516: P190' := P190 - 1
IM[1498,363]: -1
T12516: P751' := P751 - 2
IM[1498,408]: -2
T12516: P798' := P798 + 1
IM[1498,301]: 1
T12516: P193' := P193 - 6
IM[1498,184]: -6
T12516: P295' := P295 - 1
IM[1498,258]: -1
T12516: P692' := P692 + 1
IM[1498,287]: 1
T12516: P211' := P211 - 1
IM[1498,335]: -1
P423 --> T12515 : 1
Pre[1499,4]: 1
P215 --> T12515 : 1
Pre[1499,365]: 1
T12515: P33' := P33 + 1
IM[1499,229]: 1
T12515: P423' := P423 - 1
IM[1499,4]: -1
T12515: P215' := P215 - 1
IM[1499,365]: -1
T12515: P561' := P561 + 1
IM[1499,52]: 1
P190 --> T12514 : 1
Pre[1500,363]: 1
P640 --> T12514 : 1
Pre[1500,355]: 1
P193 --> T12514 : 6
Pre[1500,184]: 6
P295 --> T12514 : 2
Pre[1500,258]: 2
P648 --> T12514 : 1
Pre[1500,327]: 1
T12514: P190' := P190 - 1
IM[1500,363]: -1
T12514: P640' := P640 - 1
IM[1500,355]: -1
T12514: P185' := P185 + 4
IM[1500,185]: 4
T12514: P193' := P193 - 6
IM[1500,184]: -6
T12514: P53' := P53 + 2
IM[1500,224]: 2
T12514: P295' := P295 - 2
IM[1500,258]: -2
T12514: P648' := P648 - 1
IM[1500,327]: -1
T12514: P326' := P326 + 1
IM[1500,346]: 1
T12514: P685' := P685 + 1
IM[1500,403]: 1
P193 --> T12513 : 6
Pre[1501,184]: 6
P295 --> T12513 : 1
Pre[1501,258]: 1
P190 --> T12513 : 1
Pre[1501,363]: 1
P648 --> T12513 : 1
Pre[1501,327]: 1
P16 --> T12513 : 1
Pre[1501,215]: 1
P751 --> T12513 : 1
Pre[1501,408]: 1
T12513: P570' := P570 + 1
IM[1501,296]: 1
T12513: P555' := P555 + 1
IM[1501,368]: 1
T12513: P193' := P193 - 6
IM[1501,184]: -6
T12513: P295' := P295 - 1
IM[1501,258]: -1
T12513: P257' := P257 + 1
IM[1501,236]: 1
T12513: P677' := P677 + 1
IM[1501,409]: 1
T12513: P190' := P190 - 1
IM[1501,363]: -1
T12513: P648' := P648 - 1
IM[1501,327]: -1
T12513: P16' := P16 - 1
IM[1501,215]: -1
T12513: P751' := P751 - 1
IM[1501,408]: -1
T12513: P185' := P185 + 4
IM[1501,185]: 4
P193 --> T12512 : 6
Pre[1502,184]: 6
P190 --> T12512 : 2
Pre[1502,363]: 2
P710 --> T12512 : 1
Pre[1502,172]: 1
P648 --> T12512 : 1
Pre[1502,327]: 1
P19 --> T12512 : 1
Pre[1502,449]: 1
T12512: P193' := P193 - 6
IM[1502,184]: -6
T12512: P215' := P215 + 1
IM[1502,365]: 1
T12512: P190' := P190 - 2
IM[1502,363]: -2
T12512: P185' := P185 + 4
IM[1502,185]: 4
T12512: P710' := P710 - 1
IM[1502,172]: -1
T12512: P408' := P408 + 2
IM[1502,420]: 2
T12512: P652' := P652 + 1
IM[1502,393]: 1
T12512: P648' := P648 - 1
IM[1502,327]: -1
T12512: P19' := P19 - 1
IM[1502,449]: -1
P133 --> T12511 : 2
Pre[1503,307]: 2
P193 --> T12511 : 6
Pre[1503,184]: 6
P710 --> T12511 : 1
Pre[1503,172]: 1
P19 --> T12511 : 1
Pre[1503,449]: 1
P295 --> T12511 : 1
Pre[1503,258]: 1
T12511: P133' := P133 - 2
IM[1503,307]: -2
T12511: P193' := P193 - 6
IM[1503,184]: -6
T12511: P710' := P710 - 1
IM[1503,172]: -1
T12511: P215' := P215 + 1
IM[1503,365]: 1
T12511: P19' := P19 - 1
IM[1503,449]: -1
T12511: P295' := P295 - 1
IM[1503,258]: -1
T12511: P137' := P137 + 2
IM[1503,280]: 2
T12511: P355' := P355 + 1
IM[1503,319]: 1
T12511: P185' := P185 + 4
IM[1503,185]: 4
P648 --> T12510 : 1
Pre[1504,327]: 1
P133 --> T12510 : 1
Pre[1504,307]: 1
P710 --> T12510 : 1
Pre[1504,172]: 1
P193 --> T12510 : 6
Pre[1504,184]: 6
P19 --> T12510 : 2
Pre[1504,449]: 2
T12510: P648' := P648 - 1
IM[1504,327]: -1
T12510: P215' := P215 + 2
IM[1504,365]: 2
T12510: P133' := P133 - 1
IM[1504,307]: -1
T12510: P710' := P710 - 1
IM[1504,172]: -1
T12510: P185' := P185 + 4
IM[1504,185]: 4
T12510: P137' := P137 + 1
IM[1504,280]: 1
T12510: P193' := P193 - 6
IM[1504,184]: -6
T12510: P19' := P19 - 2
IM[1504,449]: -2
T12510: P652' := P652 + 1
IM[1504,393]: 1
P648 --> T12509 : 1
Pre[1505,327]: 1
P193 --> T12509 : 6
Pre[1505,184]: 6
P190 --> T12509 : 1
Pre[1505,363]: 1
P19 --> T12509 : 1
Pre[1505,449]: 1
P751 --> T12509 : 1
Pre[1505,408]: 1
P567 --> T12509 : 1
Pre[1505,243]: 1
T12509: P648' := P648 - 1
IM[1505,327]: -1
T12509: P193' := P193 - 6
IM[1505,184]: -6
T12509: P240' := P240 + 1
IM[1505,358]: 1
T12509: P190' := P190 - 1
IM[1505,363]: -1
T12509: P19' := P19 - 1
IM[1505,449]: -1
T12509: P751' := P751 - 1
IM[1505,408]: -1
T12509: P530' := P530 + 1
IM[1505,435]: 1
T12509: P567' := P567 - 1
IM[1505,243]: -1
T12509: P185' := P185 + 4
IM[1505,185]: 4
T12509: P37' := P37 + 1
IM[1505,219]: 1
T12509: P584' := P584 + 1
IM[1505,437]: 1
P190 --> T12508 : 1
Pre[1506,363]: 1
P295 --> T12508 : 1
Pre[1506,258]: 1
P19 --> T12508 : 2
Pre[1506,449]: 2
P193 --> T12508 : 6
Pre[1506,184]: 6
P211 --> T12508 : 1
Pre[1506,335]: 1
T12508: P190' := P190 - 1
IM[1506,363]: -1
T12508: P798' := P798 + 1
IM[1506,301]: 1
T12508: P295' := P295 - 1
IM[1506,258]: -1
T12508: P581' := P581 + 2
IM[1506,477]: 2
T12508: P19' := P19 - 2
IM[1506,449]: -2
T12508: P185' := P185 + 4
IM[1506,185]: 4
T12508: P193' := P193 - 6
IM[1506,184]: -6
T12508: P692' := P692 + 1
IM[1506,287]: 1
T12508: P211' := P211 - 1
IM[1506,335]: -1
P190 --> T12507 : 1
Pre[1507,363]: 1
P306 --> T12507 : 1
Pre[1507,407]: 1
P751 --> T12507 : 2
Pre[1507,408]: 2
P295 --> T12507 : 1
Pre[1507,258]: 1
P193 --> T12507 : 6
Pre[1507,184]: 6
T12507: P345' := P345 + 1
IM[1507,415]: 1
T12507: P761' := P761 + 2
IM[1507,456]: 2
T12507: P190' := P190 - 1
IM[1507,363]: -1
T12507: P306' := P306 - 1
IM[1507,407]: -1
T12507: P185' := P185 + 4
IM[1507,185]: 4
T12507: P751' := P751 - 2
IM[1507,408]: -2
T12507: P295' := P295 - 1
IM[1507,258]: -1
T12507: P249' := P249 + 1
IM[1507,381]: 1
T12507: P193' := P193 - 6
IM[1507,184]: -6
P295 --> T12506 : 1
Pre[1508,258]: 1
P16 --> T12506 : 1
Pre[1508,215]: 1
P193 --> T12506 : 8
Pre[1508,184]: 8
P133 --> T12506 : 1
Pre[1508,307]: 1
T12506: P295' := P295 - 1
IM[1508,258]: -1
T12506: P257' := P257 + 1
IM[1508,236]: 1
T12506: P16' := P16 - 1
IM[1508,215]: -1
T12506: P193' := P193 - 8
IM[1508,184]: -8
T12506: P105' := P105 + 1
IM[1508,293]: 1
T12506: P52' := P52 + 2
IM[1508,174]: 2
T12506: P133' := P133 - 1
IM[1508,307]: -1
P193 --> T12505 : 6
Pre[1509,184]: 6
P190 --> T12505 : 1
Pre[1509,363]: 1
P19 --> T12505 : 1
Pre[1509,449]: 1
P133 --> T12505 : 1
Pre[1509,307]: 1
P472 --> T12505 : 1
Pre[1509,334]: 1
P295 --> T12505 : 1
Pre[1509,258]: 1
T12505: P586' := P586 + 1
IM[1509,379]: 1
T12505: P193' := P193 - 6
IM[1509,184]: -6
T12505: P190' := P190 - 1
IM[1509,363]: -1
T12505: P19' := P19 - 1
IM[1509,449]: -1
T12505: P65' := P65 + 1
IM[1509,336]: 1
T12505: P133' := P133 - 1
IM[1509,307]: -1
T12505: P706' := P706 + 1
IM[1509,362]: 1
T12505: P185' := P185 + 4
IM[1509,185]: 4
T12505: P457' := P457 + 1
IM[1509,347]: 1
T12505: P472' := P472 - 1
IM[1509,334]: -1
T12505: P295' := P295 - 1
IM[1509,258]: -1
P5 --> T12504 : 1
Pre[1510,384]: 1
P193 --> T12504 : 7
Pre[1510,184]: 7
P295 --> T12504 : 1
Pre[1510,258]: 1
P19 --> T12504 : 2
Pre[1510,449]: 2
T12504: P214' := P214 + 1
IM[1510,432]: 1
T12504: P5' := P5 - 1
IM[1510,384]: -1
T12504: P552' := P552 + 2
IM[1510,442]: 2
T12504: P193' := P193 - 7
IM[1510,184]: -7
T12504: P295' := P295 - 1
IM[1510,258]: -1
T12504: P721' := P721 + 3
IM[1510,192]: 3
T12504: P19' := P19 - 2
IM[1510,449]: -2
P336 --> T12503 : 1
Pre[1511,5]: 1
P807 --> T12503 : 1
Pre[1511,272]: 1
T12503: P404' := P404 + 1
IM[1511,3]: 1
T12503: P29' := P29 + 1
IM[1511,11]: 1
T12503: P743' := P743 + 1
IM[1511,249]: 1
T12503: P336' := P336 - 1
IM[1511,5]: -1
T12503: P807' := P807 - 1
IM[1511,272]: -1
P739 --> T12502 : 3
Pre[1512,394]: 3
T12502: P193' := P193 + 10
IM[1512,184]: 10
T12502: P270' := P270 + 1
IM[1512,372]: 1
T12502: P739' := P739 - 3
IM[1512,394]: -3
P751 --> T12501 : 1
Pre[1513,408]: 1
P295 --> T12501 : 1
Pre[1513,258]: 1
P710 --> T12501 : 1
Pre[1513,172]: 1
P648 --> T12501 : 1
Pre[1513,327]: 1
P193 --> T12501 : 6
Pre[1513,184]: 6
P190 --> T12501 : 1
Pre[1513,363]: 1
T12501: P751' := P751 - 1
IM[1513,408]: -1
T12501: P295' := P295 - 1
IM[1513,258]: -1
T12501: P408' := P408 + 1
IM[1513,420]: 1
T12501: P185' := P185 + 4
IM[1513,185]: 4
T12501: P565' := P565 + 1
IM[1513,315]: 1
T12501: P710' := P710 - 1
IM[1513,172]: -1
T12501: P648' := P648 - 1
IM[1513,327]: -1
T12501: P193' := P193 - 6
IM[1513,184]: -6
T12501: P652' := P652 + 1
IM[1513,393]: 1
T12501: P355' := P355 + 1
IM[1513,319]: 1
T12501: P190' := P190 - 1
IM[1513,363]: -1
P306 --> T12500 : 1
Pre[1514,407]: 1
P751 --> T12500 : 2
Pre[1514,408]: 2
P133 --> T12500 : 1
Pre[1514,307]: 1
P19 --> T12500 : 1
Pre[1514,449]: 1
P193 --> T12500 : 6
Pre[1514,184]: 6
T12500: P306' := P306 - 1
IM[1514,407]: -1
T12500: P591' := P591 + 1
IM[1514,202]: 1
T12500: P751' := P751 - 2
IM[1514,408]: -2
T12500: P133' := P133 - 1
IM[1514,307]: -1
T12500: P185' := P185 + 4
IM[1514,185]: 4
T12500: P480' := P480 + 1
IM[1514,418]: 1
T12500: P19' := P19 - 1
IM[1514,449]: -1
T12500: P761' := P761 + 2
IM[1514,456]: 2
T12500: P193' := P193 - 6
IM[1514,184]: -6
P193 --> T12499 : 6
Pre[1515,184]: 6
P306 --> T12499 : 1
Pre[1515,407]: 1
P133 --> T12499 : 1
Pre[1515,307]: 1
P295 --> T12499 : 3
Pre[1515,258]: 3
T12499: P185' := P185 + 4
IM[1515,185]: 4
T12499: P193' := P193 - 6
IM[1515,184]: -6
T12499: P306' := P306 - 1
IM[1515,407]: -1
T12499: P133' := P133 - 1
IM[1515,307]: -1
T12499: P295' := P295 - 3
IM[1515,258]: -3
T12499: P345' := P345 + 3
IM[1515,415]: 3
T12499: P591' := P591 + 1
IM[1515,202]: 1
P295 --> T12498 : 1
Pre[1516,258]: 1
P190 --> T12498 : 1
Pre[1516,363]: 1
P193 --> T12498 : 6
Pre[1516,184]: 6
P19 --> T12498 : 2
Pre[1516,449]: 2
P472 --> T12498 : 1
Pre[1516,334]: 1
T12498: P295' := P295 - 1
IM[1516,258]: -1
T12498: P706' := P706 + 2
IM[1516,362]: 2
T12498: P190' := P190 - 1
IM[1516,363]: -1
T12498: P586' := P586 + 1
IM[1516,379]: 1
T12498: P193' := P193 - 6
IM[1516,184]: -6
T12498: P185' := P185 + 4
IM[1516,185]: 4
T12498: P19' := P19 - 2
IM[1516,449]: -2
T12498: P65' := P65 + 1
IM[1516,336]: 1
T12498: P472' := P472 - 1
IM[1516,334]: -1
P16 --> T12497 : 1
Pre[1517,215]: 1
P190 --> T12497 : 2
Pre[1517,363]: 2
P193 --> T12497 : 7
Pre[1517,184]: 7
P648 --> T12497 : 1
Pre[1517,327]: 1
T12497: P16' := P16 - 1
IM[1517,215]: -1
T12497: P190' := P190 - 2
IM[1517,363]: -2
T12497: P193' := P193 - 7
IM[1517,184]: -7
T12497: P721' := P721 + 3
IM[1517,192]: 3
T12497: P555' := P555 + 2
IM[1517,368]: 2
T12497: P570' := P570 + 1
IM[1517,296]: 1
T12497: P648' := P648 - 1
IM[1517,327]: -1
P143 --> T12496 : 1
Pre[1518,19]: 1
P30 --> T12496 : 1
Pre[1518,220]: 1
P650 --> T12496 : 1
Pre[1518,9]: 1
T12496: P143' := P143 - 1
IM[1518,19]: -1
T12496: P765' := P765 + 1
IM[1518,271]: 1
T12496: P30' := P30 - 1
IM[1518,220]: -1
T12496: P299' := P299 + 1
IM[1518,10]: 1
T12496: P650' := P650 - 1
IM[1518,9]: -1
P751 --> T12495 : 2
Pre[1519,408]: 2
P190 --> T12495 : 2
Pre[1519,363]: 2
P640 --> T12495 : 1
Pre[1519,355]: 1
P193 --> T12495 : 6
Pre[1519,184]: 6
T12495: P751' := P751 - 2
IM[1519,408]: -2
T12495: P685' := P685 + 2
IM[1519,403]: 2
T12495: P185' := P185 + 4
IM[1519,185]: 4
T12495: P462' := P462 + 2
IM[1519,410]: 2
T12495: P190' := P190 - 2
IM[1519,363]: -2
T12495: P640' := P640 - 1
IM[1519,355]: -1
T12495: P193' := P193 - 6
IM[1519,184]: -6
P648 --> T12494 : 1
Pre[1520,327]: 1
P306 --> T12494 : 1
Pre[1520,407]: 1
P193 --> T12494 : 6
Pre[1520,184]: 6
P19 --> T12494 : 2
Pre[1520,449]: 2
P751 --> T12494 : 1
Pre[1520,408]: 1
T12494: P648' := P648 - 1
IM[1520,327]: -1
T12494: P185' := P185 + 4
IM[1520,185]: 4
T12494: P667' := P667 + 1
IM[1520,440]: 1
T12494: P306' := P306 - 1
IM[1520,407]: -1
T12494: P193' := P193 - 6
IM[1520,184]: -6
T12494: P480' := P480 + 2
IM[1520,418]: 2
T12494: P761' := P761 + 1
IM[1520,456]: 1
T12494: P19' := P19 - 2
IM[1520,449]: -2
T12494: P751' := P751 - 1
IM[1520,408]: -1
P295 --> T12493 : 1
Pre[1521,258]: 1
P472 --> T12493 : 1
Pre[1521,334]: 1
P190 --> T12493 : 1
Pre[1521,363]: 1
P193 --> T12493 : 6
Pre[1521,184]: 6
P648 --> T12493 : 1
Pre[1521,327]: 1
P19 --> T12493 : 1
Pre[1521,449]: 1
T12493: P295' := P295 - 1
IM[1521,258]: -1
T12493: P586' := P586 + 1
IM[1521,379]: 1
T12493: P185' := P185 + 4
IM[1521,185]: 4
T12493: P472' := P472 - 1
IM[1521,334]: -1
T12493: P190' := P190 - 1
IM[1521,363]: -1
T12493: P465' := P465 + 1
IM[1521,389]: 1
T12493: P193' := P193 - 6
IM[1521,184]: -6
T12493: P706' := P706 + 1
IM[1521,362]: 1
T12493: P648' := P648 - 1
IM[1521,327]: -1
T12493: P65' := P65 + 1
IM[1521,336]: 1
T12493: P19' := P19 - 1
IM[1521,449]: -1
P193 --> T12492 : 6
Pre[1522,184]: 6
P567 --> T12492 : 1
Pre[1522,243]: 1
P190 --> T12492 : 1
Pre[1522,363]: 1
P19 --> T12492 : 2
Pre[1522,449]: 2
P751 --> T12492 : 1
Pre[1522,408]: 1
T12492: P185' := P185 + 4
IM[1522,185]: 4
T12492: P193' := P193 - 6
IM[1522,184]: -6
T12492: P567' := P567 - 1
IM[1522,243]: -1
T12492: P530' := P530 + 1
IM[1522,435]: 1
T12492: P190' := P190 - 1
IM[1522,363]: -1
T12492: P37' := P37 + 2
IM[1522,219]: 2
T12492: P19' := P19 - 2
IM[1522,449]: -2
T12492: P584' := P584 + 1
IM[1522,437]: 1
T12492: P751' := P751 - 1
IM[1522,408]: -1
P193 --> T12491 : 6
Pre[1523,184]: 6
P648 --> T12491 : 2
Pre[1523,327]: 2
P640 --> T12491 : 1
Pre[1523,355]: 1
P19 --> T12491 : 2
Pre[1523,449]: 2
T12491: P193' := P193 - 6
IM[1523,184]: -6
T12491: P648' := P648 - 2
IM[1523,327]: -2
T12491: P111' := P111 + 2
IM[1523,411]: 2
T12491: P640' := P640 - 1
IM[1523,355]: -1
T12491: P19' := P19 - 2
IM[1523,449]: -2
T12491: P185' := P185 + 4
IM[1523,185]: 4
T12491: P326' := P326 + 2
IM[1523,346]: 2
P190 --> T12490 : 1
Pre[1524,363]: 1
P193 --> T12490 : 6
Pre[1524,184]: 6
P133 --> T12490 : 1
Pre[1524,307]: 1
P648 --> T12490 : 1
Pre[1524,327]: 1
P640 --> T12490 : 1
Pre[1524,355]: 1
P295 --> T12490 : 1
Pre[1524,258]: 1
T12490: P227' := P227 + 1
IM[1524,344]: 1
T12490: P190' := P190 - 1
IM[1524,363]: -1
T12490: P326' := P326 + 1
IM[1524,346]: 1
T12490: P193' := P193 - 6
IM[1524,184]: -6
T12490: P685' := P685 + 1
IM[1524,403]: 1
T12490: P133' := P133 - 1
IM[1524,307]: -1
T12490: P648' := P648 - 1
IM[1524,327]: -1
T12490: P53' := P53 + 1
IM[1524,224]: 1
T12490: P640' := P640 - 1
IM[1524,355]: -1
T12490: P295' := P295 - 1
IM[1524,258]: -1
T12490: P185' := P185 + 4
IM[1524,185]: 4
P472 --> T12489 : 1
Pre[1525,334]: 1
P193 --> T12489 : 6
Pre[1525,184]: 6
P751 --> T12489 : 1
Pre[1525,408]: 1
P648 --> T12489 : 2
Pre[1525,327]: 2
P295 --> T12489 : 1
Pre[1525,258]: 1
T12489: P242' := P242 + 1
IM[1525,216]: 1
T12489: P185' := P185 + 4
IM[1525,185]: 4
T12489: P472' := P472 - 1
IM[1525,334]: -1
T12489: P586' := P586 + 1
IM[1525,379]: 1
T12489: P193' := P193 - 6
IM[1525,184]: -6
T12489: P751' := P751 - 1
IM[1525,408]: -1
T12489: P648' := P648 - 2
IM[1525,327]: -2
T12489: P465' := P465 + 2
IM[1525,389]: 2
T12489: P295' := P295 - 1
IM[1525,258]: -1
P648 --> T12488 : 2
Pre[1526,327]: 2
P567 --> T12488 : 1
Pre[1526,243]: 1
P133 --> T12488 : 2
Pre[1526,307]: 2
P193 --> T12488 : 6
Pre[1526,184]: 6
T12488: P648' := P648 - 2
IM[1526,327]: -2
T12488: P567' := P567 - 1
IM[1526,243]: -1
T12488: P133' := P133 - 2
IM[1526,307]: -2
T12488: P240' := P240 + 2
IM[1526,358]: 2
T12488: P185' := P185 + 4
IM[1526,185]: 4
T12488: P193' := P193 - 6
IM[1526,184]: -6
T12488: P352' := P352 + 2
IM[1526,331]: 2
P190 --> T12487 : 1
Pre[1527,363]: 1
P648 --> T12487 : 1
Pre[1527,327]: 1
P211 --> T12487 : 1
Pre[1527,335]: 1
P133 --> T12487 : 2
Pre[1527,307]: 2
P193 --> T12487 : 6
Pre[1527,184]: 6
T12487: P185' := P185 + 4
IM[1527,185]: 4
T12487: P494' := P494 + 2
IM[1527,265]: 2
T12487: P190' := P190 - 1
IM[1527,363]: -1
T12487: P798' := P798 + 1
IM[1527,301]: 1
T12487: P648' := P648 - 1
IM[1527,327]: -1
T12487: P427' := P427 + 1
IM[1527,322]: 1
T12487: P211' := P211 - 1
IM[1527,335]: -1
T12487: P133' := P133 - 2
IM[1527,307]: -2
T12487: P193' := P193 - 6
IM[1527,184]: -6
P133 --> T12486 : 1
Pre[1528,307]: 1
P193 --> T12486 : 6
Pre[1528,184]: 6
P306 --> T12486 : 1
Pre[1528,407]: 1
P751 --> T12486 : 1
Pre[1528,408]: 1
P190 --> T12486 : 1
Pre[1528,363]: 1
P648 --> T12486 : 1
Pre[1528,327]: 1
T12486: P185' := P185 + 4
IM[1528,185]: 4
T12486: P133' := P133 - 1
IM[1528,307]: -1
T12486: P761' := P761 + 1
IM[1528,456]: 1
T12486: P667' := P667 + 1
IM[1528,440]: 1
T12486: P249' := P249 + 1
IM[1528,381]: 1
T12486: P193' := P193 - 6
IM[1528,184]: -6
T12486: P306' := P306 - 1
IM[1528,407]: -1
T12486: P591' := P591 + 1
IM[1528,202]: 1
T12486: P751' := P751 - 1
IM[1528,408]: -1
T12486: P190' := P190 - 1
IM[1528,363]: -1
T12486: P648' := P648 - 1
IM[1528,327]: -1
P295 --> T12485 : 1
Pre[1529,258]: 1
P648 --> T12485 : 1
Pre[1529,327]: 1
P193 --> T12485 : 6
Pre[1529,184]: 6
P19 --> T12485 : 1
Pre[1529,449]: 1
P133 --> T12485 : 1
Pre[1529,307]: 1
P5 --> T12485 : 1
Pre[1529,384]: 1
T12485: P295' := P295 - 1
IM[1529,258]: -1
T12485: P568' := P568 + 1
IM[1529,385]: 1
T12485: P214' := P214 + 1
IM[1529,432]: 1
T12485: P648' := P648 - 1
IM[1529,327]: -1
T12485: P193' := P193 - 6
IM[1529,184]: -6
T12485: P185' := P185 + 4
IM[1529,185]: 4
T12485: P19' := P19 - 1
IM[1529,449]: -1
T12485: P133' := P133 - 1
IM[1529,307]: -1
T12485: P5' := P5 - 1
IM[1529,384]: -1
T12485: P552' := P552 + 1
IM[1529,442]: 1
T12485: P668' := P668 + 1
IM[1529,447]: 1
P567 --> T12484 : 1
Pre[1530,243]: 1
P193 --> T12484 : 6
Pre[1530,184]: 6
P133 --> T12484 : 1
Pre[1530,307]: 1
P190 --> T12484 : 1
Pre[1530,363]: 1
P648 --> T12484 : 1
Pre[1530,327]: 1
P19 --> T12484 : 1
Pre[1530,449]: 1
T12484: P567' := P567 - 1
IM[1530,243]: -1
T12484: P584' := P584 + 1
IM[1530,437]: 1
T12484: P37' := P37 + 1
IM[1530,219]: 1
T12484: P193' := P193 - 6
IM[1530,184]: -6
T12484: P133' := P133 - 1
IM[1530,307]: -1
T12484: P240' := P240 + 1
IM[1530,358]: 1
T12484: P190' := P190 - 1
IM[1530,363]: -1
T12484: P648' := P648 - 1
IM[1530,327]: -1
T12484: P185' := P185 + 4
IM[1530,185]: 4
T12484: P352' := P352 + 1
IM[1530,331]: 1
T12484: P19' := P19 - 1
IM[1530,449]: -1
P193 --> T12483 : 7
Pre[1531,184]: 7
P710 --> T12483 : 1
Pre[1531,172]: 1
P133 --> T12483 : 1
Pre[1531,307]: 1
P19 --> T12483 : 1
Pre[1531,449]: 1
P751 --> T12483 : 1
Pre[1531,408]: 1
T12483: P193' := P193 - 7
IM[1531,184]: -7
T12483: P710' := P710 - 1
IM[1531,172]: -1
T12483: P721' := P721 + 3
IM[1531,192]: 3
T12483: P133' := P133 - 1
IM[1531,307]: -1
T12483: P565' := P565 + 1
IM[1531,315]: 1
T12483: P19' := P19 - 1
IM[1531,449]: -1
T12483: P215' := P215 + 1
IM[1531,365]: 1
T12483: P137' := P137 + 1
IM[1531,280]: 1
T12483: P751' := P751 - 1
IM[1531,408]: -1
P214 --> T12482 : 1
Pre[1532,432]: 1
P497 --> T12482 : 1
Pre[1532,20]: 1
T12482: P167' := P167 + 1
IM[1532,45]: 1
T12482: P214' := P214 - 1
IM[1532,432]: -1
T12482: P497' := P497 - 1
IM[1532,20]: -1
T12482: P82' := P82 + 1
IM[1532,387]: 1
P190 --> T12481 : 1
Pre[1533,363]: 1
P710 --> T12481 : 1
Pre[1533,172]: 1
P193 --> T12481 : 7
Pre[1533,184]: 7
P19 --> T12481 : 2
Pre[1533,449]: 2
T12481: P190' := P190 - 1
IM[1533,363]: -1
T12481: P408' := P408 + 1
IM[1533,420]: 1
T12481: P710' := P710 - 1
IM[1533,172]: -1
T12481: P193' := P193 - 7
IM[1533,184]: -7
T12481: P721' := P721 + 3
IM[1533,192]: 3
T12481: P19' := P19 - 2
IM[1533,449]: -2
T12481: P215' := P215 + 2
IM[1533,365]: 2
P19 --> T12480 : 1
Pre[1534,449]: 1
P295 --> T12480 : 2
Pre[1534,258]: 2
P5 --> T12480 : 1
Pre[1534,384]: 1
P751 --> T12480 : 1
Pre[1534,408]: 1
P193 --> T12480 : 6
Pre[1534,184]: 6
T12480: P185' := P185 + 4
IM[1534,185]: 4
T12480: P19' := P19 - 1
IM[1534,449]: -1
T12480: P295' := P295 - 2
IM[1534,258]: -2
T12480: P5' := P5 - 1
IM[1534,384]: -1
T12480: P552' := P552 + 1
IM[1534,442]: 1
T12480: P751' := P751 - 1
IM[1534,408]: -1
T12480: P214' := P214 + 2
IM[1534,432]: 2
T12480: P193' := P193 - 6
IM[1534,184]: -6
T12480: P67' := P67 + 1
IM[1534,414]: 1
P648 --> T12479 : 1
Pre[1535,327]: 1
P190 --> T12479 : 1
Pre[1535,363]: 1
P295 --> T12479 : 2
Pre[1535,258]: 2
P306 --> T12479 : 1
Pre[1535,407]: 1
P193 --> T12479 : 6
Pre[1535,184]: 6
T12479: P648' := P648 - 1
IM[1535,327]: -1
T12479: P667' := P667 + 1
IM[1535,440]: 1
T12479: P249' := P249 + 1
IM[1535,381]: 1
T12479: P190' := P190 - 1
IM[1535,363]: -1
T12479: P295' := P295 - 2
IM[1535,258]: -2
T12479: P306' := P306 - 1
IM[1535,407]: -1
T12479: P193' := P193 - 6
IM[1535,184]: -6
T12479: P185' := P185 + 4
IM[1535,185]: 4
T12479: P345' := P345 + 2
IM[1535,415]: 2
P648 --> T12478 : 2
Pre[1536,327]: 2
P133 --> T12478 : 1
Pre[1536,307]: 1
P190 --> T12478 : 1
Pre[1536,363]: 1
P193 --> T12478 : 6
Pre[1536,184]: 6
P472 --> T12478 : 1
Pre[1536,334]: 1
T12478: P648' := P648 - 2
IM[1536,327]: -2
T12478: P465' := P465 + 2
IM[1536,389]: 2
T12478: P65' := P65 + 1
IM[1536,336]: 1
T12478: P133' := P133 - 1
IM[1536,307]: -1
T12478: P457' := P457 + 1
IM[1536,347]: 1
T12478: P190' := P190 - 1
IM[1536,363]: -1
T12478: P193' := P193 - 6
IM[1536,184]: -6
T12478: P472' := P472 - 1
IM[1536,334]: -1
T12478: P185' := P185 + 4
IM[1536,185]: 4
P751 --> T12477 : 1
Pre[1537,408]: 1
P19 --> T12477 : 1
Pre[1537,449]: 1
P190 --> T12477 : 1
Pre[1537,363]: 1
P5 --> T12477 : 1
Pre[1537,384]: 1
P295 --> T12477 : 1
Pre[1537,258]: 1
P193 --> T12477 : 6
Pre[1537,184]: 6
T12477: P552' := P552 + 1
IM[1537,442]: 1
T12477: P751' := P751 - 1
IM[1537,408]: -1
T12477: P19' := P19 - 1
IM[1537,449]: -1
T12477: P190' := P190 - 1
IM[1537,363]: -1
T12477: P5' := P5 - 1
IM[1537,384]: -1
T12477: P295' := P295 - 1
IM[1537,258]: -1
T12477: P340' := P340 + 1
IM[1537,461]: 1
T12477: P214' := P214 + 1
IM[1537,432]: 1
T12477: P67' := P67 + 1
IM[1537,414]: 1
T12477: P193' := P193 - 6
IM[1537,184]: -6
T12477: P185' := P185 + 4
IM[1537,185]: 4
P640 --> T12476 : 1
Pre[1538,355]: 1
P751 --> T12476 : 1
Pre[1538,408]: 1
P295 --> T12476 : 1
Pre[1538,258]: 1
P193 --> T12476 : 7
Pre[1538,184]: 7
P133 --> T12476 : 1
Pre[1538,307]: 1
T12476: P640' := P640 - 1
IM[1538,355]: -1
T12476: P751' := P751 - 1
IM[1538,408]: -1
T12476: P462' := P462 + 1
IM[1538,410]: 1
T12476: P721' := P721 + 3
IM[1538,192]: 3
T12476: P53' := P53 + 1
IM[1538,224]: 1
T12476: P295' := P295 - 1
IM[1538,258]: -1
T12476: P193' := P193 - 7
IM[1538,184]: -7
T12476: P227' := P227 + 1
IM[1538,344]: 1
T12476: P133' := P133 - 1
IM[1538,307]: -1
P193 --> T12475 : 8
Pre[1539,184]: 8
P190 --> T12475 : 1
Pre[1539,363]: 1
P295 --> T12475 : 1
Pre[1539,258]: 1
P472 --> T12475 : 1
Pre[1539,334]: 1
T12475: P193' := P193 - 8
IM[1539,184]: -8
T12475: P52' := P52 + 2
IM[1539,174]: 2
T12475: P190' := P190 - 1
IM[1539,363]: -1
T12475: P65' := P65 + 1
IM[1539,336]: 1
T12475: P295' := P295 - 1
IM[1539,258]: -1
T12475: P586' := P586 + 1
IM[1539,379]: 1
T12475: P472' := P472 - 1
IM[1539,334]: -1
P19 --> T12474 : 1
Pre[1540,449]: 1
P16 --> T12474 : 1
Pre[1540,215]: 1
P193 --> T12474 : 7
Pre[1540,184]: 7
P648 --> T12474 : 2
Pre[1540,327]: 2
T12474: P322' := P322 + 1
IM[1540,416]: 1
T12474: P19' := P19 - 1
IM[1540,449]: -1
T12474: P570' := P570 + 2
IM[1540,296]: 2
T12474: P721' := P721 + 3
IM[1540,192]: 3
T12474: P16' := P16 - 1
IM[1540,215]: -1
T12474: P193' := P193 - 7
IM[1540,184]: -7
T12474: P648' := P648 - 2
IM[1540,327]: -2
P751 --> T12473 : 1
Pre[1541,408]: 1
P133 --> T12473 : 1
Pre[1541,307]: 1
P193 --> T12473 : 7
Pre[1541,184]: 7
P190 --> T12473 : 1
Pre[1541,363]: 1
P640 --> T12473 : 1
Pre[1541,355]: 1
T12473: P751' := P751 - 1
IM[1541,408]: -1
T12473: P227' := P227 + 1
IM[1541,344]: 1
T12473: P133' := P133 - 1
IM[1541,307]: -1
T12473: P193' := P193 - 7
IM[1541,184]: -7
T12473: P721' := P721 + 3
IM[1541,192]: 3
T12473: P462' := P462 + 1
IM[1541,410]: 1
T12473: P190' := P190 - 1
IM[1541,363]: -1
T12473: P685' := P685 + 1
IM[1541,403]: 1
T12473: P640' := P640 - 1
IM[1541,355]: -1
P125 --> T12472 : 1
Pre[1542,257]: 1
P378 --> T12472 : 1
Pre[1542,23]: 1
P299 --> T12472 : 1
Pre[1542,10]: 1
T12472: P125' := P125 - 1
IM[1542,257]: -1
T12472: P571' := P571 + 1
IM[1542,259]: 1
T12472: P333' := P333 + 1
IM[1542,6]: 1
T12472: P378' := P378 - 1
IM[1542,23]: -1
T12472: P299' := P299 - 1
IM[1542,10]: -1
P648 --> T12471 : 1
Pre[1543,327]: 1
P751 --> T12471 : 1
Pre[1543,408]: 1
P306 --> T12471 : 1
Pre[1543,407]: 1
P193 --> T12471 : 7
Pre[1543,184]: 7
P19 --> T12471 : 1
Pre[1543,449]: 1
T12471: P667' := P667 + 1
IM[1543,440]: 1
T12471: P648' := P648 - 1
IM[1543,327]: -1
T12471: P480' := P480 + 1
IM[1543,418]: 1
T12471: P751' := P751 - 1
IM[1543,408]: -1
T12471: P306' := P306 - 1
IM[1543,407]: -1
T12471: P193' := P193 - 7
IM[1543,184]: -7
T12471: P721' := P721 + 3
IM[1543,192]: 3
T12471: P19' := P19 - 1
IM[1543,449]: -1
T12471: P761' := P761 + 1
IM[1543,456]: 1
P751 --> T12470 : 2
Pre[1544,408]: 2
P193 --> T12470 : 6
Pre[1544,184]: 6
P190 --> T12470 : 2
Pre[1544,363]: 2
P5 --> T12470 : 1
Pre[1544,384]: 1
T12470: P340' := P340 + 2
IM[1544,461]: 2
T12470: P751' := P751 - 2
IM[1544,408]: -2
T12470: P193' := P193 - 6
IM[1544,184]: -6
T12470: P190' := P190 - 2
IM[1544,363]: -2
T12470: P185' := P185 + 4
IM[1544,185]: 4
T12470: P5' := P5 - 1
IM[1544,384]: -1
T12470: P67' := P67 + 2
IM[1544,414]: 2
P648 --> T12469 : 2
Pre[1545,327]: 2
P133 --> T12469 : 1
Pre[1545,307]: 1
P211 --> T12469 : 1
Pre[1545,335]: 1
P19 --> T12469 : 1
Pre[1545,449]: 1
P193 --> T12469 : 6
Pre[1545,184]: 6
T12469: P648' := P648 - 2
IM[1545,327]: -2
T12469: P494' := P494 + 1
IM[1545,265]: 1
T12469: P133' := P133 - 1
IM[1545,307]: -1
T12469: P211' := P211 - 1
IM[1545,335]: -1
T12469: P19' := P19 - 1
IM[1545,449]: -1
T12469: P193' := P193 - 6
IM[1545,184]: -6
T12469: P581' := P581 + 1
IM[1545,477]: 1
T12469: P427' := P427 + 2
IM[1545,322]: 2
T12469: P185' := P185 + 4
IM[1545,185]: 4
P648 --> T12468 : 2
Pre[1546,327]: 2
P751 --> T12468 : 1
Pre[1546,408]: 1
P16 --> T12468 : 1
Pre[1546,215]: 1
P193 --> T12468 : 6
Pre[1546,184]: 6
P295 --> T12468 : 1
Pre[1546,258]: 1
T12468: P648' := P648 - 2
IM[1546,327]: -2
T12468: P751' := P751 - 1
IM[1546,408]: -1
T12468: P570' := P570 + 2
IM[1546,296]: 2
T12468: P16' := P16 - 1
IM[1546,215]: -1
T12468: P185' := P185 + 4
IM[1546,185]: 4
T12468: P677' := P677 + 1
IM[1546,409]: 1
T12468: P193' := P193 - 6
IM[1546,184]: -6
T12468: P257' := P257 + 1
IM[1546,236]: 1
T12468: P295' := P295 - 1
IM[1546,258]: -1
P5 --> T12467 : 1
Pre[1547,384]: 1
P19 --> T12467 : 1
Pre[1547,449]: 1
P648 --> T12467 : 1
Pre[1547,327]: 1
P193 --> T12467 : 7
Pre[1547,184]: 7
P751 --> T12467 : 1
Pre[1547,408]: 1
T12467: P5' := P5 - 1
IM[1547,384]: -1
T12467: P67' := P67 + 1
IM[1547,414]: 1
T12467: P721' := P721 + 3
IM[1547,192]: 3
T12467: P552' := P552 + 1
IM[1547,442]: 1
T12467: P19' := P19 - 1
IM[1547,449]: -1
T12467: P648' := P648 - 1
IM[1547,327]: -1
T12467: P193' := P193 - 7
IM[1547,184]: -7
T12467: P568' := P568 + 1
IM[1547,385]: 1
T12467: P751' := P751 - 1
IM[1547,408]: -1
P299 --> T12466 : 1
Pre[1548,10]: 1
P686 --> T12466 : 1
Pre[1548,22]: 1
P365 --> T12466 : 1
Pre[1548,134]: 1
T12466: P333' := P333 + 1
IM[1548,6]: 1
T12466: P299' := P299 - 1
IM[1548,10]: -1
T12466: P66' := P66 + 1
IM[1548,115]: 1
T12466: P686' := P686 - 1
IM[1548,22]: -1
T12466: P365' := P365 - 1
IM[1548,134]: -1
P648 --> T12465 : 1
Pre[1549,327]: 1
P751 --> T12465 : 1
Pre[1549,408]: 1
P640 --> T12465 : 1
Pre[1549,355]: 1
P19 --> T12465 : 1
Pre[1549,449]: 1
P193 --> T12465 : 6
Pre[1549,184]: 6
P190 --> T12465 : 1
Pre[1549,363]: 1
T12465: P648' := P648 - 1
IM[1549,327]: -1
T12465: P751' := P751 - 1
IM[1549,408]: -1
T12465: P326' := P326 + 1
IM[1549,346]: 1
T12465: P462' := P462 + 1
IM[1549,410]: 1
T12465: P640' := P640 - 1
IM[1549,355]: -1
T12465: P685' := P685 + 1
IM[1549,403]: 1
T12465: P185' := P185 + 4
IM[1549,185]: 4
T12465: P19' := P19 - 1
IM[1549,449]: -1
T12465: P193' := P193 - 6
IM[1549,184]: -6
T12465: P190' := P190 - 1
IM[1549,363]: -1
T12465: P111' := P111 + 1
IM[1549,411]: 1
P133 --> T12464 : 2
Pre[1550,307]: 2
P648 --> T12464 : 1
Pre[1550,327]: 1
P193 --> T12464 : 6
Pre[1550,184]: 6
P710 --> T12464 : 1
Pre[1550,172]: 1
P190 --> T12464 : 1
Pre[1550,363]: 1
T12464: P408' := P408 + 1
IM[1550,420]: 1
T12464: P133' := P133 - 2
IM[1550,307]: -2
T12464: P648' := P648 - 1
IM[1550,327]: -1
T12464: P193' := P193 - 6
IM[1550,184]: -6
T12464: P652' := P652 + 1
IM[1550,393]: 1
T12464: P185' := P185 + 4
IM[1550,185]: 4
T12464: P710' := P710 - 1
IM[1550,172]: -1
T12464: P137' := P137 + 2
IM[1550,280]: 2
T12464: P190' := P190 - 1
IM[1550,363]: -1
P710 --> T12463 : 1
Pre[1551,172]: 1
P295 --> T12463 : 1
Pre[1551,258]: 1
P190 --> T12463 : 1
Pre[1551,363]: 1
P19 --> T12463 : 1
Pre[1551,449]: 1
P648 --> T12463 : 1
Pre[1551,327]: 1
P193 --> T12463 : 6
Pre[1551,184]: 6
T12463: P185' := P185 + 4
IM[1551,185]: 4
T12463: P215' := P215 + 1
IM[1551,365]: 1
T12463: P710' := P710 - 1
IM[1551,172]: -1
T12463: P295' := P295 - 1
IM[1551,258]: -1
T12463: P190' := P190 - 1
IM[1551,363]: -1
T12463: P408' := P408 + 1
IM[1551,420]: 1
T12463: P19' := P19 - 1
IM[1551,449]: -1
T12463: P355' := P355 + 1
IM[1551,319]: 1
T12463: P648' := P648 - 1
IM[1551,327]: -1
T12463: P193' := P193 - 6
IM[1551,184]: -6
T12463: P652' := P652 + 1
IM[1551,393]: 1
P16 --> T12462 : 1
Pre[1552,215]: 1
P190 --> T12462 : 2
Pre[1552,363]: 2
P193 --> T12462 : 8
Pre[1552,184]: 8
T12462: P16' := P16 - 1
IM[1552,215]: -1
T12462: P190' := P190 - 2
IM[1552,363]: -2
T12462: P555' := P555 + 2
IM[1552,368]: 2
T12462: P52' := P52 + 2
IM[1552,174]: 2
T12462: P193' := P193 - 8
IM[1552,184]: -8
P648 --> T12461 : 1
Pre[1553,327]: 1
P193 --> T12461 : 6
Pre[1553,184]: 6
P190 --> T12461 : 1
Pre[1553,363]: 1
P16 --> T12461 : 1
Pre[1553,215]: 1
P133 --> T12461 : 1
Pre[1553,307]: 1
P19 --> T12461 : 1
Pre[1553,449]: 1
T12461: P555' := P555 + 1
IM[1553,368]: 1
T12461: P648' := P648 - 1
IM[1553,327]: -1
T12461: P193' := P193 - 6
IM[1553,184]: -6
T12461: P105' := P105 + 1
IM[1553,293]: 1
T12461: P190' := P190 - 1
IM[1553,363]: -1
T12461: P16' := P16 - 1
IM[1553,215]: -1
T12461: P322' := P322 + 1
IM[1553,416]: 1
T12461: P185' := P185 + 4
IM[1553,185]: 4
T12461: P570' := P570 + 1
IM[1553,296]: 1
T12461: P133' := P133 - 1
IM[1553,307]: -1
T12461: P19' := P19 - 1
IM[1553,449]: -1
P306 --> T12460 : 1
Pre[1554,407]: 1
P193 --> T12460 : 6
Pre[1554,184]: 6
P19 --> T12460 : 2
Pre[1554,449]: 2
P648 --> T12460 : 2
Pre[1554,327]: 2
T12460: P480' := P480 + 2
IM[1554,418]: 2
T12460: P306' := P306 - 1
IM[1554,407]: -1
T12460: P185' := P185 + 4
IM[1554,185]: 4
T12460: P193' := P193 - 6
IM[1554,184]: -6
T12460: P19' := P19 - 2
IM[1554,449]: -2
T12460: P667' := P667 + 2
IM[1554,440]: 2
T12460: P648' := P648 - 2
IM[1554,327]: -2
P751 --> T12459 : 1
Pre[1555,408]: 1
P295 --> T12459 : 1
Pre[1555,258]: 1
P190 --> T12459 : 2
Pre[1555,363]: 2
P5 --> T12459 : 1
Pre[1555,384]: 1
P193 --> T12459 : 6
Pre[1555,184]: 6
T12459: P751' := P751 - 1
IM[1555,408]: -1
T12459: P295' := P295 - 1
IM[1555,258]: -1
T12459: P190' := P190 - 2
IM[1555,363]: -2
T12459: P340' := P340 + 2
IM[1555,461]: 2
T12459: P185' := P185 + 4
IM[1555,185]: 4
T12459: P67' := P67 + 1
IM[1555,414]: 1
T12459: P5' := P5 - 1
IM[1555,384]: -1
T12459: P193' := P193 - 6
IM[1555,184]: -6
T12459: P214' := P214 + 1
IM[1555,432]: 1
P645 --> T12458 : 1
Pre[1556,24]: 1
P420 --> T12458 : 1
Pre[1556,60]: 1
T12458: P605' := P605 + 1
IM[1556,93]: 1
T12458: P645' := P645 - 1
IM[1556,24]: -1
T12458: P497' := P497 + 1
IM[1556,20]: 1
T12458: P420' := P420 - 1
IM[1556,60]: -1
P751 --> T12457 : 1
Pre[1557,408]: 1
P133 --> T12457 : 1
Pre[1557,307]: 1
P19 --> T12457 : 1
Pre[1557,449]: 1
P306 --> T12457 : 1
Pre[1557,407]: 1
P648 --> T12457 : 1
Pre[1557,327]: 1
P193 --> T12457 : 6
Pre[1557,184]: 6
T12457: P751' := P751 - 1
IM[1557,408]: -1
T12457: P761' := P761 + 1
IM[1557,456]: 1
T12457: P591' := P591 + 1
IM[1557,202]: 1
T12457: P133' := P133 - 1
IM[1557,307]: -1
T12457: P19' := P19 - 1
IM[1557,449]: -1
T12457: P667' := P667 + 1
IM[1557,440]: 1
T12457: P185' := P185 + 4
IM[1557,185]: 4
T12457: P480' := P480 + 1
IM[1557,418]: 1
T12457: P306' := P306 - 1
IM[1557,407]: -1
T12457: P648' := P648 - 1
IM[1557,327]: -1
T12457: P193' := P193 - 6
IM[1557,184]: -6
P193 --> T12456 : 7
Pre[1558,184]: 7
P19 --> T12456 : 1
Pre[1558,449]: 1
P190 --> T12456 : 1
Pre[1558,363]: 1
P133 --> T12456 : 1
Pre[1558,307]: 1
P640 --> T12456 : 1
Pre[1558,355]: 1
T12456: P227' := P227 + 1
IM[1558,344]: 1
T12456: P193' := P193 - 7
IM[1558,184]: -7
T12456: P19' := P19 - 1
IM[1558,449]: -1
T12456: P190' := P190 - 1
IM[1558,363]: -1
T12456: P721' := P721 + 3
IM[1558,192]: 3
T12456: P685' := P685 + 1
IM[1558,403]: 1
T12456: P133' := P133 - 1
IM[1558,307]: -1
T12456: P640' := P640 - 1
IM[1558,355]: -1
T12456: P111' := P111 + 1
IM[1558,411]: 1
P193 --> T12455 : 6
Pre[1559,184]: 6
P751 --> T12455 : 1
Pre[1559,408]: 1
P640 --> T12455 : 1
Pre[1559,355]: 1
P133 --> T12455 : 2
Pre[1559,307]: 2
P295 --> T12455 : 1
Pre[1559,258]: 1
T12455: P193' := P193 - 6
IM[1559,184]: -6
T12455: P462' := P462 + 1
IM[1559,410]: 1
T12455: P227' := P227 + 2
IM[1559,344]: 2
T12455: P751' := P751 - 1
IM[1559,408]: -1
T12455: P640' := P640 - 1
IM[1559,355]: -1
T12455: P53' := P53 + 1
IM[1559,224]: 1
T12455: P133' := P133 - 2
IM[1559,307]: -2
T12455: P185' := P185 + 4
IM[1559,185]: 4
T12455: P295' := P295 - 1
IM[1559,258]: -1
P295 --> T12454 : 2
Pre[1560,258]: 2
P472 --> T12454 : 1
Pre[1560,334]: 1
P133 --> T12454 : 1
Pre[1560,307]: 1
P193 --> T12454 : 6
Pre[1560,184]: 6
P648 --> T12454 : 1
Pre[1560,327]: 1
T12454: P586' := P586 + 2
IM[1560,379]: 2
T12454: P295' := P295 - 2
IM[1560,258]: -2
T12454: P472' := P472 - 1
IM[1560,334]: -1
T12454: P133' := P133 - 1
IM[1560,307]: -1
T12454: P193' := P193 - 6
IM[1560,184]: -6
T12454: P185' := P185 + 4
IM[1560,185]: 4
T12454: P457' := P457 + 1
IM[1560,347]: 1
T12454: P465' := P465 + 1
IM[1560,389]: 1
T12454: P648' := P648 - 1
IM[1560,327]: -1
P295 --> T12453 : 2
Pre[1561,258]: 2
P190 --> T12453 : 1
Pre[1561,363]: 1
P19 --> T12453 : 1
Pre[1561,449]: 1
P5 --> T12453 : 1
Pre[1561,384]: 1
P193 --> T12453 : 6
Pre[1561,184]: 6
T12453: P552' := P552 + 1
IM[1561,442]: 1
T12453: P295' := P295 - 2
IM[1561,258]: -2
T12453: P190' := P190 - 1
IM[1561,363]: -1
T12453: P214' := P214 + 2
IM[1561,432]: 2
T12453: P19' := P19 - 1
IM[1561,449]: -1
T12453: P340' := P340 + 1
IM[1561,461]: 1
T12453: P5' := P5 - 1
IM[1561,384]: -1
T12453: P193' := P193 - 6
IM[1561,184]: -6
T12453: P185' := P185 + 4
IM[1561,185]: 4
P211 --> T12452 : 1
Pre[1562,335]: 1
P648 --> T12452 : 1
Pre[1562,327]: 1
P190 --> T12452 : 2
Pre[1562,363]: 2
P295 --> T12452 : 1
Pre[1562,258]: 1
P193 --> T12452 : 6
Pre[1562,184]: 6
T12452: P185' := P185 + 4
IM[1562,185]: 4
T12452: P211' := P211 - 1
IM[1562,335]: -1
T12452: P648' := P648 - 1
IM[1562,327]: -1
T12452: P190' := P190 - 2
IM[1562,363]: -2
T12452: P295' := P295 - 1
IM[1562,258]: -1
T12452: P692' := P692 + 1
IM[1562,287]: 1
T12452: P427' := P427 + 1
IM[1562,322]: 1
T12452: P193' := P193 - 6
IM[1562,184]: -6
T12452: P798' := P798 + 2
IM[1562,301]: 2
P190 --> T12451 : 1
Pre[1563,363]: 1
P133 --> T12451 : 1
Pre[1563,307]: 1
P640 --> T12451 : 1
Pre[1563,355]: 1
P193 --> T12451 : 7
Pre[1563,184]: 7
P648 --> T12451 : 1
Pre[1563,327]: 1
T12451: P685' := P685 + 1
IM[1563,403]: 1
T12451: P190' := P190 - 1
IM[1563,363]: -1
T12451: P133' := P133 - 1
IM[1563,307]: -1
T12451: P227' := P227 + 1
IM[1563,344]: 1
T12451: P640' := P640 - 1
IM[1563,355]: -1
T12451: P721' := P721 + 3
IM[1563,192]: 3
T12451: P193' := P193 - 7
IM[1563,184]: -7
T12451: P648' := P648 - 1
IM[1563,327]: -1
T12451: P326' := P326 + 1
IM[1563,346]: 1
P295 --> T12450 : 1
Pre[1564,258]: 1
P193 --> T12450 : 6
Pre[1564,184]: 6
P472 --> T12450 : 1
Pre[1564,334]: 1
P19 --> T12450 : 1
Pre[1564,449]: 1
P751 --> T12450 : 2
Pre[1564,408]: 2
T12450: P706' := P706 + 1
IM[1564,362]: 1
T12450: P295' := P295 - 1
IM[1564,258]: -1
T12450: P185' := P185 + 4
IM[1564,185]: 4
T12450: P193' := P193 - 6
IM[1564,184]: -6
T12450: P472' := P472 - 1
IM[1564,334]: -1
T12450: P586' := P586 + 1
IM[1564,379]: 1
T12450: P19' := P19 - 1
IM[1564,449]: -1
T12450: P242' := P242 + 2
IM[1564,216]: 2
T12450: P751' := P751 - 2
IM[1564,408]: -2
P459 --> T12449 : 1
Pre[1565,510]: 1
P399 --> T12449 : 1
Pre[1565,591]: 1
T12449: P399' := P399 - 1
IM[1565,591]: -1
T12449: P615' := P615 + 1
IM[1565,594]: 1
P5 --> T12448 : 1
Pre[1566,384]: 1
P648 --> T12448 : 2
Pre[1566,327]: 2
P193 --> T12448 : 7
Pre[1566,184]: 7
P295 --> T12448 : 1
Pre[1566,258]: 1
T12448: P721' := P721 + 3
IM[1566,192]: 3
T12448: P5' := P5 - 1
IM[1566,384]: -1
T12448: P648' := P648 - 2
IM[1566,327]: -2
T12448: P214' := P214 + 1
IM[1566,432]: 1
T12448: P568' := P568 + 2
IM[1566,385]: 2
T12448: P193' := P193 - 7
IM[1566,184]: -7
T12448: P295' := P295 - 1
IM[1566,258]: -1
P19 --> T12447 : 1
Pre[1567,449]: 1
P193 --> T12447 : 6
Pre[1567,184]: 6
P190 --> T12447 : 1
Pre[1567,363]: 1
P133 --> T12447 : 1
Pre[1567,307]: 1
P710 --> T12447 : 1
Pre[1567,172]: 1
P295 --> T12447 : 1
Pre[1567,258]: 1
T12447: P19' := P19 - 1
IM[1567,449]: -1
T12447: P137' := P137 + 1
IM[1567,280]: 1
T12447: P193' := P193 - 6
IM[1567,184]: -6
T12447: P190' := P190 - 1
IM[1567,363]: -1
T12447: P133' := P133 - 1
IM[1567,307]: -1
T12447: P710' := P710 - 1
IM[1567,172]: -1
T12447: P408' := P408 + 1
IM[1567,420]: 1
T12447: P185' := P185 + 4
IM[1567,185]: 4
T12447: P215' := P215 + 1
IM[1567,365]: 1
T12447: P355' := P355 + 1
IM[1567,319]: 1
T12447: P295' := P295 - 1
IM[1567,258]: -1
P567 --> T12446 : 1
Pre[1568,243]: 1
P193 --> T12446 : 7
Pre[1568,184]: 7
P133 --> T12446 : 1
Pre[1568,307]: 1
P648 --> T12446 : 2
Pre[1568,327]: 2
T12446: P567' := P567 - 1
IM[1568,243]: -1
T12446: P193' := P193 - 7
IM[1568,184]: -7
T12446: P352' := P352 + 1
IM[1568,331]: 1
T12446: P133' := P133 - 1
IM[1568,307]: -1
T12446: P648' := P648 - 2
IM[1568,327]: -2
T12446: P721' := P721 + 3
IM[1568,192]: 3
T12446: P240' := P240 + 2
IM[1568,358]: 2
P211 --> T12445 : 1
Pre[1569,335]: 1
P193 --> T12445 : 6
Pre[1569,184]: 6
P751 --> T12445 : 1
Pre[1569,408]: 1
P19 --> T12445 : 2
Pre[1569,449]: 2
P648 --> T12445 : 1
Pre[1569,327]: 1
T12445: P211' := P211 - 1
IM[1569,335]: -1
T12445: P193' := P193 - 6
IM[1569,184]: -6
T12445: P328' := P328 + 1
IM[1569,425]: 1
T12445: P581' := P581 + 2
IM[1569,477]: 2
T12445: P751' := P751 - 1
IM[1569,408]: -1
T12445: P427' := P427 + 1
IM[1569,322]: 1
T12445: P19' := P19 - 2
IM[1569,449]: -2
T12445: P185' := P185 + 4
IM[1569,185]: 4
T12445: P648' := P648 - 1
IM[1569,327]: -1
P16 --> T12444 : 1
Pre[1570,215]: 1
P190 --> T12444 : 1
Pre[1570,363]: 1
P193 --> T12444 : 6
Pre[1570,184]: 6
P133 --> T12444 : 1
Pre[1570,307]: 1
P648 --> T12444 : 2
Pre[1570,327]: 2
T12444: P16' := P16 - 1
IM[1570,215]: -1
T12444: P570' := P570 + 2
IM[1570,296]: 2
T12444: P190' := P190 - 1
IM[1570,363]: -1
T12444: P185' := P185 + 4
IM[1570,185]: 4
T12444: P105' := P105 + 1
IM[1570,293]: 1
T12444: P193' := P193 - 6
IM[1570,184]: -6
T12444: P133' := P133 - 1
IM[1570,307]: -1
T12444: P555' := P555 + 1
IM[1570,368]: 1
T12444: P648' := P648 - 2
IM[1570,327]: -2
P193 --> T12443 : 6
Pre[1571,184]: 6
P19 --> T12443 : 1
Pre[1571,449]: 1
P648 --> T12443 : 3
Pre[1571,327]: 3
P640 --> T12443 : 1
Pre[1571,355]: 1
T12443: P193' := P193 - 6
IM[1571,184]: -6
T12443: P19' := P19 - 1
IM[1571,449]: -1
T12443: P111' := P111 + 1
IM[1571,411]: 1
T12443: P185' := P185 + 4
IM[1571,185]: 4
T12443: P648' := P648 - 3
IM[1571,327]: -3
T12443: P326' := P326 + 3
IM[1571,346]: 3
T12443: P640' := P640 - 1
IM[1571,355]: -1
P295 --> T12442 : 1
Pre[1572,258]: 1
P190 --> T12442 : 1
Pre[1572,363]: 1
P193 --> T12442 : 6
Pre[1572,184]: 6
P211 --> T12442 : 1
Pre[1572,335]: 1
P133 --> T12442 : 1
Pre[1572,307]: 1
P19 --> T12442 : 1
Pre[1572,449]: 1
T12442: P798' := P798 + 1
IM[1572,301]: 1
T12442: P185' := P185 + 4
IM[1572,185]: 4
T12442: P295' := P295 - 1
IM[1572,258]: -1
T12442: P190' := P190 - 1
IM[1572,363]: -1
T12442: P692' := P692 + 1
IM[1572,287]: 1
T12442: P193' := P193 - 6
IM[1572,184]: -6
T12442: P211' := P211 - 1
IM[1572,335]: -1
T12442: P581' := P581 + 1
IM[1572,477]: 1
T12442: P133' := P133 - 1
IM[1572,307]: -1
T12442: P19' := P19 - 1
IM[1572,449]: -1
T12442: P494' := P494 + 1
IM[1572,265]: 1
P211 --> T12441 : 1
Pre[1573,335]: 1
P19 --> T12441 : 2
Pre[1573,449]: 2
P133 --> T12441 : 1
Pre[1573,307]: 1
P193 --> T12441 : 7
Pre[1573,184]: 7
T12441: P211' := P211 - 1
IM[1573,335]: -1
T12441: P19' := P19 - 2
IM[1573,449]: -2
T12441: P494' := P494 + 1
IM[1573,265]: 1
T12441: P133' := P133 - 1
IM[1573,307]: -1
T12441: P193' := P193 - 7
IM[1573,184]: -7
T12441: P721' := P721 + 3
IM[1573,192]: 3
T12441: P581' := P581 + 2
IM[1573,477]: 2
P19 --> T12440 : 1
Pre[1574,449]: 1
P193 --> T12440 : 6
Pre[1574,184]: 6
P5 --> T12440 : 1
Pre[1574,384]: 1
P648 --> T12440 : 1
Pre[1574,327]: 1
P190 --> T12440 : 1
Pre[1574,363]: 1
P295 --> T12440 : 1
Pre[1574,258]: 1
T12440: P214' := P214 + 1
IM[1574,432]: 1
T12440: P19' := P19 - 1
IM[1574,449]: -1
T12440: P193' := P193 - 6
IM[1574,184]: -6
T12440: P5' := P5 - 1
IM[1574,384]: -1
T12440: P568' := P568 + 1
IM[1574,385]: 1
T12440: P340' := P340 + 1
IM[1574,461]: 1
T12440: P648' := P648 - 1
IM[1574,327]: -1
T12440: P190' := P190 - 1
IM[1574,363]: -1
T12440: P552' := P552 + 1
IM[1574,442]: 1
T12440: P295' := P295 - 1
IM[1574,258]: -1
T12440: P185' := P185 + 4
IM[1574,185]: 4
P16 --> T12439 : 1
Pre[1575,215]: 1
P648 --> T12439 : 1
Pre[1575,327]: 1
P193 --> T12439 : 7
Pre[1575,184]: 7
P133 --> T12439 : 2
Pre[1575,307]: 2
T12439: P16' := P16 - 1
IM[1575,215]: -1
T12439: P721' := P721 + 3
IM[1575,192]: 3
T12439: P570' := P570 + 1
IM[1575,296]: 1
T12439: P105' := P105 + 2
IM[1575,293]: 2
T12439: P648' := P648 - 1
IM[1575,327]: -1
T12439: P193' := P193 - 7
IM[1575,184]: -7
T12439: P133' := P133 - 2
IM[1575,307]: -2
P751 --> T12438 : 1
Pre[1576,408]: 1
P19 --> T12438 : 2
Pre[1576,449]: 2
P193 --> T12438 : 6
Pre[1576,184]: 6
P306 --> T12438 : 1
Pre[1576,407]: 1
P295 --> T12438 : 1
Pre[1576,258]: 1
T12438: P185' := P185 + 4
IM[1576,185]: 4
T12438: P761' := P761 + 1
IM[1576,456]: 1
T12438: P751' := P751 - 1
IM[1576,408]: -1
