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)
......
=====================================================================
Generated by BenchKit 2-3254
Executing tool itstools
Input is S_NeoElection-COL-8, examination is ReachabilityCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r120-blw7-149441652000259
=====================================================================

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

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

The expected result is a vector of booleans
BOOL_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-0
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-1
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-10
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-11
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-12
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-13
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-14
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-15
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-2
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-3
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-4
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-5
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-6
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-7
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-8
FORMULA_NAME NeoElection-COL-8-ReachabilityCardinality-9

=== Now, execution of the tool begins

BK_START 1496441613069

FORMULA NeoElection-COL-8-ReachabilityCardinality-13 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA NeoElection-COL-8-ReachabilityCardinality-3 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE

Using solver YICES2 to compute partial order matrices.
Built C files in :
/home/mcc/execution
its-reach command run as :

/home/mcc/BenchKit/eclipse/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.201705302212/bin/its-reach-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/ReachabilityCardinality.pnml.gal -t CGAL -reachable-file ReachabilityCardinality.prop --nowitness
Loading property file ReachabilityCardinality.prop.
Presburger conditions satisfied. Using coverability to approximate state space in K-Induction.
Presburger conditions satisfied. Using coverability to approximate state space in K-Induction.
// Phase 1: matrix 21244 rows 9387 cols
// Phase 1: matrix 21244 rows 9387 cols
invariant : 1'P_poll__networl[201]= 0
invariant : 1'P_poll__networl[3854]= 0
invariant : 1'P_poll__networl[1353]= 0
invariant : 1'P_network[377]= 0
invariant : 1'P_network[839]= 0
invariant : 1'P_network[1964]= 0
invariant : 1'P_poll__networl[3165]= 0
invariant : 1'P_poll__networl[807]= 0
invariant : 1'P_network[1448]= 0
invariant : 1'P_network[1550]= 0
invariant : 1'P_poll__networl[2955]= 0
invariant : 1'P_negotiation[117] + 1'P_negotiation[118] + 1'P_negotiation[119]= 1
invariant : 1'P_poll__networl[22]= 0
invariant : 1'P_poll__networl[3495]= 0
invariant : 1'P_poll__networl[3032]= 0
invariant : 1'P_poll__networl[2265]= 0
invariant : 1'P_negotiation[195] + -1'P_negotiation[198] + 1'P_startNeg__broadcasting[58]= 0
invariant : 1'P_network[3535]= 0
invariant : 1'P_network[4082]= 0
invariant : 1'P_poll__networl[632]= 0
invariant : 1'P_poll__networl[3443]= 0
invariant : 1'P_network[3649]= 0
invariant : 1'P_poll__networl[1070]= 0
invariant : 1'P_network[1517]= 0
invariant : 1'P_poll__networl[1352]= 0
invariant : 1'P_poll__networl[415]= 0
invariant : 1'P_network[742]= 0
invariant : 1'P_poll__networl[527]= 0
invariant : 1'P_network[239]= 0
invariant : 1'P_network[3031]= 0
invariant : 1'P_poll__networl[724]= 0
invariant : 1'P_poll__networl[3455]= 0
invariant : 1'P_poll__networl[3787]= 0
invariant : 1'P_network[1121]= 0
invariant : 1'P_poll__networl[3764]= 0
invariant : 1'P_poll__networl[3868]= 0
invariant : 1'P_network[3766]= 0
invariant : 1'P_poll__networl[4161]= 0
invariant : 1'P_network[1231]= 0
invariant : 1'P_network[2080]= 0
invariant : 1'P_network[165]= 0
invariant : 1'P_network[1162]= 0
invariant : 1'P_negotiation[117] + -1'P_negotiation[123] + 1'P_startNeg__broadcasting[35]= 0
invariant : 1'P_poll__networl[2894]= 0
invariant : 1'P_poll__networl[1723]= 0
invariant : 1'P_network[2180]= 0
invariant : 1'P_poll__networl[626]= 0
invariant : 1'P_network[2298]= 0
invariant : 1'P_poll__networl[528]= 0
invariant : 1'P_poll__networl[999]= 0
invariant : 1'P_poll__networl[4020]= 0