T12438: P19' := P19 - 2
IM[1576,449]: -2
T12438: P193' := P193 - 6
IM[1576,184]: -6
T12438: P345' := P345 + 1
IM[1576,415]: 1
T12438: P306' := P306 - 1
IM[1576,407]: -1
T12438: P295' := P295 - 1
IM[1576,258]: -1
T12438: P480' := P480 + 2
IM[1576,418]: 2
P585 --> T12437 : 1
Pre[1577,398]: 1
P415 --> T12437 : 10
Pre[1577,509]: 10
P459 --> T12437 : 1
Pre[1577,510]: 1
P493 --> T12437 : 1
Pre[1577,566]: 1
P587 --> T12437 : 1
Pre[1577,643]: 1
T12437: P585' := P585 - 1
IM[1577,398]: -1
T12437: P459' := P459 - 1
IM[1577,510]: -1
T12437: P723' := P723 + 1
IM[1577,512]: 1
T12437: P493' := P493 - 1
IM[1577,566]: -1
T12437: P587' := P587 - 1
IM[1577,643]: -1
T12437: P698' := P698 + 1
IM[1577,642]: 1
P472 --> T12436 : 1
Pre[1578,334]: 1
P648 --> T12436 : 2
Pre[1578,327]: 2
P133 --> T12436 : 1
Pre[1578,307]: 1
P193 --> T12436 : 6
Pre[1578,184]: 6
P190 --> T12436 : 1
Pre[1578,363]: 1
T12436: P472' := P472 - 1
IM[1578,334]: -1
T12436: P648' := P648 - 2
IM[1578,327]: -2
T12436: P457' := P457 + 1
IM[1578,347]: 1
T12436: P133' := P133 - 1
IM[1578,307]: -1
T12436: P65' := P65 + 1
IM[1578,336]: 1
T12436: P193' := P193 - 6
IM[1578,184]: -6
T12436: P185' := P185 + 4
IM[1578,185]: 4
T12436: P465' := P465 + 2
IM[1578,389]: 2
T12436: P190' := P190 - 1
IM[1578,363]: -1
P295 --> T12435 : 1
Pre[1579,258]: 1
P648 --> T12435 : 1
Pre[1579,327]: 1
P193 --> T12435 : 7
Pre[1579,184]: 7
P306 --> T12435 : 1
Pre[1579,407]: 1
P19 --> T12435 : 1
Pre[1579,449]: 1
T12435: P480' := P480 + 1
IM[1579,418]: 1
T12435: P295' := P295 - 1
IM[1579,258]: -1
T12435: P648' := P648 - 1
IM[1579,327]: -1
T12435: P193' := P193 - 7
IM[1579,184]: -7
T12435: P306' := P306 - 1
IM[1579,407]: -1
T12435: P345' := P345 + 1
IM[1579,415]: 1
T12435: P19' := P19 - 1
IM[1579,449]: -1
T12435: P667' := P667 + 1
IM[1579,440]: 1
T12435: P721' := P721 + 3
IM[1579,192]: 3
P648 --> T12434 : 1
Pre[1580,327]: 1
P190 --> T12434 : 1
Pre[1580,363]: 1
P193 --> T12434 : 6
Pre[1580,184]: 6
P295 --> T12434 : 1
Pre[1580,258]: 1
P306 --> T12434 : 1
Pre[1580,407]: 1
P751 --> T12434 : 1
Pre[1580,408]: 1
T12434: P648' := P648 - 1
IM[1580,327]: -1
T12434: P190' := P190 - 1
IM[1580,363]: -1
T12434: P185' := P185 + 4
IM[1580,185]: 4
T12434: P667' := P667 + 1
IM[1580,440]: 1
T12434: P193' := P193 - 6
IM[1580,184]: -6
T12434: P761' := P761 + 1
IM[1580,456]: 1
T12434: P249' := P249 + 1
IM[1580,381]: 1
T12434: P295' := P295 - 1
IM[1580,258]: -1
T12434: P306' := P306 - 1
IM[1580,407]: -1
T12434: P345' := P345 + 1
IM[1580,415]: 1
T12434: P751' := P751 - 1
IM[1580,408]: -1
P193 --> T12433 : 6
Pre[1581,184]: 6
P648 --> T12433 : 1
Pre[1581,327]: 1
P19 --> T12433 : 1
Pre[1581,449]: 1
P190 --> T12433 : 1
Pre[1581,363]: 1
P751 --> T12433 : 1
Pre[1581,408]: 1
P211 --> T12433 : 1
Pre[1581,335]: 1
T12433: P193' := P193 - 6
IM[1581,184]: -6
T12433: P427' := P427 + 1
IM[1581,322]: 1
T12433: P185' := P185 + 4
IM[1581,185]: 4
T12433: P798' := P798 + 1
IM[1581,301]: 1
T12433: P648' := P648 - 1
IM[1581,327]: -1
T12433: P19' := P19 - 1
IM[1581,449]: -1
T12433: P581' := P581 + 1
IM[1581,477]: 1
T12433: P190' := P190 - 1
IM[1581,363]: -1
T12433: P751' := P751 - 1
IM[1581,408]: -1
T12433: P328' := P328 + 1
IM[1581,425]: 1
T12433: P211' := P211 - 1
IM[1581,335]: -1
P193 --> T12432 : 6
Pre[1582,184]: 6
P472 --> T12432 : 1
Pre[1582,334]: 1
P190 --> T12432 : 1
Pre[1582,363]: 1
P751 --> T12432 : 2
Pre[1582,408]: 2
P295 --> T12432 : 1
Pre[1582,258]: 1
T12432: P185' := P185 + 4
IM[1582,185]: 4
T12432: P586' := P586 + 1
IM[1582,379]: 1
T12432: P193' := P193 - 6
IM[1582,184]: -6
T12432: P472' := P472 - 1
IM[1582,334]: -1
T12432: P190' := P190 - 1
IM[1582,363]: -1
T12432: P65' := P65 + 1
IM[1582,336]: 1
T12432: P242' := P242 + 2
IM[1582,216]: 2
T12432: P751' := P751 - 2
IM[1582,408]: -2
T12432: P295' := P295 - 1
IM[1582,258]: -1
P193 --> T12431 : 9
Pre[1583,184]: 9
P16 --> T12431 : 1
Pre[1583,215]: 1
P133 --> T12431 : 1
Pre[1583,307]: 1
T12431: P193' := P193 - 9
IM[1583,184]: -9
T12431: P47' := P47 + 1
IM[1583,13]: 1
T12431: P105' := P105 + 1
IM[1583,293]: 1
T12431: P16' := P16 - 1
IM[1583,215]: -1
T12431: P133' := P133 - 1
IM[1583,307]: -1
P295 --> T12430 : 1
Pre[1584,258]: 1
P306 --> T12430 : 1
Pre[1584,407]: 1
P19 --> T12430 : 2
Pre[1584,449]: 2
P193 --> T12430 : 6
Pre[1584,184]: 6
P751 --> T12430 : 1
Pre[1584,408]: 1
T12430: P480' := P480 + 2
IM[1584,418]: 2
T12430: P345' := P345 + 1
IM[1584,415]: 1
T12430: P185' := P185 + 4
IM[1584,185]: 4
T12430: P761' := P761 + 1
IM[1584,456]: 1
T12430: P295' := P295 - 1
IM[1584,258]: -1
T12430: P306' := P306 - 1
IM[1584,407]: -1
T12430: P19' := P19 - 2
IM[1584,449]: -2
T12430: P193' := P193 - 6
IM[1584,184]: -6
T12430: P751' := P751 - 1
IM[1584,408]: -1
P19 --> T12429 : 1
Pre[1585,449]: 1
P193 --> T12429 : 8
Pre[1585,184]: 8
P211 --> T12429 : 1
Pre[1585,335]: 1
P133 --> T12429 : 1
Pre[1585,307]: 1
T12429: P19' := P19 - 1
IM[1585,449]: -1
T12429: P52' := P52 + 2
IM[1585,174]: 2
T12429: P193' := P193 - 8
IM[1585,184]: -8
T12429: P211' := P211 - 1
IM[1585,335]: -1
T12429: P494' := P494 + 1
IM[1585,265]: 1
T12429: P581' := P581 + 1
IM[1585,477]: 1
T12429: P133' := P133 - 1
IM[1585,307]: -1
P133 --> T12428 : 2
Pre[1586,307]: 2
P648 --> T12428 : 2
Pre[1586,327]: 2
P193 --> T12428 : 6
Pre[1586,184]: 6
P710 --> T12428 : 1
Pre[1586,172]: 1
T12428: P185' := P185 + 4
IM[1586,185]: 4
T12428: P133' := P133 - 2
IM[1586,307]: -2
T12428: P648' := P648 - 2
IM[1586,327]: -2
T12428: P137' := P137 + 2
IM[1586,280]: 2
T12428: P193' := P193 - 6
IM[1586,184]: -6
T12428: P652' := P652 + 2
IM[1586,393]: 2
T12428: P710' := P710 - 1
IM[1586,172]: -1
P133 --> T12427 : 1
Pre[1587,307]: 1
P193 --> T12427 : 6
Pre[1587,184]: 6
P190 --> T12427 : 1
Pre[1587,363]: 1
P19 --> T12427 : 1
Pre[1587,449]: 1
P640 --> T12427 : 1
Pre[1587,355]: 1
P751 --> T12427 : 1
Pre[1587,408]: 1
T12427: P133' := P133 - 1
IM[1587,307]: -1
T12427: P462' := P462 + 1
IM[1587,410]: 1
T12427: P193' := P193 - 6
IM[1587,184]: -6
T12427: P685' := P685 + 1
IM[1587,403]: 1
T12427: P190' := P190 - 1
IM[1587,363]: -1
T12427: P111' := P111 + 1
IM[1587,411]: 1
T12427: P19' := P19 - 1
IM[1587,449]: -1
T12427: P227' := P227 + 1
IM[1587,344]: 1
T12427: P640' := P640 - 1
IM[1587,355]: -1
T12427: P185' := P185 + 4
IM[1587,185]: 4
T12427: P751' := P751 - 1
IM[1587,408]: -1
P81 --> T12426 : 1
Pre[1588,671]: 1
P415 --> T12426 : 10
Pre[1588,509]: 10
T12426: P81' := P81 - 1
IM[1588,671]: -1
T12426: P97' := P97 + 1
IM[1588,623]: 1
P133 --> T12425 : 2
Pre[1589,307]: 2
P648 --> T12425 : 1
Pre[1589,327]: 1
P211 --> T12425 : 1
Pre[1589,335]: 1
P193 --> T12425 : 7
Pre[1589,184]: 7
T12425: P427' := P427 + 1
IM[1589,322]: 1
T12425: P494' := P494 + 2
IM[1589,265]: 2
T12425: P721' := P721 + 3
IM[1589,192]: 3
T12425: P133' := P133 - 2
IM[1589,307]: -2
T12425: P648' := P648 - 1
IM[1589,327]: -1
T12425: P211' := P211 - 1
IM[1589,335]: -1
T12425: P193' := P193 - 7
IM[1589,184]: -7
P648 --> T12424 : 1
Pre[1590,327]: 1
P710 --> T12424 : 1
Pre[1590,172]: 1
P190 --> T12424 : 1
Pre[1590,363]: 1
P295 --> T12424 : 1
Pre[1590,258]: 1
P133 --> T12424 : 1
Pre[1590,307]: 1
P193 --> T12424 : 6
Pre[1590,184]: 6
T12424: P185' := P185 + 4
IM[1590,185]: 4
T12424: P137' := P137 + 1
IM[1590,280]: 1
T12424: P648' := P648 - 1
IM[1590,327]: -1
T12424: P710' := P710 - 1
IM[1590,172]: -1
T12424: P355' := P355 + 1
IM[1590,319]: 1
T12424: P190' := P190 - 1
IM[1590,363]: -1
T12424: P408' := P408 + 1
IM[1590,420]: 1
T12424: P295' := P295 - 1
IM[1590,258]: -1
T12424: P133' := P133 - 1
IM[1590,307]: -1
T12424: P652' := P652 + 1
IM[1590,393]: 1
T12424: P193' := P193 - 6
IM[1590,184]: -6
P19 --> T12423 : 1
Pre[1591,449]: 1
P648 --> T12423 : 1
Pre[1591,327]: 1
P193 --> T12423 : 6
Pre[1591,184]: 6
P751 --> T12423 : 2
Pre[1591,408]: 2
P472 --> T12423 : 1
Pre[1591,334]: 1
T12423: P242' := P242 + 2
IM[1591,216]: 2
T12423: P19' := P19 - 1
IM[1591,449]: -1
T12423: P648' := P648 - 1
IM[1591,327]: -1
T12423: P193' := P193 - 6
IM[1591,184]: -6
T12423: P751' := P751 - 2
IM[1591,408]: -2
T12423: P472' := P472 - 1
IM[1591,334]: -1
T12423: P185' := P185 + 4
IM[1591,185]: 4
T12423: P706' := P706 + 1
IM[1591,362]: 1
T12423: P465' := P465 + 1
IM[1591,389]: 1
P295 --> T12422 : 1
Pre[1592,258]: 1
P19 --> T12422 : 1
Pre[1592,449]: 1
P193 --> T12422 : 6
Pre[1592,184]: 6
P710 --> T12422 : 1
Pre[1592,172]: 1
P648 --> T12422 : 1
Pre[1592,327]: 1
P190 --> T12422 : 1
Pre[1592,363]: 1
T12422: P295' := P295 - 1
IM[1592,258]: -1
T12422: P19' := P19 - 1
IM[1592,449]: -1
T12422: P193' := P193 - 6
IM[1592,184]: -6
T12422: P408' := P408 + 1
IM[1592,420]: 1
T12422: P215' := P215 + 1
IM[1592,365]: 1
T12422: P710' := P710 - 1
IM[1592,172]: -1
T12422: P648' := P648 - 1
IM[1592,327]: -1
T12422: P185' := P185 + 4
IM[1592,185]: 4
T12422: P652' := P652 + 1
IM[1592,393]: 1
T12422: P190' := P190 - 1
IM[1592,363]: -1
T12422: P355' := P355 + 1
IM[1592,319]: 1
P493 --> T12421 : 1
Pre[1593,566]: 1
P379 --> T12421 : 1
Pre[1593,568]: 1
P415 --> T12421 : 10
Pre[1593,509]: 10
P459 --> T12421 : 1
Pre[1593,510]: 1
P231 --> T12421 : 1
Pre[1593,520]: 1
T12421: P493' := P493 - 1
IM[1593,566]: -1
T12421: P379' := P379 - 1
IM[1593,568]: -1
T12421: P723' := P723 + 1
IM[1593,512]: 1
T12421: P459' := P459 - 1
IM[1593,510]: -1
T12421: P231' := P231 - 1
IM[1593,520]: -1
T12421: P756' := P756 + 1
IM[1593,626]: 1
P190 --> T12420 : 1
Pre[1594,363]: 1
P567 --> T12420 : 1
Pre[1594,243]: 1
P193 --> T12420 : 7
Pre[1594,184]: 7
P751 --> T12420 : 1
Pre[1594,408]: 1
P648 --> T12420 : 1
Pre[1594,327]: 1
T12420: P584' := P584 + 1
IM[1594,437]: 1
T12420: P721' := P721 + 3
IM[1594,192]: 3
T12420: P190' := P190 - 1
IM[1594,363]: -1
T12420: P530' := P530 + 1
IM[1594,435]: 1
T12420: P567' := P567 - 1
IM[1594,243]: -1
T12420: P193' := P193 - 7
IM[1594,184]: -7
T12420: P240' := P240 + 1
IM[1594,358]: 1
T12420: P751' := P751 - 1
IM[1594,408]: -1
T12420: P648' := P648 - 1
IM[1594,327]: -1
P133 --> T12419 : 2
Pre[1595,307]: 2
P193 --> T12419 : 6
Pre[1595,184]: 6
P190 --> T12419 : 1
Pre[1595,363]: 1
P710 --> T12419 : 1
Pre[1595,172]: 1
P648 --> T12419 : 1
Pre[1595,327]: 1
T12419: P137' := P137 + 2
IM[1595,280]: 2
T12419: P133' := P133 - 2
IM[1595,307]: -2
T12419: P408' := P408 + 1
IM[1595,420]: 1
T12419: P193' := P193 - 6
IM[1595,184]: -6
T12419: P190' := P190 - 1
IM[1595,363]: -1
T12419: P652' := P652 + 1
IM[1595,393]: 1
T12419: P710' := P710 - 1
IM[1595,172]: -1
T12419: P185' := P185 + 4
IM[1595,185]: 4
T12419: P648' := P648 - 1
IM[1595,327]: -1
P624 --> T12418 : 1
Pre[1596,716]: 1
T12418: P624' := P624 - 1
IM[1596,716]: -1
T12418: P493' := P493 + 1
IM[1596,566]: 1
T12418: P746' := P746 + 1
IM[1596,542]: 1
T12418: P796' := P796 + 1
IM[1596,763]: 1
P190 --> T12417 : 2
Pre[1597,363]: 2
P648 --> T12417 : 1
Pre[1597,327]: 1
P193 --> T12417 : 6
Pre[1597,184]: 6
P133 --> T12417 : 1
Pre[1597,307]: 1
P710 --> T12417 : 1
Pre[1597,172]: 1
T12417: P190' := P190 - 2
IM[1597,363]: -2
T12417: P137' := P137 + 1
IM[1597,280]: 1
T12417: P648' := P648 - 1
IM[1597,327]: -1
T12417: P408' := P408 + 2
IM[1597,420]: 2
T12417: P193' := P193 - 6
IM[1597,184]: -6
T12417: P133' := P133 - 1
IM[1597,307]: -1
T12417: P710' := P710 - 1
IM[1597,172]: -1
T12417: P652' := P652 + 1
IM[1597,393]: 1
T12417: P185' := P185 + 4
IM[1597,185]: 4
P19 --> T12416 : 1
Pre[1598,449]: 1
P751 --> T12416 : 1
Pre[1598,408]: 1
P640 --> T12416 : 1
Pre[1598,355]: 1
P193 --> T12416 : 7
Pre[1598,184]: 7
P190 --> T12416 : 1
Pre[1598,363]: 1
T12416: P19' := P19 - 1
IM[1598,449]: -1
T12416: P685' := P685 + 1
IM[1598,403]: 1
T12416: P111' := P111 + 1
IM[1598,411]: 1
T12416: P462' := P462 + 1
IM[1598,410]: 1
T12416: P751' := P751 - 1
IM[1598,408]: -1
T12416: P640' := P640 - 1
IM[1598,355]: -1
T12416: P193' := P193 - 7
IM[1598,184]: -7
T12416: P190' := P190 - 1
IM[1598,363]: -1
T12416: P721' := P721 + 3
IM[1598,192]: 3
P306 --> T12415 : 1
Pre[1599,407]: 1
P295 --> T12415 : 2
Pre[1599,258]: 2
P193 --> T12415 : 6
Pre[1599,184]: 6
P751 --> T12415 : 1
Pre[1599,408]: 1
P648 --> T12415 : 1
Pre[1599,327]: 1
T12415: P345' := P345 + 2
IM[1599,415]: 2
T12415: P306' := P306 - 1
IM[1599,407]: -1
T12415: P761' := P761 + 1
IM[1599,456]: 1
T12415: P295' := P295 - 2
IM[1599,258]: -2
T12415: P193' := P193 - 6
IM[1599,184]: -6
T12415: P667' := P667 + 1
IM[1599,440]: 1
T12415: P751' := P751 - 1
IM[1599,408]: -1
T12415: P185' := P185 + 4
IM[1599,185]: 4
T12415: P648' := P648 - 1
IM[1599,327]: -1
P306 --> T12414 : 1
Pre[1600,407]: 1
P648 --> T12414 : 2
Pre[1600,327]: 2
P193 --> T12414 : 6
Pre[1600,184]: 6
P133 --> T12414 : 2
Pre[1600,307]: 2
T12414: P306' := P306 - 1
IM[1600,407]: -1
T12414: P185' := P185 + 4
IM[1600,185]: 4
T12414: P591' := P591 + 2
IM[1600,202]: 2
T12414: P648' := P648 - 2
IM[1600,327]: -2
T12414: P193' := P193 - 6
IM[1600,184]: -6
T12414: P667' := P667 + 2
IM[1600,440]: 2
T12414: P133' := P133 - 2
IM[1600,307]: -2
P295 --> T12413 : 1
Pre[1601,258]: 1
P648 --> T12413 : 1
Pre[1601,327]: 1
P19 --> T12413 : 1
Pre[1601,449]: 1
P193 --> T12413 : 6
Pre[1601,184]: 6
P133 --> T12413 : 1
Pre[1601,307]: 1
P472 --> T12413 : 1
Pre[1601,334]: 1
T12413: P457' := P457 + 1
IM[1601,347]: 1
T12413: P295' := P295 - 1
IM[1601,258]: -1
T12413: P185' := P185 + 4
IM[1601,185]: 4
T12413: P648' := P648 - 1
IM[1601,327]: -1
T12413: P586' := P586 + 1
IM[1601,379]: 1
T12413: P19' := P19 - 1
IM[1601,449]: -1
T12413: P193' := P193 - 6
IM[1601,184]: -6
T12413: P465' := P465 + 1
IM[1601,389]: 1
T12413: P706' := P706 + 1
IM[1601,362]: 1
T12413: P133' := P133 - 1
IM[1601,307]: -1
T12413: P472' := P472 - 1
IM[1601,334]: -1
P133 --> T12412 : 1
Pre[1602,307]: 1
P567 --> T12412 : 1
Pre[1602,243]: 1
P19 --> T12412 : 1
Pre[1602,449]: 1
P648 --> T12412 : 1
Pre[1602,327]: 1
P193 --> T12412 : 6
Pre[1602,184]: 6
P751 --> T12412 : 1
Pre[1602,408]: 1
T12412: P133' := P133 - 1
IM[1602,307]: -1
T12412: P185' := P185 + 4
IM[1602,185]: 4
T12412: P567' := P567 - 1
IM[1602,243]: -1
T12412: P240' := P240 + 1
IM[1602,358]: 1
T12412: P530' := P530 + 1
IM[1602,435]: 1
T12412: P352' := P352 + 1
IM[1602,331]: 1
T12412: P19' := P19 - 1
IM[1602,449]: -1
T12412: P648' := P648 - 1
IM[1602,327]: -1
T12412: P37' := P37 + 1
IM[1602,219]: 1
T12412: P193' := P193 - 6
IM[1602,184]: -6
T12412: P751' := P751 - 1
IM[1602,408]: -1
P193 --> T12411 : 6
Pre[1603,184]: 6
P751 --> T12411 : 2
Pre[1603,408]: 2
P133 --> T12411 : 1
Pre[1603,307]: 1
P5 --> T12411 : 1
Pre[1603,384]: 1
P648 --> T12411 : 1
Pre[1603,327]: 1
T12411: P568' := P568 + 1
IM[1603,385]: 1
T12411: P193' := P193 - 6
IM[1603,184]: -6
T12411: P751' := P751 - 2
IM[1603,408]: -2
T12411: P185' := P185 + 4
IM[1603,185]: 4
T12411: P67' := P67 + 2
IM[1603,414]: 2
T12411: P133' := P133 - 1
IM[1603,307]: -1
T12411: P5' := P5 - 1
IM[1603,384]: -1
T12411: P648' := P648 - 1
IM[1603,327]: -1
T12411: P668' := P668 + 1
IM[1603,447]: 1
P295 --> T12410 : 1
Pre[1604,258]: 1
P193 --> T12410 : 6
Pre[1604,184]: 6
P751 --> T12410 : 1
Pre[1604,408]: 1
P19 --> T12410 : 2
Pre[1604,449]: 2
P567 --> T12410 : 1
Pre[1604,243]: 1
T12410: P185' := P185 + 4
IM[1604,185]: 4
T12410: P295' := P295 - 1
IM[1604,258]: -1
T12410: P530' := P530 + 1
IM[1604,435]: 1
T12410: P193' := P193 - 6
IM[1604,184]: -6
T12410: P751' := P751 - 1
IM[1604,408]: -1
T12410: P79' := P79 + 1
IM[1604,218]: 1
T12410: P19' := P19 - 2
IM[1604,449]: -2
T12410: P37' := P37 + 2
IM[1604,219]: 2
T12410: P567' := P567 - 1
IM[1604,243]: -1
P310 --> T12409 : 1
Pre[1605,650]: 1
P332 --> T12409 : 1
Pre[1605,511]: 1
P459 --> T12409 : 1
Pre[1605,510]: 1
T12409: P282' := P282 + 1
IM[1605,759]: 1
T12409: P310' := P310 - 1
IM[1605,650]: -1
T12409: P493' := P493 + 1
IM[1605,566]: 1
P732 --> T12408 : 1
Pre[1606,525]: 1
T12408: P732' := P732 - 1
IM[1606,525]: -1
T12408: P399' := P399 + 1
IM[1606,591]: 1
P133 --> T12407 : 2
Pre[1607,307]: 2
P640 --> T12407 : 1
Pre[1607,355]: 1
P193 --> T12407 : 6
Pre[1607,184]: 6
P190 --> T12407 : 1
Pre[1607,363]: 1
P19 --> T12407 : 1
Pre[1607,449]: 1
T12407: P185' := P185 + 4
IM[1607,185]: 4
T12407: P133' := P133 - 2
IM[1607,307]: -2
T12407: P111' := P111 + 1
IM[1607,411]: 1
T12407: P227' := P227 + 2
IM[1607,344]: 2
T12407: P640' := P640 - 1
IM[1607,355]: -1
T12407: P685' := P685 + 1
IM[1607,403]: 1
T12407: P193' := P193 - 6
IM[1607,184]: -6
T12407: P190' := P190 - 1
IM[1607,363]: -1
T12407: P19' := P19 - 1
IM[1607,449]: -1
P751 --> T12406 : 1
Pre[1608,408]: 1
P648 --> T12406 : 1
Pre[1608,327]: 1
P295 --> T12406 : 2
Pre[1608,258]: 2
P193 --> T12406 : 6
Pre[1608,184]: 6
P306 --> T12406 : 1
Pre[1608,407]: 1
T12406: P185' := P185 + 4
IM[1608,185]: 4
T12406: P751' := P751 - 1
IM[1608,408]: -1
T12406: P761' := P761 + 1
IM[1608,456]: 1
T12406: P648' := P648 - 1
IM[1608,327]: -1
T12406: P345' := P345 + 2
IM[1608,415]: 2
T12406: P295' := P295 - 2
IM[1608,258]: -2
T12406: P667' := P667 + 1
IM[1608,440]: 1
T12406: P193' := P193 - 6
IM[1608,184]: -6
T12406: P306' := P306 - 1
IM[1608,407]: -1
P670 --> T12405 : 2
Pre[1609,196]: 2
T12405: P193' := P193 + 10
IM[1609,184]: 10
T12405: P670' := P670 - 2
IM[1609,196]: -2
T12405: P59' := P59 + 1
IM[1609,177]: 1
P193 --> T12404 : 6
Pre[1610,184]: 6
P190 --> T12404 : 2
Pre[1610,363]: 2
P648 --> T12404 : 2
Pre[1610,327]: 2
P472 --> T12404 : 1
Pre[1610,334]: 1
T12404: P193' := P193 - 6
IM[1610,184]: -6
T12404: P465' := P465 + 2
IM[1610,389]: 2
T12404: P190' := P190 - 2
IM[1610,363]: -2
T12404: P648' := P648 - 2
IM[1610,327]: -2
T12404: P65' := P65 + 2
IM[1610,336]: 2
T12404: P472' := P472 - 1
IM[1610,334]: -1
T12404: P185' := P185 + 4
IM[1610,185]: 4
P19 --> T12403 : 2
Pre[1611,449]: 2
P16 --> T12403 : 1
Pre[1611,215]: 1
P193 --> T12403 : 6
Pre[1611,184]: 6
P190 --> T12403 : 2
Pre[1611,363]: 2
T12403: P555' := P555 + 2
IM[1611,368]: 2
T12403: P19' := P19 - 2
IM[1611,449]: -2
T12403: P16' := P16 - 1
IM[1611,215]: -1
T12403: P322' := P322 + 2
IM[1611,416]: 2
T12403: P193' := P193 - 6
IM[1611,184]: -6
T12403: P185' := P185 + 4
IM[1611,185]: 4
T12403: P190' := P190 - 2
IM[1611,363]: -2
P295 --> T12402 : 1
Pre[1612,258]: 1
P190 --> T12402 : 1
Pre[1612,363]: 1
P567 --> T12402 : 1
Pre[1612,243]: 1
P193 --> T12402 : 6
Pre[1612,184]: 6
P133 --> T12402 : 2
Pre[1612,307]: 2
T12402: P352' := P352 + 2
IM[1612,331]: 2
T12402: P584' := P584 + 1
IM[1612,437]: 1
T12402: P295' := P295 - 1
IM[1612,258]: -1
T12402: P190' := P190 - 1
IM[1612,363]: -1
T12402: P567' := P567 - 1
IM[1612,243]: -1
T12402: P193' := P193 - 6
IM[1612,184]: -6
T12402: P185' := P185 + 4
IM[1612,185]: 4
T12402: P133' := P133 - 2
IM[1612,307]: -2
T12402: P79' := P79 + 1
IM[1612,218]: 1
P466 --> T12401 : 1
Pre[1613,539]: 1
P535 --> T12401 : 1
Pre[1613,515]: 1
P332 --> T12401 : 1
Pre[1613,511]: 1
T12401: P466' := P466 - 1
IM[1613,539]: -1
T12401: P535' := P535 - 1
IM[1613,515]: -1
T12401: P415' := P415 + 1
IM[1613,509]: 1
T12401: P264' := P264 + 1
IM[1613,492]: 1
T12401: P149' := P149 + 1
IM[1613,518]: 1
T12401: P332' := P332 - 1
IM[1613,511]: -1
P193 --> T12400 : 6
Pre[1614,184]: 6
P306 --> T12400 : 1
Pre[1614,407]: 1
P295 --> T12400 : 1
Pre[1614,258]: 1
P133 --> T12400 : 2
Pre[1614,307]: 2
P751 --> T12400 : 1
Pre[1614,408]: 1
T12400: P193' := P193 - 6
IM[1614,184]: -6
T12400: P185' := P185 + 4
IM[1614,185]: 4
T12400: P306' := P306 - 1
IM[1614,407]: -1
T12400: P591' := P591 + 2
IM[1614,202]: 2
T12400: P295' := P295 - 1
IM[1614,258]: -1
T12400: P761' := P761 + 1
IM[1614,456]: 1
T12400: P345' := P345 + 1
IM[1614,415]: 1
T12400: P133' := P133 - 2
IM[1614,307]: -2
T12400: P751' := P751 - 1
IM[1614,408]: -1
P5 --> T12399 : 1
Pre[1615,384]: 1
P295 --> T12399 : 4
Pre[1615,258]: 4
P193 --> T12399 : 6
Pre[1615,184]: 6
T12399: P5' := P5 - 1
IM[1615,384]: -1
T12399: P295' := P295 - 4
IM[1615,258]: -4
T12399: P214' := P214 + 4
IM[1615,432]: 4
T12399: P193' := P193 - 6
IM[1615,184]: -6
T12399: P185' := P185 + 4
IM[1615,185]: 4
P295 --> T12398 : 1
Pre[1616,258]: 1
P648 --> T12398 : 1
Pre[1616,327]: 1
P193 --> T12398 : 6
Pre[1616,184]: 6
P751 --> T12398 : 1
Pre[1616,408]: 1
P640 --> T12398 : 1
Pre[1616,355]: 1
P133 --> T12398 : 1
Pre[1616,307]: 1
T12398: P295' := P295 - 1
IM[1616,258]: -1
T12398: P227' := P227 + 1
IM[1616,344]: 1
T12398: P648' := P648 - 1
IM[1616,327]: -1
T12398: P193' := P193 - 6
IM[1616,184]: -6
T12398: P462' := P462 + 1
IM[1616,410]: 1
T12398: P185' := P185 + 4
IM[1616,185]: 4
T12398: P751' := P751 - 1
IM[1616,408]: -1
T12398: P640' := P640 - 1
IM[1616,355]: -1
T12398: P133' := P133 - 1
IM[1616,307]: -1
T12398: P53' := P53 + 1
IM[1616,224]: 1
T12398: P326' := P326 + 1
IM[1616,346]: 1
P16 --> T12397 : 1
Pre[1617,215]: 1
P648 --> T12397 : 1
Pre[1617,327]: 1
P19 --> T12397 : 1
Pre[1617,449]: 1
P193 --> T12397 : 6
Pre[1617,184]: 6
P190 --> T12397 : 1
Pre[1617,363]: 1
P133 --> T12397 : 1
Pre[1617,307]: 1
T12397: P16' := P16 - 1
IM[1617,215]: -1
T12397: P648' := P648 - 1
IM[1617,327]: -1
T12397: P570' := P570 + 1
IM[1617,296]: 1
T12397: P19' := P19 - 1
IM[1617,449]: -1
T12397: P193' := P193 - 6
IM[1617,184]: -6
T12397: P190' := P190 - 1
IM[1617,363]: -1
T12397: P133' := P133 - 1
IM[1617,307]: -1
T12397: P105' := P105 + 1
IM[1617,293]: 1
T12397: P322' := P322 + 1
IM[1617,416]: 1
T12397: P555' := P555 + 1
IM[1617,368]: 1
T12397: P185' := P185 + 4
IM[1617,185]: 4
P165 --> T12396 : 1
Pre[1618,262]: 1
P738 --> T12396 : 1
Pre[1618,8]: 1
T12396: P165' := P165 - 1
IM[1618,262]: -1
T12396: P336' := P336 + 1
IM[1618,5]: 1
T12396: P378' := P378 + 1
IM[1618,23]: 1
T12396: P738' := P738 - 1
IM[1618,8]: -1
T12396: P743' := P743 + 1
IM[1618,249]: 1
P295 --> T12395 : 1
Pre[1619,258]: 1
P193 --> T12395 : 6
Pre[1619,184]: 6
P190 --> T12395 : 1
Pre[1619,363]: 1
P306 --> T12395 : 1
Pre[1619,407]: 1
P133 --> T12395 : 2
Pre[1619,307]: 2
T12395: P345' := P345 + 1
IM[1619,415]: 1
T12395: P295' := P295 - 1
IM[1619,258]: -1
T12395: P193' := P193 - 6
IM[1619,184]: -6
T12395: P190' := P190 - 1
IM[1619,363]: -1
T12395: P306' := P306 - 1
IM[1619,407]: -1
T12395: P591' := P591 + 2
IM[1619,202]: 2
T12395: P185' := P185 + 4
IM[1619,185]: 4
T12395: P249' := P249 + 1
IM[1619,381]: 1
T12395: P133' := P133 - 2
IM[1619,307]: -2
P5 --> T12394 : 1
Pre[1620,384]: 1
P193 --> T12394 : 6
Pre[1620,184]: 6
P295 --> T12394 : 1
Pre[1620,258]: 1
P190 --> T12394 : 1
Pre[1620,363]: 1
P751 --> T12394 : 1
Pre[1620,408]: 1
P648 --> T12394 : 1
Pre[1620,327]: 1
T12394: P5' := P5 - 1
IM[1620,384]: -1
T12394: P193' := P193 - 6
IM[1620,184]: -6
T12394: P295' := P295 - 1
IM[1620,258]: -1
T12394: P568' := P568 + 1
IM[1620,385]: 1
T12394: P190' := P190 - 1
IM[1620,363]: -1
T12394: P751' := P751 - 1
IM[1620,408]: -1
T12394: P185' := P185 + 4
IM[1620,185]: 4
T12394: P340' := P340 + 1
IM[1620,461]: 1
T12394: P67' := P67 + 1
IM[1620,414]: 1
T12394: P214' := P214 + 1
IM[1620,432]: 1
T12394: P648' := P648 - 1
IM[1620,327]: -1
P648 --> T12393 : 1
Pre[1621,327]: 1
P193 --> T12393 : 6
Pre[1621,184]: 6
P133 --> T12393 : 2
Pre[1621,307]: 2
P19 --> T12393 : 1
Pre[1621,449]: 1
P472 --> T12393 : 1
Pre[1621,334]: 1
T12393: P706' := P706 + 1
IM[1621,362]: 1
T12393: P457' := P457 + 2
IM[1621,347]: 2
T12393: P648' := P648 - 1
IM[1621,327]: -1
T12393: P193' := P193 - 6
IM[1621,184]: -6
T12393: P133' := P133 - 2
IM[1621,307]: -2
T12393: P19' := P19 - 1
IM[1621,449]: -1
T12393: P185' := P185 + 4
IM[1621,185]: 4
T12393: P465' := P465 + 1
IM[1621,389]: 1
T12393: P472' := P472 - 1
IM[1621,334]: -1
P193 --> T12392 : 6
Pre[1622,184]: 6
P295 --> T12392 : 1
Pre[1622,258]: 1
P5 --> T12392 : 1
Pre[1622,384]: 1
P190 --> T12392 : 2
Pre[1622,363]: 2
P133 --> T12392 : 1
Pre[1622,307]: 1
T12392: P193' := P193 - 6
IM[1622,184]: -6
T12392: P295' := P295 - 1
IM[1622,258]: -1
T12392: P668' := P668 + 1
IM[1622,447]: 1
T12392: P214' := P214 + 1
IM[1622,432]: 1
T12392: P5' := P5 - 1
IM[1622,384]: -1
T12392: P340' := P340 + 2
IM[1622,461]: 2
T12392: P190' := P190 - 2
IM[1622,363]: -2
T12392: P185' := P185 + 4
IM[1622,185]: 4
T12392: P133' := P133 - 1
IM[1622,307]: -1
P190 --> T12391 : 1
Pre[1623,363]: 1
P133 --> T12391 : 1
Pre[1623,307]: 1
P19 --> T12391 : 1
Pre[1623,449]: 1
P710 --> T12391 : 1
Pre[1623,172]: 1
P193 --> T12391 : 6
Pre[1623,184]: 6
P751 --> T12391 : 1
Pre[1623,408]: 1
T12391: P137' := P137 + 1
IM[1623,280]: 1
T12391: P190' := P190 - 1
IM[1623,363]: -1
T12391: P133' := P133 - 1
IM[1623,307]: -1
T12391: P565' := P565 + 1
IM[1623,315]: 1
T12391: P408' := P408 + 1
IM[1623,420]: 1
T12391: P19' := P19 - 1
IM[1623,449]: -1
T12391: P710' := P710 - 1
IM[1623,172]: -1
T12391: P193' := P193 - 6
IM[1623,184]: -6
T12391: P751' := P751 - 1
IM[1623,408]: -1
T12391: P185' := P185 + 4
IM[1623,185]: 4
T12391: P215' := P215 + 1
IM[1623,365]: 1
P16 --> T12390 : 1
Pre[1624,215]: 1
P193 --> T12390 : 6
Pre[1624,184]: 6
P133 --> T12390 : 1
Pre[1624,307]: 1
P19 --> T12390 : 1
Pre[1624,449]: 1
P751 --> T12390 : 2
Pre[1624,408]: 2
T12390: P677' := P677 + 2
IM[1624,409]: 2
T12390: P16' := P16 - 1
IM[1624,215]: -1
T12390: P185' := P185 + 4
IM[1624,185]: 4
T12390: P193' := P193 - 6
IM[1624,184]: -6
T12390: P133' := P133 - 1
IM[1624,307]: -1
T12390: P19' := P19 - 1
IM[1624,449]: -1
T12390: P105' := P105 + 1
IM[1624,293]: 1
T12390: P322' := P322 + 1
IM[1624,416]: 1
T12390: P751' := P751 - 2
IM[1624,408]: -2
P648 --> T12389 : 1
Pre[1625,327]: 1
P190 --> T12389 : 1
Pre[1625,363]: 1
P19 --> T12389 : 2
Pre[1625,449]: 2
P193 --> T12389 : 6
Pre[1625,184]: 6
P306 --> T12389 : 1
Pre[1625,407]: 1
T12389: P480' := P480 + 2
IM[1625,418]: 2
T12389: P185' := P185 + 4
IM[1625,185]: 4
T12389: P667' := P667 + 1
IM[1625,440]: 1
T12389: P648' := P648 - 1
IM[1625,327]: -1
T12389: P249' := P249 + 1
IM[1625,381]: 1
T12389: P190' := P190 - 1
IM[1625,363]: -1
T12389: P19' := P19 - 2
IM[1625,449]: -2
T12389: P193' := P193 - 6
IM[1625,184]: -6
T12389: P306' := P306 - 1
IM[1625,407]: -1
P149 --> T12388 : 1
Pre[1626,518]: 1
P723 --> T12388 : 1
Pre[1626,512]: 1
P151 --> T12388 : 1
Pre[1626,217]: 1
T12388: P149' := P149 - 1
IM[1626,518]: -1
T12388: P535' := P535 + 1
IM[1626,515]: 1
T12388: P260' := P260 + 1
IM[1626,668]: 1
T12388: P151' := P151 - 1
IM[1626,217]: -1
P710 --> T12387 : 1
Pre[1627,172]: 1
P193 --> T12387 : 6
Pre[1627,184]: 6
P295 --> T12387 : 2
Pre[1627,258]: 2
P133 --> T12387 : 1
Pre[1627,307]: 1
P648 --> T12387 : 1
Pre[1627,327]: 1
T12387: P652' := P652 + 1
IM[1627,393]: 1
T12387: P710' := P710 - 1
IM[1627,172]: -1
T12387: P193' := P193 - 6
IM[1627,184]: -6
T12387: P137' := P137 + 1
IM[1627,280]: 1
T12387: P355' := P355 + 2
IM[1627,319]: 2
T12387: P185' := P185 + 4
IM[1627,185]: 4
T12387: P295' := P295 - 2
IM[1627,258]: -2
T12387: P133' := P133 - 1
IM[1627,307]: -1
T12387: P648' := P648 - 1
IM[1627,327]: -1
P295 --> T12386 : 2
Pre[1628,258]: 2
P193 --> T12386 : 6
Pre[1628,184]: 6
P640 --> T12386 : 1
Pre[1628,355]: 1
P133 --> T12386 : 1
Pre[1628,307]: 1
P648 --> T12386 : 1
Pre[1628,327]: 1
T12386: P295' := P295 - 2
IM[1628,258]: -2
T12386: P185' := P185 + 4
IM[1628,185]: 4
T12386: P193' := P193 - 6
IM[1628,184]: -6
T12386: P640' := P640 - 1
IM[1628,355]: -1
T12386: P53' := P53 + 2
IM[1628,224]: 2
T12386: P227' := P227 + 1
IM[1628,344]: 1
T12386: P133' := P133 - 1
IM[1628,307]: -1
T12386: P648' := P648 - 1
IM[1628,327]: -1
T12386: P326' := P326 + 1
IM[1628,346]: 1
P16 --> T12385 : 1
Pre[1629,215]: 1
P19 --> T12385 : 1
Pre[1629,449]: 1
P190 --> T12385 : 1
Pre[1629,363]: 1
P295 --> T12385 : 1
Pre[1629,258]: 1
P193 --> T12385 : 6
Pre[1629,184]: 6
P751 --> T12385 : 1
Pre[1629,408]: 1
T12385: P16' := P16 - 1
IM[1629,215]: -1
T12385: P322' := P322 + 1
IM[1629,416]: 1
T12385: P555' := P555 + 1
IM[1629,368]: 1
T12385: P19' := P19 - 1
IM[1629,449]: -1
T12385: P190' := P190 - 1
IM[1629,363]: -1
T12385: P295' := P295 - 1
IM[1629,258]: -1
T12385: P257' := P257 + 1
IM[1629,236]: 1
T12385: P677' := P677 + 1
IM[1629,409]: 1
T12385: P193' := P193 - 6
IM[1629,184]: -6
T12385: P185' := P185 + 4
IM[1629,185]: 4
T12385: P751' := P751 - 1
IM[1629,408]: -1
P650 --> T12384 : 1
Pre[1630,9]: 1
P485 --> T12384 : 1
Pre[1630,155]: 1
P470 --> T12384 : 1
Pre[1630,18]: 1
T12384: P650' := P650 - 1
IM[1630,9]: -1
T12384: P485' := P485 - 1
IM[1630,155]: -1
T12384: P470' := P470 - 1
IM[1630,18]: -1
T12384: P161' := P161 + 1
IM[1630,111]: 1
T12384: P299' := P299 + 1
IM[1630,10]: 1
P295 --> T12383 : 1
Pre[1631,258]: 1
P133 --> T12383 : 1
Pre[1631,307]: 1
P190 --> T12383 : 1
Pre[1631,363]: 1
P648 --> T12383 : 1
Pre[1631,327]: 1
P472 --> T12383 : 1
Pre[1631,334]: 1
P193 --> T12383 : 6
Pre[1631,184]: 6
T12383: P295' := P295 - 1
IM[1631,258]: -1
T12383: P465' := P465 + 1
IM[1631,389]: 1
T12383: P133' := P133 - 1
IM[1631,307]: -1
T12383: P190' := P190 - 1
IM[1631,363]: -1
T12383: P648' := P648 - 1
IM[1631,327]: -1
T12383: P457' := P457 + 1
IM[1631,347]: 1
T12383: P185' := P185 + 4
IM[1631,185]: 4
T12383: P65' := P65 + 1
IM[1631,336]: 1
T12383: P472' := P472 - 1
IM[1631,334]: -1
T12383: P586' := P586 + 1
IM[1631,379]: 1
T12383: P193' := P193 - 6
IM[1631,184]: -6
P648 --> T12382 : 1
Pre[1632,327]: 1
P19 --> T12382 : 1
Pre[1632,449]: 1
P193 --> T12382 : 6
Pre[1632,184]: 6
P16 --> T12382 : 1
Pre[1632,215]: 1
P133 --> T12382 : 2
Pre[1632,307]: 2
T12382: P648' := P648 - 1
IM[1632,327]: -1
T12382: P185' := P185 + 4
IM[1632,185]: 4
T12382: P105' := P105 + 2
IM[1632,293]: 2
T12382: P19' := P19 - 1
IM[1632,449]: -1
T12382: P193' := P193 - 6
IM[1632,184]: -6
T12382: P570' := P570 + 1
IM[1632,296]: 1
T12382: P16' := P16 - 1
IM[1632,215]: -1
T12382: P133' := P133 - 2
IM[1632,307]: -2
T12382: P322' := P322 + 1
IM[1632,416]: 1
P472 --> T12381 : 1
Pre[1633,334]: 1
P193 --> T12381 : 6
Pre[1633,184]: 6
P295 --> T12381 : 1
Pre[1633,258]: 1
P751 --> T12381 : 2
Pre[1633,408]: 2
P190 --> T12381 : 1
Pre[1633,363]: 1
T12381: P472' := P472 - 1
IM[1633,334]: -1
T12381: P185' := P185 + 4
IM[1633,185]: 4
T12381: P193' := P193 - 6
IM[1633,184]: -6
T12381: P65' := P65 + 1
IM[1633,336]: 1
T12381: P295' := P295 - 1
IM[1633,258]: -1
T12381: P751' := P751 - 2
IM[1633,408]: -2
T12381: P242' := P242 + 2
IM[1633,216]: 2
T12381: P586' := P586 + 1
IM[1633,379]: 1
T12381: P190' := P190 - 1
IM[1633,363]: -1
P193 --> T12380 : 6
Pre[1634,184]: 6
P306 --> T12380 : 1
Pre[1634,407]: 1
P751 --> T12380 : 2
Pre[1634,408]: 2
P133 --> T12380 : 1
Pre[1634,307]: 1
P295 --> T12380 : 1
Pre[1634,258]: 1
T12380: P345' := P345 + 1
IM[1634,415]: 1
T12380: P193' := P193 - 6
IM[1634,184]: -6
T12380: P185' := P185 + 4
IM[1634,185]: 4
T12380: P306' := P306 - 1
IM[1634,407]: -1
T12380: P751' := P751 - 2
IM[1634,408]: -2
T12380: P761' := P761 + 2
IM[1634,456]: 2
T12380: P133' := P133 - 1
IM[1634,307]: -1
T12380: P295' := P295 - 1
IM[1634,258]: -1
T12380: P591' := P591 + 1
IM[1634,202]: 1
P19 --> T12379 : 2
Pre[1635,449]: 2
P710 --> T12379 : 1
Pre[1635,172]: 1
P751 --> T12379 : 1
Pre[1635,408]: 1
P133 --> T12379 : 1
Pre[1635,307]: 1
P193 --> T12379 : 6
Pre[1635,184]: 6
T12379: P19' := P19 - 2
IM[1635,449]: -2
T12379: P565' := P565 + 1
IM[1635,315]: 1
T12379: P710' := P710 - 1
IM[1635,172]: -1
T12379: P137' := P137 + 1
IM[1635,280]: 1
T12379: P751' := P751 - 1
IM[1635,408]: -1
T12379: P133' := P133 - 1
IM[1635,307]: -1
T12379: P185' := P185 + 4
IM[1635,185]: 4
T12379: P215' := P215 + 2
IM[1635,365]: 2
T12379: P193' := P193 - 6
IM[1635,184]: -6
P5 --> T12378 : 1
Pre[1636,384]: 1
P193 --> T12378 : 6
Pre[1636,184]: 6
P751 --> T12378 : 1
Pre[1636,408]: 1
P19 --> T12378 : 1
Pre[1636,449]: 1
P295 --> T12378 : 2
Pre[1636,258]: 2
T12378: P5' := P5 - 1
IM[1636,384]: -1
T12378: P185' := P185 + 4
IM[1636,185]: 4
T12378: P67' := P67 + 1
IM[1636,414]: 1
T12378: P193' := P193 - 6
IM[1636,184]: -6
T12378: P751' := P751 - 1
IM[1636,408]: -1
T12378: P19' := P19 - 1
IM[1636,449]: -1
T12378: P214' := P214 + 2
IM[1636,432]: 2
T12378: P295' := P295 - 2
IM[1636,258]: -2
T12378: P552' := P552 + 1
IM[1636,442]: 1
P16 --> T12377 : 1
Pre[1637,215]: 1
P751 --> T12377 : 1
Pre[1637,408]: 1
P193 --> T12377 : 6
Pre[1637,184]: 6
P648 --> T12377 : 3
Pre[1637,327]: 3
T12377: P16' := P16 - 1
IM[1637,215]: -1
T12377: P570' := P570 + 3
IM[1637,296]: 3
T12377: P677' := P677 + 1
IM[1637,409]: 1
T12377: P751' := P751 - 1
IM[1637,408]: -1
T12377: P193' := P193 - 6
IM[1637,184]: -6
T12377: P185' := P185 + 4
IM[1637,185]: 4
T12377: P648' := P648 - 3
IM[1637,327]: -3
P648 --> T12376 : 1
Pre[1638,327]: 1
P19 --> T12376 : 2
Pre[1638,449]: 2
P133 --> T12376 : 1
Pre[1638,307]: 1
P16 --> T12376 : 1
Pre[1638,215]: 1
P193 --> T12376 : 6
Pre[1638,184]: 6
T12376: P648' := P648 - 1
IM[1638,327]: -1
T12376: P570' := P570 + 1
IM[1638,296]: 1
T12376: P19' := P19 - 2
IM[1638,449]: -2
T12376: P133' := P133 - 1
IM[1638,307]: -1
T12376: P105' := P105 + 1
IM[1638,293]: 1
T12376: P16' := P16 - 1
IM[1638,215]: -1
T12376: P193' := P193 - 6
IM[1638,184]: -6
T12376: P185' := P185 + 4
IM[1638,185]: 4
T12376: P322' := P322 + 2
IM[1638,416]: 2
P751 --> T12375 : 2
Pre[1639,408]: 2
P5 --> T12375 : 1
Pre[1639,384]: 1
P193 --> T12375 : 6
Pre[1639,184]: 6
P19 --> T12375 : 2
Pre[1639,449]: 2
T12375: P751' := P751 - 2
IM[1639,408]: -2
T12375: P5' := P5 - 1
IM[1639,384]: -1
T12375: P193' := P193 - 6
IM[1639,184]: -6
T12375: P67' := P67 + 2
IM[1639,414]: 2
T12375: P19' := P19 - 2
IM[1639,449]: -2
T12375: P552' := P552 + 2
IM[1639,442]: 2
T12375: P185' := P185 + 4
IM[1639,185]: 4
P193 --> T12374 : 6
Pre[1640,184]: 6
P751 --> T12374 : 1
Pre[1640,408]: 1
P190 --> T12374 : 1
Pre[1640,363]: 1
P133 --> T12374 : 2
Pre[1640,307]: 2
P5 --> T12374 : 1
Pre[1640,384]: 1
T12374: P193' := P193 - 6
IM[1640,184]: -6
T12374: P67' := P67 + 1
IM[1640,414]: 1
T12374: P185' := P185 + 4
IM[1640,185]: 4
T12374: P668' := P668 + 2
IM[1640,447]: 2
T12374: P340' := P340 + 1
IM[1640,461]: 1
T12374: P751' := P751 - 1
IM[1640,408]: -1
T12374: P190' := P190 - 1
IM[1640,363]: -1
T12374: P133' := P133 - 2
IM[1640,307]: -2
T12374: P5' := P5 - 1
IM[1640,384]: -1
P648 --> T12373 : 1
Pre[1641,327]: 1
P133 --> T12373 : 1
Pre[1641,307]: 1
P190 --> T12373 : 1
Pre[1641,363]: 1
P16 --> T12373 : 1
Pre[1641,215]: 1
P295 --> T12373 : 1
Pre[1641,258]: 1
P193 --> T12373 : 6
Pre[1641,184]: 6
T12373: P105' := P105 + 1
IM[1641,293]: 1
T12373: P570' := P570 + 1
IM[1641,296]: 1
T12373: P555' := P555 + 1
IM[1641,368]: 1
T12373: P648' := P648 - 1
IM[1641,327]: -1
T12373: P133' := P133 - 1
IM[1641,307]: -1
T12373: P185' := P185 + 4
IM[1641,185]: 4
T12373: P257' := P257 + 1
IM[1641,236]: 1
T12373: P190' := P190 - 1
IM[1641,363]: -1
T12373: P16' := P16 - 1
IM[1641,215]: -1
T12373: P295' := P295 - 1
IM[1641,258]: -1
T12373: P193' := P193 - 6
IM[1641,184]: -6
P648 --> T12372 : 1
Pre[1642,327]: 1
P193 --> T12372 : 6
Pre[1642,184]: 6
P133 --> T12372 : 1
Pre[1642,307]: 1
P211 --> T12372 : 1
Pre[1642,335]: 1
P190 --> T12372 : 1
Pre[1642,363]: 1
P751 --> T12372 : 1
Pre[1642,408]: 1
T12372: P648' := P648 - 1
IM[1642,327]: -1
T12372: P193' := P193 - 6
IM[1642,184]: -6
T12372: P133' := P133 - 1
IM[1642,307]: -1
T12372: P427' := P427 + 1
IM[1642,322]: 1
T12372: P185' := P185 + 4
IM[1642,185]: 4
T12372: P328' := P328 + 1
IM[1642,425]: 1
T12372: P798' := P798 + 1
IM[1642,301]: 1
T12372: P211' := P211 - 1
IM[1642,335]: -1
T12372: P494' := P494 + 1
IM[1642,265]: 1
T12372: P190' := P190 - 1
IM[1642,363]: -1
T12372: P751' := P751 - 1
IM[1642,408]: -1
P191 --> T12371 : 1
Pre[1643,674]: 1
T12371: P442' := P442 + 1
IM[1643,326]: 1
T12371: P734' := P734 + 1
IM[1643,247]: 1
T12371: P539' := P539 + 1
IM[1643,589]: 1
T12371: P191' := P191 - 1
IM[1643,674]: -1
P19 --> T12370 : 1
Pre[1644,449]: 1
P295 --> T12370 : 2
Pre[1644,258]: 2
P751 --> T12370 : 1
Pre[1644,408]: 1
P193 --> T12370 : 6
Pre[1644,184]: 6
P211 --> T12370 : 1
Pre[1644,335]: 1
T12370: P19' := P19 - 1
IM[1644,449]: -1
T12370: P295' := P295 - 2
IM[1644,258]: -2
T12370: P581' := P581 + 1
IM[1644,477]: 1
T12370: P692' := P692 + 2
IM[1644,287]: 2
T12370: P751' := P751 - 1
IM[1644,408]: -1
T12370: P193' := P193 - 6
IM[1644,184]: -6
T12370: P185' := P185 + 4
IM[1644,185]: 4
T12370: P211' := P211 - 1
IM[1644,335]: -1
T12370: P328' := P328 + 1
IM[1644,425]: 1
P301 --> T12369 : 1
Pre[1645,323]: 1
P459 --> T12369 : 1
Pre[1645,510]: 1
P493 --> T12369 : 1
Pre[1645,566]: 1
P508 --> T12369 : 1
Pre[1645,569]: 1
P415 --> T12369 : 10
Pre[1645,509]: 10
T12369: P301' := P301 - 1
IM[1645,323]: -1
T12369: P459' := P459 - 1
IM[1645,510]: -1
T12369: P493' := P493 - 1
IM[1645,566]: -1
T12369: P723' := P723 + 1
IM[1645,512]: 1
T12369: P508' := P508 - 1
IM[1645,569]: -1
T12369: P612' := P612 + 1
IM[1645,603]: 1
P5 --> T12368 : 1
Pre[1646,384]: 1
P648 --> T12368 : 1
Pre[1646,327]: 1
P19 --> T12368 : 1
Pre[1646,449]: 1
P133 --> T12368 : 1
Pre[1646,307]: 1
P295 --> T12368 : 1
Pre[1646,258]: 1
P193 --> T12368 : 6
Pre[1646,184]: 6
T12368: P5' := P5 - 1
IM[1646,384]: -1
T12368: P648' := P648 - 1
IM[1646,327]: -1
T12368: P668' := P668 + 1
IM[1646,447]: 1
T12368: P19' := P19 - 1
IM[1646,449]: -1
T12368: P214' := P214 + 1
IM[1646,432]: 1
T12368: P552' := P552 + 1
IM[1646,442]: 1
T12368: P185' := P185 + 4
IM[1646,185]: 4
T12368: P133' := P133 - 1
IM[1646,307]: -1
T12368: P568' := P568 + 1
IM[1646,385]: 1
T12368: P295' := P295 - 1
IM[1646,258]: -1
T12368: P193' := P193 - 6
IM[1646,184]: -6
P16 --> T12367 : 1
Pre[1647,215]: 1
P193 --> T12367 : 6
Pre[1647,184]: 6
P190 --> T12367 : 1
Pre[1647,363]: 1
P295 --> T12367 : 1
Pre[1647,258]: 1
P751 --> T12367 : 1
Pre[1647,408]: 1
P648 --> T12367 : 1
Pre[1647,327]: 1
T12367: P257' := P257 + 1
IM[1647,236]: 1
T12367: P16' := P16 - 1
IM[1647,215]: -1
T12367: P555' := P555 + 1
IM[1647,368]: 1
T12367: P193' := P193 - 6
IM[1647,184]: -6
T12367: P185' := P185 + 4
IM[1647,185]: 4
T12367: P570' := P570 + 1
IM[1647,296]: 1
T12367: P190' := P190 - 1
IM[1647,363]: -1
T12367: P677' := P677 + 1
IM[1647,409]: 1
T12367: P295' := P295 - 1
IM[1647,258]: -1
T12367: P751' := P751 - 1
IM[1647,408]: -1
T12367: P648' := P648 - 1
IM[1647,327]: -1
P190 --> T12366 : 2
Pre[1648,363]: 2
P193 --> T12366 : 6
Pre[1648,184]: 6
P306 --> T12366 : 1
Pre[1648,407]: 1
P133 --> T12366 : 1
Pre[1648,307]: 1
P751 --> T12366 : 1
Pre[1648,408]: 1
T12366: P190' := P190 - 2
IM[1648,363]: -2
T12366: P591' := P591 + 1
IM[1648,202]: 1
T12366: P193' := P193 - 6
IM[1648,184]: -6
T12366: P249' := P249 + 2
IM[1648,381]: 2
T12366: P306' := P306 - 1
IM[1648,407]: -1
T12366: P133' := P133 - 1
IM[1648,307]: -1
T12366: P751' := P751 - 1
IM[1648,408]: -1
T12366: P185' := P185 + 4
IM[1648,185]: 4
T12366: P761' := P761 + 1
IM[1648,456]: 1
P5 --> T12365 : 1
Pre[1649,384]: 1
P751 --> T12365 : 3
Pre[1649,408]: 3
P193 --> T12365 : 6
Pre[1649,184]: 6
P133 --> T12365 : 1
Pre[1649,307]: 1
T12365: P67' := P67 + 3
IM[1649,414]: 3
T12365: P185' := P185 + 4
IM[1649,185]: 4
T12365: P5' := P5 - 1
IM[1649,384]: -1
T12365: P751' := P751 - 3
IM[1649,408]: -3
T12365: P193' := P193 - 6
IM[1649,184]: -6
T12365: P133' := P133 - 1
IM[1649,307]: -1
T12365: P668' := P668 + 1
IM[1649,447]: 1
P306 --> T12364 : 1
Pre[1650,407]: 1
P751 --> T12364 : 1
Pre[1650,408]: 1
P295 --> T12364 : 1
Pre[1650,258]: 1
P193 --> T12364 : 6
Pre[1650,184]: 6
P190 --> T12364 : 2
Pre[1650,363]: 2
T12364: P761' := P761 + 1
IM[1650,456]: 1
T12364: P306' := P306 - 1
IM[1650,407]: -1
T12364: P751' := P751 - 1
IM[1650,408]: -1
T12364: P295' := P295 - 1
IM[1650,258]: -1
T12364: P249' := P249 + 2
IM[1650,381]: 2
T12364: P193' := P193 - 6
IM[1650,184]: -6
T12364: P185' := P185 + 4
IM[1650,185]: 4
T12364: P345' := P345 + 1
IM[1650,415]: 1
T12364: P190' := P190 - 2
IM[1650,363]: -2
P16 --> T12363 : 1
Pre[1651,215]: 1
P133 --> T12363 : 1
Pre[1651,307]: 1
P19 --> T12363 : 1
Pre[1651,449]: 1
P190 --> T12363 : 2
Pre[1651,363]: 2
P193 --> T12363 : 6
Pre[1651,184]: 6
T12363: P16' := P16 - 1
IM[1651,215]: -1
T12363: P105' := P105 + 1
IM[1651,293]: 1
T12363: P133' := P133 - 1
IM[1651,307]: -1
T12363: P19' := P19 - 1
IM[1651,449]: -1
T12363: P555' := P555 + 2
IM[1651,368]: 2
T12363: P190' := P190 - 2
IM[1651,363]: -2
T12363: P185' := P185 + 4
IM[1651,185]: 4
T12363: P193' := P193 - 6
IM[1651,184]: -6
T12363: P322' := P322 + 1
IM[1651,416]: 1
P326 --> T12362 : 1
Pre[1652,346]: 1
P497 --> T12362 : 1
Pre[1652,20]: 1
T12362: P430' := P430 + 1
IM[1652,373]: 1
T12362: P407' := P407 + 1
IM[1652,48]: 1
T12362: P326' := P326 - 1
IM[1652,346]: -1
T12362: P497' := P497 - 1
IM[1652,20]: -1
P133 --> T12361 : 1
Pre[1653,307]: 1
P640 --> T12361 : 1
Pre[1653,355]: 1
P751 --> T12361 : 2
Pre[1653,408]: 2
P19 --> T12361 : 1
Pre[1653,449]: 1
P193 --> T12361 : 6
Pre[1653,184]: 6
T12361: P133' := P133 - 1
IM[1653,307]: -1
T12361: P227' := P227 + 1
IM[1653,344]: 1
T12361: P640' := P640 - 1
IM[1653,355]: -1
T12361: P751' := P751 - 2
IM[1653,408]: -2
T12361: P462' := P462 + 2
IM[1653,410]: 2
T12361: P185' := P185 + 4
IM[1653,185]: 4
T12361: P111' := P111 + 1
IM[1653,411]: 1
T12361: P19' := P19 - 1
IM[1653,449]: -1
T12361: P193' := P193 - 6
IM[1653,184]: -6
P648 --> T12360 : 2
Pre[1654,327]: 2
P295 --> T12360 : 2
Pre[1654,258]: 2
P472 --> T12360 : 1
Pre[1654,334]: 1
P193 --> T12360 : 6
Pre[1654,184]: 6
T12360: P648' := P648 - 2
IM[1654,327]: -2
T12360: P586' := P586 + 2
IM[1654,379]: 2
T12360: P295' := P295 - 2
IM[1654,258]: -2
T12360: P465' := P465 + 2
IM[1654,389]: 2
T12360: P185' := P185 + 4
IM[1654,185]: 4
T12360: P472' := P472 - 1
IM[1654,334]: -1
T12360: P193' := P193 - 6
IM[1654,184]: -6
P190 --> T12359 : 1
Pre[1655,363]: 1
P193 --> T12359 : 6
Pre[1655,184]: 6
P648 --> T12359 : 3
Pre[1655,327]: 3
P640 --> T12359 : 1
Pre[1655,355]: 1
T12359: P685' := P685 + 1
IM[1655,403]: 1
T12359: P190' := P190 - 1
IM[1655,363]: -1
T12359: P326' := P326 + 3
IM[1655,346]: 3
T12359: P193' := P193 - 6
IM[1655,184]: -6
T12359: P648' := P648 - 3
IM[1655,327]: -3