invariant : 1'P_poll__networl[1910]= 0
invariant : 1'P_poll__networl[3489]= 0
invariant : 1'P_poll__networl[2580]= 0
invariant : 1'P_poll__networl[4095]= 0
invariant : 1'P_negotiation[120]= 0
invariant : 1'P_poll__networl[812]= 0
invariant : 1'P_poll__networl[3859]= 0
invariant : 1'P_poll__networl[423]= 0
invariant : 1'P_network[1437]= 0
invariant : 1'P_network[4258]= 0
invariant : 1'P_poll__networl[996]= 0
invariant : 1'P_poll__networl[350]= 0
invariant : 1'P_negotiation[75] + -1'P_negotiation[78] + 1'P_startNeg__broadcasting[22]= 0
invariant : 1'P_network[1700]= 0
invariant : 1'P_network[3602]= 0
invariant : 1'P_poll__networl[1464]= 0
invariant : 1'P_poll__networl[2739]= 0
invariant : 1'P_network[2450]= 0
invariant : 1'P_network[667]= 0
invariant : 1'P_network[3965]= 0
invariant : 1'P_network[3289]= 0
invariant : 1'P_poll__networl[1138]= 0
invariant : 1'P_network[2108]= 0
invariant : 1'P_poll__networl[3876]= 0
invariant : 1'P_poll__networl[2808]= 0
invariant : 1'P_poll__networl[2135]= 0
invariant : 1'P_poll__networl[3085]= 0
invariant : 1'P_poll__networl[1437]= 0
invariant : 1'P_network[1897]= 0
invariant : 1'P_poll__networl[2125]= 0
invariant : 1'P_network[645]= 0
invariant : 1'P_negotiation[93] + 1'P_negotiation[94] + 1'P_negotiation[95]= 1
invariant : 1'P_network[1963]= 0
invariant : 1'P_poll__networl[1663]= 0
invariant : 1'P_network[2599]= 0
invariant : 1'P_poll__networl[2075]= 0
invariant : 1'P_poll__networl[1511]= 0
invariant : 1'P_negotiation[138] + 1'P_negotiation[139] + 1'P_negotiation[140]= 1
invariant : 1'P_network[1639]= 0
invariant : 1'P_negotiation[84] + -1'P_negotiation[87] + 1'P_startNeg__broadcasting[25]= 0
invariant : 1'P_poll__networl[2369]= 0
invariant : 1'P_network[3657]= 0
invariant : 1'P_poll__networl[456]= 0
invariant : 1'P_network[303]= 0
invariant : 1'P_network[1734]= 0
invariant : 1'P_poll__networl[200]= 0
invariant : 1'P_poll__networl[294]= 0
invariant : 1'P_network[3670]= 0
invariant : 1'P_poll__networl[1272]= 0
invariant : 1'P_poll__networl[3071]= 0
invariant : 1'P_network[1240]= 0
invariant : 1'P_poll__networl[2266]= 0
invariant : 1'P_network[994]= 0
invariant : 1'P_network[3485]= 0
invariant : 1'P_poll__networl[1184]= 0
invariant : 1'P_poll__networl[507]= 0
invariant : 1'P_poll__networl[1302]= 0
invariant : 1'P_poll__networl[2213]= 0
invariant : 1'P_poll__networl[2780]= 0
invariant : 1'P_poll__networl[2221]= 0
invariant : 1'P_poll__networl[1290]= 0
invariant : 1'P_network[2566]= 0
invariant : 1'P_network[3725]= 0
invariant : 1'P_poll__networl[3312]= 0
invariant : 1'P_poll__networl[3883]= 0
invariant : 1'P_network[452]= 0
invariant : 1'P_network[3700]= 0
invariant : 1'P_network[4004]= 0
invariant : 1'P_poll__networl[1487]= 0
invariant : 1'P_poll__networl[1996]= 0
invariant : 1'P_network[327]= 0
invariant : 1'P_network[2857]= 0
invariant : 1'P_poll__networl[3892]= 0
invariant : 1'P_poll__networl[1786]= 0
invariant : 1'P_poll__networl[740]= 0
invariant : 1'P_poll__networl[2047]= 0
invariant : 1'P_poll__networl[862]= 0
invariant : 1'P_network[2840]= 0
invariant : 1'P_network[3]= 0
invariant : 1'P_network[1481]= 0
invariant : 1'P_network[970]= 0
invariant : 1'P_poll__networl[3317]= 0
invariant : 1'P_network[3610]= 0
invariant : 1'P_poll__networl[3194]= 0
invariant : 1'P_poll__networl[1169]= 0
invariant : 1'P_poll__networl[1329]= 0
invariant : 1'P_poll__networl[2734]= 0
invariant : 1'P_poll__networl[3293]= 0
invariant : 1'P_network[2355]= 0
invariant : 1'P_poll__networl[1931]= 0
invariant : 1'P_network[691]= 0
invariant : 1'P_poll__networl[4326]= 0
invariant : 1'P_poll__networl[2153]= 0
invariant : 1'P_poll__networl[3703]= 0
invariant : 1'P_poll__networl[1023]= 0
invariant : 1'P_network[4306]= 0
invariant : 1'P_poll__networl[2178]= 0
invariant : 1'P_poll__networl[2573]= 0
invariant : 1'P_network[894]= 0
invariant : 1'P_poll__networl[2847]= 0
invariant : 1'P_poll__networl[3624]= 0
invariant : 1'P_poll__networl[4364]= 0
invariant : 1'P_network[2186]= 0
invariant : 1'P_poll__networl[1299]= 0
invariant : 1'P_poll__networl[1979]= 0
invariant : 1'P_network[1412]= 0
invariant : 1'P_poll__networl[3779]= 0
invariant : 1'P_poll__networl[1405]= 0
invariant : 1'P_network[3886]= 0
invariant : 1'P_poll__networl[32]= 0
invariant : 1'P_network[3502]= 0
invariant : 1'P_network[3283]= 0
invariant : 1'P_poll__networl[3936]= 0
invariant : 1'P_network[3533]= 0
invariant : 1'P_poll__networl[117]= 0
invariant : 1'P_poll__networl[1776]= 0