T12359: P640' := P640 - 1
IM[1655,355]: -1
T12359: P185' := P185 + 4
IM[1655,185]: 4
P190 --> T12358 : 2
Pre[1656,363]: 2
P710 --> T12358 : 1
Pre[1656,172]: 1
P648 --> T12358 : 1
Pre[1656,327]: 1
P193 --> T12358 : 6
Pre[1656,184]: 6
P751 --> T12358 : 1
Pre[1656,408]: 1
T12358: P190' := P190 - 2
IM[1656,363]: -2
T12358: P185' := P185 + 4
IM[1656,185]: 4
T12358: P408' := P408 + 2
IM[1656,420]: 2
T12358: P652' := P652 + 1
IM[1656,393]: 1
T12358: P710' := P710 - 1
IM[1656,172]: -1
T12358: P648' := P648 - 1
IM[1656,327]: -1
T12358: P193' := P193 - 6
IM[1656,184]: -6
T12358: P565' := P565 + 1
IM[1656,315]: 1
T12358: P751' := P751 - 1
IM[1656,408]: -1
P190 --> T12357 : 1
Pre[1657,363]: 1
P133 --> T12357 : 1
Pre[1657,307]: 1
P648 --> T12357 : 1
Pre[1657,327]: 1
P295 --> T12357 : 1
Pre[1657,258]: 1
P193 --> T12357 : 6
Pre[1657,184]: 6
P306 --> T12357 : 1
Pre[1657,407]: 1
T12357: P190' := P190 - 1
IM[1657,363]: -1
T12357: P133' := P133 - 1
IM[1657,307]: -1
T12357: P648' := P648 - 1
IM[1657,327]: -1
T12357: P345' := P345 + 1
IM[1657,415]: 1
T12357: P667' := P667 + 1
IM[1657,440]: 1
T12357: P295' := P295 - 1
IM[1657,258]: -1
T12357: P185' := P185 + 4
IM[1657,185]: 4
T12357: P193' := P193 - 6
IM[1657,184]: -6
T12357: P249' := P249 + 1
IM[1657,381]: 1
T12357: P306' := P306 - 1
IM[1657,407]: -1
T12357: P591' := P591 + 1
IM[1657,202]: 1
P19 --> T12356 : 1
Pre[1658,449]: 1
P648 --> T12356 : 1
Pre[1658,327]: 1
P710 --> T12356 : 1
Pre[1658,172]: 1
P751 --> T12356 : 1
Pre[1658,408]: 1
P190 --> T12356 : 1
Pre[1658,363]: 1
P193 --> T12356 : 6
Pre[1658,184]: 6
T12356: P19' := P19 - 1
IM[1658,449]: -1
T12356: P185' := P185 + 4
IM[1658,185]: 4
T12356: P565' := P565 + 1
IM[1658,315]: 1
T12356: P648' := P648 - 1
IM[1658,327]: -1
T12356: P710' := P710 - 1
IM[1658,172]: -1
T12356: P652' := P652 + 1
IM[1658,393]: 1
T12356: P751' := P751 - 1
IM[1658,408]: -1
T12356: P215' := P215 + 1
IM[1658,365]: 1
T12356: P190' := P190 - 1
IM[1658,363]: -1
T12356: P408' := P408 + 1
IM[1658,420]: 1
T12356: P193' := P193 - 6
IM[1658,184]: -6
P193 --> T12355 : 6
Pre[1659,184]: 6
P306 --> T12355 : 1
Pre[1659,407]: 1
P133 --> T12355 : 1
Pre[1659,307]: 1
P295 --> T12355 : 3
Pre[1659,258]: 3
T12355: P591' := P591 + 1
IM[1659,202]: 1
T12355: P193' := P193 - 6
IM[1659,184]: -6
T12355: P185' := P185 + 4
IM[1659,185]: 4
T12355: P306' := P306 - 1
IM[1659,407]: -1
T12355: P133' := P133 - 1
IM[1659,307]: -1
T12355: P345' := P345 + 3
IM[1659,415]: 3
T12355: P295' := P295 - 3
IM[1659,258]: -3
P19 --> T12354 : 1
Pre[1660,449]: 1
P567 --> T12354 : 1
Pre[1660,243]: 1
P193 --> T12354 : 9
Pre[1660,184]: 9
T12354: P19' := P19 - 1
IM[1660,449]: -1
T12354: P567' := P567 - 1
IM[1660,243]: -1
T12354: P47' := P47 + 1
IM[1660,13]: 1
T12354: P37' := P37 + 1
IM[1660,219]: 1
T12354: P193' := P193 - 9
IM[1660,184]: -9
P751 --> T12353 : 1
Pre[1661,408]: 1
P640 --> T12353 : 1
Pre[1661,355]: 1
P190 --> T12353 : 1
Pre[1661,363]: 1
P295 --> T12353 : 1
Pre[1661,258]: 1
P193 --> T12353 : 6
Pre[1661,184]: 6
P133 --> T12353 : 1
Pre[1661,307]: 1
T12353: P227' := P227 + 1
IM[1661,344]: 1
T12353: P751' := P751 - 1
IM[1661,408]: -1
T12353: P462' := P462 + 1
IM[1661,410]: 1
T12353: P53' := P53 + 1
IM[1661,224]: 1
T12353: P640' := P640 - 1
IM[1661,355]: -1
T12353: P190' := P190 - 1
IM[1661,363]: -1
T12353: P685' := P685 + 1
IM[1661,403]: 1
T12353: P295' := P295 - 1
IM[1661,258]: -1
T12353: P193' := P193 - 6
IM[1661,184]: -6
T12353: P133' := P133 - 1
IM[1661,307]: -1
T12353: P185' := P185 + 4
IM[1661,185]: 4
P751 --> T12352 : 1
Pre[1662,408]: 1
P19 --> T12352 : 1
Pre[1662,449]: 1
P648 --> T12352 : 1
Pre[1662,327]: 1
P133 --> T12352 : 1
Pre[1662,307]: 1
P193 --> T12352 : 6
Pre[1662,184]: 6
P211 --> T12352 : 1
Pre[1662,335]: 1
T12352: P494' := P494 + 1
IM[1662,265]: 1
T12352: P751' := P751 - 1
IM[1662,408]: -1
T12352: P185' := P185 + 4
IM[1662,185]: 4
T12352: P19' := P19 - 1
IM[1662,449]: -1
T12352: P581' := P581 + 1
IM[1662,477]: 1
T12352: P648' := P648 - 1
IM[1662,327]: -1
T12352: P328' := P328 + 1
IM[1662,425]: 1
T12352: P427' := P427 + 1
IM[1662,322]: 1
T12352: P133' := P133 - 1
IM[1662,307]: -1
T12352: P193' := P193 - 6
IM[1662,184]: -6
T12352: P211' := P211 - 1
IM[1662,335]: -1
P808 --> T12351 : 1
Pre[1663,114]: 1
P41 --> T12351 : 1
Pre[1663,51]: 1
T12351: P808' := P808 - 1
IM[1663,114]: -1
T12351: P715' := P715 + 1
IM[1663,67]: 1
T12351: P41' := P41 - 1
IM[1663,51]: -1
T12351: P423' := P423 + 1
IM[1663,4]: 1
P193 --> T12350 : 7
Pre[1664,184]: 7
P648 --> T12350 : 1
Pre[1664,327]: 1
P751 --> T12350 : 1
Pre[1664,408]: 1
P133 --> T12350 : 1
Pre[1664,307]: 1
P710 --> T12350 : 1
Pre[1664,172]: 1
T12350: P565' := P565 + 1
IM[1664,315]: 1
T12350: P193' := P193 - 7
IM[1664,184]: -7
T12350: P648' := P648 - 1
IM[1664,327]: -1
T12350: P751' := P751 - 1
IM[1664,408]: -1
T12350: P137' := P137 + 1
IM[1664,280]: 1
T12350: P133' := P133 - 1
IM[1664,307]: -1
T12350: P721' := P721 + 3
IM[1664,192]: 3
T12350: P710' := P710 - 1
IM[1664,172]: -1
T12350: P652' := P652 + 1
IM[1664,393]: 1
P5 --> T12349 : 1
Pre[1665,384]: 1
P648 --> T12349 : 2
Pre[1665,327]: 2
P751 --> T12349 : 1
Pre[1665,408]: 1
P19 --> T12349 : 1
Pre[1665,449]: 1
P193 --> T12349 : 6
Pre[1665,184]: 6
T12349: P5' := P5 - 1
IM[1665,384]: -1
T12349: P67' := P67 + 1
IM[1665,414]: 1
T12349: P648' := P648 - 2
IM[1665,327]: -2
T12349: P751' := P751 - 1
IM[1665,408]: -1
T12349: P19' := P19 - 1
IM[1665,449]: -1
T12349: P568' := P568 + 2
IM[1665,385]: 2
T12349: P193' := P193 - 6
IM[1665,184]: -6
T12349: P185' := P185 + 4
IM[1665,185]: 4
T12349: P552' := P552 + 1
IM[1665,442]: 1
P211 --> T12348 : 1
Pre[1666,335]: 1
P193 --> T12348 : 6
Pre[1666,184]: 6
P133 --> T12348 : 2
Pre[1666,307]: 2
P190 --> T12348 : 1
Pre[1666,363]: 1
P19 --> T12348 : 1
Pre[1666,449]: 1
T12348: P494' := P494 + 2
IM[1666,265]: 2
T12348: P211' := P211 - 1
IM[1666,335]: -1
T12348: P185' := P185 + 4
IM[1666,185]: 4
T12348: P193' := P193 - 6
IM[1666,184]: -6
T12348: P133' := P133 - 2
IM[1666,307]: -2
T12348: P581' := P581 + 1
IM[1666,477]: 1
T12348: P190' := P190 - 1
IM[1666,363]: -1
T12348: P19' := P19 - 1
IM[1666,449]: -1
T12348: P798' := P798 + 1
IM[1666,301]: 1
P295 --> T12347 : 2
Pre[1667,258]: 2
P5 --> T12347 : 1
Pre[1667,384]: 1
P19 --> T12347 : 2
Pre[1667,449]: 2
P193 --> T12347 : 6
Pre[1667,184]: 6
T12347: P295' := P295 - 2
IM[1667,258]: -2
T12347: P5' := P5 - 1
IM[1667,384]: -1
T12347: P19' := P19 - 2
IM[1667,449]: -2
T12347: P185' := P185 + 4
IM[1667,185]: 4
T12347: P552' := P552 + 2
IM[1667,442]: 2
T12347: P193' := P193 - 6
IM[1667,184]: -6
T12347: P214' := P214 + 2
IM[1667,432]: 2
P193 --> T12346 : 6
Pre[1668,184]: 6
P190 --> T12346 : 1
Pre[1668,363]: 1
P751 --> T12346 : 1
Pre[1668,408]: 1
P5 --> T12346 : 1
Pre[1668,384]: 1
P295 --> T12346 : 2
Pre[1668,258]: 2
T12346: P193' := P193 - 6
IM[1668,184]: -6
T12346: P185' := P185 + 4
IM[1668,185]: 4
T12346: P214' := P214 + 2
IM[1668,432]: 2
T12346: P190' := P190 - 1
IM[1668,363]: -1
T12346: P67' := P67 + 1
IM[1668,414]: 1
T12346: P751' := P751 - 1
IM[1668,408]: -1
T12346: P5' := P5 - 1
IM[1668,384]: -1
T12346: P340' := P340 + 1
IM[1668,461]: 1
T12346: P295' := P295 - 2
IM[1668,258]: -2
P295 --> T12345 : 1
Pre[1669,258]: 1
P193 --> T12345 : 6
Pre[1669,184]: 6
P710 --> T12345 : 1
Pre[1669,172]: 1
P648 --> T12345 : 1
Pre[1669,327]: 1
P19 --> T12345 : 2
Pre[1669,449]: 2
T12345: P652' := P652 + 1
IM[1669,393]: 1
T12345: P215' := P215 + 2
IM[1669,365]: 2
T12345: P295' := P295 - 1
IM[1669,258]: -1
T12345: P193' := P193 - 6
IM[1669,184]: -6
T12345: P185' := P185 + 4
IM[1669,185]: 4
T12345: P710' := P710 - 1
IM[1669,172]: -1
T12345: P355' := P355 + 1
IM[1669,319]: 1
T12345: P648' := P648 - 1
IM[1669,327]: -1
T12345: P19' := P19 - 2
IM[1669,449]: -2
P183 --> T12344 : 1
Pre[1670,275]: 1
P280 --> T12344 : 1
Pre[1670,235]: 1
T12344: P91' := P91 + 1
IM[1670,251]: 1
T12344: P165' := P165 + 1
IM[1670,262]: 1
T12344: P183' := P183 - 1
IM[1670,275]: -1
T12344: P280' := P280 - 1
IM[1670,235]: -1
P193 --> T12343 : 6
Pre[1671,184]: 6
P19 --> T12343 : 1
Pre[1671,449]: 1
P472 --> T12343 : 1
Pre[1671,334]: 1
P133 --> T12343 : 2
Pre[1671,307]: 2
P295 --> T12343 : 1
Pre[1671,258]: 1
T12343: P193' := P193 - 6
IM[1671,184]: -6
T12343: P19' := P19 - 1
IM[1671,449]: -1
T12343: P472' := P472 - 1
IM[1671,334]: -1
T12343: P706' := P706 + 1
IM[1671,362]: 1
T12343: P133' := P133 - 2
IM[1671,307]: -2
T12343: P586' := P586 + 1
IM[1671,379]: 1
T12343: P295' := P295 - 1
IM[1671,258]: -1
T12343: P185' := P185 + 4
IM[1671,185]: 4
T12343: P457' := P457 + 2
IM[1671,347]: 2
P648 --> T12342 : 1
Pre[1672,327]: 1
P295 --> T12342 : 1
Pre[1672,258]: 1
P193 --> T12342 : 6
Pre[1672,184]: 6
P190 --> T12342 : 1
Pre[1672,363]: 1
P472 --> T12342 : 1
Pre[1672,334]: 1
P751 --> T12342 : 1
Pre[1672,408]: 1
T12342: P465' := P465 + 1
IM[1672,389]: 1
T12342: P648' := P648 - 1
IM[1672,327]: -1
T12342: P295' := P295 - 1
IM[1672,258]: -1
T12342: P193' := P193 - 6
IM[1672,184]: -6
T12342: P190' := P190 - 1
IM[1672,363]: -1
T12342: P242' := P242 + 1
IM[1672,216]: 1
T12342: P185' := P185 + 4
IM[1672,185]: 4
T12342: P472' := P472 - 1
IM[1672,334]: -1
T12342: P586' := P586 + 1
IM[1672,379]: 1
T12342: P751' := P751 - 1
IM[1672,408]: -1
T12342: P65' := P65 + 1
IM[1672,336]: 1
P648 --> T12341 : 1
Pre[1673,327]: 1
P295 --> T12341 : 1
Pre[1673,258]: 1
P5 --> T12341 : 1
Pre[1673,384]: 1
P193 --> T12341 : 6
Pre[1673,184]: 6
P190 --> T12341 : 2
Pre[1673,363]: 2
T12341: P568' := P568 + 1
IM[1673,385]: 1
T12341: P214' := P214 + 1
IM[1673,432]: 1
T12341: P648' := P648 - 1
IM[1673,327]: -1
T12341: P295' := P295 - 1
IM[1673,258]: -1
T12341: P185' := P185 + 4
IM[1673,185]: 4
T12341: P340' := P340 + 2
IM[1673,461]: 2
T12341: P5' := P5 - 1
IM[1673,384]: -1
T12341: P193' := P193 - 6
IM[1673,184]: -6
T12341: P190' := P190 - 2
IM[1673,363]: -2
P19 --> T12340 : 1
Pre[1674,449]: 1
P193 --> T12340 : 6
Pre[1674,184]: 6
P751 --> T12340 : 1
Pre[1674,408]: 1
P648 --> T12340 : 2
Pre[1674,327]: 2
P710 --> T12340 : 1
Pre[1674,172]: 1
T12340: P215' := P215 + 1
IM[1674,365]: 1
T12340: P19' := P19 - 1
IM[1674,449]: -1
T12340: P193' := P193 - 6
IM[1674,184]: -6
T12340: P751' := P751 - 1
IM[1674,408]: -1
T12340: P648' := P648 - 2
IM[1674,327]: -2
T12340: P565' := P565 + 1
IM[1674,315]: 1
T12340: P710' := P710 - 1
IM[1674,172]: -1
T12340: P652' := P652 + 2
IM[1674,393]: 2
T12340: P185' := P185 + 4
IM[1674,185]: 4
P648 --> T12339 : 1
Pre[1675,327]: 1
P133 --> T12339 : 1
Pre[1675,307]: 1
P193 --> T12339 : 6
Pre[1675,184]: 6
P295 --> T12339 : 1
Pre[1675,258]: 1
P5 --> T12339 : 1
Pre[1675,384]: 1
P190 --> T12339 : 1
Pre[1675,363]: 1
T12339: P214' := P214 + 1
IM[1675,432]: 1
T12339: P648' := P648 - 1
IM[1675,327]: -1
T12339: P340' := P340 + 1
IM[1675,461]: 1
T12339: P133' := P133 - 1
IM[1675,307]: -1
T12339: P193' := P193 - 6
IM[1675,184]: -6
T12339: P668' := P668 + 1
IM[1675,447]: 1
T12339: P295' := P295 - 1
IM[1675,258]: -1
T12339: P5' := P5 - 1
IM[1675,384]: -1
T12339: P185' := P185 + 4
IM[1675,185]: 4
T12339: P190' := P190 - 1
IM[1675,363]: -1
T12339: P568' := P568 + 1
IM[1675,385]: 1
P133 --> T12338 : 1
Pre[1676,307]: 1
P193 --> T12338 : 6
Pre[1676,184]: 6
P648 --> T12338 : 2
Pre[1676,327]: 2
P306 --> T12338 : 1
Pre[1676,407]: 1
P190 --> T12338 : 1
Pre[1676,363]: 1
T12338: P185' := P185 + 4
IM[1676,185]: 4
T12338: P133' := P133 - 1
IM[1676,307]: -1
T12338: P193' := P193 - 6
IM[1676,184]: -6
T12338: P249' := P249 + 1
IM[1676,381]: 1
T12338: P667' := P667 + 2
IM[1676,440]: 2
T12338: P648' := P648 - 2
IM[1676,327]: -2
T12338: P306' := P306 - 1
IM[1676,407]: -1
T12338: P190' := P190 - 1
IM[1676,363]: -1
T12338: P591' := P591 + 1
IM[1676,202]: 1
P751 --> T12337 : 1
Pre[1677,408]: 1
P133 --> T12337 : 1
Pre[1677,307]: 1
P295 --> T12337 : 1
Pre[1677,258]: 1
P193 --> T12337 : 6
Pre[1677,184]: 6
P648 --> T12337 : 1
Pre[1677,327]: 1
P567 --> T12337 : 1
Pre[1677,243]: 1
T12337: P751' := P751 - 1
IM[1677,408]: -1
T12337: P79' := P79 + 1
IM[1677,218]: 1
T12337: P530' := P530 + 1
IM[1677,435]: 1
T12337: P133' := P133 - 1
IM[1677,307]: -1
T12337: P352' := P352 + 1
IM[1677,331]: 1
T12337: P295' := P295 - 1
IM[1677,258]: -1
T12337: P193' := P193 - 6
IM[1677,184]: -6
T12337: P185' := P185 + 4
IM[1677,185]: 4
T12337: P240' := P240 + 1
IM[1677,358]: 1
T12337: P648' := P648 - 1
IM[1677,327]: -1
T12337: P567' := P567 - 1
IM[1677,243]: -1
P5 --> T12336 : 1
Pre[1678,384]: 1
P295 --> T12336 : 2
Pre[1678,258]: 2
P648 --> T12336 : 1
Pre[1678,327]: 1
P193 --> T12336 : 6
Pre[1678,184]: 6
P133 --> T12336 : 1
Pre[1678,307]: 1
T12336: P568' := P568 + 1
IM[1678,385]: 1
T12336: P5' := P5 - 1
IM[1678,384]: -1
T12336: P214' := P214 + 2
IM[1678,432]: 2
T12336: P295' := P295 - 2
IM[1678,258]: -2
T12336: P668' := P668 + 1
IM[1678,447]: 1
T12336: P648' := P648 - 1
IM[1678,327]: -1
T12336: P185' := P185 + 4
IM[1678,185]: 4
T12336: P193' := P193 - 6
IM[1678,184]: -6
T12336: P133' := P133 - 1
IM[1678,307]: -1
P751 --> T12335 : 1
Pre[1679,408]: 1
P295 --> T12335 : 2
Pre[1679,258]: 2
P19 --> T12335 : 1
Pre[1679,449]: 1
P640 --> T12335 : 1
Pre[1679,355]: 1
P193 --> T12335 : 6
Pre[1679,184]: 6
T12335: P751' := P751 - 1
IM[1679,408]: -1
T12335: P295' := P295 - 2
IM[1679,258]: -2
T12335: P462' := P462 + 1
IM[1679,410]: 1
T12335: P53' := P53 + 2
IM[1679,224]: 2
T12335: P19' := P19 - 1
IM[1679,449]: -1
T12335: P640' := P640 - 1
IM[1679,355]: -1
T12335: P193' := P193 - 6
IM[1679,184]: -6
T12335: P111' := P111 + 1
IM[1679,411]: 1
T12335: P185' := P185 + 4
IM[1679,185]: 4
P193 --> T12334 : 7
Pre[1680,184]: 7
P295 --> T12334 : 1
Pre[1680,258]: 1
P16 --> T12334 : 1
Pre[1680,215]: 1
P19 --> T12334 : 1
Pre[1680,449]: 1
P648 --> T12334 : 1
Pre[1680,327]: 1
T12334: P721' := P721 + 3
IM[1680,192]: 3
T12334: P193' := P193 - 7
IM[1680,184]: -7
T12334: P295' := P295 - 1
IM[1680,258]: -1
T12334: P570' := P570 + 1
IM[1680,296]: 1
T12334: P16' := P16 - 1
IM[1680,215]: -1
T12334: P257' := P257 + 1
IM[1680,236]: 1
T12334: P19' := P19 - 1
IM[1680,449]: -1
T12334: P322' := P322 + 1
IM[1680,416]: 1
T12334: P648' := P648 - 1
IM[1680,327]: -1
P694 --> T12333 : 1
Pre[1681,273]: 1
P598 --> T12333 : 1
Pre[1681,260]: 1
T12333: P694' := P694 - 1
IM[1681,273]: -1
T12333: P687' := P687 + 1
IM[1681,238]: 1
T12333: P724' := P724 + 1
IM[1681,194]: 1
T12333: P598' := P598 - 1
IM[1681,260]: -1
P190 --> T12332 : 1
Pre[1682,363]: 1
P5 --> T12332 : 1
Pre[1682,384]: 1
P193 --> T12332 : 6
Pre[1682,184]: 6
P133 --> T12332 : 1
Pre[1682,307]: 1
P19 --> T12332 : 1
Pre[1682,449]: 1
P648 --> T12332 : 1
Pre[1682,327]: 1
T12332: P190' := P190 - 1
IM[1682,363]: -1
T12332: P5' := P5 - 1
IM[1682,384]: -1
T12332: P193' := P193 - 6
IM[1682,184]: -6
T12332: P568' := P568 + 1
IM[1682,385]: 1
T12332: P133' := P133 - 1
IM[1682,307]: -1
T12332: P552' := P552 + 1
IM[1682,442]: 1
T12332: P668' := P668 + 1
IM[1682,447]: 1
T12332: P19' := P19 - 1
IM[1682,449]: -1
T12332: P185' := P185 + 4
IM[1682,185]: 4
T12332: P648' := P648 - 1
IM[1682,327]: -1
T12332: P340' := P340 + 1
IM[1682,461]: 1
P190 --> T12331 : 2
Pre[1683,363]: 2
P193 --> T12331 : 7
Pre[1683,184]: 7
P472 --> T12331 : 1
Pre[1683,334]: 1
P133 --> T12331 : 1
Pre[1683,307]: 1
T12331: P190' := P190 - 2
IM[1683,363]: -2
T12331: P457' := P457 + 1
IM[1683,347]: 1
T12331: P65' := P65 + 2
IM[1683,336]: 2
T12331: P193' := P193 - 7
IM[1683,184]: -7
T12331: P721' := P721 + 3
IM[1683,192]: 3
T12331: P472' := P472 - 1
IM[1683,334]: -1
T12331: P133' := P133 - 1
IM[1683,307]: -1
P306 --> T12330 : 1
Pre[1684,407]: 1
P19 --> T12330 : 1
Pre[1684,449]: 1
P295 --> T12330 : 3
Pre[1684,258]: 3
P193 --> T12330 : 6
Pre[1684,184]: 6
T12330: P306' := P306 - 1
IM[1684,407]: -1
T12330: P19' := P19 - 1
IM[1684,449]: -1
T12330: P345' := P345 + 3
IM[1684,415]: 3
T12330: P295' := P295 - 3
IM[1684,258]: -3
T12330: P185' := P185 + 4
IM[1684,185]: 4
T12330: P480' := P480 + 1
IM[1684,418]: 1
T12330: P193' := P193 - 6
IM[1684,184]: -6
P193 --> T12329 : 6
Pre[1685,184]: 6
P472 --> T12329 : 1
Pre[1685,334]: 1
P133 --> T12329 : 1
Pre[1685,307]: 1
P751 --> T12329 : 2
Pre[1685,408]: 2
P19 --> T12329 : 1
Pre[1685,449]: 1
T12329: P193' := P193 - 6
IM[1685,184]: -6
T12329: P706' := P706 + 1
IM[1685,362]: 1
T12329: P472' := P472 - 1
IM[1685,334]: -1
T12329: P133' := P133 - 1
IM[1685,307]: -1
T12329: P751' := P751 - 2
IM[1685,408]: -2
T12329: P185' := P185 + 4
IM[1685,185]: 4
T12329: P242' := P242 + 2
IM[1685,216]: 2
T12329: P457' := P457 + 1
IM[1685,347]: 1
T12329: P19' := P19 - 1
IM[1685,449]: -1
P19 --> T12328 : 1
Pre[1686,449]: 1
P751 --> T12328 : 1
Pre[1686,408]: 1
P193 --> T12328 : 7
Pre[1686,184]: 7
P211 --> T12328 : 1
Pre[1686,335]: 1
P190 --> T12328 : 1
Pre[1686,363]: 1
T12328: P19' := P19 - 1
IM[1686,449]: -1
T12328: P581' := P581 + 1
IM[1686,477]: 1
T12328: P751' := P751 - 1
IM[1686,408]: -1
T12328: P721' := P721 + 3
IM[1686,192]: 3
T12328: P193' := P193 - 7
IM[1686,184]: -7
T12328: P211' := P211 - 1
IM[1686,335]: -1
T12328: P798' := P798 + 1
IM[1686,301]: 1
T12328: P190' := P190 - 1
IM[1686,363]: -1
T12328: P328' := P328 + 1
IM[1686,425]: 1
P133 --> T12327 : 1
Pre[1687,307]: 1
P16 --> T12327 : 1
Pre[1687,215]: 1
P193 --> T12327 : 6
Pre[1687,184]: 6
P295 --> T12327 : 3
Pre[1687,258]: 3
T12327: P133' := P133 - 1
IM[1687,307]: -1
T12327: P105' := P105 + 1
IM[1687,293]: 1
T12327: P16' := P16 - 1
IM[1687,215]: -1
T12327: P185' := P185 + 4
IM[1687,185]: 4
T12327: P193' := P193 - 6
IM[1687,184]: -6
T12327: P295' := P295 - 3
IM[1687,258]: -3
T12327: P257' := P257 + 3
IM[1687,236]: 3
P190 --> T12326 : 2
Pre[1688,363]: 2
P751 --> T12326 : 1
Pre[1688,408]: 1
P472 --> T12326 : 1
Pre[1688,334]: 1
P193 --> T12326 : 6
Pre[1688,184]: 6
P295 --> T12326 : 1
Pre[1688,258]: 1
T12326: P65' := P65 + 2
IM[1688,336]: 2
T12326: P190' := P190 - 2
IM[1688,363]: -2
T12326: P185' := P185 + 4
IM[1688,185]: 4
T12326: P751' := P751 - 1
IM[1688,408]: -1
T12326: P472' := P472 - 1
IM[1688,334]: -1
T12326: P242' := P242 + 1
IM[1688,216]: 1
T12326: P193' := P193 - 6
IM[1688,184]: -6
T12326: P586' := P586 + 1
IM[1688,379]: 1
T12326: P295' := P295 - 1
IM[1688,258]: -1
P567 --> T12325 : 1
Pre[1689,243]: 1
P190 --> T12325 : 2
Pre[1689,363]: 2
P193 --> T12325 : 6
Pre[1689,184]: 6
P19 --> T12325 : 1
Pre[1689,449]: 1
P751 --> T12325 : 1
Pre[1689,408]: 1
T12325: P185' := P185 + 4
IM[1689,185]: 4
T12325: P567' := P567 - 1
IM[1689,243]: -1
T12325: P190' := P190 - 2
IM[1689,363]: -2
T12325: P193' := P193 - 6
IM[1689,184]: -6
T12325: P37' := P37 + 1
IM[1689,219]: 1
T12325: P19' := P19 - 1
IM[1689,449]: -1
T12325: P584' := P584 + 2
IM[1689,437]: 2
T12325: P751' := P751 - 1
IM[1689,408]: -1
T12325: P530' := P530 + 1
IM[1689,435]: 1
P457 --> T12324 : 1
Pre[1690,347]: 1
P597 --> T12324 : 1
Pre[1690,15]: 1
T12324: P221' := P221 + 1
IM[1690,298]: 1
T12324: P748' := P748 + 1
IM[1690,41]: 1
T12324: P457' := P457 - 1
IM[1690,347]: -1
T12324: P597' := P597 - 1
IM[1690,15]: -1
P211 --> T12323 : 1
Pre[1691,335]: 1
P751 --> T12323 : 1
Pre[1691,408]: 1
P648 --> T12323 : 1
Pre[1691,327]: 1
P193 --> T12323 : 6
Pre[1691,184]: 6
P133 --> T12323 : 1
Pre[1691,307]: 1
P295 --> T12323 : 1
Pre[1691,258]: 1
T12323: P211' := P211 - 1
IM[1691,335]: -1
T12323: P751' := P751 - 1
IM[1691,408]: -1
T12323: P648' := P648 - 1
IM[1691,327]: -1
T12323: P494' := P494 + 1
IM[1691,265]: 1
T12323: P193' := P193 - 6
IM[1691,184]: -6
T12323: P133' := P133 - 1
IM[1691,307]: -1
T12323: P427' := P427 + 1
IM[1691,322]: 1
T12323: P328' := P328 + 1
IM[1691,425]: 1
T12323: P295' := P295 - 1
IM[1691,258]: -1
T12323: P185' := P185 + 4
IM[1691,185]: 4
T12323: P692' := P692 + 1
IM[1691,287]: 1
P652 --> T12322 : 1
Pre[1692,393]: 1
P423 --> T12322 : 1
Pre[1692,4]: 1
T12322: P652' := P652 - 1
IM[1692,393]: -1
T12322: P554' := P554 + 1
IM[1692,54]: 1
T12322: P423' := P423 - 1
IM[1692,4]: -1
T12322: P33' := P33 + 1
IM[1692,229]: 1
P193 --> T12321 : 7
Pre[1693,184]: 7
P190 --> T12321 : 1
Pre[1693,363]: 1
P751 --> T12321 : 1
Pre[1693,408]: 1
P19 --> T12321 : 1
Pre[1693,449]: 1
P5 --> T12321 : 1
Pre[1693,384]: 1
T12321: P67' := P67 + 1
IM[1693,414]: 1
T12321: P193' := P193 - 7
IM[1693,184]: -7
T12321: P190' := P190 - 1
IM[1693,363]: -1
T12321: P340' := P340 + 1
IM[1693,461]: 1
T12321: P721' := P721 + 3
IM[1693,192]: 3
T12321: P751' := P751 - 1
IM[1693,408]: -1
T12321: P552' := P552 + 1
IM[1693,442]: 1
T12321: P19' := P19 - 1
IM[1693,449]: -1
T12321: P5' := P5 - 1
IM[1693,384]: -1
P510 --> T12320 : 1
Pre[1694,62]: 1
P206 --> T12320 : 1
Pre[1694,239]: 1
T12320: P17' := P17 + 1
IM[1694,191]: 1
T12320: P510' := P510 - 1
IM[1694,62]: -1
T12320: P206' := P206 - 1
IM[1694,239]: -1
T12320: P687' := P687 + 1
IM[1694,238]: 1
P193 --> T12319 : 6
Pre[1695,184]: 6
P16 --> T12319 : 1
Pre[1695,215]: 1
P751 --> T12319 : 1
Pre[1695,408]: 1
P19 --> T12319 : 1
Pre[1695,449]: 1
P190 --> T12319 : 2
Pre[1695,363]: 2
T12319: P193' := P193 - 6
IM[1695,184]: -6
T12319: P16' := P16 - 1
IM[1695,215]: -1
T12319: P751' := P751 - 1
IM[1695,408]: -1
T12319: P677' := P677 + 1
IM[1695,409]: 1
T12319: P19' := P19 - 1
IM[1695,449]: -1
T12319: P185' := P185 + 4
IM[1695,185]: 4
T12319: P555' := P555 + 2
IM[1695,368]: 2
T12319: P190' := P190 - 2
IM[1695,363]: -2
T12319: P322' := P322 + 1
IM[1695,416]: 1
P133 --> T12318 : 1
Pre[1696,307]: 1
P193 --> T12318 : 7
Pre[1696,184]: 7
P648 --> T12318 : 2
Pre[1696,327]: 2
P472 --> T12318 : 1
Pre[1696,334]: 1
T12318: P457' := P457 + 1
IM[1696,347]: 1
T12318: P133' := P133 - 1
IM[1696,307]: -1
T12318: P193' := P193 - 7
IM[1696,184]: -7
T12318: P648' := P648 - 2
IM[1696,327]: -2
T12318: P465' := P465 + 2
IM[1696,389]: 2
T12318: P472' := P472 - 1
IM[1696,334]: -1
T12318: P721' := P721 + 3
IM[1696,192]: 3
P306 --> T12317 : 1
Pre[1697,407]: 1
P648 --> T12317 : 2
Pre[1697,327]: 2
P193 --> T12317 : 7
Pre[1697,184]: 7
P19 --> T12317 : 1
Pre[1697,449]: 1
T12317: P306' := P306 - 1
IM[1697,407]: -1
T12317: P648' := P648 - 2
IM[1697,327]: -2
T12317: P193' := P193 - 7
IM[1697,184]: -7
T12317: P480' := P480 + 1
IM[1697,418]: 1
T12317: P721' := P721 + 3
IM[1697,192]: 3
T12317: P667' := P667 + 2
IM[1697,440]: 2
T12317: P19' := P19 - 1
IM[1697,449]: -1
P133 --> T12316 : 1
Pre[1698,307]: 1
P295 --> T12316 : 1
Pre[1698,258]: 1
P306 --> T12316 : 1
Pre[1698,407]: 1
P193 --> T12316 : 7
Pre[1698,184]: 7
P751 --> T12316 : 1
Pre[1698,408]: 1
T12316: P133' := P133 - 1
IM[1698,307]: -1
T12316: P591' := P591 + 1
IM[1698,202]: 1
T12316: P295' := P295 - 1
IM[1698,258]: -1
T12316: P721' := P721 + 3
IM[1698,192]: 3
T12316: P761' := P761 + 1
IM[1698,456]: 1
T12316: P306' := P306 - 1
IM[1698,407]: -1
T12316: P345' := P345 + 1
IM[1698,415]: 1
T12316: P193' := P193 - 7
IM[1698,184]: -7
T12316: P751' := P751 - 1
IM[1698,408]: -1
P567 --> T12315 : 1
Pre[1699,243]: 1
P19 --> T12315 : 2
Pre[1699,449]: 2
P193 --> T12315 : 6
Pre[1699,184]: 6
P751 --> T12315 : 1
Pre[1699,408]: 1
P133 --> T12315 : 1
Pre[1699,307]: 1
T12315: P530' := P530 + 1
IM[1699,435]: 1
T12315: P567' := P567 - 1
IM[1699,243]: -1
T12315: P19' := P19 - 2
IM[1699,449]: -2
T12315: P352' := P352 + 1
IM[1699,331]: 1
T12315: P193' := P193 - 6
IM[1699,184]: -6
T12315: P751' := P751 - 1
IM[1699,408]: -1
T12315: P37' := P37 + 2
IM[1699,219]: 2
T12315: P185' := P185 + 4
IM[1699,185]: 4
T12315: P133' := P133 - 1
IM[1699,307]: -1
P133 --> T12314 : 2
Pre[1700,307]: 2
P648 --> T12314 : 1
Pre[1700,327]: 1
P710 --> T12314 : 1
Pre[1700,172]: 1
P193 --> T12314 : 6
Pre[1700,184]: 6
P190 --> T12314 : 1
Pre[1700,363]: 1
T12314: P408' := P408 + 1
IM[1700,420]: 1
T12314: P133' := P133 - 2
IM[1700,307]: -2
T12314: P648' := P648 - 1
IM[1700,327]: -1
T12314: P185' := P185 + 4
IM[1700,185]: 4
T12314: P652' := P652 + 1
IM[1700,393]: 1
T12314: P710' := P710 - 1
IM[1700,172]: -1
T12314: P193' := P193 - 6
IM[1700,184]: -6
T12314: P190' := P190 - 1
IM[1700,363]: -1
T12314: P137' := P137 + 2
IM[1700,280]: 2
P29 --> T12313 : 1
Pre[1701,11]: 1
P485 --> T12313 : 1
Pre[1701,155]: 1
P333 --> T12313 : 1
Pre[1701,6]: 1
T12313: P34' := P34 + 1
IM[1701,109]: 1
T12313: P29' := P29 - 1
IM[1701,11]: -1
T12313: P485' := P485 - 1
IM[1701,155]: -1
T12313: P333' := P333 - 1
IM[1701,6]: -1
T12313: P650' := P650 + 1
IM[1701,9]: 1
P19 --> T12312 : 1
Pre[1702,449]: 1
P133 --> T12312 : 1
Pre[1702,307]: 1
P640 --> T12312 : 1
Pre[1702,355]: 1
P193 --> T12312 : 6
Pre[1702,184]: 6
P751 --> T12312 : 2
Pre[1702,408]: 2
T12312: P19' := P19 - 1
IM[1702,449]: -1
T12312: P185' := P185 + 4
IM[1702,185]: 4
T12312: P227' := P227 + 1
IM[1702,344]: 1
T12312: P133' := P133 - 1
IM[1702,307]: -1
T12312: P462' := P462 + 2
IM[1702,410]: 2
T12312: P640' := P640 - 1
IM[1702,355]: -1
T12312: P193' := P193 - 6
IM[1702,184]: -6
T12312: P751' := P751 - 2
IM[1702,408]: -2
T12312: P111' := P111 + 1
IM[1702,411]: 1
P193 --> T12311 : 9
Pre[1703,184]: 9
P211 --> T12311 : 1
Pre[1703,335]: 1
P648 --> T12311 : 1
Pre[1703,327]: 1
T12311: P427' := P427 + 1
IM[1703,322]: 1
T12311: P193' := P193 - 9
IM[1703,184]: -9
T12311: P47' := P47 + 1
IM[1703,13]: 1
T12311: P211' := P211 - 1
IM[1703,335]: -1
T12311: P648' := P648 - 1
IM[1703,327]: -1
P193 --> T12310 : 6
Pre[1704,184]: 6
P133 --> T12310 : 2
Pre[1704,307]: 2
P16 --> T12310 : 1
Pre[1704,215]: 1
P19 --> T12310 : 2
Pre[1704,449]: 2
T12310: P322' := P322 + 2
IM[1704,416]: 2
T12310: P193' := P193 - 6
IM[1704,184]: -6
T12310: P185' := P185 + 4
IM[1704,185]: 4
T12310: P133' := P133 - 2
IM[1704,307]: -2
T12310: P16' := P16 - 1
IM[1704,215]: -1
T12310: P19' := P19 - 2
IM[1704,449]: -2
T12310: P105' := P105 + 2
IM[1704,293]: 2
P19 --> T12309 : 1
Pre[1705,449]: 1
P193 --> T12309 : 6
Pre[1705,184]: 6
P295 --> T12309 : 1
Pre[1705,258]: 1
P5 --> T12309 : 1
Pre[1705,384]: 1
P133 --> T12309 : 1
Pre[1705,307]: 1
P648 --> T12309 : 1
Pre[1705,327]: 1
T12309: P668' := P668 + 1
IM[1705,447]: 1
T12309: P19' := P19 - 1
IM[1705,449]: -1
T12309: P214' := P214 + 1
IM[1705,432]: 1
T12309: P193' := P193 - 6
IM[1705,184]: -6
T12309: P568' := P568 + 1
IM[1705,385]: 1
T12309: P295' := P295 - 1
IM[1705,258]: -1
T12309: P552' := P552 + 1
IM[1705,442]: 1
T12309: P185' := P185 + 4
IM[1705,185]: 4
T12309: P5' := P5 - 1
IM[1705,384]: -1
T12309: P133' := P133 - 1
IM[1705,307]: -1
T12309: P648' := P648 - 1
IM[1705,327]: -1
P295 --> T12308 : 1
Pre[1706,258]: 1
P567 --> T12308 : 1
Pre[1706,243]: 1
P751 --> T12308 : 1
Pre[1706,408]: 1
P193 --> T12308 : 6
Pre[1706,184]: 6
P190 --> T12308 : 2
Pre[1706,363]: 2
T12308: P79' := P79 + 1
IM[1706,218]: 1
T12308: P295' := P295 - 1
IM[1706,258]: -1
T12308: P567' := P567 - 1
IM[1706,243]: -1
T12308: P584' := P584 + 2
IM[1706,437]: 2
T12308: P530' := P530 + 1
IM[1706,435]: 1
T12308: P751' := P751 - 1
IM[1706,408]: -1
T12308: P193' := P193 - 6
IM[1706,184]: -6
T12308: P185' := P185 + 4
IM[1706,185]: 4
T12308: P190' := P190 - 2
IM[1706,363]: -2
P295 --> T12307 : 1
Pre[1707,258]: 1
P193 --> T12307 : 7
Pre[1707,184]: 7
P710 --> T12307 : 1
Pre[1707,172]: 1
P19 --> T12307 : 1
Pre[1707,449]: 1
P751 --> T12307 : 1
Pre[1707,408]: 1
T12307: P295' := P295 - 1
IM[1707,258]: -1
T12307: P215' := P215 + 1
IM[1707,365]: 1
T12307: P193' := P193 - 7
IM[1707,184]: -7
T12307: P721' := P721 + 3
IM[1707,192]: 3
T12307: P710' := P710 - 1
IM[1707,172]: -1
T12307: P19' := P19 - 1
IM[1707,449]: -1
T12307: P565' := P565 + 1
IM[1707,315]: 1
T12307: P355' := P355 + 1
IM[1707,319]: 1
T12307: P751' := P751 - 1
IM[1707,408]: -1
P640 --> T12306 : 1
Pre[1708,355]: 1
P648 --> T12306 : 1
Pre[1708,327]: 1
P295 --> T12306 : 3
Pre[1708,258]: 3
P193 --> T12306 : 6
Pre[1708,184]: 6
T12306: P640' := P640 - 1
IM[1708,355]: -1
T12306: P648' := P648 - 1
IM[1708,327]: -1
T12306: P295' := P295 - 3
IM[1708,258]: -3
T12306: P53' := P53 + 3
IM[1708,224]: 3
T12306: P326' := P326 + 1
IM[1708,346]: 1
T12306: P185' := P185 + 4
IM[1708,185]: 4
T12306: P193' := P193 - 6
IM[1708,184]: -6
P472 --> T12305 : 1
Pre[1709,334]: 1
P133 --> T12305 : 2
Pre[1709,307]: 2
P648 --> T12305 : 1
Pre[1709,327]: 1
P193 --> T12305 : 6
Pre[1709,184]: 6
P19 --> T12305 : 1
Pre[1709,449]: 1
T12305: P472' := P472 - 1
IM[1709,334]: -1
T12305: P133' := P133 - 2
IM[1709,307]: -2
T12305: P457' := P457 + 2
IM[1709,347]: 2
T12305: P465' := P465 + 1
IM[1709,389]: 1
T12305: P185' := P185 + 4
IM[1709,185]: 4
T12305: P648' := P648 - 1
IM[1709,327]: -1
T12305: P706' := P706 + 1
IM[1709,362]: 1
T12305: P193' := P193 - 6
IM[1709,184]: -6
T12305: P19' := P19 - 1
IM[1709,449]: -1
P193 --> T12304 : 6
Pre[1710,184]: 6
P133 --> T12304 : 1
Pre[1710,307]: 1
P648 --> T12304 : 1
Pre[1710,327]: 1
P19 --> T12304 : 2
Pre[1710,449]: 2
P16 --> T12304 : 1
Pre[1710,215]: 1
T12304: P185' := P185 + 4
IM[1710,185]: 4
T12304: P570' := P570 + 1
IM[1710,296]: 1
T12304: P105' := P105 + 1
IM[1710,293]: 1
T12304: P193' := P193 - 6
IM[1710,184]: -6
T12304: P133' := P133 - 1
IM[1710,307]: -1
T12304: P648' := P648 - 1
IM[1710,327]: -1
T12304: P19' := P19 - 2
IM[1710,449]: -2
T12304: P16' := P16 - 1
IM[1710,215]: -1
T12304: P322' := P322 + 2
IM[1710,416]: 2
P751 --> T12303 : 1
Pre[1711,408]: 1
P16 --> T12303 : 1
Pre[1711,215]: 1
P295 --> T12303 : 1
Pre[1711,258]: 1
P193 --> T12303 : 6
Pre[1711,184]: 6
P133 --> T12303 : 2
Pre[1711,307]: 2
T12303: P751' := P751 - 1
IM[1711,408]: -1
T12303: P16' := P16 - 1
IM[1711,215]: -1
T12303: P295' := P295 - 1
IM[1711,258]: -1
T12303: P257' := P257 + 1
IM[1711,236]: 1
T12303: P677' := P677 + 1
IM[1711,409]: 1
T12303: P193' := P193 - 6
IM[1711,184]: -6
T12303: P105' := P105 + 2
IM[1711,293]: 2
T12303: P133' := P133 - 2
IM[1711,307]: -2
T12303: P185' := P185 + 4
IM[1711,185]: 4
P69 --> T12302 : 1
Pre[1712,523]: 1
P636 --> T12302 : 1
Pre[1712,545]: 1
T12302: P140' := P140 + 1
IM[1712,552]: 1
T12302: P69' := P69 - 1
IM[1712,523]: -1
T12302: P551' := P551 + 1
IM[1712,513]: 1
T12302: P636' := P636 - 1
IM[1712,545]: -1
T12302: P199' := P199 + 1
IM[1712,532]: 1
P211 --> T12301 : 1
Pre[1713,335]: 1
P193 --> T12301 : 6
Pre[1713,184]: 6
P648 --> T12301 : 1
Pre[1713,327]: 1
P295 --> T12301 : 3
Pre[1713,258]: 3
T12301: P211' := P211 - 1
IM[1713,335]: -1
T12301: P185' := P185 + 4
IM[1713,185]: 4
T12301: P193' := P193 - 6
IM[1713,184]: -6
T12301: P427' := P427 + 1
IM[1713,322]: 1
T12301: P692' := P692 + 3
IM[1713,287]: 3
T12301: P648' := P648 - 1
IM[1713,327]: -1
T12301: P295' := P295 - 3
IM[1713,258]: -3
P133 --> T12300 : 1
Pre[1714,307]: 1
P193 --> T12300 : 6
Pre[1714,184]: 6
P5 --> T12300 : 1
Pre[1714,384]: 1
P295 --> T12300 : 1
Pre[1714,258]: 1
P19 --> T12300 : 1
Pre[1714,449]: 1
P751 --> T12300 : 1
Pre[1714,408]: 1
T12300: P185' := P185 + 4
IM[1714,185]: 4
T12300: P668' := P668 + 1
IM[1714,447]: 1
T12300: P133' := P133 - 1
IM[1714,307]: -1
T12300: P193' := P193 - 6
IM[1714,184]: -6
T12300: P214' := P214 + 1
IM[1714,432]: 1
T12300: P5' := P5 - 1
IM[1714,384]: -1
T12300: P295' := P295 - 1
IM[1714,258]: -1
T12300: P19' := P19 - 1
IM[1714,449]: -1
T12300: P751' := P751 - 1
IM[1714,408]: -1
T12300: P552' := P552 + 1
IM[1714,442]: 1
T12300: P67' := P67 + 1
IM[1714,414]: 1
P20 --> T12299 : 1
Pre[1715,0]: 1
P79 --> T12299 : 1
Pre[1715,218]: 1
T12299: P20' := P20 - 1
IM[1715,0]: -1
T12299: P79' := P79 - 1
IM[1715,218]: -1
T12299: P483' := P483 + 1
IM[1715,27]: 1
T12299: P385' := P385 + 1
IM[1715,340]: 1
P640 --> T12298 : 1
Pre[1716,355]: 1
P648 --> T12298 : 1
Pre[1716,327]: 1
P190 --> T12298 : 2
Pre[1716,363]: 2
P19 --> T12298 : 1
Pre[1716,449]: 1
P193 --> T12298 : 6
Pre[1716,184]: 6
T12298: P326' := P326 + 1
IM[1716,346]: 1
T12298: P685' := P685 + 2
IM[1716,403]: 2
T12298: P640' := P640 - 1
IM[1716,355]: -1
T12298: P648' := P648 - 1
IM[1716,327]: -1
T12298: P190' := P190 - 2
IM[1716,363]: -2
T12298: P111' := P111 + 1
IM[1716,411]: 1
T12298: P185' := P185 + 4
IM[1716,185]: 4
T12298: P19' := P19 - 1
IM[1716,449]: -1
T12298: P193' := P193 - 6
IM[1716,184]: -6
P295 --> T12297 : 1
Pre[1717,258]: 1
P19 --> T12297 : 1
Pre[1717,449]: 1
P306 --> T12297 : 1
Pre[1717,407]: 1
P193 --> T12297 : 6
Pre[1717,184]: 6
P190 --> T12297 : 1
Pre[1717,363]: 1
P133 --> T12297 : 1
Pre[1717,307]: 1
T12297: P295' := P295 - 1
IM[1717,258]: -1
T12297: P19' := P19 - 1
IM[1717,449]: -1
T12297: P306' := P306 - 1
IM[1717,407]: -1
T12297: P193' := P193 - 6
IM[1717,184]: -6
T12297: P190' := P190 - 1
IM[1717,363]: -1
T12297: P345' := P345 + 1
IM[1717,415]: 1
T12297: P249' := P249 + 1
IM[1717,381]: 1
T12297: P133' := P133 - 1
IM[1717,307]: -1
T12297: P480' := P480 + 1
IM[1717,418]: 1
T12297: P185' := P185 + 4
IM[1717,185]: 4
T12297: P591' := P591 + 1
IM[1717,202]: 1
P687 --> T12296 : 1
Pre[1718,238]: 1
P457 --> T12296 : 1
Pre[1718,347]: 1
T12296: P687' := P687 - 1
IM[1718,238]: -1
T12296: P398' := P398 + 1
IM[1718,375]: 1
T12296: P457' := P457 - 1
IM[1718,347]: -1
T12296: P431' := P431 + 1
IM[1718,35]: 1
P19 --> T12295 : 1
Pre[1719,449]: 1
P16 --> T12295 : 1
Pre[1719,215]: 1
P295 --> T12295 : 1
Pre[1719,258]: 1
P193 --> T12295 : 6
Pre[1719,184]: 6
P133 --> T12295 : 2
Pre[1719,307]: 2
T12295: P19' := P19 - 1
IM[1719,449]: -1
T12295: P257' := P257 + 1
IM[1719,236]: 1
T12295: P16' := P16 - 1
IM[1719,215]: -1
T12295: P295' := P295 - 1
IM[1719,258]: -1
T12295: P193' := P193 - 6
IM[1719,184]: -6
T12295: P185' := P185 + 4
IM[1719,185]: 4
T12295: P133' := P133 - 2
IM[1719,307]: -2
T12295: P322' := P322 + 1
IM[1719,416]: 1
T12295: P105' := P105 + 2
IM[1719,293]: 2
P751 --> T12294 : 1
Pre[1720,408]: 1
P19 --> T12294 : 1
Pre[1720,449]: 1
P295 --> T12294 : 1
Pre[1720,258]: 1
P648 --> T12294 : 1
Pre[1720,327]: 1
P5 --> T12294 : 1
Pre[1720,384]: 1
P193 --> T12294 : 6
Pre[1720,184]: 6
T12294: P568' := P568 + 1
IM[1720,385]: 1
T12294: P751' := P751 - 1
IM[1720,408]: -1
T12294: P19' := P19 - 1
IM[1720,449]: -1
T12294: P295' := P295 - 1
IM[1720,258]: -1
T12294: P648' := P648 - 1
IM[1720,327]: -1
T12294: P5' := P5 - 1
IM[1720,384]: -1
T12294: P214' := P214 + 1
IM[1720,432]: 1
T12294: P193' := P193 - 6
IM[1720,184]: -6
T12294: P185' := P185 + 4
IM[1720,185]: 4
T12294: P67' := P67 + 1
IM[1720,414]: 1
T12294: P552' := P552 + 1
IM[1720,442]: 1
P19 --> T12293 : 1
Pre[1721,449]: 1
P190 --> T12293 : 1
Pre[1721,363]: 1
P5 --> T12293 : 1
Pre[1721,384]: 1
P751 --> T12293 : 2
Pre[1721,408]: 2
P193 --> T12293 : 6
Pre[1721,184]: 6
T12293: P19' := P19 - 1
IM[1721,449]: -1
T12293: P190' := P190 - 1
IM[1721,363]: -1
T12293: P185' := P185 + 4
IM[1721,185]: 4
T12293: P67' := P67 + 2
IM[1721,414]: 2
T12293: P5' := P5 - 1
IM[1721,384]: -1
T12293: P751' := P751 - 2
IM[1721,408]: -2
T12293: P552' := P552 + 1
IM[1721,442]: 1
T12293: P193' := P193 - 6
IM[1721,184]: -6
T12293: P340' := P340 + 1
IM[1721,461]: 1
P193 --> T12292 : 6
Pre[1722,184]: 6
P472 --> T12292 : 1
Pre[1722,334]: 1
P295 --> T12292 : 2
Pre[1722,258]: 2
P190 --> T12292 : 1
Pre[1722,363]: 1
P133 --> T12292 : 1
Pre[1722,307]: 1
T12292: P457' := P457 + 1
IM[1722,347]: 1
T12292: P65' := P65 + 1
IM[1722,336]: 1
T12292: P193' := P193 - 6
IM[1722,184]: -6
T12292: P472' := P472 - 1
IM[1722,334]: -1
T12292: P185' := P185 + 4
IM[1722,185]: 4
T12292: P295' := P295 - 2
IM[1722,258]: -2
T12292: P190' := P190 - 1
IM[1722,363]: -1
T12292: P586' := P586 + 2
IM[1722,379]: 2
T12292: P133' := P133 - 1
IM[1722,307]: -1
P16 --> T12291 : 1
Pre[1723,215]: 1
P751 --> T12291 : 1
Pre[1723,408]: 1
P190 --> T12291 : 3
Pre[1723,363]: 3
P193 --> T12291 : 6
Pre[1723,184]: 6
T12291: P185' := P185 + 4
IM[1723,185]: 4
T12291: P16' := P16 - 1
IM[1723,215]: -1
T12291: P555' := P555 + 3
IM[1723,368]: 3
T12291: P751' := P751 - 1
IM[1723,408]: -1
T12291: P190' := P190 - 3
IM[1723,363]: -3
T12291: P677' := P677 + 1
IM[1723,409]: 1
T12291: P193' := P193 - 6
IM[1723,184]: -6
P211 --> T12290 : 1
Pre[1724,335]: 1
P190 --> T12290 : 2
Pre[1724,363]: 2
P193 --> T12290 : 6
Pre[1724,184]: 6
P133 --> T12290 : 1
Pre[1724,307]: 1
P751 --> T12290 : 1
Pre[1724,408]: 1
T12290: P211' := P211 - 1
IM[1724,335]: -1
T12290: P190' := P190 - 2
IM[1724,363]: -2
T12290: P494' := P494 + 1
IM[1724,265]: 1
T12290: P185' := P185 + 4
IM[1724,185]: 4
T12290: P193' := P193 - 6
IM[1724,184]: -6
T12290: P798' := P798 + 2
IM[1724,301]: 2
T12290: P133' := P133 - 1
IM[1724,307]: -1
T12290: P328' := P328 + 1
IM[1724,425]: 1
T12290: P751' := P751 - 1
IM[1724,408]: -1
P751 --> T12289 : 1
Pre[1725,408]: 1
P193 --> T12289 : 6
Pre[1725,184]: 6
P190 --> T12289 : 1
Pre[1725,363]: 1
P211 --> T12289 : 1
Pre[1725,335]: 1
P648 --> T12289 : 1
Pre[1725,327]: 1
P295 --> T12289 : 1
Pre[1725,258]: 1
T12289: P692' := P692 + 1
IM[1725,287]: 1
T12289: P751' := P751 - 1
IM[1725,408]: -1
T12289: P798' := P798 + 1
IM[1725,301]: 1
T12289: P185' := P185 + 4
IM[1725,185]: 4
T12289: P193' := P193 - 6
IM[1725,184]: -6
T12289: P427' := P427 + 1
IM[1725,322]: 1
T12289: P190' := P190 - 1
IM[1725,363]: -1
T12289: P211' := P211 - 1
IM[1725,335]: -1
T12289: P328' := P328 + 1
IM[1725,425]: 1
T12289: P648' := P648 - 1
IM[1725,327]: -1
T12289: P295' := P295 - 1
IM[1725,258]: -1
P133 --> T12288 : 1
Pre[1726,307]: 1
P710 --> T12288 : 1
Pre[1726,172]: 1
P751 --> T12288 : 1
Pre[1726,408]: 1
P190 --> T12288 : 1
Pre[1726,363]: 1
P193 --> T12288 : 6
Pre[1726,184]: 6
P19 --> T12288 : 1
Pre[1726,449]: 1
T12288: P133' := P133 - 1
IM[1726,307]: -1
T12288: P710' := P710 - 1
IM[1726,172]: -1
T12288: P751' := P751 - 1
IM[1726,408]: -1
T12288: P408' := P408 + 1
IM[1726,420]: 1
T12288: P185' := P185 + 4
IM[1726,185]: 4
T12288: P137' := P137 + 1
IM[1726,280]: 1
T12288: P190' := P190 - 1
IM[1726,363]: -1
T12288: P193' := P193 - 6
IM[1726,184]: -6
T12288: P19' := P19 - 1
IM[1726,449]: -1
T12288: P565' := P565 + 1
IM[1726,315]: 1
T12288: P215' := P215 + 1
IM[1726,365]: 1
P567 --> T12287 : 1
Pre[1727,243]: 1
P193 --> T12287 : 9
Pre[1727,184]: 9
P190 --> T12287 : 1
Pre[1727,363]: 1
T12287: P567' := P567 - 1
IM[1727,243]: -1
T12287: P47' := P47 + 1
IM[1727,13]: 1
T12287: P193' := P193 - 9
IM[1727,184]: -9
T12287: P190' := P190 - 1
IM[1727,363]: -1
T12287: P584' := P584 + 1
IM[1727,437]: 1
P648 --> T12286 : 1
Pre[1728,327]: 1
P751 --> T12286 : 2
Pre[1728,408]: 2
P567 --> T12286 : 1
Pre[1728,243]: 1
P133 --> T12286 : 1
Pre[1728,307]: 1
P193 --> T12286 : 6
Pre[1728,184]: 6
T12286: P648' := P648 - 1
IM[1728,327]: -1
T12286: P352' := P352 + 1
IM[1728,331]: 1
T12286: P185' := P185 + 4
IM[1728,185]: 4
T12286: P751' := P751 - 2
IM[1728,408]: -2
T12286: P240' := P240 + 1
IM[1728,358]: 1
T12286: P567' := P567 - 1
IM[1728,243]: -1
T12286: P530' := P530 + 2
IM[1728,435]: 2
T12286: P133' := P133 - 1
IM[1728,307]: -1
T12286: P193' := P193 - 6
IM[1728,184]: -6
P161 --> T12285 : 1
Pre[1729,111]: 1
T12285: P377' := P377 + 1
IM[1729,156]: 1
T12285: P161' := P161 - 1
IM[1729,111]: -1
P19 --> T12284 : 1
Pre[1730,449]: 1
P710 --> T12284 : 1
Pre[1730,172]: 1
P751 --> T12284 : 1
Pre[1730,408]: 1
P648 --> T12284 : 1
Pre[1730,327]: 1
P193 --> T12284 : 7
Pre[1730,184]: 7
T12284: P19' := P19 - 1
IM[1730,449]: -1
T12284: P652' := P652 + 1
IM[1730,393]: 1
T12284: P721' := P721 + 3
IM[1730,192]: 3
T12284: P710' := P710 - 1
IM[1730,172]: -1
T12284: P215' := P215 + 1
IM[1730,365]: 1
T12284: P751' := P751 - 1
IM[1730,408]: -1
T12284: P648' := P648 - 1
IM[1730,327]: -1
T12284: P565' := P565 + 1
IM[1730,315]: 1
T12284: P193' := P193 - 7
IM[1730,184]: -7
P193 --> T12283 : 6
Pre[1731,184]: 6
P16 --> T12283 : 1
Pre[1731,215]: 1
P19 --> T12283 : 1
Pre[1731,449]: 1
P133 --> T12283 : 1
Pre[1731,307]: 1
P751 --> T12283 : 1
Pre[1731,408]: 1
P648 --> T12283 : 1
Pre[1731,327]: 1
T12283: P185' := P185 + 4
IM[1731,185]: 4
T12283: P193' := P193 - 6
IM[1731,184]: -6
T12283: P16' := P16 - 1
IM[1731,215]: -1
T12283: P322' := P322 + 1
IM[1731,416]: 1
T12283: P570' := P570 + 1
IM[1731,296]: 1
T12283: P19' := P19 - 1
IM[1731,449]: -1
T12283: P677' := P677 + 1
IM[1731,409]: 1
T12283: P133' := P133 - 1
IM[1731,307]: -1
T12283: P751' := P751 - 1
IM[1731,408]: -1
T12283: P648' := P648 - 1
IM[1731,327]: -1
T12283: P105' := P105 + 1
IM[1731,293]: 1
P256 --> T12282 : 1
Pre[1732,574]: 1
P31 --> T12282 : 1
Pre[1732,517]: 1
T12282: P100' := P100 + 1
IM[1732,585]: 1
T12282: P256' := P256 - 1
IM[1732,574]: -1
T12282: P493' := P493 + 1
IM[1732,566]: 1
T12282: P147' := P147 + 1
IM[1732,516]: 1
T12282: P31' := P31 - 1
IM[1732,517]: -1
P193 --> T12281 : 7
Pre[1733,184]: 7
P751 --> T12281 : 2
Pre[1733,408]: 2
P190 --> T12281 : 1
Pre[1733,363]: 1
P211 --> T12281 : 1
Pre[1733,335]: 1
T12281: P721' := P721 + 3
IM[1733,192]: 3
T12281: P193' := P193 - 7
IM[1733,184]: -7
T12281: P798' := P798 + 1
IM[1733,301]: 1
T12281: P328' := P328 + 2
IM[1733,425]: 2
T12281: P751' := P751 - 2
IM[1733,408]: -2
T12281: P190' := P190 - 1
IM[1733,363]: -1
T12281: P211' := P211 - 1
IM[1733,335]: -1
P710 --> T12280 : 1
Pre[1734,172]: 1
P193 --> T12280 : 6
Pre[1734,184]: 6
P295 --> T12280 : 2
Pre[1734,258]: 2
P19 --> T12280 : 1
Pre[1734,449]: 1
P648 --> T12280 : 1
Pre[1734,327]: 1
T12280: P215' := P215 + 1
IM[1734,365]: 1
T12280: P710' := P710 - 1
IM[1734,172]: -1
T12280: P193' := P193 - 6
IM[1734,184]: -6
T12280: P295' := P295 - 2
IM[1734,258]: -2
T12280: P355' := P355 + 2
IM[1734,319]: 2
T12280: P19' := P19 - 1
IM[1734,449]: -1
T12280: P185' := P185 + 4
IM[1734,185]: 4
T12280: P648' := P648 - 1
IM[1734,327]: -1
T12280: P652' := P652 + 1
IM[1734,393]: 1
P648 --> T12279 : 1
Pre[1735,327]: 1
P472 --> T12279 : 1
Pre[1735,334]: 1
P193 --> T12279 : 6
Pre[1735,184]: 6
P190 --> T12279 : 1
Pre[1735,363]: 1
P19 --> T12279 : 2
Pre[1735,449]: 2
T12279: P648' := P648 - 1
IM[1735,327]: -1
T12279: P465' := P465 + 1
IM[1735,389]: 1
T12279: P472' := P472 - 1
IM[1735,334]: -1
T12279: P193' := P193 - 6
IM[1735,184]: -6
T12279: P706' := P706 + 2
IM[1735,362]: 2
T12279: P185' := P185 + 4
IM[1735,185]: 4
T12279: P190' := P190 - 1