invariant : 1'P_masterState[18] + 1'P_masterState[19] + 1'P_masterState[20] + 1'P_masterState[21] + 1'P_masterState[22] + 1'P_masterState[23] + 1'P_masterState[24] + 1'P_masterState[25] + 1'P_masterState[26] + 1'P_masterState[27] + 1'P_masterState[28] + 1'P_masterState[29] + 1'P_masterState[30] + 1'P_masterState[31] + 1'P_masterState[32] + 1'P_masterState[33] + 1'P_masterState[34] + 1'P_masterState[35]= 1
invariant : 1'P_poll__networl[3062]= 0
invariant : 1'P_poll__networl[2632]= 0
invariant : 1'P_network[269]= 0
invariant : 1'P_network[330]= 0
invariant : 1'P_negotiation[183] + -1'P_negotiation[186] + 1'P_startNeg__broadcasting[54]= 0
invariant : 1'P_poll__networl[4367]= 0
invariant : 1'P_poll__networl[1136]= 0
invariant : 1'P_network[2577]= 0
invariant : 1'P_network[3665]= 0
invariant : 1'P_poll__networl[471]= 0
invariant : 1'P_poll__networl[3837]= 0
invariant : 1'P_network[2128]= 0
invariant : 1'P_poll__networl[3714]= 0
invariant : 1'P_poll__networl[1411]= 0
invariant : 1'P_poll__networl[2521]= 0
invariant : 1'P_poll__networl[2965]= 0
invariant : 1'P_poll__networl[1968]= 0
invariant : 1'P_network[325]= 0
invariant : 1'P_poll__networl[3068]= 0
invariant : 1'P_network[1016]= 0
invariant : 1'P_poll__networl[3261]= 0
invariant : 1'P_poll__networl[2379]= 0
invariant : 1'P_network[2233]= 0
invariant : 1'P_network[466]= 0
invariant : 1'P_poll__networl[262]= 0
invariant : 1'P_network[578]= 0
invariant : 1'P_poll__networl[1822]= 0
invariant : 1'P_network[1931]= 0
invariant : 1'P_poll__networl[2569]= 0
invariant : 1'P_poll__networl[428]= 0
invariant : 1'P_poll__networl[1047]= 0
invariant : 1'P_network[856]= 0
invariant : 1'P_network[1294]= 0
invariant : 1'P_network[2461]= 0
invariant : 1'P_network[2699]= 0
invariant : 1'P_poll__networl[219]= 0
invariant : 1'P_network[1129]= 0
invariant : 1'P_network[3804]= 0
invariant : 1'P_network[402]= 0
invariant : 1'P_poll__networl[357]= 0
invariant : 1'P_network[1514]= 0
invariant : 1'P_poll__networl[2239]= 0
invariant : 1'P_poll__networl[3853]= 0
invariant : 1'P_network[4244]= 0
invariant : 1'P_network[4296]= 0
invariant : 1'P_negotiation[61] + 1'P_negotiation[62]= 1
invariant : 1'P_poll__networl[2104]= 0
invariant : 1'P_poll__networl[3789]= 0
invariant : 1'P_network[365]= 0
invariant : 1'P_poll__networl[4001]= 0
invariant : 1'P_poll__networl[2732]= 0
invariant : 1'P_poll__networl[3439]= 0
invariant : 1'P_network[1536]= 0
invariant : 1'P_poll__networl[162]= 0
invariant : 1'P_poll__networl[1810]= 0
invariant : 1'P_network[1909]= 0
invariant : 1'P_poll__networl[4265]= 0
invariant : 1'P_network[3016]= 0
invariant : 1'P_network[2410]= 0
invariant : 1'P_poll__networl[775]= 0
invariant : 1'P_network[1066]= 0
invariant : 1'P_network[3218]= 0
invariant : 1'P_network[1438]= 0
invariant : 1'P_poll__networl[2154]= 0
invariant : 1'P_network[3459]= 0
invariant : 1'P_poll__networl[3856]= 0
invariant : 1'P_negotiation[141] + -1'P_negotiation[144] + 1'P_startNeg__broadcasting[42]= 0
invariant : 1'P_network[4135]= 0
invariant : 1'P_network[2198]= 0
invariant : 1'P_network[1394]= 0
invariant : 1'P_network[2779]= 0
invariant : 1'P_poll__networl[60]= 0
invariant : 1'P_negotiation[190] + 1'P_negotiation[191]= 0
invariant : 1'P_network[2919]= 0
invariant : 1'P_poll__networl[3855]= 0
invariant : 1'P_network[1597]= 0
invariant : 1'P_poll__networl[126]= 0
invariant : 1'P_poll__networl[2362]= 0
invariant : 1'P_network[3130]= 0
invariant : 1'P_poll__networl[3442]= 0
invariant : 1'P_poll__networl[1383]= 0
invariant : 1'P_poll__networl[3282]= 0
invariant : 1'P_network[3583]= 0
invariant : 1'P_poll__networl[1843]= 0
invariant : 1'P_poll__networl[907]= 0
invariant : 1'P_network[3730]= 0
invariant : 1'P_poll__networl[1120]= 0
invariant : 1'P_poll__networl[3258]= 0
invariant : 1'P_network[205]= 0
invariant : 1'P_poll__networl[2382]= 0
invariant : 1'P_network[3604]= 0
invariant : 1'P_electedPrimary[7] + 1'P_electedSecondary[7] + 1'P_negotiation[213] + 1'P_poll__handlingMessage[7] + 1'P_poll__pollEnd[7] + 1'P_poll__waitingMessage[7] + 1'P_polling[7] + 1'P_sendAnnPs__broadcasting[56] + 1'P_sendAnnPs__broadcasting[57] + 1'P_sendAnnPs__broadcasting[58] + 1'P_sendAnnPs__broadcasting[59] + 1'P_sendAnnPs__broadcasting[60] + 1'P_sendAnnPs__broadcasting[61] + 1'P_sendAnnPs__broadcasting[62] + 1'P_sendAnnPs__broadcasting[63] + 1'P_startNeg__broadcasting[63]= 1
invariant : 1'P_poll__networl[267]= 0
invariant : 1'P_poll__networl[3456]= 0
invariant : 1'P_poll__networl[3659]= 0