IM[1735,363]: -1
T12279: P65' := P65 + 1
IM[1735,336]: 1
T12279: P19' := P19 - 2
IM[1735,449]: -2
P472 --> T12278 : 1
Pre[1736,334]: 1
P19 --> T12278 : 3
Pre[1736,449]: 3
P193 --> T12278 : 6
Pre[1736,184]: 6
P190 --> T12278 : 1
Pre[1736,363]: 1
T12278: P472' := P472 - 1
IM[1736,334]: -1
T12278: P706' := P706 + 3
IM[1736,362]: 3
T12278: P19' := P19 - 3
IM[1736,449]: -3
T12278: P185' := P185 + 4
IM[1736,185]: 4
T12278: P193' := P193 - 6
IM[1736,184]: -6
T12278: P190' := P190 - 1
IM[1736,363]: -1
T12278: P65' := P65 + 1
IM[1736,336]: 1
P133 --> T12277 : 1
Pre[1737,307]: 1
P648 --> T12277 : 1
Pre[1737,327]: 1
P751 --> T12277 : 1
Pre[1737,408]: 1
P710 --> T12277 : 1
Pre[1737,172]: 1
P193 --> T12277 : 7
Pre[1737,184]: 7
T12277: P721' := P721 + 3
IM[1737,192]: 3
T12277: P137' := P137 + 1
IM[1737,280]: 1
T12277: P133' := P133 - 1
IM[1737,307]: -1
T12277: P648' := P648 - 1
IM[1737,327]: -1
T12277: P751' := P751 - 1
IM[1737,408]: -1
T12277: P710' := P710 - 1
IM[1737,172]: -1
T12277: P565' := P565 + 1
IM[1737,315]: 1
T12277: P652' := P652 + 1
IM[1737,393]: 1
T12277: P193' := P193 - 7
IM[1737,184]: -7
P280 --> T12276 : 1
Pre[1738,235]: 1
P82 --> T12276 : 1
Pre[1738,387]: 1
T12276: P91' := P91 + 1
IM[1738,251]: 1
T12276: P280' := P280 - 1
IM[1738,235]: -1
T12276: P82' := P82 - 1
IM[1738,387]: -1
T12276: P173' := P173 + 1
IM[1738,279]: 1
P472 --> T12275 : 1
Pre[1739,334]: 1
P751 --> T12275 : 2
Pre[1739,408]: 2
P133 --> T12275 : 1
Pre[1739,307]: 1
P19 --> T12275 : 1
Pre[1739,449]: 1
P193 --> T12275 : 6
Pre[1739,184]: 6
T12275: P472' := P472 - 1
IM[1739,334]: -1
T12275: P706' := P706 + 1
IM[1739,362]: 1
T12275: P751' := P751 - 2
IM[1739,408]: -2
T12275: P185' := P185 + 4
IM[1739,185]: 4
T12275: P133' := P133 - 1
IM[1739,307]: -1
T12275: P457' := P457 + 1
IM[1739,347]: 1
T12275: P242' := P242 + 2
IM[1739,216]: 2
T12275: P19' := P19 - 1
IM[1739,449]: -1
T12275: P193' := P193 - 6
IM[1739,184]: -6
P19 --> T12274 : 2
Pre[1740,449]: 2
P648 --> T12274 : 1
Pre[1740,327]: 1
P193 --> T12274 : 6
Pre[1740,184]: 6
P640 --> T12274 : 1
Pre[1740,355]: 1
P295 --> T12274 : 1
Pre[1740,258]: 1
T12274: P19' := P19 - 2
IM[1740,449]: -2
T12274: P648' := P648 - 1
IM[1740,327]: -1
T12274: P111' := P111 + 2
IM[1740,411]: 2
T12274: P193' := P193 - 6
IM[1740,184]: -6
T12274: P185' := P185 + 4
IM[1740,185]: 4
T12274: P53' := P53 + 1
IM[1740,224]: 1
T12274: P640' := P640 - 1
IM[1740,355]: -1
T12274: P295' := P295 - 1
IM[1740,258]: -1
T12274: P326' := P326 + 1
IM[1740,346]: 1
P190 --> T12273 : 1
Pre[1741,363]: 1
P133 --> T12273 : 2
Pre[1741,307]: 2
P472 --> T12273 : 1
Pre[1741,334]: 1
P193 --> T12273 : 6
Pre[1741,184]: 6
P295 --> T12273 : 1
Pre[1741,258]: 1
T12273: P65' := P65 + 1
IM[1741,336]: 1
T12273: P190' := P190 - 1
IM[1741,363]: -1
T12273: P133' := P133 - 2
IM[1741,307]: -2
T12273: P472' := P472 - 1
IM[1741,334]: -1
T12273: P193' := P193 - 6
IM[1741,184]: -6
T12273: P185' := P185 + 4
IM[1741,185]: 4
T12273: P295' := P295 - 1
IM[1741,258]: -1
T12273: P586' := P586 + 1
IM[1741,379]: 1
T12273: P457' := P457 + 2
IM[1741,347]: 2
P308 --> T12272 : 1
Pre[1742,242]: 1
T12272: P382' := P382 + 1
IM[1742,71]: 1
T12272: P308' := P308 - 1
IM[1742,242]: -1
P193 --> T12271 : 6
Pre[1743,184]: 6
P472 --> T12271 : 1
Pre[1743,334]: 1
P751 --> T12271 : 1
Pre[1743,408]: 1
P19 --> T12271 : 1
Pre[1743,449]: 1
P648 --> T12271 : 2
Pre[1743,327]: 2
T12271: P193' := P193 - 6
IM[1743,184]: -6
T12271: P472' := P472 - 1
IM[1743,334]: -1
T12271: P751' := P751 - 1
IM[1743,408]: -1
T12271: P706' := P706 + 1
IM[1743,362]: 1
T12271: P242' := P242 + 1
IM[1743,216]: 1
T12271: P19' := P19 - 1
IM[1743,449]: -1
T12271: P648' := P648 - 2
IM[1743,327]: -2
T12271: P465' := P465 + 2
IM[1743,389]: 2
T12271: P185' := P185 + 4
IM[1743,185]: 4
P193 --> T12270 : 6
Pre[1744,184]: 6
P751 --> T12270 : 3
Pre[1744,408]: 3
P190 --> T12270 : 1
Pre[1744,363]: 1
P306 --> T12270 : 1
Pre[1744,407]: 1
T12270: P193' := P193 - 6
IM[1744,184]: -6
T12270: P751' := P751 - 3
IM[1744,408]: -3
T12270: P185' := P185 + 4
IM[1744,185]: 4
T12270: P249' := P249 + 1
IM[1744,381]: 1
T12270: P761' := P761 + 3
IM[1744,456]: 3
T12270: P190' := P190 - 1
IM[1744,363]: -1
T12270: P306' := P306 - 1
IM[1744,407]: -1
P190 --> T12269 : 1
Pre[1745,363]: 1
P751 --> T12269 : 1
Pre[1745,408]: 1
P193 --> T12269 : 6
Pre[1745,184]: 6
P295 --> T12269 : 1
Pre[1745,258]: 1
P306 --> T12269 : 1
Pre[1745,407]: 1
P19 --> T12269 : 1
Pre[1745,449]: 1
T12269: P249' := P249 + 1
IM[1745,381]: 1
T12269: P761' := P761 + 1
IM[1745,456]: 1
T12269: P190' := P190 - 1
IM[1745,363]: -1
T12269: P345' := P345 + 1
IM[1745,415]: 1
T12269: P751' := P751 - 1
IM[1745,408]: -1
T12269: P480' := P480 + 1
IM[1745,418]: 1
T12269: P193' := P193 - 6
IM[1745,184]: -6
T12269: P185' := P185 + 4
IM[1745,185]: 4
T12269: P295' := P295 - 1
IM[1745,258]: -1
T12269: P306' := P306 - 1
IM[1745,407]: -1
T12269: P19' := P19 - 1
IM[1745,449]: -1
P648 --> T12268 : 1
Pre[1746,327]: 1
P133 --> T12268 : 1
Pre[1746,307]: 1
P295 --> T12268 : 2
Pre[1746,258]: 2
P710 --> T12268 : 1
Pre[1746,172]: 1
P193 --> T12268 : 6
Pre[1746,184]: 6
T12268: P648' := P648 - 1
IM[1746,327]: -1
T12268: P133' := P133 - 1
IM[1746,307]: -1
T12268: P185' := P185 + 4
IM[1746,185]: 4
T12268: P295' := P295 - 2
IM[1746,258]: -2
T12268: P355' := P355 + 2
IM[1746,319]: 2
T12268: P710' := P710 - 1
IM[1746,172]: -1
T12268: P193' := P193 - 6
IM[1746,184]: -6
T12268: P652' := P652 + 1
IM[1746,393]: 1
T12268: P137' := P137 + 1
IM[1746,280]: 1
P19 --> T12267 : 1
Pre[1747,449]: 1
P211 --> T12267 : 1
Pre[1747,335]: 1
P193 --> T12267 : 7
Pre[1747,184]: 7
P751 --> T12267 : 1
Pre[1747,408]: 1
P648 --> T12267 : 1
Pre[1747,327]: 1
T12267: P19' := P19 - 1
IM[1747,449]: -1
T12267: P328' := P328 + 1
IM[1747,425]: 1
T12267: P581' := P581 + 1
IM[1747,477]: 1
T12267: P721' := P721 + 3
IM[1747,192]: 3
T12267: P211' := P211 - 1
IM[1747,335]: -1
T12267: P193' := P193 - 7
IM[1747,184]: -7
T12267: P751' := P751 - 1
IM[1747,408]: -1
T12267: P648' := P648 - 1
IM[1747,327]: -1
T12267: P427' := P427 + 1
IM[1747,322]: 1
P751 --> T12266 : 1
Pre[1748,408]: 1
P640 --> T12266 : 1
Pre[1748,355]: 1
P193 --> T12266 : 6
Pre[1748,184]: 6
P19 --> T12266 : 1
Pre[1748,449]: 1
P295 --> T12266 : 2
Pre[1748,258]: 2
T12266: P462' := P462 + 1
IM[1748,410]: 1
T12266: P751' := P751 - 1
IM[1748,408]: -1
T12266: P53' := P53 + 2
IM[1748,224]: 2
T12266: P640' := P640 - 1
IM[1748,355]: -1
T12266: P193' := P193 - 6
IM[1748,184]: -6
T12266: P19' := P19 - 1
IM[1748,449]: -1
T12266: P111' := P111 + 1
IM[1748,411]: 1
T12266: P185' := P185 + 4
IM[1748,185]: 4
T12266: P295' := P295 - 2
IM[1748,258]: -2
P193 --> T12265 : 6
Pre[1749,184]: 6
P648 --> T12265 : 1
Pre[1749,327]: 1
P5 --> T12265 : 1
Pre[1749,384]: 1
P19 --> T12265 : 2
Pre[1749,449]: 2
P190 --> T12265 : 1
Pre[1749,363]: 1
T12265: P185' := P185 + 4
IM[1749,185]: 4
T12265: P193' := P193 - 6
IM[1749,184]: -6
T12265: P568' := P568 + 1
IM[1749,385]: 1
T12265: P648' := P648 - 1
IM[1749,327]: -1
T12265: P5' := P5 - 1
IM[1749,384]: -1
T12265: P552' := P552 + 2
IM[1749,442]: 2
T12265: P19' := P19 - 2
IM[1749,449]: -2
T12265: P190' := P190 - 1
IM[1749,363]: -1
T12265: P340' := P340 + 1
IM[1749,461]: 1
P751 --> T12264 : 1
Pre[1750,408]: 1
P19 --> T12264 : 1
Pre[1750,449]: 1
P710 --> T12264 : 1
Pre[1750,172]: 1
P193 --> T12264 : 6
Pre[1750,184]: 6
P648 --> T12264 : 2
Pre[1750,327]: 2
T12264: P652' := P652 + 2
IM[1750,393]: 2
T12264: P751' := P751 - 1
IM[1750,408]: -1
T12264: P565' := P565 + 1
IM[1750,315]: 1
T12264: P19' := P19 - 1
IM[1750,449]: -1
T12264: P215' := P215 + 1
IM[1750,365]: 1
T12264: P710' := P710 - 1
IM[1750,172]: -1
T12264: P185' := P185 + 4
IM[1750,185]: 4
T12264: P193' := P193 - 6
IM[1750,184]: -6
T12264: P648' := P648 - 2
IM[1750,327]: -2
P193 --> T12263 : 6
Pre[1751,184]: 6
P19 --> T12263 : 1
Pre[1751,449]: 1
P5 --> T12263 : 1
Pre[1751,384]: 1
P648 --> T12263 : 2
Pre[1751,327]: 2
P295 --> T12263 : 1
Pre[1751,258]: 1
T12263: P568' := P568 + 2
IM[1751,385]: 2
T12263: P193' := P193 - 6
IM[1751,184]: -6
T12263: P19' := P19 - 1
IM[1751,449]: -1
T12263: P214' := P214 + 1
IM[1751,432]: 1
T12263: P5' := P5 - 1
IM[1751,384]: -1
T12263: P552' := P552 + 1
IM[1751,442]: 1
T12263: P185' := P185 + 4
IM[1751,185]: 4
T12263: P648' := P648 - 2
IM[1751,327]: -2
T12263: P295' := P295 - 1
IM[1751,258]: -1
P190 --> T12262 : 2
Pre[1752,363]: 2
P306 --> T12262 : 1
Pre[1752,407]: 1
P19 --> T12262 : 1
Pre[1752,449]: 1
P133 --> T12262 : 1
Pre[1752,307]: 1
P193 --> T12262 : 6
Pre[1752,184]: 6
T12262: P249' := P249 + 2
IM[1752,381]: 2
T12262: P190' := P190 - 2
IM[1752,363]: -2
T12262: P306' := P306 - 1
IM[1752,407]: -1
T12262: P185' := P185 + 4
IM[1752,185]: 4
T12262: P19' := P19 - 1
IM[1752,449]: -1
T12262: P480' := P480 + 1
IM[1752,418]: 1
T12262: P591' := P591 + 1
IM[1752,202]: 1
T12262: P133' := P133 - 1
IM[1752,307]: -1
T12262: P193' := P193 - 6
IM[1752,184]: -6
P295 --> T12261 : 1
Pre[1753,258]: 1
P193 --> T12261 : 7
Pre[1753,184]: 7
P133 --> T12261 : 1
Pre[1753,307]: 1
P306 --> T12261 : 1
Pre[1753,407]: 1
P648 --> T12261 : 1
Pre[1753,327]: 1
T12261: P667' := P667 + 1
IM[1753,440]: 1
T12261: P295' := P295 - 1
IM[1753,258]: -1
T12261: P591' := P591 + 1
IM[1753,202]: 1
T12261: P193' := P193 - 7
IM[1753,184]: -7
T12261: P721' := P721 + 3
IM[1753,192]: 3
T12261: P345' := P345 + 1
IM[1753,415]: 1
T12261: P133' := P133 - 1
IM[1753,307]: -1
T12261: P306' := P306 - 1
IM[1753,407]: -1
T12261: P648' := P648 - 1
IM[1753,327]: -1
P306 --> T12260 : 1
Pre[1754,407]: 1
P295 --> T12260 : 2
Pre[1754,258]: 2
P648 --> T12260 : 2
Pre[1754,327]: 2
P193 --> T12260 : 6
Pre[1754,184]: 6
T12260: P306' := P306 - 1
IM[1754,407]: -1
T12260: P295' := P295 - 2
IM[1754,258]: -2
T12260: P648' := P648 - 2
IM[1754,327]: -2
T12260: P345' := P345 + 2
IM[1754,415]: 2
T12260: P667' := P667 + 2
IM[1754,440]: 2
T12260: P193' := P193 - 6
IM[1754,184]: -6
T12260: P185' := P185 + 4
IM[1754,185]: 4
P751 --> T12259 : 1
Pre[1755,408]: 1
P648 --> T12259 : 2
Pre[1755,327]: 2
P193 --> T12259 : 7
Pre[1755,184]: 7
P472 --> T12259 : 1
Pre[1755,334]: 1
T12259: P751' := P751 - 1
IM[1755,408]: -1
T12259: P721' := P721 + 3
IM[1755,192]: 3
T12259: P242' := P242 + 1
IM[1755,216]: 1
T12259: P648' := P648 - 2
IM[1755,327]: -2
T12259: P465' := P465 + 2
IM[1755,389]: 2
T12259: P193' := P193 - 7
IM[1755,184]: -7
T12259: P472' := P472 - 1
IM[1755,334]: -1
P193 --> T12258 : 6
Pre[1756,184]: 6
P133 --> T12258 : 1
Pre[1756,307]: 1
P648 --> T12258 : 1
Pre[1756,327]: 1
P211 --> T12258 : 1
Pre[1756,335]: 1
P19 --> T12258 : 1
Pre[1756,449]: 1
P190 --> T12258 : 1
Pre[1756,363]: 1
T12258: P193' := P193 - 6
IM[1756,184]: -6
T12258: P798' := P798 + 1
IM[1756,301]: 1
T12258: P133' := P133 - 1
IM[1756,307]: -1
T12258: P581' := P581 + 1
IM[1756,477]: 1
T12258: P648' := P648 - 1
IM[1756,327]: -1
T12258: P211' := P211 - 1
IM[1756,335]: -1
T12258: P427' := P427 + 1
IM[1756,322]: 1
T12258: P19' := P19 - 1
IM[1756,449]: -1
T12258: P185' := P185 + 4
IM[1756,185]: 4
T12258: P494' := P494 + 1
IM[1756,265]: 1
T12258: P190' := P190 - 1
IM[1756,363]: -1
P133 --> T12257 : 2
Pre[1757,307]: 2
P193 --> T12257 : 6
Pre[1757,184]: 6
P472 --> T12257 : 1
Pre[1757,334]: 1
P295 --> T12257 : 1
Pre[1757,258]: 1
P648 --> T12257 : 1
Pre[1757,327]: 1
T12257: P133' := P133 - 2
IM[1757,307]: -2
T12257: P185' := P185 + 4
IM[1757,185]: 4
T12257: P193' := P193 - 6
IM[1757,184]: -6
T12257: P472' := P472 - 1
IM[1757,334]: -1
T12257: P457' := P457 + 2
IM[1757,347]: 2
T12257: P295' := P295 - 1
IM[1757,258]: -1
T12257: P648' := P648 - 1
IM[1757,327]: -1
T12257: P465' := P465 + 1
IM[1757,389]: 1
T12257: P586' := P586 + 1
IM[1757,379]: 1
P751 --> T12256 : 1
Pre[1758,408]: 1
P567 --> T12256 : 1
Pre[1758,243]: 1
P19 --> T12256 : 1
Pre[1758,449]: 1
P193 --> T12256 : 6
Pre[1758,184]: 6
P295 --> T12256 : 2
Pre[1758,258]: 2
T12256: P79' := P79 + 2
IM[1758,218]: 2
T12256: P751' := P751 - 1
IM[1758,408]: -1
T12256: P37' := P37 + 1
IM[1758,219]: 1
T12256: P567' := P567 - 1
IM[1758,243]: -1
T12256: P185' := P185 + 4
IM[1758,185]: 4
T12256: P19' := P19 - 1
IM[1758,449]: -1
T12256: P530' := P530 + 1
IM[1758,435]: 1
T12256: P193' := P193 - 6
IM[1758,184]: -6
T12256: P295' := P295 - 2
IM[1758,258]: -2
P751 --> T12255 : 3
Pre[1759,408]: 3
P648 --> T12255 : 1
Pre[1759,327]: 1
P193 --> T12255 : 6
Pre[1759,184]: 6
P16 --> T12255 : 1
Pre[1759,215]: 1
T12255: P751' := P751 - 3
IM[1759,408]: -3
T12255: P648' := P648 - 1
IM[1759,327]: -1
T12255: P677' := P677 + 3
IM[1759,409]: 3
T12255: P193' := P193 - 6
IM[1759,184]: -6
T12255: P570' := P570 + 1
IM[1759,296]: 1
T12255: P185' := P185 + 4
IM[1759,185]: 4
T12255: P16' := P16 - 1
IM[1759,215]: -1
P19 --> T12254 : 1
Pre[1760,449]: 1
P640 --> T12254 : 1
Pre[1760,355]: 1
P295 --> T12254 : 1
Pre[1760,258]: 1
P193 --> T12254 : 6
Pre[1760,184]: 6
P648 --> T12254 : 2
Pre[1760,327]: 2
T12254: P53' := P53 + 1
IM[1760,224]: 1
T12254: P19' := P19 - 1
IM[1760,449]: -1
T12254: P640' := P640 - 1
IM[1760,355]: -1
T12254: P185' := P185 + 4
IM[1760,185]: 4
T12254: P111' := P111 + 1
IM[1760,411]: 1
T12254: P295' := P295 - 1
IM[1760,258]: -1
T12254: P193' := P193 - 6
IM[1760,184]: -6
T12254: P326' := P326 + 2
IM[1760,346]: 2
T12254: P648' := P648 - 2
IM[1760,327]: -2
P798 --> T12253 : 1
Pre[1761,301]: 1
P20 --> T12253 : 1
Pre[1761,0]: 1
T12253: P590' := P590 + 1
IM[1761,330]: 1
T12253: P87' := P87 + 1
IM[1761,26]: 1
T12253: P798' := P798 - 1
IM[1761,301]: -1
T12253: P20' := P20 - 1
IM[1761,0]: -1
P295 --> T12252 : 1
Pre[1762,258]: 1
P133 --> T12252 : 1
Pre[1762,307]: 1
P16 --> T12252 : 1
Pre[1762,215]: 1
P190 --> T12252 : 1
Pre[1762,363]: 1
P751 --> T12252 : 1
Pre[1762,408]: 1
P193 --> T12252 : 6
Pre[1762,184]: 6
T12252: P295' := P295 - 1
IM[1762,258]: -1
T12252: P133' := P133 - 1
IM[1762,307]: -1
T12252: P185' := P185 + 4
IM[1762,185]: 4
T12252: P16' := P16 - 1
IM[1762,215]: -1
T12252: P555' := P555 + 1
IM[1762,368]: 1
T12252: P105' := P105 + 1
IM[1762,293]: 1
T12252: P190' := P190 - 1
IM[1762,363]: -1
T12252: P751' := P751 - 1
IM[1762,408]: -1
T12252: P677' := P677 + 1
IM[1762,409]: 1
T12252: P193' := P193 - 6
IM[1762,184]: -6
T12252: P257' := P257 + 1
IM[1762,236]: 1
P640 --> T12251 : 1
Pre[1763,355]: 1
P751 --> T12251 : 1
Pre[1763,408]: 1
P190 --> T12251 : 1
Pre[1763,363]: 1
P295 --> T12251 : 1
Pre[1763,258]: 1
P193 --> T12251 : 6
Pre[1763,184]: 6
P648 --> T12251 : 1
Pre[1763,327]: 1
T12251: P640' := P640 - 1
IM[1763,355]: -1
T12251: P185' := P185 + 4
IM[1763,185]: 4
T12251: P685' := P685 + 1
IM[1763,403]: 1
T12251: P751' := P751 - 1
IM[1763,408]: -1
T12251: P190' := P190 - 1
IM[1763,363]: -1
T12251: P462' := P462 + 1
IM[1763,410]: 1
T12251: P295' := P295 - 1
IM[1763,258]: -1
T12251: P326' := P326 + 1
IM[1763,346]: 1
T12251: P53' := P53 + 1
IM[1763,224]: 1
T12251: P193' := P193 - 6
IM[1763,184]: -6
T12251: P648' := P648 - 1
IM[1763,327]: -1
P472 --> T12250 : 1
Pre[1764,334]: 1
P193 --> T12250 : 6
Pre[1764,184]: 6
P133 --> T12250 : 4
Pre[1764,307]: 4
T12250: P457' := P457 + 4
IM[1764,347]: 4
T12250: P472' := P472 - 1
IM[1764,334]: -1
T12250: P185' := P185 + 4
IM[1764,185]: 4
T12250: P193' := P193 - 6
IM[1764,184]: -6
T12250: P133' := P133 - 4
IM[1764,307]: -4
P193 --> T12249 : 6
Pre[1765,184]: 6
P16 --> T12249 : 1
Pre[1765,215]: 1
P751 --> T12249 : 1
Pre[1765,408]: 1
P133 --> T12249 : 1
Pre[1765,307]: 1
P295 --> T12249 : 1
Pre[1765,258]: 1
P19 --> T12249 : 1
Pre[1765,449]: 1
T12249: P193' := P193 - 6
IM[1765,184]: -6
T12249: P16' := P16 - 1
IM[1765,215]: -1
T12249: P185' := P185 + 4
IM[1765,185]: 4
T12249: P257' := P257 + 1
IM[1765,236]: 1
T12249: P751' := P751 - 1
IM[1765,408]: -1
T12249: P677' := P677 + 1
IM[1765,409]: 1
T12249: P133' := P133 - 1
IM[1765,307]: -1
T12249: P295' := P295 - 1
IM[1765,258]: -1
T12249: P322' := P322 + 1
IM[1765,416]: 1
T12249: P19' := P19 - 1
IM[1765,449]: -1
T12249: P105' := P105 + 1
IM[1765,293]: 1
P193 --> T12248 : 6
Pre[1766,184]: 6
P190 --> T12248 : 1
Pre[1766,363]: 1
P19 --> T12248 : 1
Pre[1766,449]: 1
P5 --> T12248 : 1
Pre[1766,384]: 1
P751 --> T12248 : 1
Pre[1766,408]: 1
P295 --> T12248 : 1
Pre[1766,258]: 1
T12248: P67' := P67 + 1
IM[1766,414]: 1
T12248: P193' := P193 - 6
IM[1766,184]: -6
T12248: P214' := P214 + 1
IM[1766,432]: 1
T12248: P190' := P190 - 1
IM[1766,363]: -1
T12248: P19' := P19 - 1
IM[1766,449]: -1
T12248: P185' := P185 + 4
IM[1766,185]: 4
T12248: P5' := P5 - 1
IM[1766,384]: -1
T12248: P751' := P751 - 1
IM[1766,408]: -1
T12248: P295' := P295 - 1
IM[1766,258]: -1
T12248: P552' := P552 + 1
IM[1766,442]: 1
T12248: P340' := P340 + 1
IM[1766,461]: 1
P751 --> T12247 : 1
Pre[1767,408]: 1
P193 --> T12247 : 6
Pre[1767,184]: 6
P190 --> T12247 : 1
Pre[1767,363]: 1
P295 --> T12247 : 1
Pre[1767,258]: 1
P640 --> T12247 : 1
Pre[1767,355]: 1
P19 --> T12247 : 1
Pre[1767,449]: 1
T12247: P462' := P462 + 1
IM[1767,410]: 1
T12247: P751' := P751 - 1
IM[1767,408]: -1
T12247: P193' := P193 - 6
IM[1767,184]: -6
T12247: P190' := P190 - 1
IM[1767,363]: -1
T12247: P185' := P185 + 4
IM[1767,185]: 4
T12247: P295' := P295 - 1
IM[1767,258]: -1
T12247: P111' := P111 + 1
IM[1767,411]: 1
T12247: P640' := P640 - 1
IM[1767,355]: -1
T12247: P685' := P685 + 1
IM[1767,403]: 1
T12247: P19' := P19 - 1
IM[1767,449]: -1
T12247: P53' := P53 + 1
IM[1767,224]: 1
P751 --> T12246 : 3
Pre[1768,408]: 3
P640 --> T12246 : 1
Pre[1768,355]: 1
P193 --> T12246 : 7
Pre[1768,184]: 7
T12246: P462' := P462 + 3
IM[1768,410]: 3
T12246: P751' := P751 - 3
IM[1768,408]: -3
T12246: P640' := P640 - 1
IM[1768,355]: -1
T12246: P721' := P721 + 3
IM[1768,192]: 3
T12246: P193' := P193 - 7
IM[1768,184]: -7
P295 --> T12245 : 2
Pre[1769,258]: 2
P710 --> T12245 : 1
Pre[1769,172]: 1
P193 --> T12245 : 6
Pre[1769,184]: 6
P751 --> T12245 : 1
Pre[1769,408]: 1
P19 --> T12245 : 1
Pre[1769,449]: 1
T12245: P295' := P295 - 2
IM[1769,258]: -2
T12245: P565' := P565 + 1
IM[1769,315]: 1
T12245: P185' := P185 + 4
IM[1769,185]: 4
T12245: P710' := P710 - 1
IM[1769,172]: -1
T12245: P193' := P193 - 6
IM[1769,184]: -6
T12245: P215' := P215 + 1
IM[1769,365]: 1
T12245: P355' := P355 + 2
IM[1769,319]: 2
T12245: P751' := P751 - 1
IM[1769,408]: -1
T12245: P19' := P19 - 1
IM[1769,449]: -1
P5 --> T12244 : 1
Pre[1770,384]: 1
P193 --> T12244 : 6
Pre[1770,184]: 6
P751 --> T12244 : 2
Pre[1770,408]: 2
P648 --> T12244 : 2
Pre[1770,327]: 2
T12244: P67' := P67 + 2
IM[1770,414]: 2
T12244: P5' := P5 - 1
IM[1770,384]: -1
T12244: P185' := P185 + 4
IM[1770,185]: 4
T12244: P193' := P193 - 6
IM[1770,184]: -6
T12244: P751' := P751 - 2
IM[1770,408]: -2
T12244: P648' := P648 - 2
IM[1770,327]: -2
T12244: P568' := P568 + 2
IM[1770,385]: 2
P687 --> T12243 : 1
Pre[1771,238]: 1
P652 --> T12243 : 1
Pre[1771,393]: 1
T12243: P534' := P534 + 1
IM[1771,342]: 1
T12243: P687' := P687 - 1
IM[1771,238]: -1
T12243: P652' := P652 - 1
IM[1771,393]: -1
T12243: P292' := P292 + 1
IM[1771,324]: 1
P648 --> T12242 : 1
Pre[1772,327]: 1
P19 --> T12242 : 1
Pre[1772,449]: 1
P5 --> T12242 : 1
Pre[1772,384]: 1
P751 --> T12242 : 2
Pre[1772,408]: 2
P193 --> T12242 : 6
Pre[1772,184]: 6
T12242: P648' := P648 - 1
IM[1772,327]: -1
T12242: P185' := P185 + 4
IM[1772,185]: 4
T12242: P67' := P67 + 2
IM[1772,414]: 2
T12242: P19' := P19 - 1
IM[1772,449]: -1
T12242: P5' := P5 - 1
IM[1772,384]: -1
T12242: P751' := P751 - 2
IM[1772,408]: -2
T12242: P568' := P568 + 1
IM[1772,385]: 1
T12242: P193' := P193 - 6
IM[1772,184]: -6
T12242: P552' := P552 + 1
IM[1772,442]: 1
P193 --> T12241 : 6
Pre[1773,184]: 6
P472 --> T12241 : 1
Pre[1773,334]: 1
P19 --> T12241 : 1
Pre[1773,449]: 1
P751 --> T12241 : 3
Pre[1773,408]: 3
T12241: P193' := P193 - 6
IM[1773,184]: -6
T12241: P472' := P472 - 1
IM[1773,334]: -1
T12241: P19' := P19 - 1
IM[1773,449]: -1
T12241: P751' := P751 - 3
IM[1773,408]: -3
T12241: P706' := P706 + 1
IM[1773,362]: 1
T12241: P242' := P242 + 3
IM[1773,216]: 3
T12241: P185' := P185 + 4
IM[1773,185]: 4
P193 --> T12240 : 6
Pre[1774,184]: 6
P567 --> T12240 : 1
Pre[1774,243]: 1
P751 --> T12240 : 1
Pre[1774,408]: 1
P19 --> T12240 : 2
Pre[1774,449]: 2
P648 --> T12240 : 1
Pre[1774,327]: 1
T12240: P193' := P193 - 6
IM[1774,184]: -6
T12240: P567' := P567 - 1
IM[1774,243]: -1
T12240: P530' := P530 + 1
IM[1774,435]: 1
T12240: P185' := P185 + 4
IM[1774,185]: 4
T12240: P751' := P751 - 1
IM[1774,408]: -1
T12240: P240' := P240 + 1
IM[1774,358]: 1
T12240: P19' := P19 - 2
IM[1774,449]: -2
T12240: P37' := P37 + 2
IM[1774,219]: 2
T12240: P648' := P648 - 1
IM[1774,327]: -1
P567 --> T12239 : 1
Pre[1775,243]: 1
P19 --> T12239 : 1
Pre[1775,449]: 1
P751 --> T12239 : 2
Pre[1775,408]: 2
P295 --> T12239 : 1
Pre[1775,258]: 1
P193 --> T12239 : 6
Pre[1775,184]: 6
T12239: P567' := P567 - 1
IM[1775,243]: -1
T12239: P79' := P79 + 1
IM[1775,218]: 1
T12239: P530' := P530 + 2
IM[1775,435]: 2
T12239: P19' := P19 - 1
IM[1775,449]: -1
T12239: P751' := P751 - 2
IM[1775,408]: -2
T12239: P295' := P295 - 1
IM[1775,258]: -1
T12239: P37' := P37 + 1
IM[1775,219]: 1
T12239: P185' := P185 + 4
IM[1775,185]: 4
T12239: P193' := P193 - 6
IM[1775,184]: -6
P295 --> T12238 : 1
Pre[1776,258]: 1
P193 --> T12238 : 6
Pre[1776,184]: 6
P567 --> T12238 : 1
Pre[1776,243]: 1
P190 --> T12238 : 2
Pre[1776,363]: 2
P133 --> T12238 : 1
Pre[1776,307]: 1
T12238: P295' := P295 - 1
IM[1776,258]: -1
T12238: P352' := P352 + 1
IM[1776,331]: 1
T12238: P193' := P193 - 6
IM[1776,184]: -6
T12238: P567' := P567 - 1
IM[1776,243]: -1
T12238: P79' := P79 + 1
IM[1776,218]: 1
T12238: P185' := P185 + 4
IM[1776,185]: 4
T12238: P190' := P190 - 2
IM[1776,363]: -2
T12238: P133' := P133 - 1
IM[1776,307]: -1
T12238: P584' := P584 + 2
IM[1776,437]: 2
P751 --> T12237 : 1
Pre[1777,408]: 1
P648 --> T12237 : 1
Pre[1777,327]: 1
P19 --> T12237 : 1
Pre[1777,449]: 1
P295 --> T12237 : 1
Pre[1777,258]: 1
P211 --> T12237 : 1
Pre[1777,335]: 1
P193 --> T12237 : 6
Pre[1777,184]: 6
T12237: P751' := P751 - 1
IM[1777,408]: -1
T12237: P692' := P692 + 1
IM[1777,287]: 1
T12237: P648' := P648 - 1
IM[1777,327]: -1
T12237: P19' := P19 - 1
IM[1777,449]: -1
T12237: P581' := P581 + 1
IM[1777,477]: 1
T12237: P295' := P295 - 1
IM[1777,258]: -1
T12237: P328' := P328 + 1
IM[1777,425]: 1
T12237: P185' := P185 + 4
IM[1777,185]: 4
T12237: P427' := P427 + 1
IM[1777,322]: 1
T12237: P211' := P211 - 1
IM[1777,335]: -1
T12237: P193' := P193 - 6
IM[1777,184]: -6
P193 --> T12236 : 6
Pre[1778,184]: 6
P190 --> T12236 : 1
Pre[1778,363]: 1
P211 --> T12236 : 1
Pre[1778,335]: 1
P133 --> T12236 : 2
Pre[1778,307]: 2
P295 --> T12236 : 1
Pre[1778,258]: 1
T12236: P494' := P494 + 2
IM[1778,265]: 2
T12236: P193' := P193 - 6
IM[1778,184]: -6
T12236: P190' := P190 - 1
IM[1778,363]: -1
T12236: P211' := P211 - 1
IM[1778,335]: -1
T12236: P798' := P798 + 1
IM[1778,301]: 1
T12236: P692' := P692 + 1
IM[1778,287]: 1
T12236: P185' := P185 + 4
IM[1778,185]: 4
T12236: P133' := P133 - 2
IM[1778,307]: -2
T12236: P295' := P295 - 1
IM[1778,258]: -1
P133 --> T12235 : 2
Pre[1779,307]: 2
P193 --> T12235 : 6
Pre[1779,184]: 6
P751 --> T12235 : 2
Pre[1779,408]: 2
P472 --> T12235 : 1
Pre[1779,334]: 1
T12235: P133' := P133 - 2
IM[1779,307]: -2
T12235: P193' := P193 - 6
IM[1779,184]: -6
T12235: P242' := P242 + 2
IM[1779,216]: 2
T12235: P751' := P751 - 2
IM[1779,408]: -2
T12235: P185' := P185 + 4
IM[1779,185]: 4
T12235: P472' := P472 - 1
IM[1779,334]: -1
T12235: P457' := P457 + 2
IM[1779,347]: 2
P133 --> T12234 : 1
Pre[1780,307]: 1
P193 --> T12234 : 6
Pre[1780,184]: 6
P306 --> T12234 : 1
Pre[1780,407]: 1
P19 --> T12234 : 2
Pre[1780,449]: 2
P648 --> T12234 : 1
Pre[1780,327]: 1
T12234: P591' := P591 + 1
IM[1780,202]: 1
T12234: P185' := P185 + 4
IM[1780,185]: 4
T12234: P133' := P133 - 1
IM[1780,307]: -1
T12234: P193' := P193 - 6
IM[1780,184]: -6
T12234: P306' := P306 - 1
IM[1780,407]: -1
T12234: P667' := P667 + 1
IM[1780,440]: 1
T12234: P19' := P19 - 2
IM[1780,449]: -2
T12234: P480' := P480 + 2
IM[1780,418]: 2
T12234: P648' := P648 - 1
IM[1780,327]: -1
P295 --> T12233 : 1
Pre[1781,258]: 1
P193 --> T12233 : 6
Pre[1781,184]: 6
P648 --> T12233 : 1
Pre[1781,327]: 1
P751 --> T12233 : 1
Pre[1781,408]: 1
P19 --> T12233 : 1
Pre[1781,449]: 1
P211 --> T12233 : 1
Pre[1781,335]: 1
T12233: P427' := P427 + 1
IM[1781,322]: 1
T12233: P185' := P185 + 4
IM[1781,185]: 4
T12233: P295' := P295 - 1
IM[1781,258]: -1
T12233: P328' := P328 + 1
IM[1781,425]: 1
T12233: P193' := P193 - 6
IM[1781,184]: -6
T12233: P581' := P581 + 1
IM[1781,477]: 1
T12233: P692' := P692 + 1
IM[1781,287]: 1
T12233: P648' := P648 - 1
IM[1781,327]: -1
T12233: P751' := P751 - 1
IM[1781,408]: -1
T12233: P19' := P19 - 1
IM[1781,449]: -1
T12233: P211' := P211 - 1
IM[1781,335]: -1
P295 --> T12232 : 1
Pre[1782,258]: 1
P640 --> T12232 : 1
Pre[1782,355]: 1
P193 --> T12232 : 8
Pre[1782,184]: 8
P19 --> T12232 : 1
Pre[1782,449]: 1
T12232: P295' := P295 - 1
IM[1782,258]: -1
T12232: P640' := P640 - 1
IM[1782,355]: -1
T12232: P52' := P52 + 2
IM[1782,174]: 2
T12232: P193' := P193 - 8
IM[1782,184]: -8
T12232: P19' := P19 - 1
IM[1782,449]: -1
T12232: P53' := P53 + 1
IM[1782,224]: 1
T12232: P111' := P111 + 1
IM[1782,411]: 1
P648 --> T12231 : 1
Pre[1783,327]: 1
P472 --> T12231 : 1
Pre[1783,334]: 1
P190 --> T12231 : 1
Pre[1783,363]: 1
P193 --> T12231 : 6
Pre[1783,184]: 6
P751 --> T12231 : 2
Pre[1783,408]: 2
T12231: P648' := P648 - 1
IM[1783,327]: -1
T12231: P472' := P472 - 1
IM[1783,334]: -1
T12231: P190' := P190 - 1
IM[1783,363]: -1
T12231: P185' := P185 + 4
IM[1783,185]: 4
T12231: P193' := P193 - 6
IM[1783,184]: -6
T12231: P242' := P242 + 2
IM[1783,216]: 2
T12231: P751' := P751 - 2
IM[1783,408]: -2
T12231: P65' := P65 + 1
IM[1783,336]: 1
T12231: P465' := P465 + 1
IM[1783,389]: 1
P19 --> T12230 : 2
Pre[1784,449]: 2
P295 --> T12230 : 1
Pre[1784,258]: 1
P751 --> T12230 : 1
Pre[1784,408]: 1
P193 --> T12230 : 6
Pre[1784,184]: 6
P472 --> T12230 : 1
Pre[1784,334]: 1
T12230: P185' := P185 + 4
IM[1784,185]: 4
T12230: P19' := P19 - 2
IM[1784,449]: -2
T12230: P295' := P295 - 1
IM[1784,258]: -1
T12230: P586' := P586 + 1
IM[1784,379]: 1
T12230: P751' := P751 - 1
IM[1784,408]: -1
T12230: P706' := P706 + 2
IM[1784,362]: 2
T12230: P193' := P193 - 6
IM[1784,184]: -6
T12230: P242' := P242 + 1
IM[1784,216]: 1
T12230: P472' := P472 - 1
IM[1784,334]: -1
P295 --> T12229 : 1
Pre[1785,258]: 1
P193 --> T12229 : 6
Pre[1785,184]: 6
P19 --> T12229 : 1
Pre[1785,449]: 1
P751 --> T12229 : 2
Pre[1785,408]: 2
P640 --> T12229 : 1
Pre[1785,355]: 1
T12229: P295' := P295 - 1
IM[1785,258]: -1
T12229: P185' := P185 + 4
IM[1785,185]: 4
T12229: P111' := P111 + 1
IM[1785,411]: 1
T12229: P462' := P462 + 2
IM[1785,410]: 2
T12229: P193' := P193 - 6
IM[1785,184]: -6
T12229: P19' := P19 - 1
IM[1785,449]: -1
T12229: P751' := P751 - 2
IM[1785,408]: -2
T12229: P640' := P640 - 1
IM[1785,355]: -1
T12229: P53' := P53 + 1
IM[1785,224]: 1
P295 --> T12228 : 1
Pre[1786,258]: 1
P193 --> T12228 : 6
Pre[1786,184]: 6
P472 --> T12228 : 1
Pre[1786,334]: 1
P648 --> T12228 : 2
Pre[1786,327]: 2
P19 --> T12228 : 1
Pre[1786,449]: 1
T12228: P295' := P295 - 1
IM[1786,258]: -1
T12228: P185' := P185 + 4
IM[1786,185]: 4
T12228: P706' := P706 + 1
IM[1786,362]: 1
T12228: P586' := P586 + 1
IM[1786,379]: 1
T12228: P193' := P193 - 6
IM[1786,184]: -6
T12228: P472' := P472 - 1
IM[1786,334]: -1
T12228: P648' := P648 - 2
IM[1786,327]: -2
T12228: P19' := P19 - 1
IM[1786,449]: -1
T12228: P465' := P465 + 2
IM[1786,389]: 2
P751 --> T12227 : 1
Pre[1787,408]: 1
P295 --> T12227 : 1
Pre[1787,258]: 1
P193 --> T12227 : 6
Pre[1787,184]: 6
P648 --> T12227 : 2
Pre[1787,327]: 2
P710 --> T12227 : 1
Pre[1787,172]: 1
T12227: P751' := P751 - 1
IM[1787,408]: -1
T12227: P652' := P652 + 2
IM[1787,393]: 2
T12227: P565' := P565 + 1
IM[1787,315]: 1
T12227: P295' := P295 - 1
IM[1787,258]: -1
T12227: P185' := P185 + 4
IM[1787,185]: 4
T12227: P193' := P193 - 6
IM[1787,184]: -6
T12227: P648' := P648 - 2
IM[1787,327]: -2
T12227: P355' := P355 + 1
IM[1787,319]: 1
T12227: P710' := P710 - 1
IM[1787,172]: -1
P567 --> T12226 : 1
Pre[1788,243]: 1
P190 --> T12226 : 1
Pre[1788,363]: 1
P193 --> T12226 : 6
Pre[1788,184]: 6
P295 --> T12226 : 2
Pre[1788,258]: 2
P19 --> T12226 : 1
Pre[1788,449]: 1
T12226: P79' := P79 + 2
IM[1788,218]: 2
T12226: P567' := P567 - 1
IM[1788,243]: -1
T12226: P190' := P190 - 1
IM[1788,363]: -1
T12226: P193' := P193 - 6
IM[1788,184]: -6
T12226: P295' := P295 - 2
IM[1788,258]: -2
T12226: P37' := P37 + 1
IM[1788,219]: 1
T12226: P185' := P185 + 4
IM[1788,185]: 4
T12226: P19' := P19 - 1
IM[1788,449]: -1
T12226: P584' := P584 + 1
IM[1788,437]: 1
P306 --> T12225 : 1
Pre[1789,407]: 1
P190 --> T12225 : 1
Pre[1789,363]: 1
P133 --> T12225 : 1
Pre[1789,307]: 1
P193 --> T12225 : 8
Pre[1789,184]: 8
T12225: P306' := P306 - 1
IM[1789,407]: -1
T12225: P249' := P249 + 1
IM[1789,381]: 1
T12225: P190' := P190 - 1
IM[1789,363]: -1
T12225: P133' := P133 - 1
IM[1789,307]: -1
T12225: P193' := P193 - 8
IM[1789,184]: -8
T12225: P52' := P52 + 2
IM[1789,174]: 2
T12225: P591' := P591 + 1
IM[1789,202]: 1
P190 --> T12224 : 1
Pre[1790,363]: 1
P193 --> T12224 : 6
Pre[1790,184]: 6
P640 --> T12224 : 1
Pre[1790,355]: 1
P648 --> T12224 : 1
Pre[1790,327]: 1
P751 --> T12224 : 2
Pre[1790,408]: 2
T12224: P462' := P462 + 2
IM[1790,410]: 2
T12224: P326' := P326 + 1
IM[1790,346]: 1
T12224: P190' := P190 - 1
IM[1790,363]: -1
T12224: P185' := P185 + 4
IM[1790,185]: 4
T12224: P193' := P193 - 6
IM[1790,184]: -6
T12224: P640' := P640 - 1
IM[1790,355]: -1
T12224: P685' := P685 + 1
IM[1790,403]: 1
T12224: P648' := P648 - 1
IM[1790,327]: -1
T12224: P751' := P751 - 2
IM[1790,408]: -2
P133 --> T12223 : 1
Pre[1791,307]: 1
P475 --> T12223 : 1
Pre[1791,246]: 1
P369 --> T12223 : 1
Pre[1791,587]: 1
T12223: P675' := P675 + 1
IM[1791,584]: 1
T12223: P475' := P475 - 1
IM[1791,246]: -1
T12223: P369' := P369 - 1
IM[1791,587]: -1
P193 --> T12222 : 6
Pre[1792,184]: 6
P133 --> T12222 : 1
Pre[1792,307]: 1
P19 --> T12222 : 1
Pre[1792,449]: 1
P190 --> T12222 : 1
Pre[1792,363]: 1
P648 --> T12222 : 1
Pre[1792,327]: 1
P211 --> T12222 : 1
Pre[1792,335]: 1
T12222: P185' := P185 + 4
IM[1792,185]: 4
T12222: P798' := P798 + 1
IM[1792,301]: 1
T12222: P193' := P193 - 6
IM[1792,184]: -6
T12222: P427' := P427 + 1
IM[1792,322]: 1
T12222: P133' := P133 - 1
IM[1792,307]: -1
T12222: P19' := P19 - 1
IM[1792,449]: -1
T12222: P581' := P581 + 1
IM[1792,477]: 1
T12222: P190' := P190 - 1
IM[1792,363]: -1
T12222: P648' := P648 - 1
IM[1792,327]: -1
T12222: P211' := P211 - 1
IM[1792,335]: -1
T12222: P494' := P494 + 1
IM[1792,265]: 1
P751 --> T12221 : 1
Pre[1793,408]: 1
P295 --> T12221 : 2
Pre[1793,258]: 2
P5 --> T12221 : 1
Pre[1793,384]: 1
P193 --> T12221 : 6
Pre[1793,184]: 6
P19 --> T12221 : 1
Pre[1793,449]: 1
T12221: P185' := P185 + 4
IM[1793,185]: 4
T12221: P751' := P751 - 1
IM[1793,408]: -1
T12221: P67' := P67 + 1
IM[1793,414]: 1
T12221: P295' := P295 - 2
IM[1793,258]: -2
T12221: P5' := P5 - 1
IM[1793,384]: -1
T12221: P193' := P193 - 6
IM[1793,184]: -6
T12221: P19' := P19 - 1
IM[1793,449]: -1
T12221: P214' := P214 + 2
IM[1793,432]: 2
T12221: P552' := P552 + 1
IM[1793,442]: 1
P193 --> T12220 : 7
Pre[1794,184]: 7
P295 --> T12220 : 1
Pre[1794,258]: 1
P306 --> T12220 : 1
Pre[1794,407]: 1
P190 --> T12220 : 1
Pre[1794,363]: 1
P648 --> T12220 : 1
Pre[1794,327]: 1
T12220: P667' := P667 + 1
IM[1794,440]: 1
T12220: P193' := P193 - 7
IM[1794,184]: -7
T12220: P249' := P249 + 1
IM[1794,381]: 1
T12220: P295' := P295 - 1
IM[1794,258]: -1
T12220: P306' := P306 - 1
IM[1794,407]: -1
T12220: P721' := P721 + 3
IM[1794,192]: 3
T12220: P345' := P345 + 1
IM[1794,415]: 1
T12220: P190' := P190 - 1
IM[1794,363]: -1
T12220: P648' := P648 - 1
IM[1794,327]: -1
P193 --> T12219 : 6
Pre[1795,184]: 6
P710 --> T12219 : 1
Pre[1795,172]: 1
P190 --> T12219 : 2
Pre[1795,363]: 2
P133 --> T12219 : 1
Pre[1795,307]: 1
P295 --> T12219 : 1
Pre[1795,258]: 1
T12219: P185' := P185 + 4
IM[1795,185]: 4
T12219: P193' := P193 - 6
IM[1795,184]: -6
T12219: P710' := P710 - 1
IM[1795,172]: -1
T12219: P355' := P355 + 1
IM[1795,319]: 1
T12219: P137' := P137 + 1
IM[1795,280]: 1
T12219: P190' := P190 - 2
IM[1795,363]: -2
T12219: P133' := P133 - 1
IM[1795,307]: -1
T12219: P295' := P295 - 1
IM[1795,258]: -1
T12219: P408' := P408 + 2
IM[1795,420]: 2
P193 --> T12218 : 6
Pre[1796,184]: 6
P751 --> T12218 : 1
Pre[1796,408]: 1
P648 --> T12218 : 2
Pre[1796,327]: 2
P211 --> T12218 : 1
Pre[1796,335]: 1
P190 --> T12218 : 1
Pre[1796,363]: 1
T12218: P798' := P798 + 1
IM[1796,301]: 1
T12218: P193' := P193 - 6
IM[1796,184]: -6
T12218: P427' := P427 + 2
IM[1796,322]: 2
T12218: P328' := P328 + 1
IM[1796,425]: 1
T12218: P751' := P751 - 1
IM[1796,408]: -1
T12218: P185' := P185 + 4
IM[1796,185]: 4
T12218: P648' := P648 - 2
IM[1796,327]: -2
T12218: P211' := P211 - 1
IM[1796,335]: -1
T12218: P190' := P190 - 1
IM[1796,363]: -1
P133 --> T12217 : 1
Pre[1797,307]: 1
P648 --> T12217 : 2
Pre[1797,327]: 2
P211 --> T12217 : 1
Pre[1797,335]: 1
P190 --> T12217 : 1
Pre[1797,363]: 1
P193 --> T12217 : 6
Pre[1797,184]: 6
T12217: P133' := P133 - 1
IM[1797,307]: -1
T12217: P648' := P648 - 2
IM[1797,327]: -2
T12217: P185' := P185 + 4
IM[1797,185]: 4
T12217: P798' := P798 + 1
IM[1797,301]: 1
T12217: P211' := P211 - 1
IM[1797,335]: -1
T12217: P427' := P427 + 2
IM[1797,322]: 2
T12217: P190' := P190 - 1
IM[1797,363]: -1
T12217: P494' := P494 + 1
IM[1797,265]: 1
T12217: P193' := P193 - 6
IM[1797,184]: -6
P299 --> T12216 : 1
Pre[1798,10]: 1
P485 --> T12216 : 1
Pre[1798,155]: 1
P686 --> T12216 : 1
Pre[1798,22]: 1
T12216: P299' := P299 - 1
IM[1798,10]: -1
T12216: P485' := P485 - 1
IM[1798,155]: -1
T12216: P726' := P726 + 1
IM[1798,110]: 1
T12216: P333' := P333 + 1
IM[1798,6]: 1
T12216: P686' := P686 - 1
IM[1798,22]: -1
P190 --> T12215 : 2
Pre[1799,363]: 2
P16 --> T12215 : 1
Pre[1799,215]: 1
P133 --> T12215 : 1
Pre[1799,307]: 1
P193 --> T12215 : 6
Pre[1799,184]: 6
P19 --> T12215 : 1
Pre[1799,449]: 1
T12215: P190' := P190 - 2
IM[1799,363]: -2
T12215: P185' := P185 + 4
IM[1799,185]: 4
T12215: P16' := P16 - 1
IM[1799,215]: -1
T12215: P322' := P322 + 1
IM[1799,416]: 1
T12215: P133' := P133 - 1
IM[1799,307]: -1
T12215: P555' := P555 + 2
IM[1799,368]: 2
T12215: P193' := P193 - 6
IM[1799,184]: -6
T12215: P19' := P19 - 1
IM[1799,449]: -1
T12215: P105' := P105 + 1
IM[1799,293]: 1
P472 --> T12214 : 1
Pre[1800,334]: 1
P295 --> T12214 : 1
Pre[1800,258]: 1
P19 --> T12214 : 1
Pre[1800,449]: 1
P193 --> T12214 : 7
Pre[1800,184]: 7
P190 --> T12214 : 1
Pre[1800,363]: 1
T12214: P472' := P472 - 1
IM[1800,334]: -1
T12214: P586' := P586 + 1
IM[1800,379]: 1
T12214: P295' := P295 - 1
IM[1800,258]: -1
T12214: P721' := P721 + 3
IM[1800,192]: 3
T12214: P19' := P19 - 1
IM[1800,449]: -1
T12214: P65' := P65 + 1
IM[1800,336]: 1
T12214: P193' := P193 - 7
IM[1800,184]: -7
T12214: P706' := P706 + 1
IM[1800,362]: 1
T12214: P190' := P190 - 1
IM[1800,363]: -1
P133 --> T12213 : 1
Pre[1801,307]: 1
P193 --> T12213 : 7
Pre[1801,184]: 7
P16 --> T12213 : 1
Pre[1801,215]: 1
P19 --> T12213 : 2
Pre[1801,449]: 2
T12213: P133' := P133 - 1
IM[1801,307]: -1
T12213: P322' := P322 + 2
IM[1801,416]: 2
T12213: P193' := P193 - 7
IM[1801,184]: -7
T12213: P16' := P16 - 1
IM[1801,215]: -1
T12213: P721' := P721 + 3
IM[1801,192]: 3
T12213: P19' := P19 - 2
IM[1801,449]: -2
T12213: P105' := P105 + 1
IM[1801,293]: 1
P133 --> T12212 : 1
Pre[1802,307]: 1
P751 --> T12212 : 1
Pre[1802,408]: 1
P193 --> T12212 : 6
Pre[1802,184]: 6
P472 --> T12212 : 1
Pre[1802,334]: 1
P19 --> T12212 : 1
Pre[1802,449]: 1
P190 --> T12212 : 1
Pre[1802,363]: 1
T12212: P457' := P457 + 1
IM[1802,347]: 1
T12212: P706' := P706 + 1
IM[1802,362]: 1
T12212: P133' := P133 - 1
IM[1802,307]: -1
T12212: P751' := P751 - 1
IM[1802,408]: -1
T12212: P65' := P65 + 1
IM[1802,336]: 1
T12212: P242' := P242 + 1
IM[1802,216]: 1
T12212: P193' := P193 - 6
IM[1802,184]: -6
T12212: P472' := P472 - 1
IM[1802,334]: -1
T12212: P185' := P185 + 4
IM[1802,185]: 4
T12212: P19' := P19 - 1
IM[1802,449]: -1
T12212: P190' := P190 - 1
IM[1802,363]: -1
P19 --> T12211 : 1
Pre[1803,449]: 1
P16 --> T12211 : 1
Pre[1803,215]: 1
P133 --> T12211 : 1
Pre[1803,307]: 1
P193 --> T12211 : 6
Pre[1803,184]: 6
P295 --> T12211 : 2
Pre[1803,258]: 2
T12211: P19' := P19 - 1
IM[1803,449]: -1
T12211: P16' := P16 - 1
IM[1803,215]: -1
T12211: P257' := P257 + 2
IM[1803,236]: 2
T12211: P105' := P105 + 1
IM[1803,293]: 1
T12211: P185' := P185 + 4
IM[1803,185]: 4
T12211: P133' := P133 - 1
IM[1803,307]: -1
T12211: P322' := P322 + 1
IM[1803,416]: 1
T12211: P193' := P193 - 6
IM[1803,184]: -6
T12211: P295' := P295 - 2
IM[1803,258]: -2
P133 --> T12210 : 1
Pre[1804,307]: 1
P193 --> T12210 : 6
Pre[1804,184]: 6
P751 --> T12210 : 1
Pre[1804,408]: 1
P648 --> T12210 : 1
Pre[1804,327]: 1
P295 --> T12210 : 1
Pre[1804,258]: 1
P5 --> T12210 : 1
Pre[1804,384]: 1
T12210: P133' := P133 - 1
IM[1804,307]: -1
T12210: P67' := P67 + 1
IM[1804,414]: 1
T12210: P193' := P193 - 6
IM[1804,184]: -6
T12210: P751' := P751 - 1
IM[1804,408]: -1
T12210: P185' := P185 + 4
IM[1804,185]: 4
T12210: P214' := P214 + 1
IM[1804,432]: 1
T12210: P568' := P568 + 1
IM[1804,385]: 1
T12210: P668' := P668 + 1
IM[1804,447]: 1
T12210: P648' := P648 - 1
IM[1804,327]: -1
T12210: P295' := P295 - 1
IM[1804,258]: -1
T12210: P5' := P5 - 1
IM[1804,384]: -1
P190 --> T12209 : 1
Pre[1805,363]: 1
P295 --> T12209 : 2
Pre[1805,258]: 2
P133 --> T12209 : 1
Pre[1805,307]: 1
P306 --> T12209 : 1
Pre[1805,407]: 1
P193 --> T12209 : 6
Pre[1805,184]: 6
T12209: P591' := P591 + 1
IM[1805,202]: 1
T12209: P190' := P190 - 1
IM[1805,363]: -1
T12209: P295' := P295 - 2
IM[1805,258]: -2
T12209: P345' := P345 + 2
IM[1805,415]: 2
T12209: P133' := P133 - 1
IM[1805,307]: -1
T12209: P249' := P249 + 1
IM[1805,381]: 1
T12209: P306' := P306 - 1
IM[1805,407]: -1
T12209: P185' := P185 + 4
IM[1805,185]: 4
T12209: P193' := P193 - 6
IM[1805,184]: -6
P295 --> T12208 : 1
Pre[1806,258]: 1
P19 --> T12208 : 1
Pre[1806,449]: 1
P648 --> T12208 : 1
Pre[1806,327]: 1
P133 --> T12208 : 1
Pre[1806,307]: 1
P193 --> T12208 : 6
Pre[1806,184]: 6
P710 --> T12208 : 1
Pre[1806,172]: 1
T12208: P295' := P295 - 1
IM[1806,258]: -1
T12208: P185' := P185 + 4
IM[1806,185]: 4
T12208: P19' := P19 - 1
IM[1806,449]: -1
T12208: P652' := P652 + 1
IM[1806,393]: 1
T12208: P137' := P137 + 1
IM[1806,280]: 1
T12208: P648' := P648 - 1
IM[1806,327]: -1
T12208: P355' := P355 + 1
IM[1806,319]: 1
T12208: P133' := P133 - 1
IM[1806,307]: -1
T12208: P215' := P215 + 1
IM[1806,365]: 1
T12208: P193' := P193 - 6
IM[1806,184]: -6
T12208: P710' := P710 - 1
IM[1806,172]: -1
P193 --> T12207 : 6
Pre[1807,184]: 6
P19 --> T12207 : 1
Pre[1807,449]: 1
P5 --> T12207 : 1
Pre[1807,384]: 1
P295 --> T12207 : 1
Pre[1807,258]: 1
P751 --> T12207 : 2
Pre[1807,408]: 2
T12207: P67' := P67 + 2
IM[1807,414]: 2
T12207: P193' := P193 - 6
IM[1807,184]: -6
T12207: P214' := P214 + 1
IM[1807,432]: 1
T12207: P552' := P552 + 1
IM[1807,442]: 1
T12207: P19' := P19 - 1
IM[1807,449]: -1
T12207: P185' := P185 + 4
IM[1807,185]: 4
T12207: P5' := P5 - 1
IM[1807,384]: -1
T12207: P295' := P295 - 1
IM[1807,258]: -1
T12207: P751' := P751 - 2
IM[1807,408]: -2
P19 --> T12206 : 1
Pre[1808,449]: 1
P5 --> T12206 : 1
Pre[1808,384]: 1
P193 --> T12206 : 6
Pre[1808,184]: 6
P648 --> T12206 : 2
Pre[1808,327]: 2
P295 --> T12206 : 1
Pre[1808,258]: 1
T12206: P214' := P214 + 1
IM[1808,432]: 1
T12206: P19' := P19 - 1
IM[1808,449]: -1
T12206: P568' := P568 + 2
IM[1808,385]: 2
T12206: P5' := P5 - 1
IM[1808,384]: -1
T12206: P185' := P185 + 4
IM[1808,185]: 4
T12206: P193' := P193 - 6
IM[1808,184]: -6
T12206: P648' := P648 - 2
IM[1808,327]: -2
T12206: P552' := P552 + 1
IM[1808,442]: 1
T12206: P295' := P295 - 1
IM[1808,258]: -1
P190 --> T12205 : 1
Pre[1809,363]: 1
P193 --> T12205 : 7
Pre[1809,184]: 7
P306 --> T12205 : 1
Pre[1809,407]: 1
P751 --> T12205 : 1
Pre[1809,408]: 1
P133 --> T12205 : 1
Pre[1809,307]: 1
T12205: P190' := P190 - 1
IM[1809,363]: -1
T12205: P721' := P721 + 3
IM[1809,192]: 3
T12205: P193' := P193 - 7
IM[1809,184]: -7
T12205: P306' := P306 - 1
IM[1809,407]: -1
T12205: P751' := P751 - 1
IM[1809,408]: -1
T12205: P761' := P761 + 1
IM[1809,456]: 1
T12205: P133' := P133 - 1
IM[1809,307]: -1
T12205: P591' := P591 + 1
IM[1809,202]: 1
T12205: P249' := P249 + 1
IM[1809,381]: 1
P193 --> T12204 : 7
Pre[1810,184]: 7
P567 --> T12204 : 1
Pre[1810,243]: 1
P190 --> T12204 : 2
Pre[1810,363]: 2
P133 --> T12204 : 1
Pre[1810,307]: 1
T12204: P193' := P193 - 7
IM[1810,184]: -7
T12204: P567' := P567 - 1
IM[1810,243]: -1
T12204: P721' := P721 + 3
IM[1810,192]: 3
T12204: P190' := P190 - 2
IM[1810,363]: -2
T12204: P352' := P352 + 1
IM[1810,331]: 1
T12204: P133' := P133 - 1
IM[1810,307]: -1
T12204: P584' := P584 + 2
IM[1810,437]: 2
P561 --> T12203 : 1
Pre[1811,52]: 1
P808 --> T12203 : 1
Pre[1811,114]: 1
T12203: P423' := P423 + 1
IM[1811,4]: 1
T12203: P780' := P780 + 1
IM[1811,33]: 1
T12203: P561' := P561 - 1
IM[1811,52]: -1
T12203: P808' := P808 - 1
IM[1811,114]: -1
P16 --> T12202 : 1
Pre[1812,215]: 1
P295 --> T12202 : 1
Pre[1812,258]: 1
P19 --> T12202 : 1
Pre[1812,449]: 1
P193 --> T12202 : 6
Pre[1812,184]: 6
P133 --> T12202 : 2
Pre[1812,307]: 2
T12202: P16' := P16 - 1
IM[1812,215]: -1
T12202: P295' := P295 - 1
IM[1812,258]: -1
T12202: P257' := P257 + 1
IM[1812,236]: 1
T12202: P105' := P105 + 2
IM[1812,293]: 2
T12202: P19' := P19 - 1
IM[1812,449]: -1
T12202: P193' := P193 - 6
IM[1812,184]: -6
T12202: P185' := P185 + 4
IM[1812,185]: 4
T12202: P133' := P133 - 2
IM[1812,307]: -2
T12202: P322' := P322 + 1
IM[1812,416]: 1
P295 --> T12201 : 1
Pre[1813,258]: 1
P193 --> T12201 : 7
Pre[1813,184]: 7
P211 --> T12201 : 1
Pre[1813,335]: 1
P751 --> T12201 : 1