invariant : 1'P_poll__networl[904]= 0
invariant : 1'P_poll__networl[2235]= 0
invariant : 1'P_network[896]= 0
invariant : 1'P_poll__networl[1679]= 0
invariant : 1'P_poll__networl[1844]= 0
invariant : 1'P_network[3210]= 0
invariant : 1'P_network[190]= 0
invariant : 1'P_poll__networl[1754]= 0
invariant : 1'P_network[3800]= 0
invariant : 1'P_network[4250]= 0
invariant : 1'P_negotiation[13] + 1'P_negotiation[14]= 0
invariant : 1'P_network[956]= 0
invariant : 1'P_poll__networl[3636]= 0
invariant : 1'P_network[1114]= 0
invariant : 1'P_network[3813]= 0
invariant : 1'P_poll__networl[2347]= 0
invariant : 1'P_network[4319]= 0
invariant : 1'P_network[509]= 0
invariant : 1'P_poll__networl[4048]= 0
invariant : 1'P_poll__networl[194]= 0
invariant : 1'P_poll__networl[3446]= 0
invariant : 1'P_poll__networl[1072]= 0
invariant : 1'P_poll__networl[1915]= 0
invariant : 1'P_negotiation[216]= 0
invariant : 1'P_network[2359]= 0
invariant : 1'P_poll__networl[524]= 0
invariant : 1'P_network[386]= 0
invariant : 1'P_poll__networl[751]= 0
invariant : 1'P_poll__networl[2276]= 0
invariant : 1'P_network[1317]= 0
invariant : 1'P_poll__networl[4184]= 0
invariant : 1'P_poll__networl[1238]= 0
invariant : 1'P_network[154]= 0
invariant : 1'P_network[1770]= 0
invariant : 1'P_poll__networl[3571]= 0
invariant : 1'P_poll__networl[3606]= 0
invariant : 1'P_poll__networl[1098]= 0
invariant : 1'P_network[2202]= 0
invariant : 1'P_network[4190]= 0
invariant : 1'P_network[3120]= 0
invariant : 1'P_poll__networl[572]= 0
invariant : 1'P_network[2735]= 0
invariant : 1'P_network[4134]= 0
invariant : 1'P_poll__networl[3051]= 0
invariant : 1'P_network[3494]= 0
invariant : 1'P_network[3838]= 0
invariant : 1'P_network[3386]= 0
invariant : 1'P_poll__networl[2246]= 0
invariant : 1'P_network[2407]= 0
invariant : 1'P_network[1180]= 0
invariant : 1'P_network[2947]= 0
invariant : 1'P_network[4166]= 0
invariant : 1'P_poll__networl[830]= 0
invariant : 1'P_poll__networl[1700]= 0
invariant : 1'P_network[1000]= 0
invariant : 1'P_poll__networl[2701]= 0
invariant : 1'P_poll__networl[757]= 0
invariant : 1'P_poll__networl[1628]= 0
invariant : 1'P_poll__networl[2881]= 0
invariant : 1'P_poll__networl[2777]= 0
invariant : 1'P_network[3439]= 0
invariant : 1'P_network[263]= 0
invariant : 1'P_network[2950]= 0
invariant : 1'P_network[4152]= 0
invariant : 1'P_negotiation[225] + 1'P_negotiation[226] + 1'P_negotiation[227]= 1
invariant : 1'P_poll__networl[1707]= 0
invariant : 1'P_poll__networl[2041]= 0
invariant : 1'P_network[727]= 0
invariant : 1'P_poll__networl[2837]= 0
invariant : 1'P_poll__networl[151]= 0
invariant : 1'P_network[3914]= 0
invariant : 1'P_poll__networl[203]= 0
invariant : 1'P_poll__networl[1263]= 0
invariant : 1'P_poll__networl[311]= 0
invariant : 1'P_network[1664]= 0
invariant : 1'P_network[545]= 0
invariant : 1'P_network[1531]= 0
invariant : 1'P_poll__networl[128]= 0
invariant : 1'P_poll__networl[3367]= 0
invariant : 1'P_poll__networl[4153]= 0
invariant : 1'P_network[1552]= 0
invariant : 1'P_poll__networl[1642]= 0
invariant : 1'P_network[4079]= 0
invariant : 1'P_poll__networl[2111]= 0
invariant : 1'P_network[842]= 0
invariant : 1'P_network[57]= 0
invariant : 1'P_poll__networl[3492]= 0
invariant : 1'P_poll__networl[3028]= 0
invariant : 1'P_network[2141]= 0
invariant : 1'P_network[2732]= 0
invariant : 1'P_network[3217]= 0
invariant : 1'P_poll__networl[2583]= 0
invariant : 1'P_poll__networl[2328]= 0
invariant : 1'P_poll__networl[2377]= 0
invariant : 1'P_network[560]= 0
invariant : 1'P_network[214]= 0
invariant : 1'P_poll__networl[913]= 0
invariant : 1'P_network[944]= 0
invariant : 1'P_network[2681]= 0
invariant : 1'P_network[1978]= 0
invariant : 1'P_poll__networl[297]= 0
invariant : 1'P_network[3296]= 0
invariant : 1'P_network[4234]= 0
invariant : 1'P_network[4271]= 0
invariant : 1'P_poll__networl[628]= 0
invariant : 1'P_network[2815]= 0
invariant : 1'P_poll__networl[3617]= 0
invariant : 1'P_network[2748]= 0
invariant : 1'P_poll__networl[1207]= 0
invariant : 1'P_poll__networl[2244]= 0
invariant : 1'P_network[159]= 0
invariant : 1'P_poll__networl[1888]= 0
invariant : 1'P_poll__networl[3096]= 0
invariant : 1'P_poll__networl[4148]= 0
invariant : 1'P_network[547]= 0
invariant : 1'P_poll__networl[1763]= 0
invariant : 1'P_network[40]= 0
invariant : 1'P_network[313]= 0
invariant : 1'P_network[3342]= 0
invariant : 1'P_negotiation[222] + 1'P_negotiation[223] + 1'P_negotiation[224]= 1
invariant : 1'P_poll__networl[3216]= 0
invariant : 1'P_network[2483]= 0
invariant : 1'P_network[3014]= 0
invariant : 1'P_poll__networl[2745]= 0
invariant : 1'P_network[1502]= 0
invariant : 1'P_network[1028]= 0
invariant : -1'P_poll__waitingMessage[1] + 1'P_stage[3]= 1
invariant : 1'P_network[2521]= 0
invariant : 1'P_poll__networl[3164]= 0
invariant : 1'P_negotiation[51] + 1'P_negotiation[52] + 1'P_negotiation[53]= 1
invariant : 1'P_network[1033]= 0
invariant : 1'P_poll__networl[2949]= 0
invariant : 1'P_network[1478]= 0
invariant : 1'P_poll__networl[3349]= 0
invariant : 1'P_network[1884]= 0
invariant : 1'P_network[1843]= 0
invariant : 1'P_network[3011]= 0
invariant : 1'P_network[3046]= 0
invariant : 1'P_network[4072]= 0
invariant : 1'P_network[296]= 0
invariant : 1'P_negotiation[111] + 1'P_negotiation[112] + 1'P_negotiation[113]= 1
invariant : 1'P_poll__networl[859]= 0
invariant : 1'P_network[3065]= 0
invariant : 1'P_network[1720]= 0
invariant : 1'P_poll__networl[3298]= 0
invariant : 1'P_poll__networl[2511]= 0
invariant : 1'P_network[2036]= 0
invariant : 1'P_poll__networl[1534]= 0
invariant : 1'P_poll__networl[515]= 0
invariant : 1'P_network[1627]= 0
invariant : 1'P_network[3909]= 0
invariant : 1'P_poll__networl[2403]= 0
invariant : 1'P_poll__networl[1482]= 0
invariant : 1'P_network[458]= 0
invariant : 1'P_poll__networl[3806]= 0
invariant : 1'P_negotiation[219] + 1'P_negotiation[220] + 1'P_negotiation[221]= 1
invariant : 1'P_poll__networl[3909]= 0
invariant : 1'P_network[185]= 0
invariant : 1'P_network[1698]= 0
invariant : 1'P_network[2189]= 0
invariant : 1'P_network[1195]= 0
invariant : 1'P_poll__networl[4017]= 0
invariant : 1'P_network[838]= 0
invariant : 1'P_network[3820]= 0
invariant : 1'P_poll__networl[4111]= 0
invariant : 1'P_network[143]= 0
invariant : 1'P_negotiation[186] + 1'P_negotiation[187] + 1'P_negotiation[188]= 1
invariant : 1'P_poll__networl[2858]= 0
invariant : 1'P_poll__networl[3275]= 0
invariant : 1'P_network[2091]= 0
invariant : 1'P_network[1784]= 0
invariant : 1'P_poll__networl[1602]= 0
invariant : 1'P_poll__networl[3494]= 0
invariant : 1'P_network[2523]= 0
invariant : 1'P_poll__networl[4068]= 0
invariant : 1'P_network[704]= 0
invariant : 1'P_poll__networl[1728]= 0
invariant : 1'P_poll__networl[1425]= 0
invariant : 1'P_network[249]= 0
invariant : 1'P_network[255]= 0
invariant : 1'P_network[3022]= 0
invariant : 1'P_poll__networl[1453]= 0
invariant : 1'P_poll__networl[1507]= 0
invariant : 1'P_poll__networl[2146]= 0
invariant : 1'P_poll__networl[3262]= 0
invariant : -1'P_poll__waitingMessage[0] + 1'P_stage[0]= 0
invariant : 1'P_poll__networl[2181]= 0
invariant : 1'P_network[4206]= 0
invariant : 1'P_poll__networl[2859]= 0
invariant : 1'P_poll__networl[603]= 0
invariant : 1'P_poll__networl[692]= 0
invariant : 1'P_network[2408]= 0
invariant : 1'P_network[651]= 0
invariant : 1'P_poll__networl[2895]= 0
invariant : 1'P_network[4349]= 0
invariant : 1'P_network[1702]= 0
invariant : 1'P_poll__networl[252]= 0
invariant : 1'P_network[1990]= 0
invariant : 1'P_network[2641]= 0
invariant : 1'P_network[1389]= 0
invariant : 1'P_network[3017]= 0
invariant : 1'P_poll__networl[3867]= 0
invariant : 1'P_network[2896]= 0
invariant : 1'P_network[1838]= 0
invariant : 1'P_network[3705]= 0
invariant : 1'P_poll__networl[3137]= 0
invariant : 1'P_network[1169]= 0
invariant : 1'P_poll__networl[3131]= 0
invariant : 1'P_poll__networl[3152]= 0
invariant : 1'P_poll__networl[3972]= 0
invariant : 1'P_poll__networl[495]= 0
invariant : 1'P_poll__networl[2700]= 0
invariant : 1'P_network[278]= 0
invariant : 1'P_network[2858]= 0
invariant : 1'P_network[971]= 0
invariant : 1'P_network[3388]= 0
invariant : 1'P_network[2086]= 0
invariant : 1'P_network[1105]= 0
invariant : 1'P_network[3318]= 0
invariant : 1'P_poll__networl[50]= 0
invariant : 1'P_poll__networl[3130]= 0
invariant : 1'P_network[2611]= 0
invariant : 1'P_network[3242]= 0
invariant : 1'P_network[518]= 0
invariant : 1'P_network[1243]= 0
invariant : 1'P_poll__networl[1570]= 0
invariant : 1'P_poll__networl[3108]= 0
invariant : 1'P_poll__networl[793]= 0
invariant : 1'P_network[1102]= 0
invariant : 1'P_poll__networl[58]= 0
invariant : 1'P_network[3063]= 0
invariant : 1'P_poll__networl[1192]= 0
invariant : 1'P_network[2515]= 0
invariant : 1'P_network[82]= 0
invariant : 1'P_network[8]= 0
invariant : 1'P_poll__networl[3830]= 0
invariant : 1'P_poll__networl[2758]= 0
invariant : 1'P_poll__networl[2634]= 0
invariant : 1'P_poll__networl[2630]= 0
invariant : 1'P_poll__networl[3940]= 0