Pre[1813,408]: 1
P19 --> T12201 : 1
Pre[1813,449]: 1
T12201: P295' := P295 - 1
IM[1813,258]: -1
T12201: P581' := P581 + 1
IM[1813,477]: 1
T12201: P692' := P692 + 1
IM[1813,287]: 1
T12201: P193' := P193 - 7
IM[1813,184]: -7
T12201: P211' := P211 - 1
IM[1813,335]: -1
T12201: P328' := P328 + 1
IM[1813,425]: 1
T12201: P751' := P751 - 1
IM[1813,408]: -1
T12201: P721' := P721 + 3
IM[1813,192]: 3
T12201: P19' := P19 - 1
IM[1813,449]: -1
P190 --> T12200 : 1
Pre[1814,363]: 1
P193 --> T12200 : 6
Pre[1814,184]: 6
P16 --> T12200 : 1
Pre[1814,215]: 1
P19 --> T12200 : 2
Pre[1814,449]: 2
P295 --> T12200 : 1
Pre[1814,258]: 1
T12200: P190' := P190 - 1
IM[1814,363]: -1
T12200: P257' := P257 + 1
IM[1814,236]: 1
T12200: P193' := P193 - 6
IM[1814,184]: -6
T12200: P185' := P185 + 4
IM[1814,185]: 4
T12200: P555' := P555 + 1
IM[1814,368]: 1
T12200: P16' := P16 - 1
IM[1814,215]: -1
T12200: P19' := P19 - 2
IM[1814,449]: -2
T12200: P295' := P295 - 1
IM[1814,258]: -1
T12200: P322' := P322 + 2
IM[1814,416]: 2
P710 --> T12199 : 1
Pre[1815,172]: 1
P295 --> T12199 : 2
Pre[1815,258]: 2
P193 --> T12199 : 7
Pre[1815,184]: 7
P133 --> T12199 : 1
Pre[1815,307]: 1
T12199: P710' := P710 - 1
IM[1815,172]: -1
T12199: P295' := P295 - 2
IM[1815,258]: -2
T12199: P355' := P355 + 2
IM[1815,319]: 2
T12199: P193' := P193 - 7
IM[1815,184]: -7
T12199: P137' := P137 + 1
IM[1815,280]: 1
T12199: P721' := P721 + 3
IM[1815,192]: 3
T12199: P133' := P133 - 1
IM[1815,307]: -1
P295 --> T12198 : 1
Pre[1816,258]: 1
P190 --> T12198 : 1
Pre[1816,363]: 1
P751 --> T12198 : 1
Pre[1816,408]: 1
P193 --> T12198 : 6
Pre[1816,184]: 6
P5 --> T12198 : 1
Pre[1816,384]: 1
P19 --> T12198 : 1
Pre[1816,449]: 1
T12198: P295' := P295 - 1
IM[1816,258]: -1
T12198: P552' := P552 + 1
IM[1816,442]: 1
T12198: P190' := P190 - 1
IM[1816,363]: -1
T12198: P751' := P751 - 1
IM[1816,408]: -1
T12198: P193' := P193 - 6
IM[1816,184]: -6
T12198: P214' := P214 + 1
IM[1816,432]: 1
T12198: P67' := P67 + 1
IM[1816,414]: 1
T12198: P5' := P5 - 1
IM[1816,384]: -1
T12198: P185' := P185 + 4
IM[1816,185]: 4
T12198: P19' := P19 - 1
IM[1816,449]: -1
T12198: P340' := P340 + 1
IM[1816,461]: 1
P648 --> T12197 : 1
Pre[1817,327]: 1
P193 --> T12197 : 6
Pre[1817,184]: 6
P306 --> T12197 : 1
Pre[1817,407]: 1
P190 --> T12197 : 1
Pre[1817,363]: 1
P133 --> T12197 : 1
Pre[1817,307]: 1
P295 --> T12197 : 1
Pre[1817,258]: 1
T12197: P249' := P249 + 1
IM[1817,381]: 1
T12197: P648' := P648 - 1
IM[1817,327]: -1
T12197: P193' := P193 - 6
IM[1817,184]: -6
T12197: P306' := P306 - 1
IM[1817,407]: -1
T12197: P667' := P667 + 1
IM[1817,440]: 1
T12197: P591' := P591 + 1
IM[1817,202]: 1
T12197: P190' := P190 - 1
IM[1817,363]: -1
T12197: P133' := P133 - 1
IM[1817,307]: -1
T12197: P345' := P345 + 1
IM[1817,415]: 1
T12197: P295' := P295 - 1
IM[1817,258]: -1
T12197: P185' := P185 + 4
IM[1817,185]: 4
P648 --> T12196 : 1
Pre[1818,327]: 1
P193 --> T12196 : 7
Pre[1818,184]: 7
P133 --> T12196 : 2
Pre[1818,307]: 2
P5 --> T12196 : 1
Pre[1818,384]: 1
T12196: P648' := P648 - 1
IM[1818,327]: -1
T12196: P668' := P668 + 2
IM[1818,447]: 2
T12196: P568' := P568 + 1
IM[1818,385]: 1
T12196: P193' := P193 - 7
IM[1818,184]: -7
T12196: P133' := P133 - 2
IM[1818,307]: -2
T12196: P721' := P721 + 3
IM[1818,192]: 3
T12196: P5' := P5 - 1
IM[1818,384]: -1
P472 --> T12195 : 1
Pre[1819,334]: 1
P751 --> T12195 : 1
Pre[1819,408]: 1
P133 --> T12195 : 1
Pre[1819,307]: 1
P19 --> T12195 : 1
Pre[1819,449]: 1
P193 --> T12195 : 6
Pre[1819,184]: 6
P648 --> T12195 : 1
Pre[1819,327]: 1
T12195: P242' := P242 + 1
IM[1819,216]: 1
T12195: P457' := P457 + 1
IM[1819,347]: 1
T12195: P472' := P472 - 1
IM[1819,334]: -1
T12195: P465' := P465 + 1
IM[1819,389]: 1
T12195: P751' := P751 - 1
IM[1819,408]: -1
T12195: P185' := P185 + 4
IM[1819,185]: 4
T12195: P133' := P133 - 1
IM[1819,307]: -1
T12195: P19' := P19 - 1
IM[1819,449]: -1
T12195: P193' := P193 - 6
IM[1819,184]: -6
T12195: P706' := P706 + 1
IM[1819,362]: 1
T12195: P648' := P648 - 1
IM[1819,327]: -1
P19 --> T12194 : 2
Pre[1820,449]: 2
P193 --> T12194 : 6
Pre[1820,184]: 6
P295 --> T12194 : 1
Pre[1820,258]: 1
P16 --> T12194 : 1
Pre[1820,215]: 1
P190 --> T12194 : 1
Pre[1820,363]: 1
T12194: P19' := P19 - 2
IM[1820,449]: -2
T12194: P555' := P555 + 1
IM[1820,368]: 1
T12194: P185' := P185 + 4
IM[1820,185]: 4
T12194: P193' := P193 - 6
IM[1820,184]: -6
T12194: P295' := P295 - 1
IM[1820,258]: -1
T12194: P16' := P16 - 1
IM[1820,215]: -1
T12194: P322' := P322 + 2
IM[1820,416]: 2
T12194: P190' := P190 - 1
IM[1820,363]: -1
T12194: P257' := P257 + 1
IM[1820,236]: 1
P710 --> T12193 : 1
Pre[1821,172]: 1
P751 --> T12193 : 1
Pre[1821,408]: 1
P133 --> T12193 : 2
Pre[1821,307]: 2
P193 --> T12193 : 6
Pre[1821,184]: 6
P648 --> T12193 : 1
Pre[1821,327]: 1
T12193: P565' := P565 + 1
IM[1821,315]: 1
T12193: P710' := P710 - 1
IM[1821,172]: -1
T12193: P185' := P185 + 4
IM[1821,185]: 4
T12193: P751' := P751 - 1
IM[1821,408]: -1
T12193: P652' := P652 + 1
IM[1821,393]: 1
T12193: P133' := P133 - 2
IM[1821,307]: -2
T12193: P137' := P137 + 2
IM[1821,280]: 2
T12193: P193' := P193 - 6
IM[1821,184]: -6
T12193: P648' := P648 - 1
IM[1821,327]: -1
P19 --> T12192 : 2
Pre[1822,449]: 2
P567 --> T12192 : 1
Pre[1822,243]: 1
P295 --> T12192 : 1
Pre[1822,258]: 1
P193 --> T12192 : 7
Pre[1822,184]: 7
T12192: P721' := P721 + 3
IM[1822,192]: 3
T12192: P19' := P19 - 2
IM[1822,449]: -2
T12192: P37' := P37 + 2
IM[1822,219]: 2
T12192: P79' := P79 + 1
IM[1822,218]: 1
T12192: P567' := P567 - 1
IM[1822,243]: -1
T12192: P295' := P295 - 1
IM[1822,258]: -1
T12192: P193' := P193 - 7
IM[1822,184]: -7
P751 --> T12191 : 1
Pre[1823,408]: 1
P190 --> T12191 : 1
Pre[1823,363]: 1
P19 --> T12191 : 1
Pre[1823,449]: 1
P295 --> T12191 : 1
Pre[1823,258]: 1
P193 --> T12191 : 6
Pre[1823,184]: 6
P472 --> T12191 : 1
Pre[1823,334]: 1
T12191: P706' := P706 + 1
IM[1823,362]: 1
T12191: P751' := P751 - 1
IM[1823,408]: -1
T12191: P190' := P190 - 1
IM[1823,363]: -1
T12191: P242' := P242 + 1
IM[1823,216]: 1
T12191: P19' := P19 - 1
IM[1823,449]: -1
T12191: P295' := P295 - 1
IM[1823,258]: -1
T12191: P193' := P193 - 6
IM[1823,184]: -6
T12191: P65' := P65 + 1
IM[1823,336]: 1
T12191: P586' := P586 + 1
IM[1823,379]: 1
T12191: P472' := P472 - 1
IM[1823,334]: -1
T12191: P185' := P185 + 4
IM[1823,185]: 4
P5 --> T12190 : 1
Pre[1824,384]: 1
P751 --> T12190 : 1
Pre[1824,408]: 1
P193 --> T12190 : 7
Pre[1824,184]: 7
P19 --> T12190 : 1
Pre[1824,449]: 1
P295 --> T12190 : 1
Pre[1824,258]: 1
T12190: P552' := P552 + 1
IM[1824,442]: 1
T12190: P5' := P5 - 1
IM[1824,384]: -1
T12190: P67' := P67 + 1
IM[1824,414]: 1
T12190: P751' := P751 - 1
IM[1824,408]: -1
T12190: P214' := P214 + 1
IM[1824,432]: 1
T12190: P193' := P193 - 7
IM[1824,184]: -7
T12190: P19' := P19 - 1
IM[1824,449]: -1
T12190: P721' := P721 + 3
IM[1824,192]: 3
T12190: P295' := P295 - 1
IM[1824,258]: -1
P193 --> T12189 : 6
Pre[1825,184]: 6
P472 --> T12189 : 1
Pre[1825,334]: 1
P751 --> T12189 : 1
Pre[1825,408]: 1
P190 --> T12189 : 2
Pre[1825,363]: 2
P19 --> T12189 : 1
Pre[1825,449]: 1
T12189: P193' := P193 - 6
IM[1825,184]: -6
T12189: P472' := P472 - 1
IM[1825,334]: -1
T12189: P185' := P185 + 4
IM[1825,185]: 4
T12189: P751' := P751 - 1
IM[1825,408]: -1
T12189: P242' := P242 + 1
IM[1825,216]: 1
T12189: P190' := P190 - 2
IM[1825,363]: -2
T12189: P65' := P65 + 2
IM[1825,336]: 2
T12189: P706' := P706 + 1
IM[1825,362]: 1
T12189: P19' := P19 - 1
IM[1825,449]: -1
P687 --> T12188 : 1
Pre[1826,238]: 1
P667 --> T12188 : 1
Pre[1826,440]: 1
T12188: P687' := P687 - 1
IM[1826,238]: -1
T12188: P667' := P667 - 1
IM[1826,440]: -1
T12188: P292' := P292 + 1
IM[1826,324]: 1
T12188: P606' := P606 + 1
IM[1826,329]: 1
P640 --> T12187 : 1
Pre[1827,355]: 1
P133 --> T12187 : 2
Pre[1827,307]: 2
P19 --> T12187 : 1
Pre[1827,449]: 1
P193 --> T12187 : 6
Pre[1827,184]: 6
P648 --> T12187 : 1
Pre[1827,327]: 1
T12187: P640' := P640 - 1
IM[1827,355]: -1
T12187: P133' := P133 - 2
IM[1827,307]: -2
T12187: P19' := P19 - 1
IM[1827,449]: -1
T12187: P185' := P185 + 4
IM[1827,185]: 4
T12187: P193' := P193 - 6
IM[1827,184]: -6
T12187: P648' := P648 - 1
IM[1827,327]: -1
T12187: P227' := P227 + 2
IM[1827,344]: 2
T12187: P326' := P326 + 1
IM[1827,346]: 1
T12187: P111' := P111 + 1
IM[1827,411]: 1
P431 --> T12186 : 1
Pre[1828,35]: 1
P207 --> T12186 : 1
Pre[1828,92]: 1
T12186: P431' := P431 - 1
IM[1828,35]: -1
T12186: P207' := P207 - 1
IM[1828,92]: -1
T12186: P171' := P171 + 1
IM[1828,233]: 1
T12186: P687' := P687 + 1
IM[1828,238]: 1
P133 --> T12185 : 1
Pre[1829,307]: 1
P193 --> T12185 : 6
Pre[1829,184]: 6
P5 --> T12185 : 1
Pre[1829,384]: 1
P295 --> T12185 : 2
Pre[1829,258]: 2
P19 --> T12185 : 1
Pre[1829,449]: 1
T12185: P214' := P214 + 2
IM[1829,432]: 2
T12185: P133' := P133 - 1
IM[1829,307]: -1
T12185: P185' := P185 + 4
IM[1829,185]: 4
T12185: P193' := P193 - 6
IM[1829,184]: -6
T12185: P5' := P5 - 1
IM[1829,384]: -1
T12185: P668' := P668 + 1
IM[1829,447]: 1
T12185: P295' := P295 - 2
IM[1829,258]: -2
T12185: P552' := P552 + 1
IM[1829,442]: 1
T12185: P19' := P19 - 1
IM[1829,449]: -1
P193 --> T12184 : 6
Pre[1830,184]: 6
P472 --> T12184 : 1
Pre[1830,334]: 1
P648 --> T12184 : 3
Pre[1830,327]: 3
P19 --> T12184 : 1
Pre[1830,449]: 1
T12184: P706' := P706 + 1
IM[1830,362]: 1
T12184: P193' := P193 - 6
IM[1830,184]: -6
T12184: P472' := P472 - 1
IM[1830,334]: -1
T12184: P185' := P185 + 4
IM[1830,185]: 4
T12184: P648' := P648 - 3
IM[1830,327]: -3
T12184: P465' := P465 + 3
IM[1830,389]: 3
T12184: P19' := P19 - 1
IM[1830,449]: -1
P193 --> T12183 : 7
Pre[1831,184]: 7
P295 --> T12183 : 1
Pre[1831,258]: 1
P751 --> T12183 : 1
Pre[1831,408]: 1
P567 --> T12183 : 1
Pre[1831,243]: 1
P133 --> T12183 : 1
Pre[1831,307]: 1
T12183: P721' := P721 + 3
IM[1831,192]: 3
T12183: P352' := P352 + 1
IM[1831,331]: 1
T12183: P193' := P193 - 7
IM[1831,184]: -7
T12183: P295' := P295 - 1
IM[1831,258]: -1
T12183: P751' := P751 - 1
IM[1831,408]: -1
T12183: P79' := P79 + 1
IM[1831,218]: 1
T12183: P567' := P567 - 1
IM[1831,243]: -1
T12183: P530' := P530 + 1
IM[1831,435]: 1
T12183: P133' := P133 - 1
IM[1831,307]: -1
P193 --> T12182 : 6
Pre[1832,184]: 6
P190 --> T12182 : 2
Pre[1832,363]: 2
P472 --> T12182 : 1
Pre[1832,334]: 1
P648 --> T12182 : 2
Pre[1832,327]: 2
T12182: P193' := P193 - 6
IM[1832,184]: -6
T12182: P185' := P185 + 4
IM[1832,185]: 4
T12182: P190' := P190 - 2
IM[1832,363]: -2
T12182: P65' := P65 + 2
IM[1832,336]: 2
T12182: P472' := P472 - 1
IM[1832,334]: -1
T12182: P648' := P648 - 2
IM[1832,327]: -2
T12182: P465' := P465 + 2
IM[1832,389]: 2
P133 --> T12181 : 1
Pre[1833,307]: 1
P190 --> T12181 : 1
Pre[1833,363]: 1
P648 --> T12181 : 1
Pre[1833,327]: 1
P295 --> T12181 : 1
Pre[1833,258]: 1
P211 --> T12181 : 1
Pre[1833,335]: 1
P193 --> T12181 : 6
Pre[1833,184]: 6
T12181: P133' := P133 - 1
IM[1833,307]: -1
T12181: P427' := P427 + 1
IM[1833,322]: 1
T12181: P190' := P190 - 1
IM[1833,363]: -1
T12181: P648' := P648 - 1
IM[1833,327]: -1
T12181: P798' := P798 + 1
IM[1833,301]: 1
T12181: P494' := P494 + 1
IM[1833,265]: 1
T12181: P295' := P295 - 1
IM[1833,258]: -1
T12181: P185' := P185 + 4
IM[1833,185]: 4
T12181: P211' := P211 - 1
IM[1833,335]: -1
T12181: P193' := P193 - 6
IM[1833,184]: -6
T12181: P692' := P692 + 1
IM[1833,287]: 1
P295 --> T12180 : 2
Pre[1834,258]: 2
P190 --> T12180 : 1
Pre[1834,363]: 1
P472 --> T12180 : 1
Pre[1834,334]: 1
P751 --> T12180 : 1
Pre[1834,408]: 1
P193 --> T12180 : 6
Pre[1834,184]: 6
T12180: P295' := P295 - 2
IM[1834,258]: -2
T12180: P190' := P190 - 1
IM[1834,363]: -1
T12180: P242' := P242 + 1
IM[1834,216]: 1
T12180: P586' := P586 + 2
IM[1834,379]: 2
T12180: P472' := P472 - 1
IM[1834,334]: -1
T12180: P751' := P751 - 1
IM[1834,408]: -1
T12180: P65' := P65 + 1
IM[1834,336]: 1
T12180: P185' := P185 + 4
IM[1834,185]: 4
T12180: P193' := P193 - 6
IM[1834,184]: -6
P211 --> T12179 : 1
Pre[1835,335]: 1
P19 --> T12179 : 2
Pre[1835,449]: 2
P133 --> T12179 : 1
Pre[1835,307]: 1
P295 --> T12179 : 1
Pre[1835,258]: 1
P193 --> T12179 : 6
Pre[1835,184]: 6
T12179: P211' := P211 - 1
IM[1835,335]: -1
T12179: P692' := P692 + 1
IM[1835,287]: 1
T12179: P494' := P494 + 1
IM[1835,265]: 1
T12179: P19' := P19 - 2
IM[1835,449]: -2
T12179: P581' := P581 + 2
IM[1835,477]: 2
T12179: P185' := P185 + 4
IM[1835,185]: 4
T12179: P133' := P133 - 1
IM[1835,307]: -1
T12179: P295' := P295 - 1
IM[1835,258]: -1
T12179: P193' := P193 - 6
IM[1835,184]: -6
P406 --> T12178 : 1
Pre[1836,349]: 1
P404 --> T12178 : 1
Pre[1836,3]: 1
T12178: P406' := P406 - 1
IM[1836,349]: -1
T12178: P404' := P404 - 1
IM[1836,3]: -1
T12178: P503' := P503 + 1
IM[1836,366]: 1
T12178: P738' := P738 + 1
IM[1836,8]: 1
T12178: P246' := P246 + 1
IM[1836,1]: 1
P193 --> T12177 : 6
Pre[1837,184]: 6
P648 --> T12177 : 1
Pre[1837,327]: 1
P19 --> T12177 : 1
Pre[1837,449]: 1
P190 --> T12177 : 2
Pre[1837,363]: 2
P640 --> T12177 : 1
Pre[1837,355]: 1
T12177: P326' := P326 + 1
IM[1837,346]: 1
T12177: P193' := P193 - 6
IM[1837,184]: -6
T12177: P648' := P648 - 1
IM[1837,327]: -1
T12177: P111' := P111 + 1
IM[1837,411]: 1
T12177: P185' := P185 + 4
IM[1837,185]: 4
T12177: P19' := P19 - 1
IM[1837,449]: -1
T12177: P685' := P685 + 2
IM[1837,403]: 2
T12177: P190' := P190 - 2
IM[1837,363]: -2
T12177: P640' := P640 - 1
IM[1837,355]: -1
P415 --> T12176 : 10
Pre[1838,509]: 10
P545 --> T12176 : 1
Pre[1838,663]: 1
T12176: P540' := P540 + 1
IM[1838,625]: 1
T12176: P545' := P545 - 1
IM[1838,663]: -1
P193 --> T12175 : 6
Pre[1839,184]: 6
P133 --> T12175 : 1
Pre[1839,307]: 1
P710 --> T12175 : 1
Pre[1839,172]: 1
P751 --> T12175 : 1
Pre[1839,408]: 1
P295 --> T12175 : 2
Pre[1839,258]: 2
T12175: P185' := P185 + 4
IM[1839,185]: 4
T12175: P355' := P355 + 2
IM[1839,319]: 2
T12175: P565' := P565 + 1
IM[1839,315]: 1
T12175: P193' := P193 - 6
IM[1839,184]: -6
T12175: P133' := P133 - 1
IM[1839,307]: -1
T12175: P137' := P137 + 1
IM[1839,280]: 1
T12175: P710' := P710 - 1
IM[1839,172]: -1
T12175: P751' := P751 - 1
IM[1839,408]: -1
T12175: P295' := P295 - 2
IM[1839,258]: -2
P751 --> T12174 : 1
Pre[1840,408]: 1
P193 --> T12174 : 6
Pre[1840,184]: 6
P306 --> T12174 : 1
Pre[1840,407]: 1
P190 --> T12174 : 2
Pre[1840,363]: 2
P19 --> T12174 : 1
Pre[1840,449]: 1
T12174: P185' := P185 + 4
IM[1840,185]: 4
T12174: P751' := P751 - 1
IM[1840,408]: -1
T12174: P193' := P193 - 6
IM[1840,184]: -6
T12174: P249' := P249 + 2
IM[1840,381]: 2
T12174: P306' := P306 - 1
IM[1840,407]: -1
T12174: P480' := P480 + 1
IM[1840,418]: 1
T12174: P190' := P190 - 2
IM[1840,363]: -2
T12174: P761' := P761 + 1
IM[1840,456]: 1
T12174: P19' := P19 - 1
IM[1840,449]: -1
P751 --> T12173 : 1
Pre[1841,408]: 1
P19 --> T12173 : 1
Pre[1841,449]: 1
P193 --> T12173 : 8
Pre[1841,184]: 8
P5 --> T12173 : 1
Pre[1841,384]: 1
T12173: P751' := P751 - 1
IM[1841,408]: -1
T12173: P67' := P67 + 1
IM[1841,414]: 1
T12173: P552' := P552 + 1
IM[1841,442]: 1
T12173: P19' := P19 - 1
IM[1841,449]: -1
T12173: P52' := P52 + 2
IM[1841,174]: 2
T12173: P193' := P193 - 8
IM[1841,184]: -8
T12173: P5' := P5 - 1
IM[1841,384]: -1
P648 --> T12172 : 1
Pre[1842,327]: 1
P295 --> T12172 : 2
Pre[1842,258]: 2
P193 --> T12172 : 6
Pre[1842,184]: 6
P306 --> T12172 : 1
Pre[1842,407]: 1
P19 --> T12172 : 1
Pre[1842,449]: 1
T12172: P648' := P648 - 1
IM[1842,327]: -1
T12172: P480' := P480 + 1
IM[1842,418]: 1
T12172: P295' := P295 - 2
IM[1842,258]: -2
T12172: P667' := P667 + 1
IM[1842,440]: 1
T12172: P193' := P193 - 6
IM[1842,184]: -6
T12172: P306' := P306 - 1
IM[1842,407]: -1
T12172: P345' := P345 + 2
IM[1842,415]: 2
T12172: P185' := P185 + 4
IM[1842,185]: 4
T12172: P19' := P19 - 1
IM[1842,449]: -1
P295 --> T12171 : 1
Pre[1843,258]: 1
P190 --> T12171 : 1
Pre[1843,363]: 1
P19 --> T12171 : 1
Pre[1843,449]: 1
P567 --> T12171 : 1
Pre[1843,243]: 1
P648 --> T12171 : 1
Pre[1843,327]: 1
P193 --> T12171 : 6
Pre[1843,184]: 6
T12171: P295' := P295 - 1
IM[1843,258]: -1
T12171: P185' := P185 + 4
IM[1843,185]: 4
T12171: P190' := P190 - 1
IM[1843,363]: -1
T12171: P584' := P584 + 1
IM[1843,437]: 1
T12171: P19' := P19 - 1
IM[1843,449]: -1
T12171: P567' := P567 - 1
IM[1843,243]: -1
T12171: P79' := P79 + 1
IM[1843,218]: 1
T12171: P37' := P37 + 1
IM[1843,219]: 1
T12171: P648' := P648 - 1
IM[1843,327]: -1
T12171: P193' := P193 - 6
IM[1843,184]: -6
T12171: P240' := P240 + 1
IM[1843,358]: 1
P295 --> T12170 : 1
Pre[1844,258]: 1
P133 --> T12170 : 1
Pre[1844,307]: 1
P19 --> T12170 : 1
Pre[1844,449]: 1
P306 --> T12170 : 1
Pre[1844,407]: 1
P193 --> T12170 : 6
Pre[1844,184]: 6
P751 --> T12170 : 1
Pre[1844,408]: 1
T12170: P295' := P295 - 1
IM[1844,258]: -1
T12170: P480' := P480 + 1
IM[1844,418]: 1
T12170: P133' := P133 - 1
IM[1844,307]: -1
T12170: P591' := P591 + 1
IM[1844,202]: 1
T12170: P761' := P761 + 1
IM[1844,456]: 1
T12170: P19' := P19 - 1
IM[1844,449]: -1
T12170: P306' := P306 - 1
IM[1844,407]: -1
T12170: P185' := P185 + 4
IM[1844,185]: 4
T12170: P193' := P193 - 6
IM[1844,184]: -6
T12170: P345' := P345 + 1
IM[1844,415]: 1
T12170: P751' := P751 - 1
IM[1844,408]: -1
P193 --> T12169 : 6
Pre[1845,184]: 6
P5 --> T12169 : 1
Pre[1845,384]: 1
P295 --> T12169 : 1
Pre[1845,258]: 1
P648 --> T12169 : 2
Pre[1845,327]: 2
P190 --> T12169 : 1
Pre[1845,363]: 1
T12169: P185' := P185 + 4
IM[1845,185]: 4
T12169: P193' := P193 - 6
IM[1845,184]: -6
T12169: P5' := P5 - 1
IM[1845,384]: -1
T12169: P568' := P568 + 2
IM[1845,385]: 2
T12169: P295' := P295 - 1
IM[1845,258]: -1
T12169: P648' := P648 - 2
IM[1845,327]: -2
T12169: P214' := P214 + 1
IM[1845,432]: 1
T12169: P190' := P190 - 1
IM[1845,363]: -1
T12169: P340' := P340 + 1
IM[1845,461]: 1
P211 --> T12168 : 1
Pre[1846,335]: 1
P133 --> T12168 : 2
Pre[1846,307]: 2
P19 --> T12168 : 1
Pre[1846,449]: 1
P648 --> T12168 : 1
Pre[1846,327]: 1
P193 --> T12168 : 6
Pre[1846,184]: 6
T12168: P185' := P185 + 4
IM[1846,185]: 4
T12168: P211' := P211 - 1
IM[1846,335]: -1
T12168: P133' := P133 - 2
IM[1846,307]: -2
T12168: P494' := P494 + 2
IM[1846,265]: 2
T12168: P19' := P19 - 1
IM[1846,449]: -1
T12168: P581' := P581 + 1
IM[1846,477]: 1
T12168: P648' := P648 - 1
IM[1846,327]: -1
T12168: P193' := P193 - 6
IM[1846,184]: -6
T12168: P427' := P427 + 1
IM[1846,322]: 1
P19 --> T12167 : 1
Pre[1847,449]: 1
P190 --> T12167 : 1
Pre[1847,363]: 1
P295 --> T12167 : 2
Pre[1847,258]: 2
P567 --> T12167 : 1
Pre[1847,243]: 1
P193 --> T12167 : 6
Pre[1847,184]: 6
T12167: P19' := P19 - 1
IM[1847,449]: -1
T12167: P190' := P190 - 1
IM[1847,363]: -1
T12167: P295' := P295 - 2
IM[1847,258]: -2
T12167: P79' := P79 + 2
IM[1847,218]: 2
T12167: P185' := P185 + 4
IM[1847,185]: 4
T12167: P567' := P567 - 1
IM[1847,243]: -1
T12167: P37' := P37 + 1
IM[1847,219]: 1
T12167: P584' := P584 + 1
IM[1847,437]: 1
T12167: P193' := P193 - 6
IM[1847,184]: -6
P16 --> T12166 : 1
Pre[1848,215]: 1
P133 --> T12166 : 1
Pre[1848,307]: 1
P751 --> T12166 : 1
Pre[1848,408]: 1
P19 --> T12166 : 1
Pre[1848,449]: 1
P193 --> T12166 : 6
Pre[1848,184]: 6
P295 --> T12166 : 1
Pre[1848,258]: 1
T12166: P16' := P16 - 1
IM[1848,215]: -1
T12166: P133' := P133 - 1
IM[1848,307]: -1
T12166: P257' := P257 + 1
IM[1848,236]: 1
T12166: P185' := P185 + 4
IM[1848,185]: 4
T12166: P751' := P751 - 1
IM[1848,408]: -1
T12166: P677' := P677 + 1
IM[1848,409]: 1
T12166: P19' := P19 - 1
IM[1848,449]: -1
T12166: P105' := P105 + 1
IM[1848,293]: 1
T12166: P322' := P322 + 1
IM[1848,416]: 1
T12166: P193' := P193 - 6
IM[1848,184]: -6
T12166: P295' := P295 - 1
IM[1848,258]: -1
P567 --> T12165 : 1
Pre[1849,243]: 1
P190 --> T12165 : 1
Pre[1849,363]: 1
P193 --> T12165 : 6
Pre[1849,184]: 6
P295 --> T12165 : 2
Pre[1849,258]: 2
P648 --> T12165 : 1
Pre[1849,327]: 1
T12165: P567' := P567 - 1
IM[1849,243]: -1
T12165: P584' := P584 + 1
IM[1849,437]: 1
T12165: P190' := P190 - 1
IM[1849,363]: -1
T12165: P185' := P185 + 4
IM[1849,185]: 4
T12165: P193' := P193 - 6
IM[1849,184]: -6
T12165: P295' := P295 - 2
IM[1849,258]: -2
T12165: P240' := P240 + 1
IM[1849,358]: 1
T12165: P79' := P79 + 2
IM[1849,218]: 2
T12165: P648' := P648 - 1
IM[1849,327]: -1
P306 --> T12164 : 1
Pre[1850,407]: 1
P193 --> T12164 : 6
Pre[1850,184]: 6
P648 --> T12164 : 1
Pre[1850,327]: 1
P295 --> T12164 : 1
Pre[1850,258]: 1
P190 --> T12164 : 2
Pre[1850,363]: 2
T12164: P306' := P306 - 1
IM[1850,407]: -1
T12164: P193' := P193 - 6
IM[1850,184]: -6
T12164: P667' := P667 + 1
IM[1850,440]: 1
T12164: P648' := P648 - 1
IM[1850,327]: -1
T12164: P185' := P185 + 4
IM[1850,185]: 4
T12164: P295' := P295 - 1
IM[1850,258]: -1
T12164: P249' := P249 + 2
IM[1850,381]: 2
T12164: P345' := P345 + 1
IM[1850,415]: 1
T12164: P190' := P190 - 2
IM[1850,363]: -2
P382 --> T12163 : 1
Pre[1851,71]: 1
P87 --> T12163 : 1
Pre[1851,26]: 1
T12163: P251' := P251 + 1
IM[1851,133]: 1
T12163: P382' := P382 - 1
IM[1851,71]: -1
T12163: P87' := P87 - 1
IM[1851,26]: -1
T12163: P20' := P20 + 1
IM[1851,0]: 1
P190 --> T12162 : 3
Pre[1852,363]: 3
P567 --> T12162 : 1
Pre[1852,243]: 1
P648 --> T12162 : 1
Pre[1852,327]: 1
P193 --> T12162 : 6
Pre[1852,184]: 6
T12162: P190' := P190 - 3
IM[1852,363]: -3
T12162: P567' := P567 - 1
IM[1852,243]: -1
T12162: P185' := P185 + 4
IM[1852,185]: 4
T12162: P648' := P648 - 1
IM[1852,327]: -1
T12162: P193' := P193 - 6
IM[1852,184]: -6
T12162: P240' := P240 + 1
IM[1852,358]: 1
T12162: P584' := P584 + 3
IM[1852,437]: 3
P751 --> T12161 : 2
Pre[1853,408]: 2
P193 --> T12161 : 7
Pre[1853,184]: 7
P710 --> T12161 : 1
Pre[1853,172]: 1
P19 --> T12161 : 1
Pre[1853,449]: 1
T12161: P751' := P751 - 2
IM[1853,408]: -2
T12161: P193' := P193 - 7
IM[1853,184]: -7
T12161: P710' := P710 - 1
IM[1853,172]: -1
T12161: P721' := P721 + 3
IM[1853,192]: 3
T12161: P215' := P215 + 1
IM[1853,365]: 1
T12161: P19' := P19 - 1
IM[1853,449]: -1
T12161: P565' := P565 + 2
IM[1853,315]: 2
P133 --> T12160 : 2
Pre[1854,307]: 2
P472 --> T12160 : 1
Pre[1854,334]: 1
P193 --> T12160 : 6
Pre[1854,184]: 6
P190 --> T12160 : 2
Pre[1854,363]: 2
T12160: P457' := P457 + 2
IM[1854,347]: 2
T12160: P133' := P133 - 2
IM[1854,307]: -2
T12160: P472' := P472 - 1
IM[1854,334]: -1
T12160: P65' := P65 + 2
IM[1854,336]: 2
T12160: P193' := P193 - 6
IM[1854,184]: -6
T12160: P185' := P185 + 4
IM[1854,185]: 4
T12160: P190' := P190 - 2
IM[1854,363]: -2
P648 --> T12159 : 1
Pre[1855,327]: 1
P193 --> T12159 : 6
Pre[1855,184]: 6
P295 --> T12159 : 2
Pre[1855,258]: 2
P19 --> T12159 : 1
Pre[1855,449]: 1
P5 --> T12159 : 1
Pre[1855,384]: 1
T12159: P648' := P648 - 1
IM[1855,327]: -1
T12159: P193' := P193 - 6
IM[1855,184]: -6
T12159: P552' := P552 + 1
IM[1855,442]: 1
T12159: P295' := P295 - 2
IM[1855,258]: -2
T12159: P568' := P568 + 1
IM[1855,385]: 1
T12159: P19' := P19 - 1
IM[1855,449]: -1
T12159: P5' := P5 - 1
IM[1855,384]: -1
T12159: P214' := P214 + 2
IM[1855,432]: 2
T12159: P185' := P185 + 4
IM[1855,185]: 4
P751 --> T12158 : 1
Pre[1856,408]: 1
P710 --> T12158 : 1
Pre[1856,172]: 1
P133 --> T12158 : 1
Pre[1856,307]: 1
P193 --> T12158 : 6
Pre[1856,184]: 6
P295 --> T12158 : 2
Pre[1856,258]: 2
T12158: P355' := P355 + 2
IM[1856,319]: 2
T12158: P137' := P137 + 1
IM[1856,280]: 1
T12158: P751' := P751 - 1
IM[1856,408]: -1
T12158: P185' := P185 + 4
IM[1856,185]: 4
T12158: P710' := P710 - 1
IM[1856,172]: -1
T12158: P565' := P565 + 1
IM[1856,315]: 1
T12158: P133' := P133 - 1
IM[1856,307]: -1
T12158: P193' := P193 - 6
IM[1856,184]: -6
T12158: P295' := P295 - 2
IM[1856,258]: -2
P295 --> T12157 : 1
Pre[1857,258]: 1
P648 --> T12157 : 1
Pre[1857,327]: 1
P211 --> T12157 : 1
Pre[1857,335]: 1
P193 --> T12157 : 6
Pre[1857,184]: 6
P751 --> T12157 : 2
Pre[1857,408]: 2
T12157: P295' := P295 - 1
IM[1857,258]: -1
T12157: P692' := P692 + 1
IM[1857,287]: 1
T12157: P648' := P648 - 1
IM[1857,327]: -1
T12157: P211' := P211 - 1
IM[1857,335]: -1
T12157: P328' := P328 + 2
IM[1857,425]: 2
T12157: P193' := P193 - 6
IM[1857,184]: -6
T12157: P751' := P751 - 2
IM[1857,408]: -2
T12157: P427' := P427 + 1
IM[1857,322]: 1
T12157: P185' := P185 + 4
IM[1857,185]: 4
P133 --> T12156 : 1
Pre[1858,307]: 1
P19 --> T12156 : 1
Pre[1858,449]: 1
P193 --> T12156 : 6
Pre[1858,184]: 6
P306 --> T12156 : 1
Pre[1858,407]: 1
P648 --> T12156 : 2
Pre[1858,327]: 2
T12156: P133' := P133 - 1
IM[1858,307]: -1
T12156: P667' := P667 + 2
IM[1858,440]: 2
T12156: P19' := P19 - 1
IM[1858,449]: -1
T12156: P185' := P185 + 4
IM[1858,185]: 4
T12156: P193' := P193 - 6
IM[1858,184]: -6
T12156: P480' := P480 + 1
IM[1858,418]: 1
T12156: P306' := P306 - 1
IM[1858,407]: -1
T12156: P591' := P591 + 1
IM[1858,202]: 1
T12156: P648' := P648 - 2
IM[1858,327]: -2
P19 --> T12155 : 1
Pre[1859,449]: 1
P193 --> T12155 : 6
Pre[1859,184]: 6
P190 --> T12155 : 1
Pre[1859,363]: 1
P640 --> T12155 : 1
Pre[1859,355]: 1
P648 --> T12155 : 1
Pre[1859,327]: 1
P751 --> T12155 : 1
Pre[1859,408]: 1
T12155: P326' := P326 + 1
IM[1859,346]: 1
T12155: P19' := P19 - 1
IM[1859,449]: -1
T12155: P185' := P185 + 4
IM[1859,185]: 4
T12155: P685' := P685 + 1
IM[1859,403]: 1
T12155: P193' := P193 - 6
IM[1859,184]: -6
T12155: P190' := P190 - 1
IM[1859,363]: -1
T12155: P462' := P462 + 1
IM[1859,410]: 1
T12155: P640' := P640 - 1
IM[1859,355]: -1
T12155: P648' := P648 - 1
IM[1859,327]: -1
T12155: P111' := P111 + 1
IM[1859,411]: 1
T12155: P751' := P751 - 1
IM[1859,408]: -1
P190 --> T12154 : 1
Pre[1860,363]: 1
P295 --> T12154 : 1
Pre[1860,258]: 1
P648 --> T12154 : 1
Pre[1860,327]: 1
P193 --> T12154 : 6
Pre[1860,184]: 6
P472 --> T12154 : 1
Pre[1860,334]: 1
P133 --> T12154 : 1
Pre[1860,307]: 1
T12154: P457' := P457 + 1
IM[1860,347]: 1
T12154: P465' := P465 + 1
IM[1860,389]: 1
T12154: P190' := P190 - 1
IM[1860,363]: -1
T12154: P295' := P295 - 1
IM[1860,258]: -1
T12154: P185' := P185 + 4
IM[1860,185]: 4
T12154: P586' := P586 + 1
IM[1860,379]: 1
T12154: P648' := P648 - 1
IM[1860,327]: -1
T12154: P193' := P193 - 6
IM[1860,184]: -6
T12154: P65' := P65 + 1
IM[1860,336]: 1
T12154: P472' := P472 - 1
IM[1860,334]: -1
T12154: P133' := P133 - 1
IM[1860,307]: -1
P306 --> T12153 : 1
Pre[1861,407]: 1
P751 --> T12153 : 3
Pre[1861,408]: 3
P648 --> T12153 : 1
Pre[1861,327]: 1
P193 --> T12153 : 6
Pre[1861,184]: 6
T12153: P306' := P306 - 1
IM[1861,407]: -1
T12153: P185' := P185 + 4
IM[1861,185]: 4
T12153: P761' := P761 + 3
IM[1861,456]: 3
T12153: P751' := P751 - 3
IM[1861,408]: -3
T12153: P648' := P648 - 1
IM[1861,327]: -1
T12153: P667' := P667 + 1
IM[1861,440]: 1
T12153: P193' := P193 - 6
IM[1861,184]: -6
P133 --> T12152 : 1
Pre[1862,307]: 1
P193 --> T12152 : 6
Pre[1862,184]: 6
P190 --> T12152 : 2
Pre[1862,363]: 2
P648 --> T12152 : 1
Pre[1862,327]: 1
P306 --> T12152 : 1
Pre[1862,407]: 1
T12152: P249' := P249 + 2
IM[1862,381]: 2
T12152: P133' := P133 - 1
IM[1862,307]: -1
T12152: P667' := P667 + 1
IM[1862,440]: 1
T12152: P591' := P591 + 1
IM[1862,202]: 1
T12152: P185' := P185 + 4
IM[1862,185]: 4
T12152: P193' := P193 - 6
IM[1862,184]: -6
T12152: P190' := P190 - 2
IM[1862,363]: -2
T12152: P648' := P648 - 1
IM[1862,327]: -1
T12152: P306' := P306 - 1
IM[1862,407]: -1
P567 --> T12151 : 1
Pre[1863,243]: 1
P193 --> T12151 : 6
Pre[1863,184]: 6
P648 --> T12151 : 1
Pre[1863,327]: 1
P751 --> T12151 : 2
Pre[1863,408]: 2
P295 --> T12151 : 1
Pre[1863,258]: 1
T12151: P530' := P530 + 2
IM[1863,435]: 2
T12151: P567' := P567 - 1
IM[1863,243]: -1
T12151: P193' := P193 - 6
IM[1863,184]: -6
T12151: P648' := P648 - 1
IM[1863,327]: -1
T12151: P240' := P240 + 1
IM[1863,358]: 1
T12151: P79' := P79 + 1
IM[1863,218]: 1
T12151: P751' := P751 - 2
IM[1863,408]: -2
T12151: P185' := P185 + 4
IM[1863,185]: 4
T12151: P295' := P295 - 1
IM[1863,258]: -1
P751 --> T12150 : 2
Pre[1864,408]: 2
P19 --> T12150 : 1
Pre[1864,449]: 1
P640 --> T12150 : 1
Pre[1864,355]: 1
P193 --> T12150 : 6
Pre[1864,184]: 6
P648 --> T12150 : 1
Pre[1864,327]: 1
T12150: P185' := P185 + 4
IM[1864,185]: 4
T12150: P751' := P751 - 2
IM[1864,408]: -2
T12150: P111' := P111 + 1
IM[1864,411]: 1
T12150: P19' := P19 - 1
IM[1864,449]: -1
T12150: P326' := P326 + 1
IM[1864,346]: 1
T12150: P640' := P640 - 1
IM[1864,355]: -1
T12150: P462' := P462 + 2
IM[1864,410]: 2
T12150: P193' := P193 - 6
IM[1864,184]: -6
T12150: P648' := P648 - 1
IM[1864,327]: -1
P295 --> T12149 : 2
Pre[1865,258]: 2
P19 --> T12149 : 1
Pre[1865,449]: 1
P193 --> T12149 : 6
Pre[1865,184]: 6
P306 --> T12149 : 1
Pre[1865,407]: 1
P190 --> T12149 : 1
Pre[1865,363]: 1
T12149: P185' := P185 + 4
IM[1865,185]: 4
T12149: P345' := P345 + 2
IM[1865,415]: 2
T12149: P295' := P295 - 2
IM[1865,258]: -2
T12149: P19' := P19 - 1
IM[1865,449]: -1
T12149: P193' := P193 - 6
IM[1865,184]: -6
T12149: P249' := P249 + 1
IM[1865,381]: 1
T12149: P306' := P306 - 1
IM[1865,407]: -1
T12149: P480' := P480 + 1
IM[1865,418]: 1
T12149: P190' := P190 - 1
IM[1865,363]: -1
P648 --> T12148 : 2
Pre[1866,327]: 2
P710 --> T12148 : 1
Pre[1866,172]: 1
P193 --> T12148 : 6
Pre[1866,184]: 6
P133 --> T12148 : 1
Pre[1866,307]: 1
P295 --> T12148 : 1
Pre[1866,258]: 1
T12148: P648' := P648 - 2
IM[1866,327]: -2
T12148: P137' := P137 + 1
IM[1866,280]: 1
T12148: P710' := P710 - 1
IM[1866,172]: -1
T12148: P193' := P193 - 6
IM[1866,184]: -6
T12148: P133' := P133 - 1
IM[1866,307]: -1
T12148: P652' := P652 + 2
IM[1866,393]: 2
T12148: P355' := P355 + 1
IM[1866,319]: 1
T12148: P295' := P295 - 1
IM[1866,258]: -1
T12148: P185' := P185 + 4
IM[1866,185]: 4
P292 --> T12147 : 1
Pre[1867,324]: 1
P598 --> T12147 : 1
Pre[1867,260]: 1
T12147: P292' := P292 - 1
IM[1867,324]: -1
T12147: P598' := P598 - 1
IM[1867,260]: -1
T12147: P687' := P687 + 1
IM[1867,238]: 1
T12147: P468' := P468 + 1
IM[1867,214]: 1
P193 --> T12146 : 6
Pre[1868,184]: 6
P640 --> T12146 : 1
Pre[1868,355]: 1
P295 --> T12146 : 2
Pre[1868,258]: 2
P19 --> T12146 : 1
Pre[1868,449]: 1
P133 --> T12146 : 1
Pre[1868,307]: 1
T12146: P193' := P193 - 6
IM[1868,184]: -6
T12146: P640' := P640 - 1
IM[1868,355]: -1
T12146: P295' := P295 - 2
IM[1868,258]: -2
T12146: P227' := P227 + 1
IM[1868,344]: 1
T12146: P185' := P185 + 4
IM[1868,185]: 4
T12146: P111' := P111 + 1
IM[1868,411]: 1
T12146: P19' := P19 - 1
IM[1868,449]: -1
T12146: P53' := P53 + 2
IM[1868,224]: 2
T12146: P133' := P133 - 1
IM[1868,307]: -1
P333 --> T12145 : 1
Pre[1869,6]: 1
P740 --> T12145 : 1
Pre[1869,148]: 1
P150 --> T12145 : 1
Pre[1869,97]: 1
T12145: P333' := P333 - 1
IM[1869,6]: -1
T12145: P740' := P740 - 1
IM[1869,148]: -1
T12145: P650' := P650 + 1
IM[1869,9]: 1
T12145: P150' := P150 - 1
IM[1869,97]: -1
T12145: P152' := P152 + 1
IM[1869,138]: 1
P19 --> T12144 : 1
Pre[1870,449]: 1
P295 --> T12144 : 1
Pre[1870,258]: 1
P751 --> T12144 : 1
Pre[1870,408]: 1
P190 --> T12144 : 1
Pre[1870,363]: 1
P472 --> T12144 : 1
Pre[1870,334]: 1
P193 --> T12144 : 6
Pre[1870,184]: 6
T12144: P19' := P19 - 1
IM[1870,449]: -1
T12144: P295' := P295 - 1
IM[1870,258]: -1
T12144: P65' := P65 + 1
IM[1870,336]: 1
T12144: P706' := P706 + 1
IM[1870,362]: 1
T12144: P586' := P586 + 1
IM[1870,379]: 1
T12144: P185' := P185 + 4
IM[1870,185]: 4
T12144: P751' := P751 - 1
IM[1870,408]: -1
T12144: P190' := P190 - 1
IM[1870,363]: -1
T12144: P472' := P472 - 1
IM[1870,334]: -1
T12144: P242' := P242 + 1
IM[1870,216]: 1
T12144: P193' := P193 - 6
IM[1870,184]: -6
P173 --> T12143 : 1
Pre[1871,279]: 1
P404 --> T12143 : 1
Pre[1871,3]: 1
T12143: P173' := P173 - 1
IM[1871,279]: -1
T12143: P129' := P129 + 1
IM[1871,278]: 1
T12143: P738' := P738 + 1
IM[1871,8]: 1
T12143: P404' := P404 - 1
IM[1871,3]: -1
T12143: P143' := P143 + 1
IM[1871,19]: 1
P16 --> T12142 : 1
Pre[1872,215]: 1
P295 --> T12142 : 1
Pre[1872,258]: 1
P19 --> T12142 : 2
Pre[1872,449]: 2
P751 --> T12142 : 1
Pre[1872,408]: 1
P193 --> T12142 : 6
Pre[1872,184]: 6
T12142: P257' := P257 + 1
IM[1872,236]: 1
T12142: P322' := P322 + 2
IM[1872,416]: 2
T12142: P16' := P16 - 1
IM[1872,215]: -1
T12142: P185' := P185 + 4
IM[1872,185]: 4
T12142: P295' := P295 - 1
IM[1872,258]: -1
T12142: P19' := P19 - 2
IM[1872,449]: -2
T12142: P751' := P751 - 1
IM[1872,408]: -1
T12142: P677' := P677 + 1
IM[1872,409]: 1
T12142: P193' := P193 - 6
IM[1872,184]: -6
P472 --> T12141 : 1
Pre[1873,334]: 1
P190 --> T12141 : 1
Pre[1873,363]: 1
P648 --> T12141 : 1
Pre[1873,327]: 1
P193 --> T12141 : 8
Pre[1873,184]: 8
T12141: P472' := P472 - 1
IM[1873,334]: -1
T12141: P190' := P190 - 1
IM[1873,363]: -1
T12141: P52' := P52 + 2
IM[1873,174]: 2
T12141: P465' := P465 + 1
IM[1873,389]: 1
T12141: P648' := P648 - 1
IM[1873,327]: -1
T12141: P65' := P65 + 1
IM[1873,336]: 1
T12141: P193' := P193 - 8
IM[1873,184]: -8
P751 --> T12140 : 2
Pre[1874,408]: 2
P19 --> T12140 : 1
Pre[1874,449]: 1
P133 --> T12140 : 1
Pre[1874,307]: 1
P193 --> T12140 : 6
Pre[1874,184]: 6
P5 --> T12140 : 1
Pre[1874,384]: 1
T12140: P668' := P668 + 1
IM[1874,447]: 1
T12140: P552' := P552 + 1
IM[1874,442]: 1
T12140: P751' := P751 - 2
IM[1874,408]: -2
T12140: P19' := P19 - 1
IM[1874,449]: -1
T12140: P133' := P133 - 1
IM[1874,307]: -1
T12140: P185' := P185 + 4
IM[1874,185]: 4
T12140: P193' := P193 - 6
IM[1874,184]: -6
T12140: P67' := P67 + 2
IM[1874,414]: 2
T12140: P5' := P5 - 1
IM[1874,384]: -1
P133 --> T12139 : 1
Pre[1875,307]: 1
P193 --> T12139 : 6
Pre[1875,184]: 6
P567 --> T12139 : 1
Pre[1875,243]: 1
P751 --> T12139 : 1
Pre[1875,408]: 1
P190 --> T12139 : 1
Pre[1875,363]: 1
P648 --> T12139 : 1
Pre[1875,327]: 1
T12139: P133' := P133 - 1
IM[1875,307]: -1
T12139: P193' := P193 - 6
IM[1875,184]: -6
T12139: P584' := P584 + 1
IM[1875,437]: 1
T12139: P352' := P352 + 1
IM[1875,331]: 1
T12139: P567' := P567 - 1
IM[1875,243]: -1
T12139: P240' := P240 + 1
IM[1875,358]: 1
T12139: P751' := P751 - 1
IM[1875,408]: -1
T12139: P190' := P190 - 1
IM[1875,363]: -1
T12139: P648' := P648 - 1
IM[1875,327]: -1
T12139: P185' := P185 + 4
IM[1875,185]: 4
T12139: P530' := P530 + 1
IM[1875,435]: 1
P133 --> T12138 : 1
Pre[1876,307]: 1
P751 --> T12138 : 1
Pre[1876,408]: 1
P295 --> T12138 : 1
Pre[1876,258]: 1
P190 --> T12138 : 1
Pre[1876,363]: 1
P472 --> T12138 : 1
Pre[1876,334]: 1
P193 --> T12138 : 6
Pre[1876,184]: 6
T12138: P185' := P185 + 4
IM[1876,185]: 4
T12138: P133' := P133 - 1
IM[1876,307]: -1
T12138: P242' := P242 + 1
IM[1876,216]: 1
T12138: P586' := P586 + 1
IM[1876,379]: 1
T12138: P457' := P457 + 1
IM[1876,347]: 1
T12138: P751' := P751 - 1
IM[1876,408]: -1
T12138: P295' := P295 - 1
IM[1876,258]: -1
T12138: P65' := P65 + 1
IM[1876,336]: 1
T12138: P190' := P190 - 1
IM[1876,363]: -1
T12138: P472' := P472 - 1
IM[1876,334]: -1
T12138: P193' := P193 - 6
IM[1876,184]: -6
P640 --> T12137 : 1
Pre[1877,355]: 1
P193 --> T12137 : 6
Pre[1877,184]: 6
P190 --> T12137 : 2
Pre[1877,363]: 2
P295 --> T12137 : 1
Pre[1877,258]: 1
P648 --> T12137 : 1
Pre[1877,327]: 1
T12137: P640' := P640 - 1
IM[1877,355]: -1
T12137: P193' := P193 - 6
IM[1877,184]: -6
T12137: P326' := P326 + 1
IM[1877,346]: 1
T12137: P190' := P190 - 2
IM[1877,363]: -2
T12137: P185' := P185 + 4
IM[1877,185]: 4
T12137: P295' := P295 - 1
IM[1877,258]: -1
T12137: P685' := P685 + 2
IM[1877,403]: 2
T12137: P648' := P648 - 1
IM[1877,327]: -1
T12137: P53' := P53 + 1
IM[1877,224]: 1
P211 --> T12136 : 1
Pre[1878,335]: 1
P193 --> T12136 : 6
Pre[1878,184]: 6
P648 --> T12136 : 2
Pre[1878,327]: 2
P751 --> T12136 : 1
Pre[1878,408]: 1
P19 --> T12136 : 1
Pre[1878,449]: 1
T12136: P427' := P427 + 2
IM[1878,322]: 2
T12136: P211' := P211 - 1
IM[1878,335]: -1
T12136: P193' := P193 - 6
IM[1878,184]: -6
T12136: P185' := P185 + 4
IM[1878,185]: 4
T12136: P581' := P581 + 1
IM[1878,477]: 1
T12136: P648' := P648 - 2
IM[1878,327]: -2
T12136: P328' := P328 + 1
IM[1878,425]: 1
T12136: P751' := P751 - 1
IM[1878,408]: -1
T12136: P19' := P19 - 1
IM[1878,449]: -1
P567 --> T12135 : 1
Pre[1879,243]: 1
P193 --> T12135 : 6
Pre[1879,184]: 6
P648 --> T12135 : 1
Pre[1879,327]: 1
P190 --> T12135 : 2
Pre[1879,363]: 2
P295 --> T12135 : 1
Pre[1879,258]: 1
T12135: P185' := P185 + 4
IM[1879,185]: 4
T12135: P567' := P567 - 1
IM[1879,243]: -1
T12135: P240' := P240 + 1
IM[1879,358]: 1
T12135: P193' := P193 - 6
IM[1879,184]: -6
T12135: P584' := P584 + 2
IM[1879,437]: 2
T12135: P648' := P648 - 1
IM[1879,327]: -1
T12135: P190' := P190 - 2
IM[1879,363]: -2
T12135: P295' := P295 - 1
IM[1879,258]: -1
T12135: P79' := P79 + 1
IM[1879,218]: 1
P190 --> T12134 : 1
Pre[1880,363]: 1
P295 --> T12134 : 1
Pre[1880,258]: 1
P640 --> T12134 : 1
Pre[1880,355]: 1
P133 --> T12134 : 1
Pre[1880,307]: 1
P193 --> T12134 : 6
Pre[1880,184]: 6
P751 --> T12134 : 1
Pre[1880,408]: 1
T12134: P53' := P53 + 1
IM[1880,224]: 1
T12134: P190' := P190 - 1
IM[1880,363]: -1
T12134: P185' := P185 + 4
IM[1880,185]: 4
T12134: P685' := P685 + 1
IM[1880,403]: 1
T12134: P295' := P295 - 1
IM[1880,258]: -1
T12134: P640' := P640 - 1
IM[1880,355]: -1
T12134: P133' := P133 - 1
IM[1880,307]: -1
T12134: P227' := P227 + 1
IM[1880,344]: 1
T12134: P193' := P193 - 6
IM[1880,184]: -6
T12134: P462' := P462 + 1
IM[1880,410]: 1
T12134: P751' := P751 - 1
IM[1880,408]: -1
P673 --> T12133 : 1
Pre[1881,16]: 1
P650 --> T12133 : 1
Pre[1881,9]: 1
P618 --> T12133 : 1
Pre[1881,86]: 1
T12133: P673' := P673 - 1
IM[1881,16]: -1
T12133: P299' := P299 + 1
IM[1881,10]: 1
T12133: P696' := P696 + 1
IM[1881,73]: 1
T12133: P650' := P650 - 1
IM[1881,9]: -1
T12133: P618' := P618 - 1
IM[1881,86]: -1
P133 --> T12132 : 1
Pre[1882,307]: 1
P751 --> T12132 : 1
Pre[1882,408]: 1
P295 --> T12132 : 2
Pre[1882,258]: 2
P193 --> T12132 : 6
Pre[1882,184]: 6
P640 --> T12132 : 1
Pre[1882,355]: 1
T12132: P133' := P133 - 1
IM[1882,307]: -1
T12132: P53' := P53 + 2
IM[1882,224]: 2
T12132: P751' := P751 - 1
IM[1882,408]: -1
T12132: P227' := P227 + 1
IM[1882,344]: 1
T12132: P462' := P462 + 1
IM[1882,410]: 1
T12132: P295' := P295 - 2
IM[1882,258]: -2
T12132: P193' := P193 - 6
IM[1882,184]: -6
T12132: P185' := P185 + 4
IM[1882,185]: 4
T12132: P640' := P640 - 1
IM[1882,355]: -1
P133 --> T12131 : 2
Pre[1883,307]: 2
P648 --> T12131 : 1
Pre[1883,327]: 1
P193 --> T12131 : 6
Pre[1883,184]: 6
P19 --> T12131 : 1
Pre[1883,449]: 1
P5 --> T12131 : 1
Pre[1883,384]: 1
T12131: P133' := P133 - 2
IM[1883,307]: -2
T12131: P568' := P568 + 1
IM[1883,385]: 1
T12131: P648' := P648 - 1
IM[1883,327]: -1
T12131: P193' := P193 - 6
IM[1883,184]: -6
T12131: P668' := P668 + 2
IM[1883,447]: 2
T12131: P19' := P19 - 1
IM[1883,449]: -1
T12131: P552' := P552 + 1
IM[1883,442]: 1
T12131: P5' := P5 - 1
IM[1883,384]: -1
T12131: P185' := P185 + 4
IM[1883,185]: 4
P682 --> T12130 : 1
Pre[1884,359]: 1
P477 --> T12130 : 1
Pre[1884,547]: 1
T12130: P573' := P573 + 1
IM[1884,455]: 1
T12130: P682' := P682 - 1
IM[1884,359]: -1
T12130: P551' := P551 + 1
IM[1884,513]: 1
T12130: P469' := P469 + 1
IM[1884,554]: 1
T12130: P477' := P477 - 1
IM[1884,547]: -1
P751 --> T12129 : 1
Pre[1885,408]: 1
P193 --> T12129 : 6
Pre[1885,184]: 6
P295 --> T12129 : 1
Pre[1885,258]: 1
P648 --> T12129 : 1
Pre[1885,327]: 1
P640 --> T12129 : 1
Pre[1885,355]: 1
P19 --> T12129 : 1
Pre[1885,449]: 1
T12129: P751' := P751 - 1
IM[1885,408]: -1
T12129: P185' := P185 + 4
IM[1885,185]: 4
T12129: P193' := P193 - 6
IM[1885,184]: -6
T12129: P295' := P295 - 1
IM[1885,258]: -1
T12129: P648' := P648 - 1
IM[1885,327]: -1
T12129: P462' := P462 + 1
IM[1885,410]: 1
T12129: P640' := P640 - 1
IM[1885,355]: -1
T12129: P326' := P326 + 1
IM[1885,346]: 1
T12129: P53' := P53 + 1
IM[1885,224]: 1
T12129: P19' := P19 - 1
IM[1885,449]: -1
T12129: P111' := P111 + 1
IM[1885,411]: 1
P332 --> T12128 : 1
Pre[1886,511]: 1
P213 --> T12128 : 1
Pre[1886,610]: 1
P459 --> T12128 : 1
Pre[1886,510]: 1
T12128: P213' := P213 - 1
IM[1886,610]: -1
T12128: P493' := P493 + 1
IM[1886,566]: 1
T12128: P771' := P771 + 1
IM[1886,761]: 1
P648 --> T12127 : 2
Pre[1887,327]: 2
P190 --> T12127 : 1
Pre[1887,363]: 1
P19 --> T12127 : 1
Pre[1887,449]: 1
P193 --> T12127 : 6
Pre[1887,184]: 6
P16 --> T12127 : 1
Pre[1887,215]: 1
T12127: P322' := P322 + 1
IM[1887,416]: 1
T12127: P648' := P648 - 2
IM[1887,327]: -2
T12127: P190' := P190 - 1
IM[1887,363]: -1
T12127: P19' := P19 - 1
IM[1887,449]: -1
T12127: P570' := P570 + 2
IM[1887,296]: 2
T12127: P555' := P555 + 1
IM[1887,368]: 1
T12127: P193' := P193 - 6
IM[1887,184]: -6
T12127: P185' := P185 + 4
IM[1887,185]: 4
T12127: P16' := P16 - 1
IM[1887,215]: -1
P648 --> T12126 : 1
Pre[1888,327]: 1
P133 --> T12126 : 1
Pre[1888,307]: 1
P16 --> T12126 : 1
Pre[1888,215]: 1
P295 --> T12126 : 1
Pre[1888,258]: 1
P193 --> T12126 : 6
Pre[1888,184]: 6
P19 --> T12126 : 1
Pre[1888,449]: 1
T12126: P257' := P257 + 1
IM[1888,236]: 1
T12126: P648' := P648 - 1
IM[1888,327]: -1
T12126: P322' := P322 + 1
IM[1888,416]: 1
T12126: P133' := P133 - 1
IM[1888,307]: -1
T12126: P16' := P16 - 1
IM[1888,215]: -1
T12126: P295' := P295 - 1
IM[1888,258]: -1
T12126: P185' := P185 + 4
IM[1888,185]: 4
T12126: P193' := P193 - 6
IM[1888,184]: -6
T12126: P105' := P105 + 1
IM[1888,293]: 1
T12126: P570' := P570 + 1
IM[1888,296]: 1
T12126: P19' := P19 - 1
IM[1888,449]: -1
P295 --> T12125 : 2
Pre[1889,258]: 2
P193 --> T12125 : 6
Pre[1889,184]: 6
P710 --> T12125 : 1
Pre[1889,172]: 1
P19 --> T12125 : 1
Pre[1889,449]: 1
P133 --> T12125 : 1
Pre[1889,307]: 1
T12125: P215' := P215 + 1
IM[1889,365]: 1
T12125: P137' := P137 + 1
IM[1889,280]: 1
T12125: P295' := P295 - 2
IM[1889,258]: -2
T12125: P185' := P185 + 4
IM[1889,185]: 4
T12125: P193' := P193 - 6
IM[1889,184]: -6
T12125: P710' := P710 - 1
IM[1889,172]: -1
T12125: P19' := P19 - 1
IM[1889,449]: -1
T12125: P133' := P133 - 1
IM[1889,307]: -1
T12125: P355' := P355 + 2
IM[1889,319]: 2
P193 --> T12124 : 6
Pre[1890,184]: 6
P133 --> T12124 : 1
Pre[1890,307]: 1
P751 --> T12124 : 1
Pre[1890,408]: 1
P295 --> T12124 : 1
Pre[1890,258]: 1
P640 --> T12124 : 1
Pre[1890,355]: 1
P190 --> T12124 : 1
Pre[1890,363]: 1
T12124: P193' := P193 - 6
IM[1890,184]: -6
T12124: P133' := P133 - 1
IM[1890,307]: -1
T12124: P227' := P227 + 1
IM[1890,344]: 1
T12124: P751' := P751 - 1
IM[1890,408]: -1
T12124: P685' := P685 + 1
IM[1890,403]: 1
T12124: P295' := P295 - 1