invariant : 1'P_network[724]= 0
invariant : 1'P_network[3556]= 0
invariant : 1'P_network[2918]= 0
invariant : 1'P_network[3995]= 0
invariant : 1'P_poll__networl[2860]= 0
invariant : 1'P_network[1814]= 0
invariant : 1'P_poll__networl[3411]= 0
invariant : 1'P_network[2273]= 0
invariant : 1'P_network[2110]= 0
invariant : 1'P_network[1537]= 0
invariant : 1'P_poll__networl[540]= 0
invariant : 1'P_electionInit[0] + 1'P_startNeg__broadcasting[0]= 0
invariant : 1'P_poll__networl[2418]= 0
invariant : 1'P_poll__networl[2420]= 0
invariant : 1'P_network[4070]= 0
invariant : 1'P_network[2849]= 0
invariant : 1'P_poll__networl[4105]= 0
invariant : 1'P_poll__networl[634]= 0
invariant : 1'P_network[222]= 0
invariant : 1'P_poll__networl[3122]= 0
invariant : 1'P_poll__networl[895]= 0
invariant : 1'P_network[2264]= 0
invariant : 1'P_poll__networl[2030]= 0
invariant : 1'P_network[314]= 0
invariant : 1'P_network[3028]= 0
invariant : 1'P_network[1607]= 0
invariant : 1'P_network[2545]= 0
invariant : 1'P_poll__networl[4151]= 0
invariant : 1'P_poll__networl[2721]= 0
invariant : 1'P_network[1715]= 0
invariant : 1'P_network[2559]= 0
invariant : 1'P_poll__networl[794]= 0
invariant : 1'P_poll__networl[2051]= 0
invariant : 1'P_network[4327]= 0
invariant : 1'P_poll__networl[2623]= 0
invariant : 1'P_poll__networl[753]= 0
invariant : 1'P_poll__networl[3082]= 0
invariant : 1'P_network[3551]= 0
invariant : 1'P_poll__networl[3507]= 0
invariant : 1'P_network[2329]= 0
invariant : 1'P_poll__networl[1519]= 0
invariant : 1'P_poll__networl[1]= 0
invariant : 1'P_poll__networl[1115]= 0
invariant : 1'P_poll__networl[25]= 0
invariant : 1'P_poll__networl[2811]= 0
invariant : 1'P_poll__networl[329]= 0
invariant : 1'P_network[1668]= 0
invariant : 1'P_poll__networl[2523]= 0
invariant : 1'P_poll__networl[695]= 0
invariant : 1'P_network[2048]= 0
invariant : 1'P_poll__networl[577]= 0
invariant : 1'P_network[1065]= 0
invariant : 1'P_network[3506]= 0
invariant : 1'P_poll__networl[3486]= 0
invariant : 1'P_poll__networl[1119]= 0
invariant : 1'P_poll__networl[2785]= 0
invariant : 1'P_poll__networl[705]= 0
invariant : -1'P_poll__waitingMessage[8] + 1'P_stage[24]= 1
invariant : 1'P_poll__networl[1788]= 0
invariant : 1'P_network[2544]= 0
invariant : 1'P_poll__networl[2493]= 0
invariant : 1'P_network[116]= 0
invariant : 1'P_poll__networl[484]= 0
invariant : 1'P_network[2307]= 0
invariant : 1'P_network[1292]= 0
invariant : 1'P_network[1985]= 0
invariant : 1'P_poll__networl[4033]= 0
invariant : 1'P_network[4094]= 0
invariant : 1'P_network[2996]= 0
invariant : 1'P_network[3563]= 0
invariant : 1'P_poll__networl[2578]= 0
invariant : 1'P_network[3403]= 0
invariant : 1'P_poll__networl[1715]= 0
invariant : 1'P_network[3675]= 0
invariant : 1'P_network[1750]= 0
invariant : 1'P_network[1048]= 0
invariant : 1'P_poll__networl[592]= 0
invariant : 1'P_network[4105]= 0
invariant : 1'P_network[3481]= 0
invariant : 1'P_network[60]= 0
invariant : 1'P_poll__networl[3723]= 0
invariant : 1'P_network[814]= 0
invariant : 1'P_poll__networl[1382]= 0
invariant : 1'P_network[3613]= 0
invariant : 1'P_network[436]= 0
invariant : 1'P_poll__networl[3243]= 0
invariant : 1'P_network[106]= 0
invariant : 1'P_network[3323]= 0
invariant : 1'P_network[2564]= 0
invariant : 1'P_network[2218]= 0
invariant : 1'P_network[3137]= 0
invariant : 1'P_network[865]= 0
invariant : 1'P_poll__networl[2109]= 0
invariant : 1'P_network[1924]= 0
invariant : 1'P_network[2677]= 0
invariant : 1'P_poll__networl[774]= 0
invariant : 1'P_poll__networl[213]= 0
invariant : 1'P_network[3925]= 0
invariant : 1'P_network[2573]= 0
invariant : 1'P_poll__networl[1281]= 0
invariant : 1'P_poll__networl[4211]= 0
invariant : 1'P_network[1286]= 0
invariant : 1'P_poll__networl[2886]= 0
invariant : 1'P_poll__networl[3662]= 0
invariant : 1'P_network[2197]= 0
invariant : 1'P_negotiation[105] + 1'P_negotiation[106] + 1'P_negotiation[107]= 1
invariant : 1'P_network[2019]= 0
invariant : 1'P_poll__networl[1873]= 0
invariant : 1'P_poll__networl[3213]= 0
invariant : 1'P_poll__networl[2215]= 0
invariant : 1'P_poll__networl[1994]= 0
invariant : 1'P_poll__networl[2298]= 0
invariant : 1'P_network[1230]= 0
invariant : 1'P_poll__networl[2002]= 0
invariant : 1'P_poll__networl[2502]= 0
invariant : 1'P_poll__networl[2774]= 0
invariant : 1'P_network[3110]= 0
invariant : 1'P_poll__networl[373]= 0
invariant : 1'P_poll__networl[723]= 0
invariant : 1'P_poll__networl[236]= 0
invariant : 1'P_poll__networl[28]= 0
invariant : 1'P_network[3928]= 0
invariant : 1'P_network[3856]= 0
invariant : 1'P_network[140]= 0
invariant : 1'P_negotiation[228] + -1'P_negotiation[231] + 1'P_startNeg__broadcasting[68]= 0
invariant : 1'P_network[129]= 0
invariant : 1'P_poll__networl[1730]= 0
invariant : 1'P_network[4205]= 0
invariant : 1'P_network[2690]= 0
invariant : 1'P_poll__networl[3874]= 0
invariant : 1'P_network[2058]= 0
invariant : 1'P_poll__networl[3889]= 0
invariant : 1'P_network[1245]= 0
invariant : 1'P_poll__networl[2543]= 0
invariant : 1'P_poll__networl[3086]= 0
invariant : 1'P_poll__networl[2191]= 0
invariant : 1'P_network[4361]= 0
invariant : 1'P_network[1598]= 0
invariant : 1'P_network[1660]= 0
invariant : 1'P_poll__networl[3691]= 0
invariant : 1'P_poll__networl[486]= 0
invariant : 1'P_network[242]= 0
invariant : 1'P_poll__networl[2024]= 0
invariant : 1'P_network[3644]= 0
invariant : 1'P_poll__networl[1982]= 0
invariant : 1'P_network[2803]= 0
invariant : 1'P_network[3988]= 0
invariant : 1'P_poll__networl[1161]= 0
invariant : 1'P_network[493]= 0
invariant : 1'P_network[3755]= 0
invariant : 1'P_poll__networl[1605]= 0
invariant : 1'P_network[1712]= 0
invariant : 1'P_poll__networl[472]= 0
invariant : 1'P_network[2828]= 0
invariant : 1'P_poll__networl[155]= 0
invariant : 1'P_network[4030]= 0
invariant : 1'P_poll__networl[1213]= 0
invariant : 1'P_network[2847]= 0
invariant : 1'P_poll__networl[432]= 0
invariant : 1'P_poll__networl[4264]= 0
invariant : 1'P_network[38]= 0
invariant : 1'P_network[29]= 0
invariant : 1'P_poll__networl[18]= 0
invariant : 1'P_poll__networl[3974]= 0
invariant : 1'P_poll__networl[2222]= 0
invariant : 1'P_network[2528]= 0
invariant : 1'P_network[2132]= 0
invariant : 1'P_network[247]= 0
invariant : 1'P_network[733]= 0
invariant : 1'P_network[1067]= 0
invariant : 1'P_network[2411]= 0
invariant : 1'P_network[2460]= 0
invariant : 1'P_poll__networl[4166]= 0
invariant : 1'P_poll__networl[1998]= 0
invariant : 1'P_network[626]= 0
invariant : 1'P_negotiation[63] + -1'P_negotiation[66] + 1'P_startNeg__broadcasting[18]= 0
invariant : 1'P_network[3385]= 0
invariant : 1'P_poll__networl[2259]= 0
invariant : 1'P_network[3188]= 0
invariant : 1'P_poll__networl[1965]= 0
invariant : 1'P_network[3314]= 0
invariant : 1'P_poll__networl[2091]= 0
invariant : 1'P_network[2738]= 0
invariant : 1'P_network[1222]= 0
invariant : 1'P_poll__networl[1928]= 0
invariant : 1'P_poll__networl[3907]= 0
invariant : 1'P_poll__networl[2048]= 0
invariant : 1'P_network[1672]= 0
invariant : 1'P_network[4262]= 0
invariant : 1'P_poll__networl[3567]= 0
invariant : 1'P_poll__networl[867]= 0
invariant : 1'P_poll__networl[3596]= 0
invariant : 1'P_network[786]= 0
invariant : 1'P_poll__networl[2017]= 0
invariant : 1'P_network[1194]= 0
invariant : 1'P_poll__networl[3444]= 0
invariant : 1'P_poll__networl[3535]= 0
invariant : 1'P_poll__networl[4207]= 0
invariant : 1'P_network[1916]= 0
invariant : 1'P_network[4204]= 0
invariant : 1'P_network[376]= 0
invariant : 1'P_poll__networl[3245]= 0
invariant : 1'P_poll__networl[3585]= 0
invariant : 1'P_network[2101]= 0
invariant : 1'P_network[277]= 0
invariant : 1'P_network[4291]= 0
invariant : 1'P_network[3053]= 0
invariant : 1'P_poll__networl[2163]= 0
invariant : 1'P_poll__networl[3321]= 0
invariant : 1'P_poll__networl[3673]= 0
invariant : 1'P_network[2465]= 0
invariant : 1'P_network[2734]= 0
invariant : 1'P_poll__networl[93]= 0
invariant : 1'P_poll__networl[2432]= 0
invariant : 1'P_network[1100]= 0
invariant : 1'P_network[3759]= 0
invariant : 1'P_network[2648]= 0
invariant : 1'P_poll__networl[2484]= 0
invariant : 1'P_network[2958]= 0
invariant : 1'P_poll__networl[3059]= 0
invariant : 1'P_poll__networl[1836]= 0
invariant : 1'P_network[977]= 0
invariant : 1'P_poll__networl[2003]= 0
invariant : 1'P_poll__networl[4220]= 0
invariant : 1'P_network[1837]= 0
invariant : 1'P_poll__networl[2567]= 0
invariant : 1'P_network[1662]= 0
invariant : 1'P_network[2893]= 0
invariant : 1'P_poll__networl[290]= 0
invariant : 1'P_poll__networl[1035]= 0
invariant : 1'P_poll__networl[4015]= 0
invariant : 1'P_negotiation[129] + 1'P_negotiation[130] + 1'P_negotiation[131]= 1
invariant : 1'P_poll__networl[271]= 0
invariant : 1'P_poll__networl[2019]= 0
invariant : 1'P_network[805]= 0
invariant : 1'P_network[3504]= 0
invariant : 1'P_network[4323]= 0
invariant : 1'P_poll__networl[1709]= 0
invariant : 1'P_negotiation[81]= 0
invariant : 1'P_poll__networl[3532]= 0
invariant : 1'P_network[535]= 0