IM[1890,258]: -1
T12124: P640' := P640 - 1
IM[1890,355]: -1
T12124: P185' := P185 + 4
IM[1890,185]: 4
T12124: P190' := P190 - 1
IM[1890,363]: -1
T12124: P53' := P53 + 1
IM[1890,224]: 1
T12124: P462' := P462 + 1
IM[1890,410]: 1
P648 --> T12123 : 1
Pre[1891,327]: 1
P295 --> T12123 : 1
Pre[1891,258]: 1
P193 --> T12123 : 6
Pre[1891,184]: 6
P190 --> T12123 : 2
Pre[1891,363]: 2
P640 --> T12123 : 1
Pre[1891,355]: 1
T12123: P185' := P185 + 4
IM[1891,185]: 4
T12123: P648' := P648 - 1
IM[1891,327]: -1
T12123: P685' := P685 + 2
IM[1891,403]: 2
T12123: P53' := P53 + 1
IM[1891,224]: 1
T12123: P295' := P295 - 1
IM[1891,258]: -1
T12123: P326' := P326 + 1
IM[1891,346]: 1
T12123: P193' := P193 - 6
IM[1891,184]: -6
T12123: P190' := P190 - 2
IM[1891,363]: -2
T12123: P640' := P640 - 1
IM[1891,355]: -1
P19 --> T12122 : 1
Pre[1892,449]: 1
P5 --> T12122 : 1
Pre[1892,384]: 1
P190 --> T12122 : 1
Pre[1892,363]: 1
P133 --> T12122 : 2
Pre[1892,307]: 2
P193 --> T12122 : 6
Pre[1892,184]: 6
T12122: P19' := P19 - 1
IM[1892,449]: -1
T12122: P5' := P5 - 1
IM[1892,384]: -1
T12122: P552' := P552 + 1
IM[1892,442]: 1
T12122: P668' := P668 + 2
IM[1892,447]: 2
T12122: P190' := P190 - 1
IM[1892,363]: -1
T12122: P185' := P185 + 4
IM[1892,185]: 4
T12122: P133' := P133 - 2
IM[1892,307]: -2
T12122: P340' := P340 + 1
IM[1892,461]: 1
T12122: P193' := P193 - 6
IM[1892,184]: -6
P751 --> T12121 : 1
Pre[1893,408]: 1
P133 --> T12121 : 1
Pre[1893,307]: 1
P193 --> T12121 : 6
Pre[1893,184]: 6
P211 --> T12121 : 1
Pre[1893,335]: 1
P190 --> T12121 : 1
Pre[1893,363]: 1
P19 --> T12121 : 1
Pre[1893,449]: 1
T12121: P751' := P751 - 1
IM[1893,408]: -1
T12121: P133' := P133 - 1
IM[1893,307]: -1
T12121: P328' := P328 + 1
IM[1893,425]: 1
T12121: P193' := P193 - 6
IM[1893,184]: -6
T12121: P211' := P211 - 1
IM[1893,335]: -1
T12121: P185' := P185 + 4
IM[1893,185]: 4
T12121: P581' := P581 + 1
IM[1893,477]: 1
T12121: P798' := P798 + 1
IM[1893,301]: 1
T12121: P494' := P494 + 1
IM[1893,265]: 1
T12121: P190' := P190 - 1
IM[1893,363]: -1
T12121: P19' := P19 - 1
IM[1893,449]: -1
P648 --> T12120 : 1
Pre[1894,327]: 1
P16 --> T12120 : 1
Pre[1894,215]: 1
P751 --> T12120 : 2
Pre[1894,408]: 2
P193 --> T12120 : 7
Pre[1894,184]: 7
T12120: P570' := P570 + 1
IM[1894,296]: 1
T12120: P648' := P648 - 1
IM[1894,327]: -1
T12120: P677' := P677 + 2
IM[1894,409]: 2
T12120: P16' := P16 - 1
IM[1894,215]: -1
T12120: P721' := P721 + 3
IM[1894,192]: 3
T12120: P751' := P751 - 2
IM[1894,408]: -2
T12120: P193' := P193 - 7
IM[1894,184]: -7
P193 --> T12119 : 6
Pre[1895,184]: 6
P190 --> T12119 : 1
Pre[1895,363]: 1
P710 --> T12119 : 1
Pre[1895,172]: 1
P295 --> T12119 : 2
Pre[1895,258]: 2
P19 --> T12119 : 1
Pre[1895,449]: 1
T12119: P408' := P408 + 1
IM[1895,420]: 1
T12119: P193' := P193 - 6
IM[1895,184]: -6
T12119: P190' := P190 - 1
IM[1895,363]: -1
T12119: P215' := P215 + 1
IM[1895,365]: 1
T12119: P710' := P710 - 1
IM[1895,172]: -1
T12119: P185' := P185 + 4
IM[1895,185]: 4
T12119: P295' := P295 - 2
IM[1895,258]: -2
T12119: P19' := P19 - 1
IM[1895,449]: -1
T12119: P355' := P355 + 2
IM[1895,319]: 2
P751 --> T12118 : 1
Pre[1896,408]: 1
P640 --> T12118 : 1
Pre[1896,355]: 1
P190 --> T12118 : 2
Pre[1896,363]: 2
P648 --> T12118 : 1
Pre[1896,327]: 1
P193 --> T12118 : 6
Pre[1896,184]: 6
T12118: P751' := P751 - 1
IM[1896,408]: -1
T12118: P640' := P640 - 1
IM[1896,355]: -1
T12118: P190' := P190 - 2
IM[1896,363]: -2
T12118: P462' := P462 + 1
IM[1896,410]: 1
T12118: P648' := P648 - 1
IM[1896,327]: -1
T12118: P185' := P185 + 4
IM[1896,185]: 4
T12118: P326' := P326 + 1
IM[1896,346]: 1
T12118: P193' := P193 - 6
IM[1896,184]: -6
T12118: P685' := P685 + 2
IM[1896,403]: 2
P295 --> T12117 : 2
Pre[1897,258]: 2
P751 --> T12117 : 1
Pre[1897,408]: 1
P193 --> T12117 : 6
Pre[1897,184]: 6
P567 --> T12117 : 1
Pre[1897,243]: 1
P190 --> T12117 : 1
Pre[1897,363]: 1
T12117: P185' := P185 + 4
IM[1897,185]: 4
T12117: P295' := P295 - 2
IM[1897,258]: -2
T12117: P584' := P584 + 1
IM[1897,437]: 1
T12117: P751' := P751 - 1
IM[1897,408]: -1
T12117: P193' := P193 - 6
IM[1897,184]: -6
T12117: P79' := P79 + 2
IM[1897,218]: 2
T12117: P567' := P567 - 1
IM[1897,243]: -1
T12117: P530' := P530 + 1
IM[1897,435]: 1
T12117: P190' := P190 - 1
IM[1897,363]: -1
P16 --> T12116 : 1
Pre[1898,215]: 1
P751 --> T12116 : 1
Pre[1898,408]: 1
P193 --> T12116 : 6
Pre[1898,184]: 6
P295 --> T12116 : 1
Pre[1898,258]: 1
P648 --> T12116 : 2
Pre[1898,327]: 2
T12116: P16' := P16 - 1
IM[1898,215]: -1
T12116: P751' := P751 - 1
IM[1898,408]: -1
T12116: P257' := P257 + 1
IM[1898,236]: 1
T12116: P193' := P193 - 6
IM[1898,184]: -6
T12116: P295' := P295 - 1
IM[1898,258]: -1
T12116: P185' := P185 + 4
IM[1898,185]: 4
T12116: P570' := P570 + 2
IM[1898,296]: 2
T12116: P648' := P648 - 2
IM[1898,327]: -2
T12116: P677' := P677 + 1
IM[1898,409]: 1
P283 --> T12115 : 1
Pre[1899,352]: 1
P738 --> T12115 : 1
Pre[1899,8]: 1
T12115: P336' := P336 + 1
IM[1899,5]: 1
T12115: P283' := P283 - 1
IM[1899,352]: -1
T12115: P560' := P560 + 1
IM[1899,21]: 1
T12115: P609' := P609 + 1
IM[1899,364]: 1
T12115: P738' := P738 - 1
IM[1899,8]: -1
P19 --> T12114 : 1
Pre[1900,449]: 1
P193 --> T12114 : 6
Pre[1900,184]: 6
P306 --> T12114 : 1
Pre[1900,407]: 1
P295 --> T12114 : 1
Pre[1900,258]: 1
P190 --> T12114 : 1
Pre[1900,363]: 1
P751 --> T12114 : 1
Pre[1900,408]: 1
T12114: P19' := P19 - 1
IM[1900,449]: -1
T12114: P345' := P345 + 1
IM[1900,415]: 1
T12114: P249' := P249 + 1
IM[1900,381]: 1
T12114: P193' := P193 - 6
IM[1900,184]: -6
T12114: P306' := P306 - 1
IM[1900,407]: -1
T12114: P185' := P185 + 4
IM[1900,185]: 4
T12114: P761' := P761 + 1
IM[1900,456]: 1
T12114: P295' := P295 - 1
IM[1900,258]: -1
T12114: P480' := P480 + 1
IM[1900,418]: 1
T12114: P190' := P190 - 1
IM[1900,363]: -1
T12114: P751' := P751 - 1
IM[1900,408]: -1
P648 --> T12113 : 3
Pre[1901,327]: 3
P193 --> T12113 : 6
Pre[1901,184]: 6
P295 --> T12113 : 1
Pre[1901,258]: 1
P16 --> T12113 : 1
Pre[1901,215]: 1
T12113: P648' := P648 - 3
IM[1901,327]: -3
T12113: P257' := P257 + 1
IM[1901,236]: 1
T12113: P570' := P570 + 3
IM[1901,296]: 3
T12113: P193' := P193 - 6
IM[1901,184]: -6
T12113: P295' := P295 - 1
IM[1901,258]: -1
T12113: P185' := P185 + 4
IM[1901,185]: 4
T12113: P16' := P16 - 1
IM[1901,215]: -1
P190 --> T12112 : 1
Pre[1902,363]: 1
P133 --> T12112 : 1
Pre[1902,307]: 1
P751 --> T12112 : 1
Pre[1902,408]: 1
P193 --> T12112 : 7
Pre[1902,184]: 7
P640 --> T12112 : 1
Pre[1902,355]: 1
T12112: P190' := P190 - 1
IM[1902,363]: -1
T12112: P133' := P133 - 1
IM[1902,307]: -1
T12112: P685' := P685 + 1
IM[1902,403]: 1
T12112: P751' := P751 - 1
IM[1902,408]: -1
T12112: P462' := P462 + 1
IM[1902,410]: 1
T12112: P193' := P193 - 7
IM[1902,184]: -7
T12112: P227' := P227 + 1
IM[1902,344]: 1
T12112: P640' := P640 - 1
IM[1902,355]: -1
T12112: P721' := P721 + 3
IM[1902,192]: 3
P193 --> T12111 : 7
Pre[1903,184]: 7
P751 --> T12111 : 1
Pre[1903,408]: 1
P16 --> T12111 : 1
Pre[1903,215]: 1
P19 --> T12111 : 2
Pre[1903,449]: 2
T12111: P677' := P677 + 1
IM[1903,409]: 1
T12111: P721' := P721 + 3
IM[1903,192]: 3
T12111: P322' := P322 + 2
IM[1903,416]: 2
T12111: P193' := P193 - 7
IM[1903,184]: -7
T12111: P751' := P751 - 1
IM[1903,408]: -1
T12111: P16' := P16 - 1
IM[1903,215]: -1
T12111: P19' := P19 - 2
IM[1903,449]: -2
P19 --> T12110 : 2
Pre[1904,449]: 2
P751 --> T12110 : 1
Pre[1904,408]: 1
P472 --> T12110 : 1
Pre[1904,334]: 1
P133 --> T12110 : 1
Pre[1904,307]: 1
P193 --> T12110 : 6
Pre[1904,184]: 6
T12110: P19' := P19 - 2
IM[1904,449]: -2
T12110: P242' := P242 + 1
IM[1904,216]: 1
T12110: P457' := P457 + 1
IM[1904,347]: 1
T12110: P751' := P751 - 1
IM[1904,408]: -1
T12110: P472' := P472 - 1
IM[1904,334]: -1
T12110: P133' := P133 - 1
IM[1904,307]: -1
T12110: P193' := P193 - 6
IM[1904,184]: -6
T12110: P185' := P185 + 4
IM[1904,185]: 4
T12110: P706' := P706 + 2
IM[1904,362]: 2
P193 --> T12109 : 6
Pre[1905,184]: 6
P19 --> T12109 : 1
Pre[1905,449]: 1
P190 --> T12109 : 2
Pre[1905,363]: 2
P295 --> T12109 : 1
Pre[1905,258]: 1
P710 --> T12109 : 1
Pre[1905,172]: 1
T12109: P193' := P193 - 6
IM[1905,184]: -6
T12109: P185' := P185 + 4
IM[1905,185]: 4
T12109: P19' := P19 - 1
IM[1905,449]: -1
T12109: P355' := P355 + 1
IM[1905,319]: 1
T12109: P215' := P215 + 1
IM[1905,365]: 1
T12109: P190' := P190 - 2
IM[1905,363]: -2
T12109: P408' := P408 + 2
IM[1905,420]: 2
T12109: P295' := P295 - 1
IM[1905,258]: -1
T12109: P710' := P710 - 1
IM[1905,172]: -1
P751 --> T12108 : 2
Pre[1906,408]: 2
P133 --> T12108 : 1
Pre[1906,307]: 1
P193 --> T12108 : 6
Pre[1906,184]: 6
P211 --> T12108 : 1
Pre[1906,335]: 1
P295 --> T12108 : 1
Pre[1906,258]: 1
T12108: P751' := P751 - 2
IM[1906,408]: -2
T12108: P692' := P692 + 1
IM[1906,287]: 1
T12108: P328' := P328 + 2
IM[1906,425]: 2
T12108: P133' := P133 - 1
IM[1906,307]: -1
T12108: P185' := P185 + 4
IM[1906,185]: 4
T12108: P193' := P193 - 6
IM[1906,184]: -6
T12108: P494' := P494 + 1
IM[1906,265]: 1
T12108: P211' := P211 - 1
IM[1906,335]: -1
T12108: P295' := P295 - 1
IM[1906,258]: -1
P190 --> T12107 : 1
Pre[1907,363]: 1
P295 --> T12107 : 2
Pre[1907,258]: 2
P5 --> T12107 : 1
Pre[1907,384]: 1
P193 --> T12107 : 6
Pre[1907,184]: 6
P751 --> T12107 : 1
Pre[1907,408]: 1
T12107: P190' := P190 - 1
IM[1907,363]: -1
T12107: P185' := P185 + 4
IM[1907,185]: 4
T12107: P295' := P295 - 2
IM[1907,258]: -2
T12107: P340' := P340 + 1
IM[1907,461]: 1
T12107: P5' := P5 - 1
IM[1907,384]: -1
T12107: P214' := P214 + 2
IM[1907,432]: 2
T12107: P193' := P193 - 6
IM[1907,184]: -6
T12107: P751' := P751 - 1
IM[1907,408]: -1
T12107: P67' := P67 + 1
IM[1907,414]: 1
P193 --> T12106 : 6
Pre[1908,184]: 6
P19 --> T12106 : 1
Pre[1908,449]: 1
P306 --> T12106 : 1
Pre[1908,407]: 1
P648 --> T12106 : 2
Pre[1908,327]: 2
P133 --> T12106 : 1
Pre[1908,307]: 1
T12106: P591' := P591 + 1
IM[1908,202]: 1
T12106: P480' := P480 + 1
IM[1908,418]: 1
T12106: P193' := P193 - 6
IM[1908,184]: -6
T12106: P19' := P19 - 1
IM[1908,449]: -1
T12106: P667' := P667 + 2
IM[1908,440]: 2
T12106: P306' := P306 - 1
IM[1908,407]: -1
T12106: P648' := P648 - 2
IM[1908,327]: -2
T12106: P133' := P133 - 1
IM[1908,307]: -1
T12106: P185' := P185 + 4
IM[1908,185]: 4
P472 --> T12105 : 1
Pre[1909,334]: 1
P19 --> T12105 : 1
Pre[1909,449]: 1
P193 --> T12105 : 6
Pre[1909,184]: 6
P295 --> T12105 : 1
Pre[1909,258]: 1
P751 --> T12105 : 1
Pre[1909,408]: 1
P190 --> T12105 : 1
Pre[1909,363]: 1
T12105: P472' := P472 - 1
IM[1909,334]: -1
T12105: P65' := P65 + 1
IM[1909,336]: 1
T12105: P586' := P586 + 1
IM[1909,379]: 1
T12105: P19' := P19 - 1
IM[1909,449]: -1
T12105: P706' := P706 + 1
IM[1909,362]: 1
T12105: P193' := P193 - 6
IM[1909,184]: -6
T12105: P242' := P242 + 1
IM[1909,216]: 1
T12105: P295' := P295 - 1
IM[1909,258]: -1
T12105: P751' := P751 - 1
IM[1909,408]: -1
T12105: P190' := P190 - 1
IM[1909,363]: -1
T12105: P185' := P185 + 4
IM[1909,185]: 4
P567 --> T12104 : 1
Pre[1910,243]: 1
P193 --> T12104 : 7
Pre[1910,184]: 7
P133 --> T12104 : 2
Pre[1910,307]: 2
P751 --> T12104 : 1
Pre[1910,408]: 1
T12104: P721' := P721 + 3
IM[1910,192]: 3
T12104: P567' := P567 - 1
IM[1910,243]: -1
T12104: P193' := P193 - 7
IM[1910,184]: -7
T12104: P133' := P133 - 2
IM[1910,307]: -2
T12104: P530' := P530 + 1
IM[1910,435]: 1
T12104: P751' := P751 - 1
IM[1910,408]: -1
T12104: P352' := P352 + 2
IM[1910,331]: 2
P710 --> T12103 : 1
Pre[1911,172]: 1
P133 --> T12103 : 2
Pre[1911,307]: 2
P19 --> T12103 : 1
Pre[1911,449]: 1
P648 --> T12103 : 1
Pre[1911,327]: 1
P193 --> T12103 : 6
Pre[1911,184]: 6
T12103: P710' := P710 - 1
IM[1911,172]: -1
T12103: P133' := P133 - 2
IM[1911,307]: -2
T12103: P652' := P652 + 1
IM[1911,393]: 1
T12103: P19' := P19 - 1
IM[1911,449]: -1
T12103: P215' := P215 + 1
IM[1911,365]: 1
T12103: P648' := P648 - 1
IM[1911,327]: -1
T12103: P193' := P193 - 6
IM[1911,184]: -6
T12103: P185' := P185 + 4
IM[1911,185]: 4
T12103: P137' := P137 + 2
IM[1911,280]: 2
P19 --> T12102 : 1
Pre[1912,449]: 1
P567 --> T12102 : 1
Pre[1912,243]: 1
P133 --> T12102 : 1
Pre[1912,307]: 1
P193 --> T12102 : 6
Pre[1912,184]: 6
P648 --> T12102 : 1
Pre[1912,327]: 1
P295 --> T12102 : 1
Pre[1912,258]: 1
T12102: P79' := P79 + 1
IM[1912,218]: 1
T12102: P19' := P19 - 1
IM[1912,449]: -1
T12102: P567' := P567 - 1
IM[1912,243]: -1
T12102: P133' := P133 - 1
IM[1912,307]: -1
T12102: P185' := P185 + 4
IM[1912,185]: 4
T12102: P240' := P240 + 1
IM[1912,358]: 1
T12102: P352' := P352 + 1
IM[1912,331]: 1
T12102: P193' := P193 - 6
IM[1912,184]: -6
T12102: P648' := P648 - 1
IM[1912,327]: -1
T12102: P295' := P295 - 1
IM[1912,258]: -1
T12102: P37' := P37 + 1
IM[1912,219]: 1
P193 --> T12101 : 6
Pre[1913,184]: 6
P567 --> T12101 : 1
Pre[1913,243]: 1
P295 --> T12101 : 2
Pre[1913,258]: 2
P751 --> T12101 : 2
Pre[1913,408]: 2
T12101: P193' := P193 - 6
IM[1913,184]: -6
T12101: P79' := P79 + 2
IM[1913,218]: 2
T12101: P567' := P567 - 1
IM[1913,243]: -1
T12101: P530' := P530 + 2
IM[1913,435]: 2
T12101: P185' := P185 + 4
IM[1913,185]: 4
T12101: P295' := P295 - 2
IM[1913,258]: -2
T12101: P751' := P751 - 2
IM[1913,408]: -2
P648 --> T12100 : 2
Pre[1914,327]: 2
P193 --> T12100 : 6
Pre[1914,184]: 6
P751 --> T12100 : 1
Pre[1914,408]: 1
P306 --> T12100 : 1
Pre[1914,407]: 1
P19 --> T12100 : 1
Pre[1914,449]: 1
T12100: P185' := P185 + 4
IM[1914,185]: 4
T12100: P648' := P648 - 2
IM[1914,327]: -2
T12100: P193' := P193 - 6
IM[1914,184]: -6
T12100: P751' := P751 - 1
IM[1914,408]: -1
T12100: P761' := P761 + 1
IM[1914,456]: 1
T12100: P480' := P480 + 1
IM[1914,418]: 1
T12100: P667' := P667 + 2
IM[1914,440]: 2
T12100: P306' := P306 - 1
IM[1914,407]: -1
T12100: P19' := P19 - 1
IM[1914,449]: -1
P472 --> T12099 : 1
Pre[1915,334]: 1
P133 --> T12099 : 1
Pre[1915,307]: 1
P190 --> T12099 : 2
Pre[1915,363]: 2
P648 --> T12099 : 1
Pre[1915,327]: 1
P193 --> T12099 : 6
Pre[1915,184]: 6
T12099: P472' := P472 - 1
IM[1915,334]: -1
T12099: P133' := P133 - 1
IM[1915,307]: -1
T12099: P457' := P457 + 1
IM[1915,347]: 1
T12099: P190' := P190 - 2
IM[1915,363]: -2
T12099: P465' := P465 + 1
IM[1915,389]: 1
T12099: P648' := P648 - 1
IM[1915,327]: -1
T12099: P185' := P185 + 4
IM[1915,185]: 4
T12099: P193' := P193 - 6
IM[1915,184]: -6
T12099: P65' := P65 + 2
IM[1915,336]: 2
P295 --> T12098 : 1
Pre[1916,258]: 1
P19 --> T12098 : 2
Pre[1916,449]: 2
P306 --> T12098 : 1
Pre[1916,407]: 1
P193 --> T12098 : 6
Pre[1916,184]: 6
P648 --> T12098 : 1
Pre[1916,327]: 1
T12098: P480' := P480 + 2
IM[1916,418]: 2
T12098: P295' := P295 - 1
IM[1916,258]: -1
T12098: P345' := P345 + 1
IM[1916,415]: 1
T12098: P19' := P19 - 2
IM[1916,449]: -2
T12098: P667' := P667 + 1
IM[1916,440]: 1
T12098: P185' := P185 + 4
IM[1916,185]: 4
T12098: P306' := P306 - 1
IM[1916,407]: -1
T12098: P193' := P193 - 6
IM[1916,184]: -6
T12098: P648' := P648 - 1
IM[1916,327]: -1
P284 --> T12097 : 1
Pre[1917,371]: 1
P554 --> T12097 : 1
Pre[1917,54]: 1
T12097: P284' := P284 - 1
IM[1917,371]: -1
T12097: P554' := P554 - 1
IM[1917,54]: -1
T12097: P423' := P423 + 1
IM[1917,4]: 1
T12097: P776' := P776 + 1
IM[1917,396]: 1
P32 --> T12096 : 1
Pre[1918,38]: 1
P57 --> T12096 : 1
Pre[1918,210]: 1
T12096: P32' := P32 - 1
IM[1918,38]: -1
T12096: P57' := P57 - 1
IM[1918,210]: -1
T12096: P597' := P597 + 1
IM[1918,15]: 1
T12096: P646' := P646 + 1
IM[1918,308]: 1
P295 --> T12095 : 1
Pre[1919,258]: 1
P16 --> T12095 : 1
Pre[1919,215]: 1
P133 --> T12095 : 1
Pre[1919,307]: 1
P648 --> T12095 : 2
Pre[1919,327]: 2
P193 --> T12095 : 6
Pre[1919,184]: 6
T12095: P295' := P295 - 1
IM[1919,258]: -1
T12095: P16' := P16 - 1
IM[1919,215]: -1
T12095: P257' := P257 + 1
IM[1919,236]: 1
T12095: P105' := P105 + 1
IM[1919,293]: 1
T12095: P133' := P133 - 1
IM[1919,307]: -1
T12095: P648' := P648 - 2
IM[1919,327]: -2
T12095: P570' := P570 + 2
IM[1919,296]: 2
T12095: P185' := P185 + 4
IM[1919,185]: 4
T12095: P193' := P193 - 6
IM[1919,184]: -6
P193 --> T12094 : 6
Pre[1920,184]: 6
P211 --> T12094 : 1
Pre[1920,335]: 1
P295 --> T12094 : 2
Pre[1920,258]: 2
P190 --> T12094 : 2
Pre[1920,363]: 2
T12094: P193' := P193 - 6
IM[1920,184]: -6
T12094: P211' := P211 - 1
IM[1920,335]: -1
T12094: P692' := P692 + 2
IM[1920,287]: 2
T12094: P295' := P295 - 2
IM[1920,258]: -2
T12094: P798' := P798 + 2
IM[1920,301]: 2
T12094: P190' := P190 - 2
IM[1920,363]: -2
T12094: P185' := P185 + 4
IM[1920,185]: 4
P19 --> T12093 : 1
Pre[1921,449]: 1
P640 --> T12093 : 1
Pre[1921,355]: 1
P648 --> T12093 : 1
Pre[1921,327]: 1
P193 --> T12093 : 6
Pre[1921,184]: 6
P295 --> T12093 : 1
Pre[1921,258]: 1
P751 --> T12093 : 1
Pre[1921,408]: 1
T12093: P462' := P462 + 1
IM[1921,410]: 1
T12093: P185' := P185 + 4
IM[1921,185]: 4
T12093: P19' := P19 - 1
IM[1921,449]: -1
T12093: P640' := P640 - 1
IM[1921,355]: -1
T12093: P53' := P53 + 1
IM[1921,224]: 1
T12093: P648' := P648 - 1
IM[1921,327]: -1
T12093: P111' := P111 + 1
IM[1921,411]: 1
T12093: P326' := P326 + 1
IM[1921,346]: 1
T12093: P193' := P193 - 6
IM[1921,184]: -6
T12093: P295' := P295 - 1
IM[1921,258]: -1
T12093: P751' := P751 - 1
IM[1921,408]: -1
P295 --> T12092 : 1
Pre[1922,258]: 1
P19 --> T12092 : 1
Pre[1922,449]: 1
P193 --> T12092 : 6
Pre[1922,184]: 6
P133 --> T12092 : 2
Pre[1922,307]: 2
P306 --> T12092 : 1
Pre[1922,407]: 1
T12092: P295' := P295 - 1
IM[1922,258]: -1
T12092: P19' := P19 - 1
IM[1922,449]: -1
T12092: P345' := P345 + 1
IM[1922,415]: 1
T12092: P480' := P480 + 1
IM[1922,418]: 1
T12092: P185' := P185 + 4
IM[1922,185]: 4
T12092: P193' := P193 - 6
IM[1922,184]: -6
T12092: P133' := P133 - 2
IM[1922,307]: -2
T12092: P306' := P306 - 1
IM[1922,407]: -1
T12092: P591' := P591 + 2
IM[1922,202]: 2
P133 --> T12091 : 1
Pre[1923,307]: 1
P193 --> T12091 : 6
Pre[1923,184]: 6
P19 --> T12091 : 1
Pre[1923,449]: 1
P190 --> T12091 : 1
Pre[1923,363]: 1
P16 --> T12091 : 1
Pre[1923,215]: 1
P295 --> T12091 : 1
Pre[1923,258]: 1
T12091: P133' := P133 - 1
IM[1923,307]: -1
T12091: P193' := P193 - 6
IM[1923,184]: -6
T12091: P555' := P555 + 1
IM[1923,368]: 1
T12091: P19' := P19 - 1
IM[1923,449]: -1
T12091: P190' := P190 - 1
IM[1923,363]: -1
T12091: P16' := P16 - 1
IM[1923,215]: -1
T12091: P322' := P322 + 1
IM[1923,416]: 1
T12091: P105' := P105 + 1
IM[1923,293]: 1
T12091: P185' := P185 + 4
IM[1923,185]: 4
T12091: P295' := P295 - 1
IM[1923,258]: -1
T12091: P257' := P257 + 1
IM[1923,236]: 1
P190 --> T12090 : 1
Pre[1924,363]: 1
P710 --> T12090 : 1
Pre[1924,172]: 1
P133 --> T12090 : 1
Pre[1924,307]: 1
P193 --> T12090 : 6
Pre[1924,184]: 6
P295 --> T12090 : 2
Pre[1924,258]: 2
T12090: P190' := P190 - 1
IM[1924,363]: -1
T12090: P408' := P408 + 1
IM[1924,420]: 1
T12090: P185' := P185 + 4
IM[1924,185]: 4
T12090: P710' := P710 - 1
IM[1924,172]: -1
T12090: P137' := P137 + 1
IM[1924,280]: 1
T12090: P355' := P355 + 2
IM[1924,319]: 2
T12090: P133' := P133 - 1
IM[1924,307]: -1
T12090: P193' := P193 - 6
IM[1924,184]: -6
T12090: P295' := P295 - 2
IM[1924,258]: -2
P193 --> T12089 : 7
Pre[1925,184]: 7
P133 --> T12089 : 1
Pre[1925,307]: 1
P190 --> T12089 : 1
Pre[1925,363]: 1
P648 --> T12089 : 1
Pre[1925,327]: 1
P5 --> T12089 : 1
Pre[1925,384]: 1
T12089: P193' := P193 - 7
IM[1925,184]: -7
T12089: P668' := P668 + 1
IM[1925,447]: 1
T12089: P133' := P133 - 1
IM[1925,307]: -1
T12089: P190' := P190 - 1
IM[1925,363]: -1
T12089: P568' := P568 + 1
IM[1925,385]: 1
T12089: P648' := P648 - 1
IM[1925,327]: -1
T12089: P5' := P5 - 1
IM[1925,384]: -1
T12089: P340' := P340 + 1
IM[1925,461]: 1
T12089: P721' := P721 + 3
IM[1925,192]: 3
P648 --> T12088 : 2
Pre[1926,327]: 2
P710 --> T12088 : 1
Pre[1926,172]: 1
P19 --> T12088 : 1
Pre[1926,449]: 1
P193 --> T12088 : 6
Pre[1926,184]: 6
P133 --> T12088 : 1
Pre[1926,307]: 1
T12088: P648' := P648 - 2
IM[1926,327]: -2
T12088: P710' := P710 - 1
IM[1926,172]: -1
T12088: P19' := P19 - 1
IM[1926,449]: -1
T12088: P137' := P137 + 1
IM[1926,280]: 1
T12088: P215' := P215 + 1
IM[1926,365]: 1
T12088: P193' := P193 - 6
IM[1926,184]: -6
T12088: P133' := P133 - 1
IM[1926,307]: -1
T12088: P652' := P652 + 2
IM[1926,393]: 2
T12088: P185' := P185 + 4
IM[1926,185]: 4
P295 --> T12087 : 2
Pre[1927,258]: 2
P306 --> T12087 : 1
Pre[1927,407]: 1
P193 --> T12087 : 6
Pre[1927,184]: 6
P751 --> T12087 : 1
Pre[1927,408]: 1
P648 --> T12087 : 1
Pre[1927,327]: 1
T12087: P295' := P295 - 2
IM[1927,258]: -2
T12087: P667' := P667 + 1
IM[1927,440]: 1
T12087: P306' := P306 - 1
IM[1927,407]: -1
T12087: P761' := P761 + 1
IM[1927,456]: 1
T12087: P193' := P193 - 6
IM[1927,184]: -6
T12087: P345' := P345 + 2
IM[1927,415]: 2
T12087: P751' := P751 - 1
IM[1927,408]: -1
T12087: P185' := P185 + 4
IM[1927,185]: 4
T12087: P648' := P648 - 1
IM[1927,327]: -1
P193 --> T12086 : 6
Pre[1928,184]: 6
P133 --> T12086 : 2
Pre[1928,307]: 2
P751 --> T12086 : 1
Pre[1928,408]: 1
P648 --> T12086 : 1
Pre[1928,327]: 1
P16 --> T12086 : 1
Pre[1928,215]: 1
T12086: P677' := P677 + 1
IM[1928,409]: 1
T12086: P193' := P193 - 6
IM[1928,184]: -6
T12086: P133' := P133 - 2
IM[1928,307]: -2
T12086: P105' := P105 + 2
IM[1928,293]: 2
T12086: P751' := P751 - 1
IM[1928,408]: -1
T12086: P648' := P648 - 1
IM[1928,327]: -1
T12086: P16' := P16 - 1
IM[1928,215]: -1
T12086: P570' := P570 + 1
IM[1928,296]: 1
T12086: P185' := P185 + 4
IM[1928,185]: 4
P211 --> T12085 : 1
Pre[1929,335]: 1
P193 --> T12085 : 6
Pre[1929,184]: 6
P295 --> T12085 : 1
Pre[1929,258]: 1
P19 --> T12085 : 2
Pre[1929,449]: 2
P133 --> T12085 : 1
Pre[1929,307]: 1
T12085: P211' := P211 - 1
IM[1929,335]: -1
T12085: P193' := P193 - 6
IM[1929,184]: -6
T12085: P494' := P494 + 1
IM[1929,265]: 1
T12085: P185' := P185 + 4
IM[1929,185]: 4
T12085: P581' := P581 + 2
IM[1929,477]: 2
T12085: P295' := P295 - 1
IM[1929,258]: -1
T12085: P19' := P19 - 2
IM[1929,449]: -2
T12085: P133' := P133 - 1
IM[1929,307]: -1
T12085: P692' := P692 + 1
IM[1929,287]: 1
P211 --> T12084 : 1
Pre[1930,335]: 1
P190 --> T12084 : 1
Pre[1930,363]: 1
P133 --> T12084 : 3
Pre[1930,307]: 3
P193 --> T12084 : 6
Pre[1930,184]: 6
T12084: P211' := P211 - 1
IM[1930,335]: -1
T12084: P185' := P185 + 4
IM[1930,185]: 4
T12084: P798' := P798 + 1
IM[1930,301]: 1
T12084: P494' := P494 + 3
IM[1930,265]: 3
T12084: P190' := P190 - 1
IM[1930,363]: -1
T12084: P133' := P133 - 3
IM[1930,307]: -3
T12084: P193' := P193 - 6
IM[1930,184]: -6
P193 --> T12083 : 6
Pre[1931,184]: 6
P211 --> T12083 : 1
Pre[1931,335]: 1
P190 --> T12083 : 1
Pre[1931,363]: 1
P295 --> T12083 : 2
Pre[1931,258]: 2
P751 --> T12083 : 1
Pre[1931,408]: 1
T12083: P193' := P193 - 6
IM[1931,184]: -6
T12083: P185' := P185 + 4
IM[1931,185]: 4
T12083: P211' := P211 - 1
IM[1931,335]: -1
T12083: P692' := P692 + 2
IM[1931,287]: 2
T12083: P190' := P190 - 1
IM[1931,363]: -1
T12083: P798' := P798 + 1
IM[1931,301]: 1
T12083: P295' := P295 - 2
IM[1931,258]: -2
T12083: P328' := P328 + 1
IM[1931,425]: 1
T12083: P751' := P751 - 1
IM[1931,408]: -1
P133 --> T12082 : 1
Pre[1932,307]: 1
P295 --> T12082 : 1
Pre[1932,258]: 1
P193 --> T12082 : 6
Pre[1932,184]: 6
P472 --> T12082 : 1
Pre[1932,334]: 1
P751 --> T12082 : 1
Pre[1932,408]: 1
P190 --> T12082 : 1
Pre[1932,363]: 1
T12082: P133' := P133 - 1
IM[1932,307]: -1
T12082: P295' := P295 - 1
IM[1932,258]: -1
T12082: P457' := P457 + 1
IM[1932,347]: 1
T12082: P193' := P193 - 6
IM[1932,184]: -6
T12082: P586' := P586 + 1
IM[1932,379]: 1
T12082: P472' := P472 - 1
IM[1932,334]: -1
T12082: P242' := P242 + 1
IM[1932,216]: 1
T12082: P65' := P65 + 1
IM[1932,336]: 1
T12082: P751' := P751 - 1
IM[1932,408]: -1
T12082: P190' := P190 - 1
IM[1932,363]: -1
T12082: P185' := P185 + 4
IM[1932,185]: 4
P193 --> T12081 : 6
Pre[1933,184]: 6
P19 --> T12081 : 1
Pre[1933,449]: 1
P710 --> T12081 : 1
Pre[1933,172]: 1
P133 --> T12081 : 1
Pre[1933,307]: 1
P295 --> T12081 : 2
Pre[1933,258]: 2
T12081: P193' := P193 - 6
IM[1933,184]: -6
T12081: P137' := P137 + 1
IM[1933,280]: 1
T12081: P355' := P355 + 2
IM[1933,319]: 2
T12081: P19' := P19 - 1
IM[1933,449]: -1
T12081: P710' := P710 - 1
IM[1933,172]: -1
T12081: P133' := P133 - 1
IM[1933,307]: -1
T12081: P185' := P185 + 4
IM[1933,185]: 4
T12081: P295' := P295 - 2
IM[1933,258]: -2
T12081: P215' := P215 + 1
IM[1933,365]: 1
P640 --> T12080 : 1
Pre[1934,355]: 1
P190 --> T12080 : 1
Pre[1934,363]: 1
P193 --> T12080 : 6
Pre[1934,184]: 6
P751 --> T12080 : 3
Pre[1934,408]: 3
T12080: P640' := P640 - 1
IM[1934,355]: -1
T12080: P185' := P185 + 4
IM[1934,185]: 4
T12080: P462' := P462 + 3
IM[1934,410]: 3
T12080: P190' := P190 - 1
IM[1934,363]: -1
T12080: P193' := P193 - 6
IM[1934,184]: -6
T12080: P751' := P751 - 3
IM[1934,408]: -3
T12080: P685' := P685 + 1
IM[1934,403]: 1
P19 --> T12079 : 1
Pre[1935,449]: 1
P133 --> T12079 : 2
Pre[1935,307]: 2
P640 --> T12079 : 1
Pre[1935,355]: 1
P193 --> T12079 : 6
Pre[1935,184]: 6
P190 --> T12079 : 1
Pre[1935,363]: 1
T12079: P227' := P227 + 2
IM[1935,344]: 2
T12079: P19' := P19 - 1
IM[1935,449]: -1
T12079: P133' := P133 - 2
IM[1935,307]: -2
T12079: P185' := P185 + 4
IM[1935,185]: 4
T12079: P685' := P685 + 1
IM[1935,403]: 1
T12079: P640' := P640 - 1
IM[1935,355]: -1
T12079: P193' := P193 - 6
IM[1935,184]: -6
T12079: P190' := P190 - 1
IM[1935,363]: -1
T12079: P111' := P111 + 1
IM[1935,411]: 1
P472 --> T12078 : 1
Pre[1936,334]: 1
P295 --> T12078 : 2
Pre[1936,258]: 2
P133 --> T12078 : 1
Pre[1936,307]: 1
P193 --> T12078 : 7
Pre[1936,184]: 7
T12078: P721' := P721 + 3
IM[1936,192]: 3
T12078: P472' := P472 - 1
IM[1936,334]: -1
T12078: P295' := P295 - 2
IM[1936,258]: -2
T12078: P457' := P457 + 1
IM[1936,347]: 1
T12078: P133' := P133 - 1
IM[1936,307]: -1
T12078: P586' := P586 + 2
IM[1936,379]: 2
T12078: P193' := P193 - 7
IM[1936,184]: -7
P19 --> T12077 : 1
Pre[1937,449]: 1
P751 --> T12077 : 2
Pre[1937,408]: 2
P133 --> T12077 : 1
Pre[1937,307]: 1
P193 --> T12077 : 6
Pre[1937,184]: 6
P710 --> T12077 : 1
Pre[1937,172]: 1
T12077: P185' := P185 + 4
IM[1937,185]: 4
T12077: P19' := P19 - 1
IM[1937,449]: -1
T12077: P751' := P751 - 2
IM[1937,408]: -2
T12077: P565' := P565 + 2
IM[1937,315]: 2
T12077: P133' := P133 - 1
IM[1937,307]: -1
T12077: P193' := P193 - 6
IM[1937,184]: -6
T12077: P137' := P137 + 1
IM[1937,280]: 1
T12077: P215' := P215 + 1
IM[1937,365]: 1
T12077: P710' := P710 - 1
IM[1937,172]: -1
P295 --> T12076 : 2
Pre[1938,258]: 2
P16 --> T12076 : 1
Pre[1938,215]: 1
P193 --> T12076 : 7
Pre[1938,184]: 7
P133 --> T12076 : 1
Pre[1938,307]: 1
T12076: P257' := P257 + 2
IM[1938,236]: 2
T12076: P295' := P295 - 2
IM[1938,258]: -2
T12076: P105' := P105 + 1
IM[1938,293]: 1
T12076: P16' := P16 - 1
IM[1938,215]: -1
T12076: P721' := P721 + 3
IM[1938,192]: 3
T12076: P193' := P193 - 7
IM[1938,184]: -7
T12076: P133' := P133 - 1
IM[1938,307]: -1
P751 --> T12075 : 1
Pre[1939,408]: 1
P648 --> T12075 : 1
Pre[1939,327]: 1
P193 --> T12075 : 6
Pre[1939,184]: 6
P19 --> T12075 : 1
Pre[1939,449]: 1
P472 --> T12075 : 1
Pre[1939,334]: 1
P133 --> T12075 : 1
Pre[1939,307]: 1
T12075: P457' := P457 + 1
IM[1939,347]: 1
T12075: P185' := P185 + 4
IM[1939,185]: 4
T12075: P751' := P751 - 1
IM[1939,408]: -1
T12075: P648' := P648 - 1
IM[1939,327]: -1
T12075: P193' := P193 - 6
IM[1939,184]: -6
T12075: P465' := P465 + 1
IM[1939,389]: 1
T12075: P706' := P706 + 1
IM[1939,362]: 1
T12075: P19' := P19 - 1
IM[1939,449]: -1
T12075: P472' := P472 - 1
IM[1939,334]: -1
T12075: P242' := P242 + 1
IM[1939,216]: 1
T12075: P133' := P133 - 1
IM[1939,307]: -1
P751 --> T12074 : 2
Pre[1940,408]: 2
P295 --> T12074 : 1
Pre[1940,258]: 1
P567 --> T12074 : 1
Pre[1940,243]: 1
P193 --> T12074 : 6
Pre[1940,184]: 6
P133 --> T12074 : 1
Pre[1940,307]: 1
T12074: P79' := P79 + 1
IM[1940,218]: 1
T12074: P751' := P751 - 2
IM[1940,408]: -2
T12074: P352' := P352 + 1
IM[1940,331]: 1
T12074: P530' := P530 + 2
IM[1940,435]: 2
T12074: P295' := P295 - 1
IM[1940,258]: -1
T12074: P567' := P567 - 1
IM[1940,243]: -1
T12074: P193' := P193 - 6
IM[1940,184]: -6
T12074: P133' := P133 - 1
IM[1940,307]: -1
T12074: P185' := P185 + 4
IM[1940,185]: 4
P5 --> T12073 : 1
Pre[1941,384]: 1
P190 --> T12073 : 1
Pre[1941,363]: 1
P193 --> T12073 : 7
Pre[1941,184]: 7
P295 --> T12073 : 1
Pre[1941,258]: 1
P751 --> T12073 : 1
Pre[1941,408]: 1
T12073: P67' := P67 + 1
IM[1941,414]: 1
T12073: P5' := P5 - 1
IM[1941,384]: -1
T12073: P190' := P190 - 1
IM[1941,363]: -1
T12073: P193' := P193 - 7
IM[1941,184]: -7
T12073: P721' := P721 + 3
IM[1941,192]: 3
T12073: P340' := P340 + 1
IM[1941,461]: 1
T12073: P295' := P295 - 1
IM[1941,258]: -1
T12073: P214' := P214 + 1
IM[1941,432]: 1
T12073: P751' := P751 - 1
IM[1941,408]: -1
P751 --> T12072 : 1
Pre[1942,408]: 1
P19 --> T12072 : 1
Pre[1942,449]: 1
P190 --> T12072 : 2
Pre[1942,363]: 2
P567 --> T12072 : 1
Pre[1942,243]: 1
P193 --> T12072 : 6
Pre[1942,184]: 6
T12072: P751' := P751 - 1
IM[1942,408]: -1
T12072: P530' := P530 + 1
IM[1942,435]: 1
T12072: P19' := P19 - 1
IM[1942,449]: -1
T12072: P37' := P37 + 1
IM[1942,219]: 1
T12072: P190' := P190 - 2
IM[1942,363]: -2
T12072: P567' := P567 - 1
IM[1942,243]: -1
T12072: P193' := P193 - 6
IM[1942,184]: -6
T12072: P185' := P185 + 4
IM[1942,185]: 4
T12072: P584' := P584 + 2
IM[1942,437]: 2
P640 --> T12071 : 1
Pre[1943,355]: 1
P648 --> T12071 : 1
Pre[1943,327]: 1
P19 --> T12071 : 2
Pre[1943,449]: 2
P190 --> T12071 : 1
Pre[1943,363]: 1
P193 --> T12071 : 6
Pre[1943,184]: 6
T12071: P640' := P640 - 1
IM[1943,355]: -1
T12071: P185' := P185 + 4
IM[1943,185]: 4
T12071: P111' := P111 + 2
IM[1943,411]: 2
T12071: P648' := P648 - 1
IM[1943,327]: -1
T12071: P19' := P19 - 2
IM[1943,449]: -2
T12071: P326' := P326 + 1
IM[1943,346]: 1
T12071: P685' := P685 + 1
IM[1943,403]: 1
T12071: P190' := P190 - 1
IM[1943,363]: -1
T12071: P193' := P193 - 6
IM[1943,184]: -6
P193 --> T12070 : 7
Pre[1944,184]: 7
P751 --> T12070 : 1
Pre[1944,408]: 1
P211 --> T12070 : 1
Pre[1944,335]: 1
P648 --> T12070 : 2
Pre[1944,327]: 2
T12070: P193' := P193 - 7
IM[1944,184]: -7
T12070: P328' := P328 + 1
IM[1944,425]: 1
T12070: P427' := P427 + 2
IM[1944,322]: 2
T12070: P751' := P751 - 1
IM[1944,408]: -1
T12070: P211' := P211 - 1
IM[1944,335]: -1
T12070: P648' := P648 - 2
IM[1944,327]: -2
T12070: P721' := P721 + 3
IM[1944,192]: 3
P19 --> T12069 : 1
Pre[1945,449]: 1
P567 --> T12069 : 1
Pre[1945,243]: 1
P751 --> T12069 : 1
Pre[1945,408]: 1
P193 --> T12069 : 7
Pre[1945,184]: 7
P648 --> T12069 : 1
Pre[1945,327]: 1
T12069: P530' := P530 + 1
IM[1945,435]: 1
T12069: P19' := P19 - 1
IM[1945,449]: -1
T12069: P37' := P37 + 1
IM[1945,219]: 1
T12069: P721' := P721 + 3
IM[1945,192]: 3
T12069: P567' := P567 - 1
IM[1945,243]: -1
T12069: P751' := P751 - 1
IM[1945,408]: -1
T12069: P193' := P193 - 7
IM[1945,184]: -7
T12069: P648' := P648 - 1
IM[1945,327]: -1
T12069: P240' := P240 + 1
IM[1945,358]: 1
P193 --> T12068 : 6
Pre[1946,184]: 6
P190 --> T12068 : 1
Pre[1946,363]: 1
P710 --> T12068 : 1
Pre[1946,172]: 1
P133 --> T12068 : 1
Pre[1946,307]: 1
P751 --> T12068 : 2
Pre[1946,408]: 2
T12068: P185' := P185 + 4
IM[1946,185]: 4
T12068: P193' := P193 - 6
IM[1946,184]: -6
T12068: P190' := P190 - 1
IM[1946,363]: -1
T12068: P408' := P408 + 1
IM[1946,420]: 1
T12068: P710' := P710 - 1
IM[1946,172]: -1
T12068: P137' := P137 + 1
IM[1946,280]: 1
T12068: P565' := P565 + 2
IM[1946,315]: 2
T12068: P133' := P133 - 1
IM[1946,307]: -1
T12068: P751' := P751 - 2
IM[1946,408]: -2
P19 --> T12067 : 1
Pre[1947,449]: 1
P16 --> T12067 : 1
Pre[1947,215]: 1
P751 --> T12067 : 2
Pre[1947,408]: 2
P193 --> T12067 : 6
Pre[1947,184]: 6
P648 --> T12067 : 1
Pre[1947,327]: 1
T12067: P19' := P19 - 1
IM[1947,449]: -1
T12067: P322' := P322 + 1
IM[1947,416]: 1
T12067: P16' := P16 - 1
IM[1947,215]: -1
T12067: P677' := P677 + 2
IM[1947,409]: 2
T12067: P751' := P751 - 2
IM[1947,408]: -2
T12067: P193' := P193 - 6
IM[1947,184]: -6
T12067: P185' := P185 + 4
IM[1947,185]: 4
T12067: P648' := P648 - 1
IM[1947,327]: -1
T12067: P570' := P570 + 1
IM[1947,296]: 1
P418 --> T12066 : 1
Pre[1948,197]: 1
P381 --> T12066 : 1
Pre[1948,183]: 1
T12066: P687' := P687 + 1
IM[1948,238]: 1
T12066: P572' := P572 + 1
IM[1948,88]: 1
T12066: P418' := P418 - 1
IM[1948,197]: -1
T12066: P381' := P381 - 1
IM[1948,183]: -1
P193 --> T12065 : 6
Pre[1949,184]: 6
P567 --> T12065 : 1
Pre[1949,243]: 1
P133 --> T12065 : 1
Pre[1949,307]: 1
P295 --> T12065 : 3
Pre[1949,258]: 3
T12065: P185' := P185 + 4
IM[1949,185]: 4
T12065: P193' := P193 - 6
IM[1949,184]: -6
T12065: P567' := P567 - 1
IM[1949,243]: -1
T12065: P133' := P133 - 1
IM[1949,307]: -1
T12065: P79' := P79 + 3
IM[1949,218]: 3
T12065: P352' := P352 + 1
IM[1949,331]: 1
T12065: P295' := P295 - 3
IM[1949,258]: -3
P193 --> T12064 : 6
Pre[1950,184]: 6
P648 --> T12064 : 1
Pre[1950,327]: 1
P211 --> T12064 : 1
Pre[1950,335]: 1
P751 --> T12064 : 2
Pre[1950,408]: 2
P133 --> T12064 : 1
Pre[1950,307]: 1
T12064: P193' := P193 - 6
IM[1950,184]: -6
T12064: P648' := P648 - 1
IM[1950,327]: -1
T12064: P328' := P328 + 2
IM[1950,425]: 2
T12064: P494' := P494 + 1
IM[1950,265]: 1
T12064: P211' := P211 - 1
IM[1950,335]: -1
T12064: P185' := P185 + 4
IM[1950,185]: 4
T12064: P427' := P427 + 1
IM[1950,322]: 1
T12064: P751' := P751 - 2
IM[1950,408]: -2
T12064: P133' := P133 - 1
IM[1950,307]: -1
P133 --> T12063 : 1
Pre[1951,307]: 1
P5 --> T12063 : 1
Pre[1951,384]: 1
P648 --> T12063 : 2
Pre[1951,327]: 2
P295 --> T12063 : 1
Pre[1951,258]: 1
P193 --> T12063 : 6
Pre[1951,184]: 6
T12063: P133' := P133 - 1
IM[1951,307]: -1
T12063: P668' := P668 + 1
IM[1951,447]: 1
T12063: P5' := P5 - 1
IM[1951,384]: -1
T12063: P648' := P648 - 2
IM[1951,327]: -2
T12063: P214' := P214 + 1
IM[1951,432]: 1
T12063: P295' := P295 - 1
IM[1951,258]: -1
T12063: P185' := P185 + 4
IM[1951,185]: 4
T12063: P568' := P568 + 2
IM[1951,385]: 2
T12063: P193' := P193 - 6
IM[1951,184]: -6
P616 --> T12062 : 1
Pre[1952,255]: 1
P280 --> T12062 : 1
Pre[1952,235]: 1
T12062: P616' := P616 - 1
IM[1952,255]: -1
T12062: P280' := P280 - 1
IM[1952,235]: -1
T12062: P742' := P742 + 1
IM[1952,270]: 1
T12062: P91' := P91 + 1
IM[1952,251]: 1
P648 --> T12061 : 1
Pre[1953,327]: 1
P211 --> T12061 : 1
Pre[1953,335]: 1
P193 --> T12061 : 6
Pre[1953,184]: 6
P19 --> T12061 : 1
Pre[1953,449]: 1
P295 --> T12061 : 1
Pre[1953,258]: 1
P190 --> T12061 : 1
Pre[1953,363]: 1
T12061: P648' := P648 - 1
IM[1953,327]: -1
T12061: P211' := P211 - 1
IM[1953,335]: -1
T12061: P692' := P692 + 1
IM[1953,287]: 1
T12061: P581' := P581 + 1
IM[1953,477]: 1
T12061: P193' := P193 - 6
IM[1953,184]: -6
T12061: P19' := P19 - 1
IM[1953,449]: -1
T12061: P798' := P798 + 1
IM[1953,301]: 1
T12061: P427' := P427 + 1
IM[1953,322]: 1
T12061: P295' := P295 - 1
IM[1953,258]: -1
T12061: P190' := P190 - 1
IM[1953,363]: -1
T12061: P185' := P185 + 4
IM[1953,185]: 4
P193 --> T12060 : 6
Pre[1954,184]: 6
P295 --> T12060 : 2
Pre[1954,258]: 2
P133 --> T12060 : 1
Pre[1954,307]: 1
P648 --> T12060 : 1
Pre[1954,327]: 1
P211 --> T12060 : 1
Pre[1954,335]: 1
T12060: P193' := P193 - 6
IM[1954,184]: -6
T12060: P295' := P295 - 2
IM[1954,258]: -2
T12060: P133' := P133 - 1
IM[1954,307]: -1
T12060: P494' := P494 + 1
IM[1954,265]: 1
T12060: P648' := P648 - 1
IM[1954,327]: -1
T12060: P185' := P185 + 4
IM[1954,185]: 4
T12060: P427' := P427 + 1
IM[1954,322]: 1
T12060: P211' := P211 - 1
IM[1954,335]: -1
T12060: P692' := P692 + 2
IM[1954,287]: 2
P19 --> T12059 : 1
Pre[1955,449]: 1
P295 --> T12059 : 1
Pre[1955,258]: 1
P16 --> T12059 : 1
Pre[1955,215]: 1
P193 --> T12059 : 8
Pre[1955,184]: 8
T12059: P19' := P19 - 1
IM[1955,449]: -1
T12059: P295' := P295 - 1
IM[1955,258]: -1
T12059: P16' := P16 - 1
IM[1955,215]: -1
T12059: P52' := P52 + 2
IM[1955,174]: 2
T12059: P322' := P322 + 1
IM[1955,416]: 1
T12059: P257' := P257 + 1
IM[1955,236]: 1
T12059: P193' := P193 - 8
IM[1955,184]: -8
P193 --> T12058 : 6
Pre[1956,184]: 6
P133 --> T12058 : 1
Pre[1956,307]: 1
P19 --> T12058 : 1
Pre[1956,449]: 1
P306 --> T12058 : 1
Pre[1956,407]: 1
P648 --> T12058 : 1
Pre[1956,327]: 1
P751 --> T12058 : 1
Pre[1956,408]: 1
T12058: P193' := P193 - 6
IM[1956,184]: -6
T12058: P185' := P185 + 4
IM[1956,185]: 4
T12058: P133' := P133 - 1
IM[1956,307]: -1
T12058: P480' := P480 + 1
IM[1956,418]: 1
T12058: P19' := P19 - 1
IM[1956,449]: -1
T12058: P667' := P667 + 1
IM[1956,440]: 1
T12058: P306' := P306 - 1
IM[1956,407]: -1
T12058: P648' := P648 - 1
IM[1956,327]: -1
T12058: P761' := P761 + 1
IM[1956,456]: 1
T12058: P751' := P751 - 1
IM[1956,408]: -1
T12058: P591' := P591 + 1
IM[1956,202]: 1
P193 --> T12057 : 6
Pre[1957,184]: 6
P19 --> T12057 : 1
Pre[1957,449]: 1
P648 --> T12057 : 1
Pre[1957,327]: 1
P211 --> T12057 : 1
Pre[1957,335]: 1
P295 --> T12057 : 2
Pre[1957,258]: 2
T12057: P193' := P193 - 6
IM[1957,184]: -6
T12057: P19' := P19 - 1
IM[1957,449]: -1
T12057: P185' := P185 + 4
IM[1957,185]: 4
T12057: P692' := P692 + 2
IM[1957,287]: 2
T12057: P648' := P648 - 1
IM[1957,327]: -1
T12057: P427' := P427 + 1
IM[1957,322]: 1
T12057: P211' := P211 - 1
IM[1957,335]: -1
T12057: P581' := P581 + 1
IM[1957,477]: 1
T12057: P295' := P295 - 2
IM[1957,258]: -2
P190 --> T12056 : 2
Pre[1958,363]: 2
P193 --> T12056 : 7
Pre[1958,184]: 7
P751 --> T12056 : 1
Pre[1958,408]: 1
P640 --> T12056 : 1
Pre[1958,355]: 1
T12056: P462' := P462 + 1
IM[1958,410]: 1
T12056: P685' := P685 + 2
IM[1958,403]: 2
T12056: P190' := P190 - 2
IM[1958,363]: -2
T12056: P193' := P193 - 7
IM[1958,184]: -7
T12056: P751' := P751 - 1
IM[1958,408]: -1
T12056: P721' := P721 + 3
IM[1958,192]: 3
T12056: P640' := P640 - 1
IM[1958,355]: -1
P5 --> T12055 : 1
Pre[1959,384]: 1
P295 --> T12055 : 2
Pre[1959,258]: 2
P751 --> T12055 : 1
Pre[1959,408]: 1
P193 --> T12055 : 6
Pre[1959,184]: 6
P133 --> T12055 : 1
Pre[1959,307]: 1
T12055: P668' := P668 + 1
IM[1959,447]: 1
T12055: P5' := P5 - 1
IM[1959,384]: -1
T12055: P295' := P295 - 2
IM[1959,258]: -2
T12055: P67' := P67 + 1
IM[1959,414]: 1
T12055: P214' := P214 + 2
IM[1959,432]: 2
T12055: P751' := P751 - 1
IM[1959,408]: -1
T12055: P193' := P193 - 6
IM[1959,184]: -6
T12055: P133' := P133 - 1
IM[1959,307]: -1
T12055: P185' := P185 + 4
IM[1959,185]: 4
P5 --> T12054 : 1
Pre[1960,384]: 1
P190 --> T12054 : 2
Pre[1960,363]: 2
P193 --> T12054 : 6
Pre[1960,184]: 6
P295 --> T12054 : 1
Pre[1960,258]: 1
P19 --> T12054 : 1
Pre[1960,449]: 1
T12054: P5' := P5 - 1
IM[1960,384]: -1
T12054: P552' := P552 + 1
IM[1960,442]: 1
T12054: P185' := P185 + 4
IM[1960,185]: 4
T12054: P190' := P190 - 2
IM[1960,363]: -2
T12054: P193' := P193 - 6
IM[1960,184]: -6
T12054: P295' := P295 - 1
IM[1960,258]: -1
T12054: P340' := P340 + 2
IM[1960,461]: 2
T12054: P19' := P19 - 1
IM[1960,449]: -1
T12054: P214' := P214 + 1
IM[1960,432]: 1
P190 --> T12053 : 1
Pre[1961,363]: 1
P193 --> T12053 : 6
Pre[1961,184]: 6
P751 --> T12053 : 1
Pre[1961,408]: 1
P567 --> T12053 : 1
Pre[1961,243]: 1
P295 --> T12053 : 2
Pre[1961,258]: 2
T12053: P584' := P584 + 1
IM[1961,437]: 1
T12053: P79' := P79 + 2
IM[1961,218]: 2
T12053: P530' := P530 + 1
IM[1961,435]: 1
T12053: P190' := P190 - 1
IM[1961,363]: -1
T12053: P193' := P193 - 6
IM[1961,184]: -6
T12053: P751' := P751 - 1
IM[1961,408]: -1
T12053: P567' := P567 - 1
IM[1961,243]: -1
T12053: P185' := P185 + 4
IM[1961,185]: 4
T12053: P295' := P295 - 2
IM[1961,258]: -2
P19 --> T12052 : 1
Pre[1962,449]: 1
P295 --> T12052 : 1
Pre[1962,258]: 1
P751 --> T12052 : 1
Pre[1962,408]: 1
P190 --> T12052 : 1
Pre[1962,363]: 1
P193 --> T12052 : 6
Pre[1962,184]: 6
P306 --> T12052 : 1
Pre[1962,407]: 1
T12052: P19' := P19 - 1
IM[1962,449]: -1
T12052: P295' := P295 - 1
IM[1962,258]: -1
T12052: P480' := P480 + 1
IM[1962,418]: 1
T12052: P751' := P751 - 1
IM[1962,408]: -1
T12052: P345' := P345 + 1
IM[1962,415]: 1
T12052: P190' := P190 - 1
IM[1962,363]: -1
T12052: P249' := P249 + 1
IM[1962,381]: 1
T12052: P193' := P193 - 6
IM[1962,184]: -6
T12052: P306' := P306 - 1
IM[1962,407]: -1
T12052: P761' := P761 + 1
IM[1962,456]: 1
T12052: P185' := P185 + 4
IM[1962,185]: 4
P295 --> T12051 : 3
Pre[1963,258]: 3
P193 --> T12051 : 6
Pre[1963,184]: 6
P211 --> T12051 : 1
Pre[1963,335]: 1
P190 --> T12051 : 1
Pre[1963,363]: 1
T12051: P692' := P692 + 3
IM[1963,287]: 3
T12051: P295' := P295 - 3
IM[1963,258]: -3
T12051: P185' := P185 + 4
IM[1963,185]: 4
T12051: P193' := P193 - 6
IM[1963,184]: -6
T12051: P211' := P211 - 1
IM[1963,335]: -1
T12051: P798' := P798 + 1
IM[1963,301]: 1
T12051: P190' := P190 - 1
IM[1963,363]: -1
P19 --> T12050 : 1
Pre[1964,449]: 1
P193 --> T12050 : 6
Pre[1964,184]: 6
P190 --> T12050 : 1
Pre[1964,363]: 1
P211 --> T12050 : 1
Pre[1964,335]: 1
P648 --> T12050 : 1
Pre[1964,327]: 1
P295 --> T12050 : 1
Pre[1964,258]: 1
T12050: P581' := P581 + 1
IM[1964,477]: 1
T12050: P798' := P798 + 1
IM[1964,301]: 1
T12050: P185' := P185 + 4
IM[1964,185]: 4
T12050: P19' := P19 - 1
IM[1964,449]: -1
T12050: P692' := P692 + 1
IM[1964,287]: 1
T12050: P427' := P427 + 1
IM[1964,322]: 1
T12050: P193' := P193 - 6
IM[1964,184]: -6
T12050: P190' := P190 - 1
IM[1964,363]: -1
T12050: P211' := P211 - 1
IM[1964,335]: -1
T12050: P648' := P648 - 1
IM[1964,327]: -1
T12050: P295' := P295 - 1
IM[1964,258]: -1
P193 --> T12049 : 6
Pre[1965,184]: 6
P190 --> T12049 : 1
Pre[1965,363]: 1
P751 --> T12049 : 1
Pre[1965,408]: 1
P133 --> T12049 : 1
Pre[1965,307]: 1
P472 --> T12049 : 1
Pre[1965,334]: 1
P648 --> T12049 : 1
Pre[1965,327]: 1
T12049: P193' := P193 - 6
IM[1965,184]: -6
T12049: P190' := P190 - 1
IM[1965,363]: -1
T12049: P751' := P751 - 1
IM[1965,408]: -1
T12049: P133' := P133 - 1
IM[1965,307]: -1
T12049: P472' := P472 - 1
IM[1965,334]: -1
T12049: P457' := P457 + 1
IM[1965,347]: 1
T12049: P465' := P465 + 1
IM[1965,389]: 1
T12049: P242' := P242 + 1
IM[1965,216]: 1
T12049: P65' := P65 + 1
IM[1965,336]: 1
T12049: P185' := P185 + 4
IM[1965,185]: 4
T12049: P648' := P648 - 1
IM[1965,327]: -1
P133 --> T12048 : 1
Pre[1966,307]: 1
P648 --> T12048 : 1
Pre[1966,327]: 1
P19 --> T12048 : 1
Pre[1966,449]: 1
P16 --> T12048 : 1
Pre[1966,215]: 1
P193 --> T12048 : 6
Pre[1966,184]: 6
P751 --> T12048 : 1
Pre[1966,408]: 1
T12048: P133' := P133 - 1
IM[1966,307]: -1
T12048: P185' := P185 + 4
IM[1966,185]: 4
T12048: P648' := P648 - 1
IM[1966,327]: -1
T12048: P570' := P570 + 1
IM[1966,296]: 1
T12048: P19' := P19 - 1
IM[1966,449]: -1
T12048: P677' := P677 + 1
IM[1966,409]: 1
T12048: P105' := P105 + 1
IM[1966,293]: 1
T12048: P16' := P16 - 1
IM[1966,215]: -1
T12048: P193' := P193 - 6
IM[1966,184]: -6
T12048: P322' := P322 + 1
IM[1966,416]: 1
T12048: P751' := P751 - 1
IM[1966,408]: -1
P751 --> T12047 : 1
Pre[1967,408]: 1
P133 --> T12047 : 1
Pre[1967,307]: 1
P648 --> T12047 : 2
Pre[1967,327]: 2
P193 --> T12047 : 6
Pre[1967,184]: 6
P16 --> T12047 : 1
Pre[1967,215]: 1
T12047: P105' := P105 + 1
IM[1967,293]: 1
T12047: P751' := P751 - 1
IM[1967,408]: -1
T12047: P570' := P570 + 2
IM[1967,296]: 2
T12047: P133' := P133 - 1
IM[1967,307]: -1
T12047: P648' := P648 - 2
IM[1967,327]: -2
T12047: P185' := P185 + 4
IM[1967,185]: 4
T12047: P677' := P677 + 1
IM[1967,409]: 1
T12047: P193' := P193 - 6
IM[1967,184]: -6
T12047: P16' := P16 - 1
IM[1967,215]: -1
P295 --> T12046 : 2
Pre[1968,258]: 2
P190 --> T12046 : 1
Pre[1968,363]: 1
P648 --> T12046 : 1
Pre[1968,327]: 1
P710 --> T12046 : 1
Pre[1968,172]: 1
P193 --> T12046 : 6
Pre[1968,184]: 6
T12046: P295' := P295 - 2
IM[1968,258]: -2
T12046: P190' := P190 - 1
IM[1968,363]: -1
T12046: P648' := P648 - 1
IM[1968,327]: -1
T12046: P710' := P710 - 1
IM[1968,172]: -1
T12046: P185' := P185 + 4
IM[1968,185]: 4
T12046: P408' := P408 + 1
IM[1968,420]: 1
T12046: P652' := P652 + 1
IM[1968,393]: 1
T12046: P193' := P193 - 6
IM[1968,184]: -6
T12046: P355' := P355 + 2
IM[1968,319]: 2
P567 --> T12045 : 1
Pre[1969,243]: 1
P133 --> T12045 : 1
Pre[1969,307]: 1
P190 --> T12045 : 1
Pre[1969,363]: 1
P193 --> T12045 : 6
Pre[1969,184]: 6
P751 --> T12045 : 1
Pre[1969,408]: 1
P19 --> T12045 : 1
Pre[1969,449]: 1
T12045: P567' := P567 - 1
IM[1969,243]: -1
T12045: P584' := P584 + 1
IM[1969,437]: 1
T12045: P133' := P133 - 1
IM[1969,307]: -1
T12045: P352' := P352 + 1
IM[1969,331]: 1
T12045: P190' := P190 - 1
IM[1969,363]: -1
T12045: P193' := P193 - 6
IM[1969,184]: -6
T12045: P37' := P37 + 1
IM[1969,219]: 1
T12045: P185' := P185 + 4
IM[1969,185]: 4
T12045: P751' := P751 - 1
IM[1969,408]: -1
T12045: P530' := P530 + 1
IM[1969,435]: 1
T12045: P19' := P19 - 1
IM[1969,449]: -1
P193 --> T12044 : 6
Pre[1970,184]: 6
P19 --> T12044 : 1
Pre[1970,449]: 1
P295 --> T12044 : 1
Pre[1970,258]: 1
P133 --> T12044 : 1
Pre[1970,307]: 1
P190 --> T12044 : 1
Pre[1970,363]: 1
P472 --> T12044 : 1
Pre[1970,334]: 1
T12044: P586' := P586 + 1
IM[1970,379]: 1
T12044: P193' := P193 - 6
IM[1970,184]: -6
T12044: P19' := P19 - 1
IM[1970,449]: -1
T12044: P295' := P295 - 1
IM[1970,258]: -1
T12044: P706' := P706 + 1
IM[1970,362]: 1
T12044: P133' := P133 - 1
IM[1970,307]: -1
T12044: P457' := P457 + 1
IM[1970,347]: 1
T12044: P185' := P185 + 4
IM[1970,185]: 4
T12044: P190' := P190 - 1
IM[1970,363]: -1
T12044: P65' := P65 + 1
IM[1970,336]: 1
T12044: P472' := P472 - 1
IM[1970,334]: -1
P19 --> T12043 : 1
Pre[1971,449]: 1
P133 --> T12043 : 1
Pre[1971,307]: 1
P295 --> T12043 : 1
Pre[1971,258]: 1
P193 --> T12043 : 6
Pre[1971,184]: 6
P648 --> T12043 : 1
Pre[1971,327]: 1
P567 --> T12043 : 1
Pre[1971,243]: 1
T12043: P19' := P19 - 1
IM[1971,449]: -1
T12043: P352' := P352 + 1
IM[1971,331]: 1
T12043: P133' := P133 - 1
IM[1971,307]: -1
T12043: P295' := P295 - 1
IM[1971,258]: -1
T12043: P185' := P185 + 4
IM[1971,185]: 4
T12043: P79' := P79 + 1
IM[1971,218]: 1
T12043: P193' := P193 - 6
IM[1971,184]: -6
T12043: P648' := P648 - 1
IM[1971,327]: -1
T12043: P240' := P240 + 1
IM[1971,358]: 1
T12043: P37' := P37 + 1
IM[1971,219]: 1
T12043: P567' := P567 - 1
IM[1971,243]: -1
P190 --> T12042 : 1
Pre[1972,363]: 1
P751 --> T12042 : 1
Pre[1972,408]: 1
P472 --> T12042 : 1
Pre[1972,334]: 1
P193 --> T12042 : 7
Pre[1972,184]: 7
P295 --> T12042 : 1
Pre[1972,258]: 1
T12042: P190' := P190 - 1
IM[1972,363]: -1
T12042: P751' := P751 - 1
IM[1972,408]: -1
T12042: P65' := P65 + 1
IM[1972,336]: 1
T12042: P472' := P472 - 1
IM[1972,334]: -1
T12042: P193' := P193 - 7
IM[1972,184]: -7
T12042: P721' := P721 + 3
IM[1972,192]: 3
T12042: P242' := P242 + 1
IM[1972,216]: 1
T12042: P586' := P586 + 1
IM[1972,379]: 1
T12042: P295' := P295 - 1
IM[1972,258]: -1
P133 --> T12041 : 2
Pre[1973,307]: 2
P472 --> T12041 : 1
Pre[1973,334]: 1
P193 --> T12041 : 6
Pre[1973,184]: 6
P295 --> T12041 : 2
Pre[1973,258]: 2
T12041: P133' := P133 - 2
IM[1973,307]: -2
T12041: P457' := P457 + 2
IM[1973,347]: 2
T12041: P586' := P586 + 2
IM[1973,379]: 2
T12041: P472' := P472 - 1
IM[1973,334]: -1
T12041: P193' := P193 - 6
IM[1973,184]: -6
T12041: P185' := P185 + 4
IM[1973,185]: 4
T12041: P295' := P295 - 2
IM[1973,258]: -2
P710 --> T12040 : 1
Pre[1974,172]: 1
P193 --> T12040 : 6
Pre[1974,184]: 6
P19 --> T12040 : 2
Pre[1974,449]: 2
P133 --> T12040 : 2
Pre[1974,307]: 2
T12040: P185' := P185 + 4
IM[1974,185]: 4
T12040: P710' := P710 - 1
IM[1974,172]: -1
T12040: P215' := P215 + 2
IM[1974,365]: 2
T12040: P193' := P193 - 6
IM[1974,184]: -6
T12040: P19' := P19 - 2
IM[1974,449]: -2
T12040: P137' := P137 + 2
IM[1974,280]: 2
T12040: P133' := P133 - 2
IM[1974,307]: -2
P648 --> T12039 : 1
Pre[1975,327]: 1
P567 --> T12039 : 1
Pre[1975,243]: 1
P19 --> T12039 : 1
Pre[1975,449]: 1
P193 --> T12039 : 6
Pre[1975,184]: 6
P190 --> T12039 : 2
Pre[1975,363]: 2
T12039: P648' := P648 - 1
IM[1975,327]: -1
T12039: P567' := P567 - 1
IM[1975,243]: -1
T12039: P185' := P185 + 4
IM[1975,185]: 4
T12039: P19' := P19 - 1
IM[1975,449]: -1
T12039: P37' := P37 + 1
IM[1975,219]: 1
T12039: P240' := P240 + 1
IM[1975,358]: 1
T12039: P193' := P193 - 6
IM[1975,184]: -6
T12039: P584' := P584 + 2
IM[1975,437]: 2
T12039: P190' := P190 - 2
IM[1975,363]: -2
P193 --> T12038 : 6
Pre[1976,184]: 6
P306 --> T12038 : 1
Pre[1976,407]: 1
P648 --> T12038 : 1
Pre[1976,327]: 1
P190 --> T12038 : 1
Pre[1976,363]: 1
P19 --> T12038 : 1
Pre[1976,449]: 1
P751 --> T12038 : 1
Pre[1976,408]: 1
T12038: P667' := P667 + 1
IM[1976,440]: 1
T12038: P193' := P193 - 6
IM[1976,184]: -6
T12038: P306' := P306 - 1
IM[1976,407]: -1
T12038: P761' := P761 + 1
IM[1976,456]: 1
T12038: P648' := P648 - 1
IM[1976,327]: -1
T12038: P185' := P185 + 4
IM[1976,185]: 4
T12038: P190' := P190 - 1
IM[1976,363]: -1
T12038: P480' := P480 + 1
IM[1976,418]: 1
T12038: P249' := P249 + 1
IM[1976,381]: 1
T12038: P19' := P19 - 1
IM[1976,449]: -1
T12038: P751' := P751 - 1
IM[1976,408]: -1
P710 --> T12037 : 1
Pre[1977,172]: 1
P190 --> T12037 : 2
Pre[1977,363]: 2
P295 --> T12037 : 2
Pre[1977,258]: 2
P193 --> T12037 : 6
Pre[1977,184]: 6
T12037: P710' := P710 - 1
IM[1977,172]: -1
T12037: P185' := P185 + 4
IM[1977,185]: 4
T12037: P190' := P190 - 2
IM[1977,363]: -2
T12037: P408' := P408 + 2
IM[1977,420]: 2
T12037: P355' := P355 + 2
IM[1977,319]: 2
T12037: P295' := P295 - 2
IM[1977,258]: -2
T12037: P193' := P193 - 6
IM[1977,184]: -6
P751 --> T12036 : 2
Pre[1978,408]: 2
P193 --> T12036 : 6
Pre[1978,184]: 6
P133 --> T12036 : 2
Pre[1978,307]: 2
P306 --> T12036 : 1
Pre[1978,407]: 1
T12036: P185' := P185 + 4
IM[1978,185]: 4
T12036: P751' := P751 - 2
IM[1978,408]: -2
T12036: P591' := P591 + 2
IM[1978,202]: 2
T12036: P761' := P761 + 2
IM[1978,456]: 2
T12036: P193' := P193 - 6
IM[1978,184]: -6
T12036: P133' := P133 - 2
IM[1978,307]: -2
T12036: P306' := P306 - 1
IM[1978,407]: -1
P751 --> T12035 : 1
Pre[1979,408]: 1
P19 --> T12035 : 2
Pre[1979,449]: 2
P193 --> T12035 : 7
Pre[1979,184]: 7
P5 --> T12035 : 1
Pre[1979,384]: 1
T12035: P721' := P721 + 3
IM[1979,192]: 3
T12035: P751' := P751 - 1
IM[1979,408]: -1
T12035: P19' := P19 - 2
IM[1979,449]: -2
T12035: P67' := P67 + 1
IM[1979,414]: 1
T12035: P193' := P193 - 7
IM[1979,184]: -7
T12035: P5' := P5 - 1
IM[1979,384]: -1
T12035: P552' := P552 + 2
IM[1979,442]: 2
P193 --> T12034 : 6
Pre[1980,184]: 6
P751 --> T12034 : 1
Pre[1980,408]: 1
P648 --> T12034 : 3
Pre[1980,327]: 3
P211 --> T12034 : 1
Pre[1980,335]: 1
T12034: P185' := P185 + 4
IM[1980,185]: 4
T12034: P193' := P193 - 6
IM[1980,184]: -6
T12034: P328' := P328 + 1
IM[1980,425]: 1
T12034: P751' := P751 - 1
IM[1980,408]: -1
T12034: P427' := P427 + 3
IM[1980,322]: 3
T12034: P648' := P648 - 3
IM[1980,327]: -3
T12034: P211' := P211 - 1
IM[1980,335]: -1
P190 --> T12033 : 1
Pre[1981,363]: 1
P133 --> T12033 : 1
Pre[1981,307]: 1
P193 --> T12033 : 6
Pre[1981,184]: 6
P567 --> T12033 : 1
Pre[1981,243]: 1
P648 --> T12033 : 2
Pre[1981,327]: 2
T12033: P190' := P190 - 1
IM[1981,363]: -1
T12033: P133' := P133 - 1
IM[1981,307]: -1
T12033: P185' := P185 + 4
IM[1981,185]: 4
T12033: P240' := P240 + 2
IM[1981,358]: 2
T12033: P193' := P193 - 6
IM[1981,184]: -6
T12033: P567' := P567 - 1
IM[1981,243]: -1
T12033: P584' := P584 + 1
IM[1981,437]: 1
T12033: P352' := P352 + 1
IM[1981,331]: 1
T12033: P648' := P648 - 2
IM[1981,327]: -2
P648 --> T12032 : 1
Pre[1982,327]: 1
P295 --> T12032 : 1
Pre[1982,258]: 1
P751 --> T12032 : 1
Pre[1982,408]: 1
P640 --> T12032 : 1
Pre[1982,355]: 1
P193 --> T12032 : 6
Pre[1982,184]: 6
P190 --> T12032 : 1
Pre[1982,363]: 1
T12032: P648' := P648 - 1
IM[1982,327]: -1
T12032: P53' := P53 + 1
IM[1982,224]: 1
T12032: P295' := P295 - 1
IM[1982,258]: -1
T12032: P326' := P326 + 1
IM[1982,346]: 1
T12032: P185' := P185 + 4
IM[1982,185]: 4
T12032: P685' := P685 + 1
IM[1982,403]: 1
T12032: P751' := P751 - 1
IM[1982,408]: -1
T12032: P640' := P640 - 1
IM[1982,355]: -1
T12032: P193' := P193 - 6
IM[1982,184]: -6
T12032: P190' := P190 - 1
IM[1982,363]: -1
T12032: P462' := P462 + 1
IM[1982,410]: 1
P492 --> T12031 : 1
Pre[1983,586]: 1
P493 --> T12031 : 1
Pre[1983,566]: 1
T12031: P492' := P492 - 1
IM[1983,586]: -1
T12031: P493' := P493 - 1
IM[1983,566]: -1
T12031: P16' := P16 + 1
IM[1983,215]: 1
P5 --> T12030 : 1
Pre[1984,384]: 1
P190 --> T12030 : 1
Pre[1984,363]: 1
P648 --> T12030 : 1
Pre[1984,327]: 1
P751 --> T12030 : 2
Pre[1984,408]: 2
P193 --> T12030 : 6
Pre[1984,184]: 6
T12030: P5' := P5 - 1
IM[1984,384]: -1
T12030: P190' := P190 - 1
IM[1984,363]: -1
T12030: P648' := P648 - 1
IM[1984,327]: -1
T12030: P751' := P751 - 2
IM[1984,408]: -2
T12030: P67' := P67 + 2
IM[1984,414]: 2
T12030: P340' := P340 + 1
IM[1984,461]: 1
T12030: P568' := P568 + 1
IM[1984,385]: 1
T12030: P193' := P193 - 6
IM[1984,184]: -6
T12030: P185' := P185 + 4
IM[1984,185]: 4
P648 --> T12029 : 1
Pre[1985,327]: 1
P295 --> T12029 : 1
Pre[1985,258]: 1
P193 --> T12029 : 6
Pre[1985,184]: 6
P16 --> T12029 : 1
Pre[1985,215]: 1
P19 --> T12029 : 1
Pre[1985,449]: 1
P751 --> T12029 : 1
Pre[1985,408]: 1
T12029: P322' := P322 + 1
IM[1985,416]: 1
T12029: P648' := P648 - 1
IM[1985,327]: -1
T12029: P295' := P295 - 1
IM[1985,258]: -1
T12029: P677' := P677 + 1
IM[1985,409]: 1
T12029: P193' := P193 - 6
IM[1985,184]: -6
T12029: P16' := P16 - 1
IM[1985,215]: -1
T12029: P19' := P19 - 1
IM[1985,449]: -1
T12029: P185' := P185 + 4
IM[1985,185]: 4
T12029: P257' := P257 + 1
IM[1985,236]: 1
T12029: P751' := P751 - 1
IM[1985,408]: -1
T12029: P570' := P570 + 1
IM[1985,296]: 1
P19 --> T12028 : 1
Pre[1986,449]: 1
P472 --> T12028 : 1
Pre[1986,334]: 1
P190 --> T12028 : 1
Pre[1986,363]: 1
P295 --> T12028 : 1
Pre[1986,258]: 1
P133 --> T12028 : 1
Pre[1986,307]: 1
P193 --> T12028 : 6
Pre[1986,184]: 6
T12028: P65' := P65 + 1
IM[1986,336]: 1
T12028: P19' := P19 - 1
IM[1986,449]: -1
T12028: P185' := P185 + 4
IM[1986,185]: 4
T12028: P472' := P472 - 1
IM[1986,334]: -1
T12028: P190' := P190 - 1
IM[1986,363]: -1
T12028: P295' := P295 - 1
IM[1986,258]: -1
T12028: P586' := P586 + 1
IM[1986,379]: 1
T12028: P457' := P457 + 1
IM[1986,347]: 1
T12028: P133' := P133 - 1
IM[1986,307]: -1
T12028: P193' := P193 - 6
IM[1986,184]: -6
T12028: P706' := P706 + 1
IM[1986,362]: 1
P751 --> T12027 : 1
Pre[1987,408]: 1
P648 --> T12027 : 1
Pre[1987,327]: 1
P295 --> T12027 : 2
Pre[1987,258]: 2
P193 --> T12027 : 6
Pre[1987,184]: 6
P472 --> T12027 : 1
Pre[1987,334]: 1
T12027: P242' := P242 + 1
IM[1987,216]: 1
T12027: P751' := P751 - 1
IM[1987,408]: -1
T12027: P648' := P648 - 1
IM[1987,327]: -1
T12027: P465' := P465 + 1
IM[1987,389]: 1
T12027: P295' := P295 - 2
IM[1987,258]: -2
T12027: P185' := P185 + 4
IM[1987,185]: 4
T12027: P193' := P193 - 6
IM[1987,184]: -6
T12027: P472' := P472 - 1
IM[1987,334]: -1
T12027: P586' := P586 + 2
IM[1987,379]: 2
P415 --> T12026 : 10
Pre[1988,509]: 10
P327 --> T12026 : 1
Pre[1988,656]: 1
T12026: P793' := P793 + 1
IM[1988,683]: 1
T12026: P327' := P327 - 1
IM[1988,656]: -1
P51 --> T12025 : 1
Pre[1989,758]: 1
P415 --> T12025 : 10
Pre[1989,509]: 10
P493 --> T12025 : 1
Pre[1989,566]: 1
T12025: P51' := P51 - 1
IM[1989,758]: -1
T12025: P493' := P493 - 1
IM[1989,566]: -1
T12025: P775' := P775 + 1
IM[1989,748]: 1
P19 --> T12024 : 1
Pre[1990,449]: 1
P193 --> T12024 : 6
Pre[1990,184]: 6
P5 --> T12024 : 1
Pre[1990,384]: 1
P133 --> T12024 : 1
Pre[1990,307]: 1
P648 --> T12024 : 2
Pre[1990,327]: 2
T12024: P19' := P19 - 1
IM[1990,449]: -1
T12024: P185' := P185 + 4
IM[1990,185]: 4
T12024: P552' := P552 + 1
IM[1990,442]: 1
T12024: P668' := P668 + 1
IM[1990,447]: 1
T12024: P193' := P193 - 6
IM[1990,184]: -6
T12024: P568' := P568 + 2
IM[1990,385]: 2
T12024: P5' := P5 - 1
IM[1990,384]: -1
T12024: P133' := P133 - 1
IM[1990,307]: -1
T12024: P648' := P648 - 2
IM[1990,327]: -2
P19 --> T12023 : 1
Pre[1991,449]: 1
P193 --> T12023 : 7
Pre[1991,184]: 7
P295 --> T12023 : 1
Pre[1991,258]: 1
P640 --> T12023 : 1
Pre[1991,355]: 1
P190 --> T12023 : 1
Pre[1991,363]: 1
T12023: P53' := P53 + 1
IM[1991,224]: 1
T12023: P685' := P685 + 1
IM[1991,403]: 1
T12023: P19' := P19 - 1
IM[1991,449]: -1
T12023: P721' := P721 + 3
IM[1991,192]: 3
T12023: P193' := P193 - 7
IM[1991,184]: -7
T12023: P295' := P295 - 1
IM[1991,258]: -1
T12023: P111' := P111 + 1
IM[1991,411]: 1
T12023: P640' := P640 - 1
IM[1991,355]: -1
T12023: P190' := P190 - 1
IM[1991,363]: -1
P640 --> T12022 : 1
Pre[1992,355]: 1
P648 --> T12022 : 1
Pre[1992,327]: 1
P190 --> T12022 : 1
Pre[1992,363]: 1
P193 --> T12022 : 6
Pre[1992,184]: 6
P133 --> T12022 : 1
Pre[1992,307]: 1
P295 --> T12022 : 1
Pre[1992,258]: 1
T12022: P640' := P640 - 1
IM[1992,355]: -1
T12022: P648' := P648 - 1
IM[1992,327]: -1
T12022: P190' := P190 - 1
IM[1992,363]: -1
T12022: P685' := P685 + 1
IM[1992,403]: 1
T12022: P227' := P227 + 1
IM[1992,344]: 1
T12022: P193' := P193 - 6
IM[1992,184]: -6
T12022: P133' := P133 - 1
IM[1992,307]: -1
T12022: P185' := P185 + 4
IM[1992,185]: 4
T12022: P295' := P295 - 1
IM[1992,258]: -1
T12022: P53' := P53 + 1
IM[1992,224]: 1
T12022: P326' := P326 + 1
IM[1992,346]: 1
P133 --> T12021 : 2
Pre[1993,307]: 2
P648 --> T12021 : 1
Pre[1993,327]: 1
P211 --> T12021 : 1
Pre[1993,335]: 1
P193 --> T12021 : 6
Pre[1993,184]: 6
P751 --> T12021 : 1
Pre[1993,408]: 1
T12021: P494' := P494 + 2
IM[1993,265]: 2
T12021: P185' := P185 + 4
IM[1993,185]: 4
T12021: P133' := P133 - 2
IM[1993,307]: -2
T12021: P328' := P328 + 1
IM[1993,425]: 1
T12021: P648' := P648 - 1
IM[1993,327]: -1
T12021: P211' := P211 - 1
IM[1993,335]: -1
T12021: P193' := P193 - 6
IM[1993,184]: -6
T12021: P751' := P751 - 1
IM[1993,408]: -1
T12021: P427' := P427 + 1
IM[1993,322]: 1
P193 --> T12020 : 7
Pre[1994,184]: 7
P306 --> T12020 : 1
Pre[1994,407]: 1
P751 --> T12020 : 1
Pre[1994,408]: 1
P295 --> T12020 : 2
Pre[1994,258]: 2
T12020: P761' := P761 + 1
IM[1994,456]: 1
T12020: P345' := P345 + 2
IM[1994,415]: 2
T12020: P193' := P193 - 7
IM[1994,184]: -7
T12020: P306' := P306 - 1
IM[1994,407]: -1
T12020: P751' := P751 - 1
IM[1994,408]: -1
T12020: P295' := P295 - 2
IM[1994,258]: -2
T12020: P721' := P721 + 3
IM[1994,192]: 3
P211 --> T12019 : 1
Pre[1995,335]: 1
P648 --> T12019 : 1
Pre[1995,327]: 1
P193 --> T12019 : 6
Pre[1995,184]: 6
P751 --> T12019 : 2
Pre[1995,408]: 2
P295 --> T12019 : 1
Pre[1995,258]: 1
T12019: P211' := P211 - 1
IM[1995,335]: -1
T12019: P648' := P648 - 1
IM[1995,327]: -1
T12019: P193' := P193 - 6
IM[1995,184]: -6
T12019: P751' := P751 - 2
IM[1995,408]: -2
T12019: P295' := P295 - 1
IM[1995,258]: -1
T12019: P427' := P427 + 1
IM[1995,322]: 1
T12019: P328' := P328 + 2
IM[1995,425]: 2
T12019: P692' := P692 + 1
IM[1995,287]: 1
T12019: P185' := P185 + 4
IM[1995,185]: 4
P295 --> T12018 : 1
Pre[1996,258]: 1
P19 --> T12018 : 1
Pre[1996,449]: 1
P193 --> T12018 : 6
Pre[1996,184]: 6
P751 --> T12018 : 1
Pre[1996,408]: 1
P648 --> T12018 : 1
Pre[1996,327]: 1
P710 --> T12018 : 1
Pre[1996,172]: 1
T12018: P355' := P355 + 1
IM[1996,319]: 1
T12018: P295' := P295 - 1
IM[1996,258]: -1
T12018: P19' := P19 - 1
IM[1996,449]: -1
T12018: P185' := P185 + 4
IM[1996,185]: 4
T12018: P652' := P652 + 1
IM[1996,393]: 1
T12018: P193' := P193 - 6
IM[1996,184]: -6
T12018: P565' := P565 + 1
IM[1996,315]: 1
T12018: P751' := P751 - 1
IM[1996,408]: -1
T12018: P648' := P648 - 1
IM[1996,327]: -1
T12018: P710' := P710 - 1
IM[1996,172]: -1
T12018: P215' := P215 + 1
IM[1996,365]: 1
P5 --> T12017 : 1
Pre[1997,384]: 1
P19 --> T12017 : 1
Pre[1997,449]: 1
P193 --> T12017 : 6
Pre[1997,184]: 6
P751 --> T12017 : 1
Pre[1997,408]: 1
P133 --> T12017 : 1
Pre[1997,307]: 1
P648 --> T12017 : 1
Pre[1997,327]: 1
T12017: P5' := P5 - 1
IM[1997,384]: -1
T12017: P67' := P67 + 1
IM[1997,414]: 1
T12017: P19' := P19 - 1
IM[1997,449]: -1
T12017: P193' := P193 - 6
IM[1997,184]: -6
T12017: P552' := P552 + 1
IM[1997,442]: 1
T12017: P185' := P185 + 4
IM[1997,185]: 4
T12017: P751' := P751 - 1
IM[1997,408]: -1
T12017: P133' := P133 - 1
IM[1997,307]: -1
T12017: P668' := P668 + 1
IM[1997,447]: 1
T12017: P648' := P648 - 1
IM[1997,327]: -1
T12017: P568' := P568 + 1
IM[1997,385]: 1
P133 --> T12016 : 2
Pre[1998,307]: 2
P751 --> T12016 : 1
Pre[1998,408]: 1
P567 --> T12016 : 1
Pre[1998,243]: 1
P190 --> T12016 : 1
Pre[1998,363]: 1
P193 --> T12016 : 6
Pre[1998,184]: 6
T12016: P185' := P185 + 4
IM[1998,185]: 4
T12016: P133' := P133 - 2
IM[1998,307]: -2
T12016: P352' := P352 + 2
IM[1998,331]: 2
T12016: P530' := P530 + 1
IM[1998,435]: 1
T12016: P751' := P751 - 1
IM[1998,408]: -1
T12016: P567' := P567 - 1
IM[1998,243]: -1
T12016: P584' := P584 + 1
IM[1998,437]: 1
T12016: P190' := P190 - 1
IM[1998,363]: -1
T12016: P193' := P193 - 6
IM[1998,184]: -6
P133 --> T12015 : 1
Pre[1999,307]: 1
P211 --> T12015 : 1
Pre[1999,335]: 1
P193 --> T12015 : 6
Pre[1999,184]: 6
P648 --> T12015 : 1
Pre[1999,327]: 1
P19 --> T12015 : 2
Pre[1999,449]: 2
T12015: P581' := P581 + 2
IM[1999,477]: 2
T12015: P185' := P185 + 4
IM[1999,185]: 4
T12015: P427' := P427 + 1
IM[1999,322]: 1
T12015: P133' := P133 - 1
IM[1999,307]: -1
T12015: P494' := P494 + 1
IM[1999,265]: 1
T12015: P211' := P211 - 1
IM[1999,335]: -1
T12015: P193' := P193 - 6
IM[1999,184]: -6
T12015: P648' := P648 - 1
IM[1999,327]: -1
T12015: P19' := P19 - 2
IM[1999,449]: -2
P306 --> T12014 : 1
Pre[2000,407]: 1
P295 --> T12014 : 2
Pre[2000,258]: 2
P193 --> T12014 : 6
Pre[2000,184]: 6
P19 --> T12014 : 1
Pre[2000,449]: 1
P190 --> T12014 : 1
Pre[2000,363]: 1
T12014: P185' := P185 + 4
IM[2000,185]: 4
T12014: P480' := P480 + 1
IM[2000,418]: 1
T12014: P306' := P306 - 1
IM[2000,407]: -1
T12014: P295' := P295 - 2
IM[2000,258]: -2
T12014: P193' := P193 - 6
IM[2000,184]: -6
T12014: P19' := P19 - 1
IM[2000,449]: -1
T12014: P249' := P249 + 1
IM[2000,381]: 1
T12014: P190' := P190 - 1
IM[2000,363]: -1
T12014: P345' := P345 + 2
IM[2000,415]: 2
P19 --> T12013 : 1
Pre[2001,449]: 1
P133 --> T12013 : 1
Pre[2001,307]: 1
P190 --> T12013 : 1
Pre[2001,363]: 1
P751 --> T12013 : 1
Pre[2001,408]: 1
P193 --> T12013 : 6
Pre[2001,184]: 6
P472 --> T12013 : 1
Pre[2001,334]: 1
T12013: P19' := P19 - 1
IM[2001,449]: -1
T12013: P133' := P133 - 1
IM[2001,307]: -1
T12013: P457' := P457 + 1
IM[2001,347]: 1
T12013: P242' := P242 + 1
IM[2001,216]: 1
T12013: P190' := P190 - 1
IM[2001,363]: -1
T12013: P706' := P706 + 1
IM[2001,362]: 1
T12013: P751' := P751 - 1
IM[2001,408]: -1
T12013: P193' := P193 - 6
IM[2001,184]: -6
T12013: P65' := P65 + 1
IM[2001,336]: 1
T12013: P185' := P185 + 4
IM[2001,185]: 4
T12013: P472' := P472 - 1
IM[2001,334]: -1
P648 --> T12012 : 1
Pre[2002,327]: 1
P16 --> T12012 : 1
Pre[2002,215]: 1
P295 --> T12012 : 2
Pre[2002,258]: 2
P193 --> T12012 : 6
Pre[2002,184]: 6
P133 --> T12012 : 1
Pre[2002,307]: 1
T12012: P185' := P185 + 4
IM[2002,185]: 4
T12012: P648' := P648 - 1
IM[2002,327]: -1
T12012: P16' := P16 - 1
IM[2002,215]: -1
T12012: P257' := P257 + 2
IM[2002,236]: 2
T12012: P105' := P105 + 1
IM[2002,293]: 1
T12012: P295' := P295 - 2
IM[2002,258]: -2
T12012: P570' := P570 + 1
IM[2002,296]: 1
T12012: P193' := P193 - 6
IM[2002,184]: -6
T12012: P133' := P133 - 1
IM[2002,307]: -1
P295 --> T12011 : 3
Pre[2003,258]: 3
P193 --> T12011 : 6
Pre[2003,184]: 6
P5 --> T12011 : 1
Pre[2003,384]: 1
P133 --> T12011 : 1
Pre[2003,307]: 1
T12011: P668' := P668 + 1
IM[2003,447]: 1
T12011: P295' := P295 - 3
IM[2003,258]: -3
T12011: P193' := P193 - 6
IM[2003,184]: -6
T12011: P5' := P5 - 1
IM[2003,384]: -1
T12011: P133' := P133 - 1
IM[2003,307]: -1
T12011: P185' := P185 + 4
IM[2003,185]: 4
T12011: P214' := P214 + 3
IM[2003,432]: 3
P295 --> T12010 : 3
Pre[2004,258]: 3
P193 --> T12010 : 6
Pre[2004,184]: 6
P751 --> T12010 : 1
Pre[2004,408]: 1
P5 --> T12010 : 1
Pre[2004,384]: 1
T12010: P214' := P214 + 3
IM[2004,432]: 3
T12010: P185' := P185 + 4
IM[2004,185]: 4
T12010: P295' := P295 - 3
IM[2004,258]: -3
T12010: P193' := P193 - 6
IM[2004,184]: -6
T12010: P751' := P751 - 1
IM[2004,408]: -1
T12010: P5' := P5 - 1
IM[2004,384]: -1
T12010: P67' := P67 + 1
IM[2004,414]: 1
P725 --> T12009 : 1
Pre[2005,77]: 1
P185 --> T12009 : 1
Pre[2005,185]: 1
T12009: P725' := P725 - 1
IM[2005,77]: -1
T12009: P185' := P185 - 1
IM[2005,185]: -1
T12009: P764' := P764 + 1
IM[2005,152]: 1
P193 --> T12008 : 6
Pre[2006,184]: 6
P190 --> T12008 : 1
Pre[2006,363]: 1
P19 --> T12008 : 1
Pre[2006,449]: 1
P751 --> T12008 : 2
Pre[2006,408]: 2
P567 --> T12008 : 1
Pre[2006,243]: 1
T12008: P193' := P193 - 6
IM[2006,184]: -6
T12008: P530' := P530 + 2
IM[2006,435]: 2
T12008: P190' := P190 - 1
IM[2006,363]: -1
T12008: P185' := P185 + 4
IM[2006,185]: 4
T12008: P37' := P37 + 1
IM[2006,219]: 1
T12008: P19' := P19 - 1
IM[2006,449]: -1
T12008: P751' := P751 - 2
IM[2006,408]: -2
T12008: P567' := P567 - 1
IM[2006,243]: -1
T12008: P584' := P584 + 1
IM[2006,437]: 1
P190 --> T12007 : 1
Pre[2007,363]: 1
P751 --> T12007 : 1
Pre[2007,408]: 1
P193 --> T12007 : 6
Pre[2007,184]: 6
P710 --> T12007 : 1
Pre[2007,172]: 1
P19 --> T12007 : 2
Pre[2007,449]: 2
T12007: P185' := P185 + 4
IM[2007,185]: 4
T12007: P190' := P190 - 1
IM[2007,363]: -1
T12007: P565' := P565 + 1
IM[2007,315]: 1
T12007: P751' := P751 - 1
IM[2007,408]: -1
T12007: P408' := P408 + 1
IM[2007,420]: 1
T12007: P193' := P193 - 6
IM[2007,184]: -6
T12007: P710' := P710 - 1
IM[2007,172]: -1
T12007: P215' := P215 + 2
IM[2007,365]: 2
T12007: P19' := P19 - 2
IM[2007,449]: -2
P648 --> T12006 : 2
Pre[2008,327]: 2
P295 --> T12006 : 2
Pre[2008,258]: 2
P193 --> T12006 : 6
Pre[2008,184]: 6
P567 --> T12006 : 1
Pre[2008,243]: 1
T12006: P185' := P185 + 4
IM[2008,185]: 4
T12006: P240' := P240 + 2
IM[2008,358]: 2
T12006: P648' := P648 - 2
IM[2008,327]: -2
T12006: P295' := P295 - 2
IM[2008,258]: -2
T12006: P79' := P79 + 2
IM[2008,218]: 2
T12006: P193' := P193 - 6
IM[2008,184]: -6
T12006: P567' := P567 - 1
IM[2008,243]: -1
P190 --> T12005 : 2
Pre[2009,363]: 2
P193 --> T12005 : 6
Pre[2009,184]: 6
P133 --> T12005 : 1
Pre[2009,307]: 1
P567 --> T12005 : 1
Pre[2009,243]: 1
P751 --> T12005 : 1
Pre[2009,408]: 1
T12005: P352' := P352 + 1
IM[2009,331]: 1
T12005: P190' := P190 - 2
IM[2009,363]: -2
T12005: P584' := P584 + 2
IM[2009,437]: 2
T12005: P530' := P530 + 1
IM[2009,435]: 1
T12005: P185' := P185 + 4
IM[2009,185]: 4
T12005: P193' := P193 - 6
IM[2009,184]: -6
T12005: P133' := P133 - 1
IM[2009,307]: -1
T12005: P567' := P567 - 1
IM[2009,243]: -1
T12005: P751' := P751 - 1
IM[2009,408]: -1
P19 --> T12004 : 1
Pre[2010,449]: 1
P710 --> T12004 : 1
Pre[2010,172]: 1
P295 --> T12004 : 1
Pre[2010,258]: 1
P190 --> T12004 : 2
Pre[2010,363]: 2
P193 --> T12004 : 6
Pre[2010,184]: 6
T12004: P215' := P215 + 1
IM[2010,365]: 1
T12004: P19' := P19 - 1
IM[2010,449]: -1
T12004: P185' := P185 + 4
IM[2010,185]: 4
T12004: P710' := P710 - 1
IM[2010,172]: -1
T12004: P295' := P295 - 1
IM[2010,258]: -1
T12004: P190' := P190 - 2
IM[2010,363]: -2
T12004: P408' := P408 + 2
IM[2010,420]: 2
T12004: P355' := P355 + 1
IM[2010,319]: 1
T12004: P193' := P193 - 6
IM[2010,184]: -6
P193 --> T12003 : 6
Pre[2011,184]: 6
P295 --> T12003 : 1
Pre[2011,258]: 1
P133 --> T12003 : 1
Pre[2011,307]: 1
P211 --> T12003 : 1
Pre[2011,335]: 1
P190 --> T12003 : 2
Pre[2011,363]: 2
T12003: P185' := P185 + 4
IM[2011,185]: 4
T12003: P193' := P193 - 6
IM[2011,184]: -6
T12003: P798' := P798 + 2
IM[2011,301]: 2
T12003: P494' := P494 + 1
IM[2011,265]: 1
T12003: P295' := P295 - 1
IM[2011,258]: -1
T12003: P133' := P133 - 1
IM[2011,307]: -1
T12003: P692' := P692 + 1
IM[2011,287]: 1
T12003: P211' := P211 - 1
IM[2011,335]: -1
T12003: P190' := P190 - 2
IM[2011,363]: -2
P648 --> T12002 : 2
Pre[2012,327]: 2
P193 --> T12002 : 6
Pre[2012,184]: 6
P190 --> T12002 : 1
Pre[2012,363]: 1
P295 --> T12002 : 1
Pre[2012,258]: 1
P16 --> T12002 : 1
Pre[2012,215]: 1
T12002: P648' := P648 - 2
IM[2012,327]: -2
T12002: P185' := P185 + 4
IM[2012,185]: 4
T12002: P193' := P193 - 6
IM[2012,184]: -6
T12002: P190' := P190 - 1
IM[2012,363]: -1
T12002: P555' := P555 + 1
IM[2012,368]: 1
T12002: P295' := P295 - 1
IM[2012,258]: -1
T12002: P16' := P16 - 1
IM[2012,215]: -1
T12002: P257' := P257 + 1
IM[2012,236]: 1
T12002: P570' := P570 + 2
IM[2012,296]: 2
P493 --> T12001 : 1
Pre[2013,566]: 1
P415 --> T12001 : 10
Pre[2013,509]: 10
P231 --> T12001 : 1
Pre[2013,520]: 1
P459 --> T12001 : 1
Pre[2013,510]: 1
P767 --> T12001 : 1
Pre[2013,563]: 1
T12001: P493' := P493 - 1
IM[2013,566]: -1
T12001: P231' := P231 - 1
IM[2013,520]: -1
T12001: P459' := P459 - 1
IM[2013,510]: -1
T12001: P319' := P319 + 1
IM[2013,596]: 1
T12001: P723' := P723 + 1
IM[2013,512]: 1
T12001: P767' := P767 - 1
IM[2013,563]: -1
P751 --> T12000 : 1
Pre[2014,408]: 1
P190 --> T12000 : 1
Pre[2014,363]: 1
P306 --> T12000 : 1
Pre[2014,407]: 1
P193 --> T12000 : 8
Pre[2014,184]: 8
T12000: P249' := P249 + 1
IM[2014,381]: 1
T12000: P751' := P751 - 1
IM[2014,408]: -1
T12000: P190' := P190 - 1
IM[2014,363]: -1
T12000: P306' := P306 - 1
IM[2014,407]: -1
T12000: P761' := P761 + 1
IM[2014,456]: 1
T12000: P193' := P193 - 8
IM[2014,184]: -8
T12000: P52' := P52 + 2
IM[2014,174]: 2
P193 --> T11999 : 6
Pre[2015,184]: 6
P133 --> T11999 : 2
Pre[2015,307]: 2
P190 --> T11999 : 1
Pre[2015,363]: 1
P472 --> T11999 : 1
Pre[2015,334]: 1
P19 --> T11999 : 1
Pre[2015,449]: 1
T11999: P193' := P193 - 6
IM[2015,184]: -6
T11999: P706' := P706 + 1
IM[2015,362]: 1
T11999: P65' := P65 + 1
IM[2015,336]: 1
T11999: P133' := P133 - 2
IM[2015,307]: -2
T11999: P190' := P190 - 1
IM[2015,363]: -1
T11999: P457' := P457 + 2
IM[2015,347]: 2
T11999: P472' := P472 - 1
IM[2015,334]: -1
T11999: P185' := P185 + 4
IM[2015,185]: 4
T11999: P19' := P19 - 1
IM[2015,449]: -1
P19 --> T11998 : 2
Pre[2016,449]: 2
P295 --> T11998 : 1
Pre[2016,258]: 1
P190 --> T11998 : 1
Pre[2016,363]: 1
P472 --> T11998 : 1
Pre[2016,334]: 1
P193 --> T11998 : 6
Pre[2016,184]: 6
T11998: P706' := P706 + 2
IM[2016,362]: 2
T11998: P19' := P19 - 2
IM[2016,449]: -2
T11998: P295' := P295 - 1
IM[2016,258]: -1
T11998: P586' := P586 + 1
IM[2016,379]: 1
T11998: P190' := P190 - 1
IM[2016,363]: -1
T11998: P472' := P472 - 1
IM[2016,334]: -1
T11998: P193' := P193 - 6
IM[2016,184]: -6
T11998: P185' := P185 + 4
IM[2016,185]: 4
T11998: P65' := P65 + 1
IM[2016,336]: 1
P19 --> T11997 : 1
Pre[2017,449]: 1
P133 --> T11997 : 2
Pre[2017,307]: 2
P648 --> T11997 : 1
Pre[2017,327]: 1
P193 --> T11997 : 6
Pre[2017,184]: 6
P567 --> T11997 : 1
Pre[2017,243]: 1
T11997: P185' := P185 + 4
IM[2017,185]: 4
T11997: P19' := P19 - 1
IM[2017,449]: -1
T11997: P352' := P352 + 2
IM[2017,331]: 2
T11997: P133' := P133 - 2
IM[2017,307]: -2
T11997: P648' := P648 - 1
IM[2017,327]: -1
T11997: P37' := P37 + 1
IM[2017,219]: 1
T11997: P193' := P193 - 6
IM[2017,184]: -6
T11997: P240' := P240 + 1
IM[2017,358]: 1
T11997: P567' := P567 - 1
IM[2017,243]: -1
P190 --> T11996 : 1
Pre[2018,363]: 1
P295 --> T11996 : 1
Pre[2018,258]: 1
P306 --> T11996 : 1
Pre[2018,407]: 1
P193 --> T11996 : 6
Pre[2018,184]: 6
P648 --> T11996 : 1
Pre[2018,327]: 1
P133 --> T11996 : 1
Pre[2018,307]: 1
T11996: P591' := P591 + 1
IM[2018,202]: 1
T11996: P185' := P185 + 4
IM[2018,185]: 4
T11996: P190' := P190 - 1
IM[2018,363]: -1
T11996: P295' := P295 - 1
IM[2018,258]: -1
T11996: P667' := P667 + 1
IM[2018,440]: 1
T11996: P306' := P306 - 1
IM[2018,407]: -1
T11996: P345' := P345 + 1
IM[2018,415]: 1
T11996: P193' := P193 - 6
IM[2018,184]: -6
T11996: P648' := P648 - 1
IM[2018,327]: -1
T11996: P133' := P133 - 1
IM[2018,307]: -1
T11996: P249' := P249 + 1
IM[2018,381]: 1
P648 --> T11995 : 1
Pre[2019,327]: 1
P751 --> T11995 : 1
Pre[2019,408]: 1
P19 --> T11995 : 1
Pre[2019,449]: 1
P190 --> T11995 : 1
Pre[2019,363]: 1
P306 --> T11995 : 1
Pre[2019,407]: 1
P193 --> T11995 : 6
Pre[2019,184]: 6
T11995: P648' := P648 - 1
IM[2019,327]: -1
T11995: P751' := P751 - 1
IM[2019,408]: -1
T11995: P761' := P761 + 1
IM[2019,456]: 1
T11995: P249' := P249 + 1
IM[2019,381]: 1
T11995: P19' := P19 - 1
IM[2019,449]: -1
T11995: P667' := P667 + 1
IM[2019,440]: 1
T11995: P480' := P480 + 1
IM[2019,418]: 1
T11995: P190' := P190 - 1
IM[2019,363]: -1
T11995: P306' := P306 - 1
IM[2019,407]: -1
T11995: P193' := P193 - 6
IM[2019,184]: -6
T11995: P185' := P185 + 4
IM[2019,185]: 4
P295 --> T11994 : 1
Pre[2020,258]: 1
P19 --> T11994 : 3
Pre[2020,449]: 3
P193 --> T11994 : 6
Pre[2020,184]: 6
P211 --> T11994 : 1
Pre[2020,335]: 1
T11994: P295' := P295 - 1
IM[2020,258]: -1
T11994: P581' := P581 + 3
IM[2020,477]: 3
T11994: P19' := P19 - 3
IM[2020,449]: -3
T11994: P193' := P193 - 6
IM[2020,184]: -6
T11994: P185' := P185 + 4
IM[2020,185]: 4
T11994: P211' := P211 - 1
IM[2020,335]: -1
T11994: P692' := P692 + 1
IM[2020,287]: 1
P133 --> T11993 : 1
Pre[2021,307]: 1
P193 --> T11993 : 7
Pre[2021,184]: 7
P5 --> T11993 : 1
Pre[2021,384]: 1
P295 --> T11993 : 1
Pre[2021,258]: 1
P751 --> T11993 : 1
Pre[2021,408]: 1
T11993: P133' := P133 - 1
IM[2021,307]: -1
T11993: P721' := P721 + 3
IM[2021,192]: 3
T11993: P668' := P668 + 1
IM[2021,447]: 1
T11993: P67' := P67 + 1
IM[2021,414]: 1
T11993: P193' := P193 - 7
IM[2021,184]: -7
T11993: P214' := P214 + 1
IM[2021,432]: 1
T11993: P5' := P5 - 1
IM[2021,384]: -1
T11993: P295' := P295 - 1
IM[2021,258]: -1
T11993: P751' := P751 - 1
IM[2021,408]: -1
P16 --> T11992 : 1
Pre[2022,215]: 1
P133 --> T11992 : 1
Pre[2022,307]: 1
P19 --> T11992 : 1
Pre[2022,449]: 1
P751 --> T11992 : 2
Pre[2022,408]: 2
P193 --> T11992 : 6
Pre[2022,184]: 6
T11992: P322' := P322 + 1
IM[2022,416]: 1
T11992: P185' := P185 + 4
IM[2022,185]: 4
T11992: P16' := P16 - 1
IM[2022,215]: -1
T11992: P133' := P133 - 1
IM[2022,307]: -1
T11992: P677' := P677 + 2
IM[2022,409]: 2
T11992: P19' := P19 - 1
IM[2022,449]: -1
T11992: P105' := P105 + 1
IM[2022,293]: 1
T11992: P751' := P751 - 2
IM[2022,408]: -2
T11992: P193' := P193 - 6
IM[2022,184]: -6
P648 --> T11991 : 1
Pre[2023,327]: 1
P295 --> T11991 : 1
Pre[2023,258]: 1
P751 --> T11991 : 1
Pre[2023,408]: 1
P5 --> T11991 : 1
Pre[2023,384]: 1
P193 --> T11991 : 7
Pre[2023,184]: 7
T11991: P648' := P648 - 1
IM[2023,327]: -1
T11991: P568' := P568 + 1
IM[2023,385]: 1
T11991: P295' := P295 - 1
IM[2023,258]: -1
T11991: P751' := P751 - 1
IM[2023,408]: -1
T11991: P67' := P67 + 1
IM[2023,414]: 1
T11991: P214' := P214 + 1
IM[2023,432]: 1
T11991: P5' := P5 - 1
IM[2023,384]: -1
T11991: P721' := P721 + 3
IM[2023,192]: 3
T11991: P193' := P193 - 7
IM[2023,184]: -7
P133 --> T11990 : 1
Pre[2024,307]: 1
P295 --> T11990 : 1
Pre[2024,258]: 1
P193 --> T11990 : 6
Pre[2024,184]: 6
P190 --> T11990 : 1
Pre[2024,363]: 1
P640 --> T11990 : 1
Pre[2024,355]: 1
P19 --> T11990 : 1
Pre[2024,449]: 1
T11990: P227' := P227 + 1
IM[2024,344]: 1
T11990: P53' := P53 + 1
IM[2024,224]: 1
T11990: P133' := P133 - 1
IM[2024,307]: -1
T11990: P185' := P185 + 4
IM[2024,185]: 4
T11990: P295' := P295 - 1
IM[2024,258]: -1
T11990: P685' := P685 + 1
IM[2024,403]: 1
T11990: P193' := P193 - 6
IM[2024,184]: -6
T11990: P111' := P111 + 1
IM[2024,411]: 1
T11990: P190' := P190 - 1
IM[2024,363]: -1
T11990: P640' := P640 - 1
IM[2024,355]: -1
T11990: P19' := P19 - 1
IM[2024,449]: -1
P751 --> T11989 : 1
Pre[2025,408]: 1
P133 --> T11989 : 1
Pre[2025,307]: 1
P306 --> T11989 : 1
Pre[2025,407]: 1
P193 --> T11989 : 6
Pre[2025,184]: 6
P295 --> T11989 : 2
Pre[2025,258]: 2
T11989: P751' := P751 - 1
IM[2025,408]: -1
T11989: P133' := P133 - 1
IM[2025,307]: -1
T11989: P345' := P345 + 2
IM[2025,415]: 2
T11989: P761' := P761 + 1
IM[2025,456]: 1
T11989: P591' := P591 + 1
IM[2025,202]: 1
T11989: P306' := P306 - 1
IM[2025,407]: -1
T11989: P185' := P185 + 4
IM[2025,185]: 4
T11989: P193' := P193 - 6
IM[2025,184]: -6
T11989: P295' := P295 - 2
IM[2025,258]: -2
P133 --> T11988 : 1
Pre[2026,307]: 1
P295 --> T11988 : 1
Pre[2026,258]: 1
P190 --> T11988 : 2
Pre[2026,363]: 2
P193 --> T11988 : 6
Pre[2026,184]: 6
P640 --> T11988 : 1
Pre[2026,355]: 1
T11988: P53' := P53 + 1
IM[2026,224]: 1
T11988: P133' := P133 - 1
IM[2026,307]: -1
T11988: P295' := P295 - 1
IM[2026,258]: -1
T11988: P190' := P190 - 2
IM[2026,363]: -2
T11988: P193' := P193 - 6
IM[2026,184]: -6
T11988: P640' := P640 - 1
IM[2026,355]: -1
T11988: P227' := P227 + 1
IM[2026,344]: 1
T11988: P685' := P685 + 2
IM[2026,403]: 2
T11988: P185' := P185 + 4
IM[2026,185]: 4
P295 --> T11987 : 1
Pre[2027,258]: 1
P193 --> T11987 : 6
Pre[2027,184]: 6
P211 --> T11987 : 1
Pre[2027,335]: 1
P133 --> T11987 : 1
Pre[2027,307]: 1
P648 --> T11987 : 2
Pre[2027,327]: 2
T11987: P494' := P494 + 1
IM[2027,265]: 1
T11987: P295' := P295 - 1
IM[2027,258]: -1
T11987: P193' := P193 - 6
IM[2027,184]: -6
T11987: P427' := P427 + 2
IM[2027,322]: 2
T11987: P211' := P211 - 1
IM[2027,335]: -1
T11987: P692' := P692 + 1
IM[2027,287]: 1
T11987: P133' := P133 - 1
IM[2027,307]: -1
T11987: P185' := P185 + 4
IM[2027,185]: 4
T11987: P648' := P648 - 2
IM[2027,327]: -2
P133 --> T11986 : 1
Pre[2028,307]: 1
P193 --> T11986 : 6
Pre[2028,184]: 6
P211 --> T11986 : 1
Pre[2028,335]: 1
P295 --> T11986 : 2
Pre[2028,258]: 2
P648 --> T11986 : 1
Pre[2028,327]: 1
T11986: P427' := P427 + 1
IM[2028,322]: 1
T11986: P133' := P133 - 1
IM[2028,307]: -1
T11986: P193' := P193 - 6
IM[2028,184]: -6
T11986: P211' := P211 - 1
IM[2028,335]: -1
T11986: P692' := P692 + 2
IM[2028,287]: 2
T11986: P295' := P295 - 2
IM[2028,258]: -2
T11986: P185' := P185 + 4
IM[2028,185]: 4
T11986: P494' := P494 + 1
IM[2028,265]: 1
T11986: P648' := P648 - 1
IM[2028,327]: -1
P332 --> T11985 : 1
Pre[2029,511]: 1
P321 --> T11985 : 1
Pre[2029,638]: 1
P723 --> T11985 : 1
Pre[2029,512]: 1
T11985: P321' := P321 - 1
IM[2029,638]: -1
T11985: P723' := P723 - 1
IM[2029,512]: -1
T11985: P711' := P711 + 1
IM[2029,577]: 1
T11985: P301' := P301 + 1
IM[2029,323]: 1
T11985: P459' := P459 + 1
IM[2029,510]: 1
P19 --> T11984 : 2
Pre[2030,449]: 2
P16 --> T11984 : 1
Pre[2030,215]: 1
P193 --> T11984 : 6
Pre[2030,184]: 6
P190 --> T11984 : 1
Pre[2030,363]: 1
P648 --> T11984 : 1
Pre[2030,327]: 1
T11984: P19' := P19 - 2
IM[2030,449]: -2
T11984: P185' := P185 + 4
IM[2030,185]: 4
T11984: P555' := P555 + 1
IM[2030,368]: 1
T11984: P16' := P16 - 1
IM[2030,215]: -1
T11984: P193' := P193 - 6
IM[2030,184]: -6
T11984: P570' := P570 + 1
IM[2030,296]: 1
T11984: P190' := P190 - 1
IM[2030,363]: -1
T11984: P648' := P648 - 1
IM[2030,327]: -1
T11984: P322' := P322 + 2
IM[2030,416]: 2
P751 --> T11983 : 1
Pre[2031,408]: 1
P640 --> T11983 : 1
Pre[2031,355]: 1
P193 --> T11983 : 6
Pre[2031,184]: 6
P295 --> T11983 : 1
Pre[2031,258]: 1
P648 --> T11983 : 2
Pre[2031,327]: 2
T11983: P751' := P751 - 1
IM[2031,408]: -1
T11983: P462' := P462 + 1
IM[2031,410]: 1
T11983: P185' := P185 + 4
IM[2031,185]: 4
T11983: P640' := P640 - 1
IM[2031,355]: -1
T11983: P193' := P193 - 6
IM[2031,184]: -6
T11983: P326' := P326 + 2
IM[2031,346]: 2
T11983: P295' := P295 - 1
IM[2031,258]: -1
T11983: P648' := P648 - 2
IM[2031,327]: -2
T11983: P53' := P53 + 1
IM[2031,224]: 1
P648 --> T11982 : 1
Pre[2032,327]: 1
P190 --> T11982 : 2
Pre[2032,363]: 2
P193 --> T11982 : 6
Pre[2032,184]: 6
P751 --> T11982 : 1
Pre[2032,408]: 1
P710 --> T11982 : 1
Pre[2032,172]: 1
T11982: P652' := P652 + 1
IM[2032,393]: 1
T11982: P648' := P648 - 1
IM[2032,327]: -1
T11982: P565' := P565 + 1
IM[2032,315]: 1
T11982: P190' := P190 - 2
IM[2032,363]: -2
T11982: P185' := P185 + 4
IM[2032,185]: 4
T11982: P193' := P193 - 6
IM[2032,184]: -6
T11982: P751' := P751 - 1
IM[2032,408]: -1
T11982: P710' := P710 - 1
IM[2032,172]: -1
T11982: P408' := P408 + 2
IM[2032,420]: 2
P295 --> T11981 : 1
Pre[2033,258]: 1
P193 --> T11981 : 7
Pre[2033,184]: 7
P472 --> T11981 : 1
Pre[2033,334]: 1
P648 --> T11981 : 1
Pre[2033,327]: 1
P190 --> T11981 : 1
Pre[2033,363]: 1
T11981: P295' := P295 - 1
IM[2033,258]: -1
T11981: P586' := P586 + 1
IM[2033,379]: 1
T11981: P65' := P65 + 1
IM[2033,336]: 1
T11981: P193' := P193 - 7
IM[2033,184]: -7
T11981: P465' := P465 + 1
IM[2033,389]: 1
T11981: P472' := P472 - 1
IM[2033,334]: -1
T11981: P648' := P648 - 1
IM[2033,327]: -1
T11981: P190' := P190 - 1
IM[2033,363]: -1
T11981: P721' := P721 + 3
IM[2033,192]: 3
P295 --> T11980 : 1
Pre[2034,258]: 1
P133 --> T11980 : 1
Pre[2034,307]: 1
P19 --> T11980 : 2
Pre[2034,449]: 2
P193 --> T11980 : 6
Pre[2034,184]: 6
P710 --> T11980 : 1
Pre[2034,172]: 1
T11980: P295' := P295 - 1
IM[2034,258]: -1
T11980: P133' := P133 - 1
IM[2034,307]: -1
T11980: P355' := P355 + 1
IM[2034,319]: 1
T11980: P19' := P19 - 2
IM[2034,449]: -2
T11980: P137' := P137 + 1
IM[2034,280]: 1
T11980: P193' := P193 - 6
IM[2034,184]: -6
T11980: P185' := P185 + 4
IM[2034,185]: 4
T11980: P215' := P215 + 2
IM[2034,365]: 2
T11980: P710' := P710 - 1
IM[2034,172]: -1
P193 --> T11979 : 6
Pre[2035,184]: 6
P751 --> T11979 : 1
Pre[2035,408]: 1
P5 --> T11979 : 1
Pre[2035,384]: 1
P295 --> T11979 : 1
Pre[2035,258]: 1
P133 --> T11979 : 2
Pre[2035,307]: 2
T11979: P668' := P668 + 2
IM[2035,447]: 2
T11979: P193' := P193 - 6
IM[2035,184]: -6
T11979: P67' := P67 + 1
IM[2035,414]: 1
T11979: P751' := P751 - 1
IM[2035,408]: -1
T11979: P5' := P5 - 1
IM[2035,384]: -1
T11979: P185' := P185 + 4
IM[2035,185]: 4
T11979: P295' := P295 - 1
IM[2035,258]: -1
T11979: P214' := P214 + 1
IM[2035,432]: 1
T11979: P133' := P133 - 2
IM[2035,307]: -2
P751 --> T11978 : 1
Pre[2036,408]: 1
P190 --> T11978 : 1
Pre[2036,363]: 1
P133 --> T11978 : 2
Pre[2036,307]: 2
P710 --> T11978 : 1
Pre[2036,172]: 1
P193 --> T11978 : 6
Pre[2036,184]: 6
T11978: P751' := P751 - 1
IM[2036,408]: -1
T11978: P408' := P408 + 1
IM[2036,420]: 1
T11978: P190' := P190 - 1
IM[2036,363]: -1
T11978: P133' := P133 - 2
IM[2036,307]: -2
T11978: P185' := P185 + 4
IM[2036,185]: 4
T11978: P710' := P710 - 1
IM[2036,172]: -1
T11978: P137' := P137 + 2
IM[2036,280]: 2
T11978: P193' := P193 - 6
IM[2036,184]: -6
T11978: P565' := P565 + 1
IM[2036,315]: 1
P133 --> T11977 : 1
Pre[2037,307]: 1
P193 --> T11977 : 6
Pre[2037,184]: 6
P751 --> T11977 : 1
Pre[2037,408]: 1
P295 --> T11977 : 1
Pre[2037,258]: 1
P648 --> T11977 : 1
Pre[2037,327]: 1
P16 --> T11977 : 1
Pre[2037,215]: 1
T11977: P133' := P133 - 1
IM[2037,307]: -1
T11977: P570' := P570 + 1
IM[2037,296]: 1
T11977: P185' := P185 + 4
IM[2037,185]: 4
T11977: P193' := P193 - 6
IM[2037,184]: -6
T11977: P677' := P677 + 1
IM[2037,409]: 1
T11977: P751' := P751 - 1
IM[2037,408]: -1
T11977: P295' := P295 - 1
IM[2037,258]: -1
T11977: P257' := P257 + 1
IM[2037,236]: 1
T11977: P648' := P648 - 1
IM[2037,327]: -1
T11977: P16' := P16 - 1
IM[2037,215]: -1
T11977: P105' := P105 + 1
IM[2037,293]: 1
P193 --> T11976 : 6
Pre[2038,184]: 6
P751 --> T11976 : 1
Pre[2038,408]: 1
P648 --> T11976 : 1
Pre[2038,327]: 1
P710 --> T11976 : 1
Pre[2038,172]: 1
P190 --> T11976 : 1
Pre[2038,363]: 1
P133 --> T11976 : 1
Pre[2038,307]: 1
T11976: P652' := P652 + 1
IM[2038,393]: 1
T11976: P193' := P193 - 6
IM[2038,184]: -6
T11976: P751' := P751 - 1
IM[2038,408]: -1
T11976: P648' := P648 - 1
IM[2038,327]: -1
T11976: P565' := P565 + 1
IM[2038,315]: 1
T11976: P710' := P710 - 1
IM[2038,172]: -1
T11976: P137' := P137 + 1
IM[2038,280]: 1
T11976: P408' := P408 + 1
IM[2038,420]: 1
T11976: P185' := P185 + 4
IM[2038,185]: 4
T11976: P190' := P190 - 1
IM[2038,363]: -1
T11976: P133' := P133 - 1
IM[2038,307]: -1
P19 --> T11975 : 1
Pre[2039,449]: 1
P295 --> T11975 : 2
Pre[2039,258]: 2
P751 --> T11975 : 1
Pre[2039,408]: 1
P193 --> T11975 : 6
Pre[2039,184]: 6
P472 --> T11975 : 1
Pre[2039,334]: 1
T11975: P19' := P19 - 1
IM[2039,449]: -1
T11975: P185' := P185 + 4
IM[2039,185]: 4
T11975: P295' := P295 - 2
IM[2039,258]: -2
T11975: P751' := P751 - 1
IM[2039,408]: -1
T11975: P242' := P242 + 1
IM[2039,216]: 1
T11975: P193' := P193 - 6
IM[2039,184]: -6
T11975: P586' := P586 + 2
IM[2039,379]: 2
T11975: P706' := P706 + 1
IM[2039,362]: 1
T11975: P472' := P472 - 1
IM[2039,334]: -1
P685 --> T11974 : 1
Pre[2040,403]: 1
P497 --> T11974 : 1
Pre[2040,20]: 1
T11974: P752' := P752 + 1
IM[2040,44]: 1
T11974: P685' := P685 - 1
IM[2040,403]: -1
T11974: P497' := P497 - 1
IM[2040,20]: -1
T11974: P430' := P430 + 1
IM[2040,373]: 1
P295 --> T11973 : 1
Pre[2041,258]: 1
P193 --> T11973 : 6
Pre[2041,184]: 6
P751 --> T11973 : 2
Pre[2041,408]: 2
P190 --> T11973 : 1
Pre[2041,363]: 1
P16 --> T11973 : 1
Pre[2041,215]: 1
T11973: P295' := P295 - 1
IM[2041,258]: -1
T11973: P193' := P193 - 6
IM[2041,184]: -6
T11973: P555' := P555 + 1
IM[2041,368]: 1
T11973: P751' := P751 - 2
IM[2041,408]: -2
T11973: P677' := P677 + 2
IM[2041,409]: 2
T11973: P185' := P185 + 4
IM[2041,185]: 4
T11973: P257' := P257 + 1
IM[2041,236]: 1
T11973: P190' := P190 - 1
IM[2041,363]: -1
T11973: P16' := P16 - 1
IM[2041,215]: -1
P211 --> T11972 : 1
Pre[2042,335]: 1
P193 --> T11972 : 6
Pre[2042,184]: 6
P751 --> T11972 : 1
Pre[2042,408]: 1
P295 --> T11972 : 1
Pre[2042,258]: 1
P190 --> T11972 : 1
Pre[2042,363]: 1
P19 --> T11972 : 1
Pre[2042,449]: 1
T11972: P211' := P211 - 1
IM[2042,335]: -1
T11972: P193' := P193 - 6
IM[2042,184]: -6
T11972: P798' := P798 + 1
IM[2042,301]: 1
T11972: P692' := P692 + 1
IM[2042,287]: 1
T11972: P751' := P751 - 1
IM[2042,408]: -1
T11972: P295' := P295 - 1
IM[2042,258]: -1
T11972: P581' := P581 + 1
IM[2042,477]: 1
T11972: P185' := P185 + 4
IM[2042,185]: 4
T11972: P328' := P328 + 1
IM[2042,425]: 1
T11972: P190' := P190 - 1
IM[2042,363]: -1
T11972: P19' := P19 - 1
IM[2042,449]: -1
P16 --> T11971 : 1
Pre[2043,215]: 1
P19 --> T11971 : 2
Pre[2043,449]: 2
P193 --> T11971 : 7
Pre[2043,184]: 7
P751 --> T11971 : 1
Pre[2043,408]: 1
T11971: P322' := P322 + 2
IM[2043,416]: 2
T11971: P16' := P16 - 1
IM[2043,215]: -1
T11971: P721' := P721 + 3
IM[2043,192]: 3
T11971: P19' := P19 - 2
IM[2043,449]: -2
T11971: P677' := P677 + 1
IM[2043,409]: 1
T11971: P193' := P193 - 7
IM[2043,184]: -7
T11971: P751' := P751 - 1
IM[2043,408]: -1
P581 --> T11970 : 1
Pre[2044,477]: 1
P20 --> T11970 : 1
Pre[2044,0]: 1
T11970: P590' := P590 + 1
IM[2044,330]: 1
T11970: P581' := P581 - 1
IM[2044,477]: -1
T11970: P144' := P144 + 1
IM[2044,28]: 1
T11970: P20' := P20 - 1
IM[2044,0]: -1
P295 --> T11969 : 2
Pre[2045,258]: 2
P193 --> T11969 : 6
Pre[2045,184]: 6
P5 --> T11969 : 1
Pre[2045,384]: 1
P19 --> T11969 : 1
Pre[2045,449]: 1
P133 --> T11969 : 1
Pre[2045,307]: 1
T11969: P214' := P214 + 2
IM[2045,432]: 2
T11969: P295' := P295 - 2
IM[2045,258]: -2
T11969: P185' := P185 + 4
IM[2045,185]: 4
T11969: P193' := P193 - 6
IM[2045,184]: -6
T11969: P5' := P5 - 1
IM[2045,384]: -1
T11969: P552' := P552 + 1
IM[2045,442]: 1
T11969: P668' := P668 + 1
IM[2045,447]: 1
T11969: P19' := P19 - 1
IM[2045,449]: -1
T11969: P133' := P133 - 1
IM[2045,307]: -1
P648 --> T11968 : 2
Pre[2046,327]: 2
P295 --> T11968 : 1
Pre[2046,258]: 1
P211 --> T11968 : 1
Pre[2046,335]: 1
P193 --> T11968 : 6
Pre[2046,184]: 6
P19 --> T11968 : 1
Pre[2046,449]: 1
T11968: P648' := P648 - 2
IM[2046,327]: -2
T11968: P692' := P692 + 1
IM[2046,287]: 1
T11968: P295' := P295 - 1
IM[2046,258]: -1
T11968: P427' := P427 + 2
IM[2046,322]: 2
T11968: P185' := P185 + 4
IM[2046,185]: 4
T11968: P211' := P211 - 1
IM[2046,335]: -1
T11968: P193' := P193 - 6
IM[2046,184]: -6
T11968: P581' := P581 + 1
IM[2046,477]: 1
T11968: P19' := P19 - 1
IM[2046,449]: -1
P648 --> T11967 : 2
Pre[2047,327]: 2
P710 --> T11967 : 1
Pre[2047,172]: 1
P751 --> T11967 : 1
Pre[2047,408]: 1
P193 --> T11967 : 6
Pre[2047,184]: 6
P190 --> T11967 : 1
Pre[2047,363]: 1
T11967: P648' := P648 - 2
IM[2047,327]: -2
T11967: P185' := P185 + 4
IM[2047,185]: 4
T11967: P710' := P710 - 1
IM[2047,172]: -1
T11967: P751' := P751 - 1
IM[2047,408]: -1
T11967: P193' := P193 - 6
IM[2047,184]: -6
T11967: P565' := P565 + 1
IM[2047,315]: 1
T11967: P190' := P190 - 1
IM[2047,363]: -1
T11967: P408' := P408 + 1
IM[2047,420]: 1
T11967: P652' := P652 + 2
IM[2047,393]: 2
P190 --> T11966 : 1
Pre[2048,363]: 1
P648 --> T11966 : 2
Pre[2048,327]: 2
P193 --> T11966 : 6
Pre[2048,184]: 6
P306 --> T11966 : 1
Pre[2048,407]: 1
P295 --> T11966 : 1
Pre[2048,258]: 1
T11966: P190' := P190 - 1
IM[2048,363]: -1
T11966: P345' := P345 + 1
IM[2048,415]: 1
T11966: P648' := P648 - 2
IM[2048,327]: -2
T11966: P249' := P249 + 1
IM[2048,381]: 1
T11966: P193' := P193 - 6
IM[2048,184]: -6
T11966: P185' := P185 + 4
IM[2048,185]: 4
T11966: P306' := P306 - 1
IM[2048,407]: -1
T11966: P667' := P667 + 2
IM[2048,440]: 2
T11966: P295' := P295 - 1
IM[2048,258]: -1
P648 --> T11965 : 2
Pre[2049,327]: 2
P193 --> T11965 : 6
Pre[2049,184]: 6
P295 --> T11965 : 1
Pre[2049,258]: 1
P5 --> T11965 : 1
Pre[2049,384]: 1
P190 --> T11965 : 1
Pre[2049,363]: 1
T11965: P185' := P185 + 4
IM[2049,185]: 4
T11965: P648' := P648 - 2
IM[2049,327]: -2
T11965: P193' := P193 - 6
IM[2049,184]: -6
T11965: P295' := P295 - 1
IM[2049,258]: -1
T11965: P568' := P568 + 2
IM[2049,385]: 2
T11965: P5' := P5 - 1
IM[2049,384]: -1
T11965: P214' := P214 + 1
IM[2049,432]: 1
T11965: P340' := P340 + 1
IM[2049,461]: 1
T11965: P190' := P190 - 1
IM[2049,363]: -1
P751 --> T11964 : 1
Pre[2050,408]: 1
P193 --> T11964 : 7
Pre[2050,184]: 7
P211 --> T11964 : 1
Pre[2050,335]: 1
P190 --> T11964 : 1
Pre[2050,363]: 1
P295 --> T11964 : 1
Pre[2050,258]: 1
T11964: P751' := P751 - 1
IM[2050,408]: -1
T11964: P328' := P328 + 1
IM[2050,425]: 1
T11964: P798' := P798 + 1
IM[2050,301]: 1
T11964: P721' := P721 + 3
IM[2050,192]: 3
T11964: P193' := P193 - 7
IM[2050,184]: -7
T11964: P211' := P211 - 1
IM[2050,335]: -1
T11964: P190' := P190 - 1
IM[2050,363]: -1
T11964: P692' := P692 + 1
IM[2050,287]: 1
T11964: P295' := P295 - 1
IM[2050,258]: -1
P133 --> T11963 : 1
Pre[2051,307]: 1
P306 --> T11963 : 1
Pre[2051,407]: 1
P190 --> T11963 : 3
Pre[2051,363]: 3
P193 --> T11963 : 6
Pre[2051,184]: 6
T11963: P591' := P591 + 1
IM[2051,202]: 1
T11963: P133' := P133 - 1
IM[2051,307]: -1
T11963: P185' := P185 + 4
IM[2051,185]: 4
T11963: P306' := P306 - 1
IM[2051,407]: -1
T11963: P190' := P190 - 3
IM[2051,363]: -3
T11963: P249' := P249 + 3
IM[2051,381]: 3
T11963: P193' := P193 - 6
IM[2051,184]: -6
P640 --> T11962 : 1
Pre[2052,355]: 1
P295 --> T11962 : 1
Pre[2052,258]: 1
P133 --> T11962 : 1
Pre[2052,307]: 1
P751 --> T11962 : 2
Pre[2052,408]: 2
P193 --> T11962 : 6
Pre[2052,184]: 6
T11962: P640' := P640 - 1
IM[2052,355]: -1
T11962: P295' := P295 - 1
IM[2052,258]: -1
T11962: P133' := P133 - 1
IM[2052,307]: -1
T11962: P227' := P227 + 1
IM[2052,344]: 1
T11962: P53' := P53 + 1
IM[2052,224]: 1
T11962: P462' := P462 + 2
IM[2052,410]: 2
T11962: P751' := P751 - 2
IM[2052,408]: -2
T11962: P185' := P185 + 4
IM[2052,185]: 4
T11962: P193' := P193 - 6
IM[2052,184]: -6
P193 --> T11961 : 6
Pre[2053,184]: 6
P190 --> T11961 : 1
Pre[2053,363]: 1
P648 --> T11961 : 2
Pre[2053,327]: 2
P710 --> T11961 : 1
Pre[2053,172]: 1
P751 --> T11961 : 1
Pre[2053,408]: 1
T11961: P185' := P185 + 4
IM[2053,185]: 4
T11961: P565' := P565 + 1
IM[2053,315]: 1
T11961: P652' := P652 + 2
IM[2053,393]: 2
T11961: P193' := P193 - 6
IM[2053,184]: -6
T11961: P190' := P190 - 1
IM[2053,363]: -1
T11961: P648' := P648 - 2
IM[2053,327]: -2
T11961: P710' := P710 - 1
IM[2053,172]: -1
T11961: P751' := P751 - 1
IM[2053,408]: -1
T11961: P408' := P408 + 1
IM[2053,420]: 1
P19 --> T11960 : 1
Pre[2054,449]: 1
P193 --> T11960 : 6
Pre[2054,184]: 6
P648 --> T11960 : 1
Pre[2054,327]: 1
P133 --> T11960 : 1
Pre[2054,307]: 1
P306 --> T11960 : 1
Pre[2054,407]: 1
P751 --> T11960 : 1
Pre[2054,408]: 1
T11960: P19' := P19 - 1
IM[2054,449]: -1
T11960: P591' := P591 + 1
IM[2054,202]: 1
T11960: P193' := P193 - 6
IM[2054,184]: -6
T11960: P761' := P761 + 1
IM[2054,456]: 1
T11960: P648' := P648 - 1
IM[2054,327]: -1
T11960: P133' := P133 - 1
IM[2054,307]: -1
T11960: P667' := P667 + 1
IM[2054,440]: 1
T11960: P306' := P306 - 1
IM[2054,407]: -1
T11960: P751' := P751 - 1
IM[2054,408]: -1
T11960: P185' := P185 + 4
IM[2054,185]: 4
T11960: P480' := P480 + 1
IM[2054,418]: 1
P648 --> T11959 : 2
Pre[2055,327]: 2
P710 --> T11959 : 1
Pre[2055,172]: 1
P193 --> T11959 : 6
Pre[2055,184]: 6
P751 --> T11959 : 1
Pre[2055,408]: 1
P133 --> T11959 : 1
Pre[2055,307]: 1
T11959: P648' := P648 - 2
IM[2055,327]: -2
T11959: P185' := P185 + 4
IM[2055,185]: 4
T11959: P710' := P710 - 1
IM[2055,172]: -1
T11959: P193' := P193 - 6
IM[2055,184]: -6
T11959: P652' := P652 + 2
IM[2055,393]: 2
T11959: P565' := P565 + 1
IM[2055,315]: 1
T11959: P751' := P751 - 1
IM[2055,408]: -1
T11959: P137' := P137 + 1
IM[2055,280]: 1
T11959: P133' := P133 - 1
IM[2055,307]: -1
P19 --> T11958 : 1
Pre[2056,449]: 1
P295 --> T11958 : 1
Pre[2056,258]: 1
P190 --> T11958 : 2
Pre[2056,363]: 2
P193 --> T11958 : 6
Pre[2056,184]: 6
P16 --> T11958 : 1
Pre[2056,215]: 1
T11958: P257' := P257 + 1
IM[2056,236]: 1
T11958: P19' := P19 - 1
IM[2056,449]: -1
T11958: P295' := P295 - 1
IM[2056,258]: -1
T11958: P555' := P555 + 2
IM[2056,368]: 2
T11958: P185' := P185 + 4
IM[2056,185]: 4
T11958: P190' := P190 - 2
IM[2056,363]: -2
T11958: P193' := P193 - 6
IM[2056,184]: -6
T11958: P16' := P16 - 1
IM[2056,215]: -1
T11958: P322' := P322 + 1
IM[2056,416]: 1
P193 --> T11957 : 6
Pre[2057,184]: 6
P133 --> T11957 : 1
Pre[2057,307]: 1
P190 --> T11957 : 3
Pre[2057,363]: 3
P472 --> T11957 : 1
Pre[2057,334]: 1
T11957: P193' := P193 - 6
IM[2057,184]: -6
T11957: P65' := P65 + 3
IM[2057,336]: 3
T11957: P133' := P133 - 1
IM[2057,307]: -1
T11957: P457' := P457 + 1
IM[2057,347]: 1
T11957: P185' := P185 + 4
IM[2057,185]: 4
T11957: P190' := P190 - 3
IM[2057,363]: -3
T11957: P472' := P472 - 1
IM[2057,334]: -1
P265 --> T11956 : 1
Pre[2058,126]: 1
P630 --> T11956 : 1
Pre[2058,31]: 1
T11956: P265' := P265 - 1
IM[2058,126]: -1
T11956: P630' := P630 - 1
IM[2058,31]: -1
T11956: P349' := P349 + 1
IM[2058,356]: 1
T11956: P20' := P20 + 1
IM[2058,0]: 1
P683 --> T11955 : 1
Pre[2059,737]: 1
T11955: P683' := P683 - 1
IM[2059,737]: -1
T11955: P490' := P490 + 1
IM[2059,729]: 1
P295 --> T11954 : 1
Pre[2060,258]: 1
P648 --> T11954 : 1
Pre[2060,327]: 1
P306 --> T11954 : 1
Pre[2060,407]: 1
P190 --> T11954 : 1
Pre[2060,363]: 1
P133 --> T11954 : 1
Pre[2060,307]: 1
P193 --> T11954 : 6
Pre[2060,184]: 6
T11954: P249' := P249 + 1
IM[2060,381]: 1
T11954: P295' := P295 - 1
IM[2060,258]: -1
T11954: P185' := P185 + 4
IM[2060,185]: 4
T11954: P648' := P648 - 1
IM[2060,327]: -1
T11954: P591' := P591 + 1
IM[2060,202]: 1
T11954: P306' := P306 - 1
IM[2060,407]: -1
T11954: P667' := P667 + 1
IM[2060,440]: 1
T11954: P190' := P190 - 1
IM[2060,363]: -1
T11954: P133' := P133 - 1
IM[2060,307]: -1
T11954: P193' := P193 - 6
IM[2060,184]: -6
T11954: P345' := P345 + 1
IM[2060,415]: 1
P193 --> T11953 : 6
Pre[2061,184]: 6
P472 --> T11953 : 1
Pre[2061,334]: 1
P295 --> T11953 : 1
Pre[2061,258]: 1
P133 --> T11953 : 1
Pre[2061,307]: 1
P751 --> T11953 : 2
Pre[2061,408]: 2
T11953: P193' := P193 - 6
IM[2061,184]: -6
T11953: P472' := P472 - 1
IM[2061,334]: -1
T11953: P295' := P295 - 1
IM[2061,258]: -1
T11953: P457' := P457 + 1
IM[2061,347]: 1
T11953: P133' := P133 - 1
IM[2061,307]: -1
T11953: P242' := P242 + 2
IM[2061,216]: 2
T11953: P185' := P185 + 4
IM[2061,185]: 4
T11953: P751' := P751 - 2
IM[2061,408]: -2
T11953: P586' := P586 + 1
IM[2061,379]: 1
P193 --> T11952 : 6
Pre[2062,184]: 6
P751 --> T11952 : 1
Pre[2062,408]: 1
P648 --> T11952 : 1
Pre[2062,327]: 1
P295 --> T11952 : 1
Pre[2062,258]: 1
P19 --> T11952 : 1
Pre[2062,449]: 1
P211 --> T11952 : 1
Pre[2062,335]: 1
T11952: P185' := P185 + 4
IM[2062,185]: 4
T11952: P581' := P581 + 1
IM[2062,477]: 1
T11952: P193' := P193 - 6
IM[2062,184]: -6
T11952: P751' := P751 - 1
IM[2062,408]: -1
T11952: P648' := P648 - 1
IM[2062,327]: -1
T11952: P295' := P295 - 1
IM[2062,258]: -1
T11952: P19' := P19 - 1
IM[2062,449]: -1
T11952: P328' := P328 + 1
IM[2062,425]: 1
T11952: P692' := P692 + 1
IM[2062,287]: 1
T11952: P427' := P427 + 1
IM[2062,322]: 1
T11952: P211' := P211 - 1
IM[2062,335]: -1
P567 --> T11951 : 1
Pre[2063,243]: 1
P133 --> T11951 : 2
Pre[2063,307]: 2
P751 --> T11951 : 1
Pre[2063,408]: 1
P193 --> T11951 : 6
Pre[2063,184]: 6
P190 --> T11951 : 1
Pre[2063,363]: 1
T11951: P530' := P530 + 1
IM[2063,435]: 1
T11951: P567' := P567 - 1
IM[2063,243]: -1
T11951: P185' := P185 + 4
IM[2063,185]: 4
T11951: P133' := P133 - 2
IM[2063,307]: -2
T11951: P584' := P584 + 1
IM[2063,437]: 1
T11951: P352' := P352 + 2
IM[2063,331]: 2
T11951: P751' := P751 - 1
IM[2063,408]: -1
T11951: P193' := P193 - 6
IM[2063,184]: -6
T11951: P190' := P190 - 1
IM[2063,363]: -1
P295 --> T11950 : 2
Pre[2064,258]: 2
P190 --> T11950 : 1
Pre[2064,363]: 1
P648 --> T11950 : 1
Pre[2064,327]: 1
P193 --> T11950 : 6
Pre[2064,184]: 6
P640 --> T11950 : 1
Pre[2064,355]: 1
T11950: P295' := P295 - 2
IM[2064,258]: -2
T11950: P685' := P685 + 1
IM[2064,403]: 1
T11950: P190' := P190 - 1
IM[2064,363]: -1
T11950: P185' := P185 + 4
IM[2064,185]: 4
T11950: P648' := P648 - 1
IM[2064,327]: -1
T11950: P53' := P53 + 2
IM[2064,224]: 2
T11950: P193' := P193 - 6
IM[2064,184]: -6
T11950: P326' := P326 + 1
IM[2064,346]: 1
T11950: P640' := P640 - 1
IM[2064,355]: -1
P190 --> T11949 : 1
Pre[2065,363]: 1
P295 --> T11949 : 1
Pre[2065,258]: 1
P211 --> T11949 : 1
Pre[2065,335]: 1
P19 --> T11949 : 2
Pre[2065,449]: 2
P193 --> T11949 : 6
Pre[2065,184]: 6
T11949: P190' := P190 - 1
IM[2065,363]: -1
T11949: P295' := P295 - 1
IM[2065,258]: -1
T11949: P692' := P692 + 1
IM[2065,287]: 1
T11949: P798' := P798 + 1
IM[2065,301]: 1
T11949: P211' := P211 - 1
IM[2065,335]: -1
T11949: P19' := P19 - 2
IM[2065,449]: -2
T11949: P185' := P185 + 4
IM[2065,185]: 4
T11949: P581' := P581 + 2
IM[2065,477]: 2
T11949: P193' := P193 - 6
IM[2065,184]: -6
P648 --> T11948 : 1
Pre[2066,327]: 1
P193 --> T11948 : 6
Pre[2066,184]: 6
P190 --> T11948 : 1
Pre[2066,363]: 1
P472 --> T11948 : 1
Pre[2066,334]: 1
P751 --> T11948 : 1
Pre[2066,408]: 1
P19 --> T11948 : 1
Pre[2066,449]: 1
T11948: P706' := P706 + 1
IM[2066,362]: 1
T11948: P648' := P648 - 1
IM[2066,327]: -1
T11948: P193' := P193 - 6
IM[2066,184]: -6
T11948: P242' := P242 + 1
IM[2066,216]: 1
T11948: P190' := P190 - 1
IM[2066,363]: -1
T11948: P65' := P65 + 1
IM[2066,336]: 1
T11948: P472' := P472 - 1
IM[2066,334]: -1
T11948: P751' := P751 - 1
IM[2066,408]: -1
T11948: P19' := P19 - 1
IM[2066,449]: -1
T11948: P185' := P185 + 4
IM[2066,185]: 4
T11948: P465' := P465 + 1
IM[2066,389]: 1
P133 --> T11947 : 2
Pre[2067,307]: 2
P306 --> T11947 : 1
Pre[2067,407]: 1
P193 --> T11947 : 6
Pre[2067,184]: 6
P190 --> T11947 : 1
Pre[2067,363]: 1
P648 --> T11947 : 1
Pre[2067,327]: 1
T11947: P133' := P133 - 2
IM[2067,307]: -2
T11947: P591' := P591 + 2
IM[2067,202]: 2
T11947: P667' := P667 + 1
IM[2067,440]: 1
T11947: P306' := P306 - 1
IM[2067,407]: -1
T11947: P193' := P193 - 6
IM[2067,184]: -6
T11947: P190' := P190 - 1
IM[2067,363]: -1
T11947: P249' := P249 + 1
IM[2067,381]: 1
T11947: P185' := P185 + 4
IM[2067,185]: 4
T11947: P648' := P648 - 1
IM[2067,327]: -1
P193 --> T11946 : 6
Pre[2068,184]: 6
P133 --> T11946 : 2
Pre[2068,307]: 2
P5 --> T11946 : 1
Pre[2068,384]: 1
P648 --> T11946 : 1
Pre[2068,327]: 1
P751 --> T11946 : 1
Pre[2068,408]: 1
T11946: P185' := P185 + 4
IM[2068,185]: 4
T11946: P193' := P193 - 6
IM[2068,184]: -6
T11946: P133' := P133 - 2
IM[2068,307]: -2
T11946: P5' := P5 - 1
IM[2068,384]: -1
T11946: P568' := P568 + 1
IM[2068,385]: 1
T11946: P648' := P648 - 1
IM[2068,327]: -1
T11946: P751' := P751 - 1
IM[2068,408]: -1
T11946: P668' := P668 + 2
IM[2068,447]: 2
T11946: P67' := P67 + 1
IM[2068,414]: 1
P648 --> T11945 : 1
Pre[2069,327]: 1
P16 --> T11945 : 1
Pre[2069,215]: 1
P19 --> T11945 : 1
Pre[2069,449]: 1
P193 --> T11945 : 6
Pre[2069,184]: 6
P190 --> T11945 : 1
Pre[2069,363]: 1
P295 --> T11945 : 1
Pre[2069,258]: 1
T11945: P322' := P322 + 1
IM[2069,416]: 1
T11945: P648' := P648 - 1
IM[2069,327]: -1
T11945: P257' := P257 + 1
IM[2069,236]: 1
T11945: P16' := P16 - 1
IM[2069,215]: -1
T11945: P185' := P185 + 4
IM[2069,185]: 4
T11945: P19' := P19 - 1
IM[2069,449]: -1
T11945: P570' := P570 + 1
IM[2069,296]: 1
T11945: P555' := P555 + 1
IM[2069,368]: 1
T11945: P193' := P193 - 6
IM[2069,184]: -6
T11945: P190' := P190 - 1
IM[2069,363]: -1
T11945: P295' := P295 - 1
IM[2069,258]: -1
P190 --> T11944 : 1
Pre[2070,363]: 1
P193 --> T11944 : 6
Pre[2070,184]: 6
P648 --> T11944 : 2
Pre[2070,327]: 2
P19 --> T11944 : 1
Pre[2070,449]: 1
P211 --> T11944 : 1
Pre[2070,335]: 1
T11944: P190' := P190 - 1
IM[2070,363]: -1
T11944: P193' := P193 - 6
IM[2070,184]: -6
T11944: P427' := P427 + 2
IM[2070,322]: 2
T11944: P648' := P648 - 2
IM[2070,327]: -2
T11944: P185' := P185 + 4
IM[2070,185]: 4
T11944: P19' := P19 - 1
IM[2070,449]: -1
T11944: P581' := P581 + 1
IM[2070,477]: 1
T11944: P211' := P211 - 1
IM[2070,335]: -1
T11944: P798' := P798 + 1
IM[2070,301]: 1
P19 --> T11943 : 2
Pre[2071,449]: 2
P16 --> T11943 : 1
Pre[2071,215]: 1
P190 --> T11943 : 1
Pre[2071,363]: 1
P193 --> T11943 : 6
Pre[2071,184]: 6
P751 --> T11943 : 1
Pre[2071,408]: 1
T11943: P555' := P555 + 1
IM[2071,368]: 1
T11943: P322' := P322 + 2
IM[2071,416]: 2
T11943: P19' := P19 - 2
IM[2071,449]: -2
T11943: P16' := P16 - 1
IM[2071,215]: -1
T11943: P185' := P185 + 4
IM[2071,185]: 4
T11943: P190' := P190 - 1
IM[2071,363]: -1
T11943: P193' := P193 - 6
IM[2071,184]: -6
T11943: P751' := P751 - 1
IM[2071,408]: -1
T11943: P677' := P677 + 1
IM[2071,409]: 1
P748 --> T11942 : 1
Pre[2072,41]: 1
P550 --> T11942 : 1
Pre[2072,87]: 1
T11942: P23' := P23 + 1
IM[2072,81]: 1
T11942: P597' := P597 + 1
IM[2072,15]: 1
T11942: P748' := P748 - 1
IM[2072,41]: -1
T11942: P550' := P550 - 1
IM[2072,87]: -1
P751 --> T11941 : 1
Pre[2073,408]: 1
P133 --> T11941 : 3
Pre[2073,307]: 3
P640 --> T11941 : 1
Pre[2073,355]: 1
P193 --> T11941 : 6
Pre[2073,184]: 6
T11941: P751' := P751 - 1
IM[2073,408]: -1
T11941: P133' := P133 - 3
IM[2073,307]: -3
T11941: P640' := P640 - 1
IM[2073,355]: -1
T11941: P462' := P462 + 1
IM[2073,410]: 1
T11941: P227' := P227 + 3
IM[2073,344]: 3
T11941: P185' := P185 + 4
IM[2073,185]: 4
T11941: P193' := P193 - 6
IM[2073,184]: -6
P563 --> T11940 : 1
Pre[2074,806]: 1
P493 --> T11940 : 1
Pre[2074,566]: 1
P499 --> T11940 : 1
Pre[2074,809]: 1
T11940: P563' := P563 - 1
IM[2074,806]: -1
T11940: P493' := P493 - 1
IM[2074,566]: -1
T11940: P224' := P224 + 1
IM[2074,776]: 1
T11940: P499' := P499 - 1
IM[2074,809]: -1
P211 --> T11939 : 1
Pre[2075,335]: 1
P190 --> T11939 : 2
Pre[2075,363]: 2
P133 --> T11939 : 2
Pre[2075,307]: 2
P193 --> T11939 : 6
Pre[2075,184]: 6
T11939: P211' := P211 - 1
IM[2075,335]: -1
T11939: P798' := P798 + 2
IM[2075,301]: 2
T11939: P190' := P190 - 2
IM[2075,363]: -2
T11939: P133' := P133 - 2
IM[2075,307]: -2
T11939: P185' := P185 + 4
IM[2075,185]: 4
T11939: P193' := P193 - 6
IM[2075,184]: -6
T11939: P494' := P494 + 2
IM[2075,265]: 2
P751 --> T11938 : 1
Pre[2076,408]: 1
P16 --> T11938 : 1
Pre[2076,215]: 1
P295 --> T11938 : 1
Pre[2076,258]: 1
P648 --> T11938 : 1
Pre[2076,327]: 1
P193 --> T11938 : 6
Pre[2076,184]: 6
P19 --> T11938 : 1
Pre[2076,449]: 1
T11938: P677' := P677 + 1
IM[2076,409]: 1
T11938: P751' := P751 - 1
IM[2076,408]: -1
T11938: P16' := P16 - 1
IM[2076,215]: -1
T11938: P295' := P295 - 1
IM[2076,258]: -1
T11938: P648' := P648 - 1
IM[2076,327]: -1
T11938: P570' := P570 + 1
IM[2076,296]: 1
T11938: P257' := P257 + 1
IM[2076,236]: 1
T11938: P193' := P193 - 6
IM[2076,184]: -6
T11938: P185' := P185 + 4
IM[2076,185]: 4
T11938: P19' := P19 - 1
IM[2076,449]: -1
T11938: P322' := P322 + 1
IM[2076,416]: 1
P648 --> T11937 : 1
Pre[2077,327]: 1
P306 --> T11937 : 1
Pre[2077,407]: 1
P751 --> T11937 : 1
Pre[2077,408]: 1
P295 --> T11937 : 1
Pre[2077,258]: 1
P193 --> T11937 : 6
Pre[2077,184]: 6
P190 --> T11937 : 1
Pre[2077,363]: 1
T11937: P648' := P648 - 1
IM[2077,327]: -1
T11937: P761' := P761 + 1
IM[2077,456]: 1
T11937: P249' := P249 + 1
IM[2077,381]: 1
T11937: P306' := P306 - 1
IM[2077,407]: -1
T11937: P751' := P751 - 1
IM[2077,408]: -1
T11937: P295' := P295 - 1
IM[2077,258]: -1
T11937: P185' := P185 + 4
IM[2077,185]: 4
T11937: P193' := P193 - 6
IM[2077,184]: -6
T11937: P667' := P667 + 1
IM[2077,440]: 1
T11937: P345' := P345 + 1
IM[2077,415]: 1
T11937: P190' := P190 - 1
IM[2077,363]: -1
P423 --> T11936 : 1
Pre[2078,4]: 1
P555 --> T11936 : 1
Pre[2078,368]: 1
T11936: P339' := P339 + 1
IM[2078,274]: 1
T11936: P423' := P423 - 1
IM[2078,4]: -1
T11936: P555' := P555 - 1
IM[2078,368]: -1
T11936: P671' := P671 + 1
IM[2078,50]: 1
P415 --> T11935 : 10
Pre[2079,509]: 10
P661 --> T11935 : 1
Pre[2079,604]: 1
T11935: P792' := P792 + 1
IM[2079,320]: 1
T11935: P661' := P661 - 1
IM[2079,604]: -1
P19 --> T11934 : 1
Pre[2080,449]: 1
P295 --> T11934 : 1
Pre[2080,258]: 1
P193 --> T11934 : 6
Pre[2080,184]: 6
P751 --> T11934 : 2
Pre[2080,408]: 2
P640 --> T11934 : 1
Pre[2080,355]: 1
T11934: P53' := P53 + 1
IM[2080,224]: 1
T11934: P19' := P19 - 1
IM[2080,449]: -1
T11934: P111' := P111 + 1
IM[2080,411]: 1
T11934: P185' := P185 + 4
IM[2080,185]: 4
T11934: P295' := P295 - 1
IM[2080,258]: -1
T11934: P193' := P193 - 6
IM[2080,184]: -6
T11934: P751' := P751 - 2
IM[2080,408]: -2
T11934: P462' := P462 + 2
IM[2080,410]: 2
T11934: P640' := P640 - 1
IM[2080,355]: -1
P193 --> T11933 : 6
Pre[2081,184]: 6
P648 --> T11933 : 1
Pre[2081,327]: 1
P751 --> T11933 : 1
Pre[2081,408]: 1
P190 --> T11933 : 2
Pre[2081,363]: 2
P306 --> T11933 : 1
Pre[2081,407]: 1
T11933: P185' := P185 + 4
IM[2081,185]: 4
T11933: P193' := P193 - 6
IM[2081,184]: -6
T11933: P249' := P249 + 2
IM[2081,381]: 2
T11933: P761' := P761 + 1
IM[2081,456]: 1
T11933: P648' := P648 - 1
IM[2081,327]: -1
T11933: P751' := P751 - 1
IM[2081,408]: -1
T11933: P667' := P667 + 1
IM[2081,440]: 1
T11933: P190' := P190 - 2
IM[2081,363]: -2
T11933: P306' := P306 - 1
IM[2081,407]: -1
P567 --> T11932 : 1
Pre[2082,243]: 1
P193 --> T11932 : 6
Pre[2082,184]: 6
P19 --> T11932 : 2
Pre[2082,449]: 2
P648 --> T11932 : 1
Pre[2082,327]: 1
P133 --> T11932 : 1
Pre[2082,307]: 1
T11932: P567' := P567 - 1
IM[2082,243]: -1
T11932: P193' := P193 - 6
IM[2082,184]: -6
T11932: P37' := P37 + 2
IM[2082,219]: 2
T11932: P185' := P185 + 4
IM[2082,185]: 4
T11932: P352' := P352 + 1
IM[2082,331]: 1
T11932: P240' := P240 + 1
IM[2082,358]: 1
T11932: P19' := P19 - 2
IM[2082,449]: -2
T11932: P648' := P648 - 1
IM[2082,327]: -1
T11932: P133' := P133 - 1
IM[2082,307]: -1
P648 --> T11931 : 1
Pre[2083,327]: 1
P190 --> T11931 : 1
Pre[2083,363]: 1
P295 --> T11931 : 1
Pre[2083,258]: 1
P211 --> T11931 : 1
Pre[2083,335]: 1
P193 --> T11931 : 6
Pre[2083,184]: 6
P751 --> T11931 : 1
Pre[2083,408]: 1
T11931: P648' := P648 - 1
IM[2083,327]: -1
T11931: P798' := P798 + 1
IM[2083,301]: 1
T11931: P190' := P190 - 1
IM[2083,363]: -1
T11931: P427' := P427 + 1
IM[2083,322]: 1
T11931: P295' := P295 - 1
IM[2083,258]: -1
T11931: P328' := P328 + 1
IM[2083,425]: 1
T11931: P692' := P692 + 1
IM[2083,287]: 1
T11931: P211' := P211 - 1
IM[2083,335]: -1
T11931: P193' := P193 - 6
IM[2083,184]: -6
T11931: P751' := P751 - 1
IM[2083,408]: -1
T11931: P185' := P185 + 4
IM[2083,185]: 4
P493 --> T11930 : 1
Pre[2084,566]: 1
P415 --> T11930 : 10
Pre[2084,509]: 10
P123 --> T11930 : 1
Pre[2084,781]: 1
T11930: P493' := P493 - 1
IM[2084,566]: -1
T11930: P792' := P792 + 1
IM[2084,320]: 1
T11930: P123' := P123 - 1
IM[2084,781]: -1
P723 --> T11929 : 1
Pre[2085,512]: 1
P332 --> T11929 : 1
Pre[2085,511]: 1
P48 --> T11929 : 1
Pre[2085,645]: 1
T11929: P459' := P459 + 1
IM[2085,510]: 1
T11929: P723' := P723 - 1
IM[2085,512]: -1
T11929: P329' := P329 + 1
IM[2085,521]: 1
T11929: P48' := P48 - 1
IM[2085,645]: -1
T11929: P634' := P634 + 1
IM[2085,571]: 1
P423 --> T11928 : 1
Pre[2086,4]: 1
P408 --> T11928 : 1
Pre[2086,420]: 1
T11928: P423' := P423 - 1
IM[2086,4]: -1
T11928: P33' := P33 + 1
IM[2086,229]: 1
T11928: P408' := P408 - 1
IM[2086,420]: -1
T11928: P671' := P671 + 1
IM[2086,50]: 1
P19 --> T11927 : 1
Pre[2087,449]: 1
P193 --> T11927 : 7
Pre[2087,184]: 7
P16 --> T11927 : 1
Pre[2087,215]: 1
P751 --> T11927 : 1
Pre[2087,408]: 1
P295 --> T11927 : 1
Pre[2087,258]: 1
T11927: P257' := P257 + 1
IM[2087,236]: 1
T11927: P677' := P677 + 1
IM[2087,409]: 1
T11927: P721' := P721 + 3
IM[2087,192]: 3
T11927: P19' := P19 - 1
IM[2087,449]: -1
T11927: P193' := P193 - 7
IM[2087,184]: -7
T11927: P16' := P16 - 1
IM[2087,215]: -1
T11927: P322' := P322 + 1
IM[2087,416]: 1
T11927: P751' := P751 - 1
IM[2087,408]: -1
T11927: P295' := P295 - 1
IM[2087,258]: -1
P133 --> T11926 : 1
Pre[2088,307]: 1
P295 --> T11926 : 2
Pre[2088,258]: 2
P751 --> T11926 : 1
Pre[2088,408]: 1
P193 --> T11926 : 6
Pre[2088,184]: 6
P710 --> T11926 : 1
Pre[2088,172]: 1
T11926: P133' := P133 - 1
IM[2088,307]: -1
T11926: P185' := P185 + 4
IM[2088,185]: 4
T11926: P295' := P295 - 2
IM[2088,258]: -2
T11926: P137' := P137 + 1
IM[2088,280]: 1
T11926: P355' := P355 + 2
IM[2088,319]: 2
T11926: P751' := P751 - 1
IM[2088,408]: -1
T11926: P193' := P193 - 6
IM[2088,184]: -6
T11926: P710' := P710 - 1
IM[2088,172]: -1
T11926: P565' := P565 + 1
IM[2088,315]: 1
P19 --> T11925 : 1
Pre[2089,449]: 1
P295 --> T11925 : 1
Pre[2089,258]: 1
P193 --> T11925 : 6
Pre[2089,184]: 6
P190 --> T11925 : 1
Pre[2089,363]: 1
P751 --> T11925 : 1
Pre[2089,408]: 1
P211 --> T11925 : 1
Pre[2089,335]: 1
T11925: P692' := P692 + 1
IM[2089,287]: 1
T11925: P19' := P19 - 1
IM[2089,449]: -1
T11925: P185' := P185 + 4
IM[2089,185]: 4
T11925: P295' := P295 - 1
IM[2089,258]: -1
T11925: P193' := P193 - 6
IM[2089,184]: -6
T11925: P581' := P581 + 1
IM[2089,477]: 1
T11925: P190' := P190 - 1
IM[2089,363]: -1
T11925: P798' := P798 + 1
IM[2089,301]: 1
T11925: P328' := P328 + 1
IM[2089,425]: 1
T11925: P751' := P751 - 1
IM[2089,408]: -1
T11925: P211' := P211 - 1
IM[2089,335]: -1
P190 --> T11924 : 1
Pre[2090,363]: 1
P295 --> T11924 : 2
Pre[2090,258]: 2
P648 --> T11924 : 1
Pre[2090,327]: 1
P211 --> T11924 : 1
Pre[2090,335]: 1
P193 --> T11924 : 6
Pre[2090,184]: 6
T11924: P190' := P190 - 1
IM[2090,363]: -1
T11924: P295' := P295 - 2
IM[2090,258]: -2
T11924: P648' := P648 - 1
IM[2090,327]: -1
T11924: P211' := P211 - 1
IM[2090,335]: -1
T11924: P193' := P193 - 6
IM[2090,184]: -6
T11924: P798' := P798 + 1
IM[2090,301]: 1
T11924: P185' := P185 + 4
IM[2090,185]: 4
T11924: P427' := P427 + 1
IM[2090,322]: 1
T11924: P692' := P692 + 2
IM[2090,287]: 2
P190 --> T11923 : 1
Pre[2091,363]: 1
P16 --> T11923 : 1
Pre[2091,215]: 1
P193 --> T11923 : 6
Pre[2091,184]: 6
P648 --> T11923 : 1
Pre[2091,327]: 1
P751 --> T11923 : 2
Pre[2091,408]: 2
T11923: P570' := P570 + 1
IM[2091,296]: 1
T11923: P190' := P190 - 1
IM[2091,363]: -1
T11923: P555' := P555 + 1
IM[2091,368]: 1
T11923: P16' := P16 - 1
IM[2091,215]: -1
T11923: P193' := P193 - 6
IM[2091,184]: -6
T11923: P185' := P185 + 4
IM[2091,185]: 4
T11923: P648' := P648 - 1
IM[2091,327]: -1
T11923: P677' := P677 + 2
IM[2091,409]: 2
T11923: P751' := P751 - 2
IM[2091,408]: -2
P133 --> T11922 : 1
Pre[2092,307]: 1
P19 --> T11922 : 1
Pre[2092,449]: 1
P5 --> T11922 : 1
Pre[2092,384]: 1
P648 --> T11922 : 1
Pre[2092,327]: 1
P193 --> T11922 : 6
Pre[2092,184]: 6
P751 --> T11922 : 1
Pre[2092,408]: 1
T11922: P133' := P133 - 1
IM[2092,307]: -1
T11922: P185' := P185 + 4
IM[2092,185]: 4
T11922: P568' := P568 + 1
IM[2092,385]: 1
T11922: P19' := P19 - 1
IM[2092,449]: -1
T11922: P67' := P67 + 1
IM[2092,414]: 1
T11922: P5' := P5 - 1
IM[2092,384]: -1
T11922: P668' := P668 + 1
IM[2092,447]: 1
T11922: P648' := P648 - 1
IM[2092,327]: -1
T11922: P552' := P552 + 1
IM[2092,442]: 1
T11922: P193' := P193 - 6
IM[2092,184]: -6
T11922: P751' := P751 - 1
IM[2092,408]: -1
P133 --> T11921 : 1
Pre[2093,307]: 1
P648 --> T11921 : 1
Pre[2093,327]: 1
P306 --> T11921 : 1
Pre[2093,407]: 1
P193 --> T11921 : 6
Pre[2093,184]: 6
P19 --> T11921 : 1
Pre[2093,449]: 1
P751 --> T11921 : 1
Pre[2093,408]: 1
T11921: P480' := P480 + 1
IM[2093,418]: 1
T11921: P667' := P667 + 1
IM[2093,440]: 1
T11921: P133' := P133 - 1
IM[2093,307]: -1
T11921: P648' := P648 - 1
IM[2093,327]: -1
T11921: P591' := P591 + 1
IM[2093,202]: 1
T11921: P306' := P306 - 1
IM[2093,407]: -1
T11921: P193' := P193 - 6
IM[2093,184]: -6
T11921: P19' := P19 - 1
IM[2093,449]: -1
T11921: P751' := P751 - 1
IM[2093,408]: -1
T11921: P185' := P185 + 4
IM[2093,185]: 4
T11921: P761' := P761 + 1
IM[2093,456]: 1
P710 --> T11920 : 1
Pre[2094,172]: 1
P193 --> T11920 : 6
Pre[2094,184]: 6
P648 --> T11920 : 1
Pre[2094,327]: 1
P751 --> T11920 : 1
Pre[2094,408]: 1
P190 --> T11920 : 2
Pre[2094,363]: 2
T11920: P710' := P710 - 1
IM[2094,172]: -1
T11920: P193' := P193 - 6
IM[2094,184]: -6
T11920: P185' := P185 + 4
IM[2094,185]: 4
T11920: P648' := P648 - 1
IM[2094,327]: -1
T11920: P408' := P408 + 2
IM[2094,420]: 2
T11920: P751' := P751 - 1
IM[2094,408]: -1
T11920: P565' := P565 + 1
IM[2094,315]: 1
T11920: P190' := P190 - 2
IM[2094,363]: -2
T11920: P652' := P652 + 1
IM[2094,393]: 1
P133 --> T11919 : 2
Pre[2095,307]: 2
P751 --> T11919 : 1
Pre[2095,408]: 1
P19 --> T11919 : 1
Pre[2095,449]: 1
P16 --> T11919 : 1
Pre[2095,215]: 1
P193 --> T11919 : 6
Pre[2095,184]: 6
T11919: P677' := P677 + 1
IM[2095,409]: 1
T11919: P133' := P133 - 2
IM[2095,307]: -2
T11919: P322' := P322 + 1
IM[2095,416]: 1
T11919: P751' := P751 - 1
IM[2095,408]: -1
T11919: P19' := P19 - 1
IM[2095,449]: -1
T11919: P16' := P16 - 1
IM[2095,215]: -1
T11919: P185' := P185 + 4
IM[2095,185]: 4
T11919: P105' := P105 + 2
IM[2095,293]: 2
T11919: P193' := P193 - 6
IM[2095,184]: -6
P193 --> T11918 : 6
Pre[2096,184]: 6
P133 --> T11918 : 1
Pre[2096,307]: 1
P640 --> T11918 : 1
Pre[2096,355]: 1
P19 --> T11918 : 1
Pre[2096,449]: 1
P295 --> T11918 : 2
Pre[2096,258]: 2
T11918: P193' := P193 - 6
IM[2096,184]: -6
T11918: P133' := P133 - 1
IM[2096,307]: -1
T11918: P640' := P640 - 1
IM[2096,355]: -1
T11918: P185' := P185 + 4
IM[2096,185]: 4
T11918: P19' := P19 - 1
IM[2096,449]: -1
T11918: P227' := P227 + 1
IM[2096,344]: 1
T11918: P295' := P295 - 2
IM[2096,258]: -2
T11918: P53' := P53 + 2
IM[2096,224]: 2
T11918: P111' := P111 + 1
IM[2096,411]: 1
P801 --> T11917 : 1
Pre[2097,139]: 1
P292 --> T11917 : 1
Pre[2097,324]: 1
T11917: P801' := P801 - 1
IM[2097,139]: -1
T11917: P292' := P292 - 1
IM[2097,324]: -1
T11917: P687' := P687 + 1
IM[2097,238]: 1
T11917: P370' := P370 + 1
IM[2097,128]: 1
P19 --> T11916 : 1
Pre[2098,449]: 1
P751 --> T11916 : 1
Pre[2098,408]: 1
P211 --> T11916 : 1
Pre[2098,335]: 1
P193 --> T11916 : 6
Pre[2098,184]: 6
P295 --> T11916 : 1
Pre[2098,258]: 1
P190 --> T11916 : 1
Pre[2098,363]: 1
T11916: P692' := P692 + 1
IM[2098,287]: 1
T11916: P19' := P19 - 1
IM[2098,449]: -1
T11916: P751' := P751 - 1
IM[2098,408]: -1
T11916: P328' := P328 + 1
IM[2098,425]: 1
T11916: P211' := P211 - 1
IM[2098,335]: -1
T11916: P193' := P193 - 6
IM[2098,184]: -6
T11916: P185' := P185 + 4
IM[2098,185]: 4
T11916: P581' := P581 + 1
IM[2098,477]: 1
T11916: P798' := P798 + 1
IM[2098,301]: 1
T11916: P295' := P295 - 1
IM[2098,258]: -1
T11916: P190' := P190 - 1
IM[2098,363]: -1
P640 --> T11915 : 1
Pre[2099,355]: 1
P193 --> T11915 : 6
Pre[2099,184]: 6
P648 --> T11915 : 1
Pre[2099,327]: 1
P295 --> T11915 : 1
Pre[2099,258]: 1
P751 --> T11915 : 2
Pre[2099,408]: 2
T11915: P640' := P640 - 1
IM[2099,355]: -1
T11915: P193' := P193 - 6
IM[2099,184]: -6
T11915: P462' := P462 + 2
IM[2099,410]: 2
T11915: P648' := P648 - 1
IM[2099,327]: -1
T11915: P295' := P295 - 1
IM[2099,258]: -1
T11915: P326' := P326 + 1
IM[2099,346]: 1
T11915: P185' := P185 + 4
IM[2099,185]: 4
T11915: P53' := P53 + 1
IM[2099,224]: 1
T11915: P751' := P751 - 2
IM[2099,408]: -2
P19 --> T11914 : 1
Pre[2100,449]: 1
P193 --> T11914 : 6
Pre[2100,184]: 6
P133 --> T11914 : 1
Pre[2100,307]: 1
P710 --> T11914 : 1
Pre[2100,172]: 1
P648 --> T11914 : 1
Pre[2100,327]: 1
P190 --> T11914 : 1
Pre[2100,363]: 1
T11914: P137' := P137 + 1
IM[2100,280]: 1
T11914: P19' := P19 - 1
IM[2100,449]: -1
T11914: P408' := P408 + 1
IM[2100,420]: 1
T11914: P193' := P193 - 6
IM[2100,184]: -6
T11914: P133' := P133 - 1
IM[2100,307]: -1
T11914: P710' := P710 - 1
IM[2100,172]: -1
T11914: P185' := P185 + 4
IM[2100,185]: 4
T11914: P215' := P215 + 1
IM[2100,365]: 1
T11914: P648' := P648 - 1
IM[2100,327]: -1
T11914: P652' := P652 + 1
IM[2100,393]: 1
T11914: P190' := P190 - 1
IM[2100,363]: -1
P211 --> T11913 : 1
Pre[2101,335]: 1
P19 --> T11913 : 1
Pre[2101,449]: 1
P751 --> T11913 : 1
Pre[2101,408]: 1
P648 --> T11913 : 2
Pre[2101,327]: 2
P193 --> T11913 : 6
Pre[2101,184]: 6
T11913: P211' := P211 - 1
IM[2101,335]: -1
T11913: P328' := P328 + 1
IM[2101,425]: 1
T11913: P185' := P185 + 4
IM[2101,185]: 4
T11913: P581' := P581 + 1
IM[2101,477]: 1
T11913: P19' := P19 - 1
IM[2101,449]: -1
T11913: P751' := P751 - 1
IM[2101,408]: -1
T11913: P648' := P648 - 2
IM[2101,327]: -2
T11913: P427' := P427 + 2
IM[2101,322]: 2
T11913: P193' := P193 - 6
IM[2101,184]: -6
P133 --> T11912 : 1
Pre[2102,307]: 1
P710 --> T11912 : 1
Pre[2102,172]: 1
P295 --> T11912 : 2
Pre[2102,258]: 2
P19 --> T11912 : 1
Pre[2102,449]: 1
P193 --> T11912 : 6
Pre[2102,184]: 6
T11912: P185' := P185 + 4
IM[2102,185]: 4
T11912: P355' := P355 + 2
IM[2102,319]: 2
T11912: P133' := P133 - 1
IM[2102,307]: -1
T11912: P215' := P215 + 1
IM[2102,365]: 1
T11912: P710' := P710 - 1
IM[2102,172]: -1
T11912: P295' := P295 - 2
IM[2102,258]: -2
T11912: P19' := P19 - 1
IM[2102,449]: -1
T11912: P137' := P137 + 1
IM[2102,280]: 1
T11912: P193' := P193 - 6
IM[2102,184]: -6
P648 --> T11911 : 1
Pre[2103,327]: 1
P5 --> T11911 : 1
Pre[2103,384]: 1
P751 --> T11911 : 1
Pre[2103,408]: 1
P193 --> T11911 : 6
Pre[2103,184]: 6
P190 --> T11911 : 2
Pre[2103,363]: 2
T11911: P648' := P648 - 1
IM[2103,327]: -1
T11911: P185' := P185 + 4
IM[2103,185]: 4
T11911: P67' := P67 + 1
IM[2103,414]: 1
T11911: P5' := P5 - 1
IM[2103,384]: -1
T11911: P340' := P340 + 2
IM[2103,461]: 2
T11911: P751' := P751 - 1
IM[2103,408]: -1
T11911: P193' := P193 - 6
IM[2103,184]: -6
T11911: P568' := P568 + 1
IM[2103,385]: 1
T11911: P190' := P190 - 2
IM[2103,363]: -2
P193 --> T11910 : 6
Pre[2104,184]: 6
P19 --> T11910 : 1
Pre[2104,449]: 1
P640 --> T11910 : 1
Pre[2104,355]: 1
P133 --> T11910 : 1
Pre[2104,307]: 1
P190 --> T11910 : 2
Pre[2104,363]: 2
T11910: P193' := P193 - 6
IM[2104,184]: -6
T11910: P19' := P19 - 1
IM[2104,449]: -1
T11910: P111' := P111 + 1
IM[2104,411]: 1
T11910: P185' := P185 + 4
IM[2104,185]: 4
T11910: P640' := P640 - 1
IM[2104,355]: -1
T11910: P227' := P227 + 1
IM[2104,344]: 1
T11910: P133' := P133 - 1
IM[2104,307]: -1
T11910: P685' := P685 + 2
IM[2104,403]: 2
T11910: P190' := P190 - 2
IM[2104,363]: -2
P751 --> T11909 : 1
Pre[2105,408]: 1
P295 --> T11909 : 1
Pre[2105,258]: 1
P193 --> T11909 : 6
Pre[2105,184]: 6
P648 --> T11909 : 1
Pre[2105,327]: 1
P19 --> T11909 : 1
Pre[2105,449]: 1
P640 --> T11909 : 1
Pre[2105,355]: 1
T11909: P462' := P462 + 1
IM[2105,410]: 1
T11909: P751' := P751 - 1
IM[2105,408]: -1
T11909: P53' := P53 + 1
IM[2105,224]: 1
T11909: P295' := P295 - 1
IM[2105,258]: -1
T11909: P193' := P193 - 6
IM[2105,184]: -6
T11909: P185' := P185 + 4
IM[2105,185]: 4
T11909: P648' := P648 - 1
IM[2105,327]: -1
T11909: P111' := P111 + 1
IM[2105,411]: 1
T11909: P326' := P326 + 1
IM[2105,346]: 1
T11909: P19' := P19 - 1
IM[2105,449]: -1
T11909: P640' := P640 - 1
IM[2105,355]: -1
P648 --> T11908 : 1
Pre[2106,327]: 1
P295 --> T11908 : 2
Pre[2106,258]: 2
P193 --> T11908 : 6
Pre[2106,184]: 6
P472 --> T11908 : 1
Pre[2106,334]: 1
P19 --> T11908 : 1
Pre[2106,449]: 1
T11908: P586' := P586 + 2
IM[2106,379]: 2
T11908: P648' := P648 - 1
IM[2106,327]: -1
T11908: P706' := P706 + 1
IM[2106,362]: 1
T11908: P465' := P465 + 1
IM[2106,389]: 1
T11908: P185' := P185 + 4
IM[2106,185]: 4
T11908: P295' := P295 - 2
IM[2106,258]: -2
T11908: P193' := P193 - 6
IM[2106,184]: -6
T11908: P472' := P472 - 1
IM[2106,334]: -1
T11908: P19' := P19 - 1
IM[2106,449]: -1
P133 --> T11907 : 2
Pre[2107,307]: 2
P16 --> T11907 : 1
Pre[2107,215]: 1
P193 --> T11907 : 8
Pre[2107,184]: 8
T11907: P133' := P133 - 2
IM[2107,307]: -2
T11907: P16' := P16 - 1
IM[2107,215]: -1
T11907: P52' := P52 + 2
IM[2107,174]: 2
T11907: P193' := P193 - 8
IM[2107,184]: -8
T11907: P105' := P105 + 2
IM[2107,293]: 2
P295 --> T11906 : 2
Pre[2108,258]: 2
P133 --> T11906 : 1
Pre[2108,307]: 1
P193 --> T11906 : 6
Pre[2108,184]: 6
P751 --> T11906 : 1
Pre[2108,408]: 1
P5 --> T11906 : 1
Pre[2108,384]: 1
T11906: P295' := P295 - 2
IM[2108,258]: -2
T11906: P185' := P185 + 4
IM[2108,185]: 4
T11906: P133' := P133 - 1
IM[2108,307]: -1
T11906: P214' := P214 + 2
IM[2108,432]: 2
T11906: P193' := P193 - 6
IM[2108,184]: -6
T11906: P67' := P67 + 1
IM[2108,414]: 1
T11906: P751' := P751 - 1
IM[2108,408]: -1
T11906: P668' := P668 + 1
IM[2108,447]: 1
T11906: P5' := P5 - 1
IM[2108,384]: -1
P133 --> T11905 : 1
Pre[2109,307]: 1
P751 --> T11905 : 1
Pre[2109,408]: 1
P640 --> T11905 : 1
Pre[2109,355]: 1
P295 --> T11905 : 2
Pre[2109,258]: 2
P193 --> T11905 : 6
Pre[2109,184]: 6
T11905: P133' := P133 - 1
IM[2109,307]: -1
T11905: P185' := P185 + 4
IM[2109,185]: 4
T11905: P462' := P462 + 1
IM[2109,410]: 1
T11905: P751' := P751 - 1
IM[2109,408]: -1
T11905: P640' := P640 - 1
IM[2109,355]: -1
T11905: P227' := P227 + 1
IM[2109,344]: 1
T11905: P295' := P295 - 2
IM[2109,258]: -2
T11905: P193' := P193 - 6
IM[2109,184]: -6
T11905: P53' := P53 + 2
IM[2109,224]: 2
P211 --> T11904 : 1
Pre[2110,335]: 1
P295 --> T11904 : 1
Pre[2110,258]: 1
P190 --> T11904 : 3
Pre[2110,363]: 3
P193 --> T11904 : 6
Pre[2110,184]: 6
T11904: P185' := P185 + 4
IM[2110,185]: 4
T11904: P211' := P211 - 1
IM[2110,335]: -1
T11904: P692' := P692 + 1
IM[2110,287]: 1
T11904: P295' := P295 - 1
IM[2110,258]: -1
T11904: P190' := P190 - 3
IM[2110,363]: -3
T11904: P798' := P798 + 3
IM[2110,301]: 3
T11904: P193' := P193 - 6
IM[2110,184]: -6
P19 --> T11903 : 1
Pre[2111,449]: 1
P567 --> T11903 : 1
Pre[2111,243]: 1
P193 --> T11903 : 6
Pre[2111,184]: 6
P190 --> T11903 : 1
Pre[2111,363]: 1
P751 --> T11903 : 2
Pre[2111,408]: 2
T11903: P584' := P584 + 1
IM[2111,437]: 1
T11903: P37' := P37 + 1
IM[2111,219]: 1
T11903: P19' := P19 - 1
IM[2111,449]: -1
T11903: P567' := P567 - 1
IM[2111,243]: -1
T11903: P193' := P193 - 6
IM[2111,184]: -6
T11903: P190' := P190 - 1
IM[2111,363]: -1
T11903: P751' := P751 - 2
IM[2111,408]: -2
T11903: P185' := P185 + 4
IM[2111,185]: 4
T11903: P530' := P530 + 2
IM[2111,435]: 2
P190 --> T11902 : 1
Pre[2112,363]: 1
P193 --> T11902 : 7
Pre[2112,184]: 7
P295 --> T11902 : 1
Pre[2112,258]: 1
P648 --> T11902 : 1
Pre[2112,327]: 1
P710 --> T11902 : 1
Pre[2112,172]: 1
T11902: P190' := P190 - 1
IM[2112,363]: -1
T11902: P408' := P408 + 1
IM[2112,420]: 1
T11902: P193' := P193 - 7
IM[2112,184]: -7
T11902: P652' := P652 + 1
IM[2112,393]: 1
T11902: P295' := P295 - 1
IM[2112,258]: -1
T11902: P648' := P648 - 1
IM[2112,327]: -1
T11902: P721' := P721 + 3
IM[2112,192]: 3
T11902: P355' := P355 + 1
IM[2112,319]: 1
T11902: P710' := P710 - 1
IM[2112,172]: -1
P19 --> T11901 : 1
Pre[2113,449]: 1
P648 --> T11901 : 1
Pre[2113,327]: 1
P567 --> T11901 : 1
Pre[2113,243]: 1
P193 --> T11901 : 6
Pre[2113,184]: 6
P751 --> T11901 : 1
Pre[2113,408]: 1
P190 --> T11901 : 1
Pre[2113,363]: 1
T11901: P240' := P240 + 1
IM[2113,358]: 1
T11901: P19' := P19 - 1
IM[2113,449]: -1
T11901: P648' := P648 - 1
IM[2113,327]: -1
T11901: P567' := P567 - 1
IM[2113,243]: -1
T11901: P193' := P193 - 6
IM[2113,184]: -6
T11901: P751' := P751 - 1
IM[2113,408]: -1
T11901: P37' := P37 + 1
IM[2113,219]: 1
T11901: P185' := P185 + 4
IM[2113,185]: 4
T11901: P584' := P584 + 1
IM[2113,437]: 1
T11901: P190' := P190 - 1
IM[2113,363]: -1
T11901: P530' := P530 + 1
IM[2113,435]: 1
P648 --> T11900 : 1
Pre[2114,327]: 1
P190 --> T11900 : 1
Pre[2114,363]: 1
P19 --> T11900 : 1
Pre[2114,449]: 1
P193 --> T11900 : 6
Pre[2114,184]: 6
P295 --> T11900 : 1
Pre[2114,258]: 1
P640 --> T11900 : 1
Pre[2114,355]: 1
T11900: P326' := P326 + 1
IM[2114,346]: 1
T11900: P648' := P648 - 1
IM[2114,327]: -1
T11900: P190' := P190 - 1
IM[2114,363]: -1
T11900: P19' := P19 - 1
IM[2114,449]: -1
T11900: P193' := P193 - 6
IM[2114,184]: -6
T11900: P111' := P111 + 1
IM[2114,411]: 1
T11900: P53' := P53 + 1
IM[2114,224]: 1
T11900: P295' := P295 - 1
IM[2114,258]: -1
T11900: P185' := P185 + 4
IM[2114,185]: 4
T11900: P685' := P685 + 1
IM[2114,403]: 1
T11900: P640' := P640 - 1
IM[2114,355]: -1
P133 --> T11899 : 2
Pre[2115,307]: 2
P306 --> T11899 : 1
Pre[2115,407]: 1
P295 --> T11899 : 1
Pre[2115,258]: 1
P193 --> T11899 : 7
Pre[2115,184]: 7
T11899: P133' := P133 - 2
IM[2115,307]: -2
T11899: P721' := P721 + 3
IM[2115,192]: 3
T11899: P306' := P306 - 1
IM[2115,407]: -1
T11899: P295' := P295 - 1
IM[2115,258]: -1
T11899: P591' := P591 + 2
IM[2115,202]: 2
T11899: P345' := P345 + 1
IM[2115,415]: 1
T11899: P193' := P193 - 7
IM[2115,184]: -7
P193 --> T11898 : 6
Pre[2116,184]: 6
P295 --> T11898 : 2
Pre[2116,258]: 2
P648 --> T11898 : 1
Pre[2116,327]: 1
P19 --> T11898 : 1
Pre[2116,449]: 1
P306 --> T11898 : 1
Pre[2116,407]: 1
T11898: P193' := P193 - 6
IM[2116,184]: -6
T11898: P295' := P295 - 2
IM[2116,258]: -2
T11898: P345' := P345 + 2
IM[2116,415]: 2
T11898: P648' := P648 - 1
IM[2116,327]: -1
T11898: P480' := P480 + 1
IM[2116,418]: 1
T11898: P19' := P19 - 1
IM[2116,449]: -1
T11898: P185' := P185 + 4
IM[2116,185]: 4
T11898: P667' := P667 + 1
IM[2116,440]: 1
T11898: P306' := P306 - 1
IM[2116,407]: -1
P16 --> T11897 : 1
Pre[2117,215]: 1
P193 --> T11897 : 6
Pre[2117,184]: 6
P751 --> T11897 : 1
Pre[2117,408]: 1
P648 --> T11897 : 2
Pre[2117,327]: 2
P133 --> T11897 : 1
Pre[2117,307]: 1
T11897: P185' := P185 + 4
IM[2117,185]: 4
T11897: P105' := P105 + 1
IM[2117,293]: 1
T11897: P16' := P16 - 1
IM[2117,215]: -1
T11897: P193' := P193 - 6
IM[2117,184]: -6
T11897: P570' := P570 + 2
IM[2117,296]: 2
T11897: P751' := P751 - 1
IM[2117,408]: -1
T11897: P648' := P648 - 2
IM[2117,327]: -2
T11897: P133' := P133 - 1
IM[2117,307]: -1
T11897: P677' := P677 + 1
IM[2117,409]: 1
P113 --> T11896 : 1
Pre[2118,252]: 1
P415 --> T11896 : 10
Pre[2118,509]: 10
T11896: P113' := P113 - 1
IM[2118,252]: -1
T11896: P44' := P44 + 1
IM[2118,622]: 1
P434 --> T11895 : 1
Pre[2119,121]: 1
T11895: P434' := P434 - 1
IM[2119,121]: -1
T11895: P193' := P193 + 10
IM[2119,184]: 10
T11895: P363' := P363 + 1
IM[2119,95]: 1
P336 --> T11894 : 1
Pre[2120,5]: 1
P396 --> T11894 : 1
Pre[2120,256]: 1
T11894: P336' := P336 - 1
IM[2120,5]: -1
T11894: P150' := P150 + 1
IM[2120,97]: 1
T11894: P396' := P396 - 1
IM[2120,256]: -1
T11894: P404' := P404 + 1

========== file over 1MB has been truncated ======
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