invariant : 1'P_poll__networl[3388]= 0
invariant : 1'P_network[3066]= 0
invariant : 1'P_poll__networl[3490]= 0
invariant : 1'P_network[2409]= 0
invariant : 1'P_network[318]= 0
invariant : 1'P_network[3111]= 0
invariant : 1'P_poll__networl[1054]= 0
invariant : 1'P_network[1425]= 0
invariant : 1'P_network[2152]= 0
invariant : 1'P_poll__networl[741]= 0
invariant : 1'P_poll__networl[375]= 0
invariant : 1'P_poll__networl[1718]= 0
invariant : 1'P_poll__networl[3536]= 0
invariant : 1'P_poll__networl[2786]= 0
invariant : 1'P_poll__networl[3211]= 0
invariant : 1'P_poll__networl[4231]= 0
invariant : 1'P_network[3444]= 0
invariant : 1'P_network[2633]= 0
invariant : 1'P_poll__networl[1143]= 0
invariant : 1'P_negotiation[163] + 1'P_negotiation[164]= 0
invariant : 1'P_poll__networl[1069]= 0
invariant : 1'P_network[2944]= 0
invariant : 1'P_poll__networl[1952]= 0
invariant : 1'P_poll__networl[1340]= 0
invariant : 1'P_poll__networl[1222]= 0
invariant : 1'P_network[1025]= 0
invariant : 1'P_poll__networl[3558]= 0
invariant : 1'P_poll__networl[3185]= 0
invariant : 1'P_network[2579]= 0
invariant : 1'P_poll__networl[1831]= 0
invariant : 1'P_network[1021]= 0
invariant : 1'P_poll__networl[2719]= 0
invariant : 1'P_poll__networl[4286]= 0
invariant : 1'P_poll__networl[318]= 0
invariant : 1'P_network[3185]= 0
invariant : 1'P_network[114]= 0
invariant : 1'P_poll__networl[1338]= 0
invariant : 1'P_poll__networl[2844]= 0
invariant : 1'P_poll__networl[3121]= 0
invariant : 1'P_network[4261]= 0
invariant : 1'P_poll__networl[2804]= 0
invariant : 1'P_network[1084]= 0
invariant : 1'P_poll__networl[2794]= 0
invariant : 1'P_poll__networl[1087]= 0
invariant : 1'P_poll__networl[2621]= 0
invariant : 1'P_network[512]= 0
invariant : 1'P_poll__networl[3330]= 0
invariant : 1'P_network[4142]= 0
invariant : 1'P_poll__networl[1394]= 0
invariant : 1'P_negotiation[201] + -1'P_negotiation[204] + 1'P_startNeg__broadcasting[60]= 0
invariant : 1'P_network[464]= 0
invariant : 1'P_poll__networl[2792]= 0
invariant : 1'P_network[413]= 0
invariant : 1'P_poll__networl[4200]= 0
invariant : 1'P_negotiation[27]= 0
invariant : 1'P_network[3802]= 0
invariant : 1'P_poll__networl[1950]= 0
invariant : 1'P_network[3475]= 0
invariant : 1'P_network[138]= 0
invariant : 1'P_network[170]= 0
invariant : 1'P_network[888]= 0
invariant : 1'P_poll__networl[1032]= 0
invariant : 1'P_poll__networl[4338]= 0
invariant : 1'P_network[1790]= 0
invariant : 1'P_network[1621]= 0
invariant : 1'P_poll__networl[1981]= 0
invariant : 1'P_network[332]= 0
invariant : 1'P_network[4097]= 0
invariant : 1'P_network[2696]= 0
invariant : 1'P_poll__networl[1877]= 0
invariant : 1'P_network[3194]= 0
invariant : 1'P_poll__networl[2264]= 0
invariant : 1'P_network[1297]= 0
invariant : 1'P_network[3875]= 0
invariant : 1'P_network[2148]= 0
invariant : 1'P_network[1498]= 0
invariant : 1'P_poll__networl[3911]= 0
invariant : 1'P_poll__networl[3014]= 0
invariant : 1'P_poll__networl[4156]= 0
invariant : 1'P_poll__networl[1251]= 0
invariant : 1'P_network[2247]= 0
invariant : 1'P_network[793]= 0
invariant : 1'P_poll__networl[3832]= 0
invariant : 1'P_network[1887]= 0
invariant : 1'P_poll__networl[2124]= 0
invariant : 1'P_poll__networl[1044]= 0
invariant : 1'P_network[1369]= 0
invariant : 1'P_poll__networl[871]= 0
invariant : 1'P_poll__networl[3906]= 0
invariant : 1'P_network[3209]= 0
invariant : 1'P_network[2374]= 0
invariant : 1'P_network[3733]= 0
invariant : 1'P_poll__networl[3437]= 0
invariant : 1'P_poll__networl[4178]= 0
invariant : 1'P_poll__networl[115]= 0
invariant : 1'P_poll__networl[458]= 0
invariant : 1'P_network[1859]= 0
invariant : 1'P_network[4001]= 0
invariant : 1'P_poll__networl[2374]= 0
invariant : 1'P_poll__networl[208]= 0
invariant : 1'P_poll__networl[2751]= 0
invariant : 1'P_poll__networl[3382]= 0
invariant : 1'P_network[709]= 0
invariant : 1'P_network[775]= 0
invariant : 1'P_network[2098]= 0
invariant : 1'P_network[2248]= 0
invariant : 1'P_poll__networl[3162]= 0
invariant : 1'P_network[2219]= 0
invariant : 1'P_poll__networl[4204]= 0
invariant : 1'P_network[364]= 0
invariant : 1'P_startNeg__broadcasting[1]= 0
invariant : 1'P_poll__networl[2034]= 0
invariant : 1'P_network[2882]= 0
invariant : 1'P_network[3189]= 0
invariant : 1'P_poll__networl[969]= 0
invariant : 1'P_network[1571]= 0
invariant : 1'P_poll__networl[588]= 0
invariant : 1'P_poll__networl[4293]= 0
invariant : 1'P_poll__networl[46]= 0
invariant : 1'P_network[51]= 0
invariant : 1'P_poll__networl[1892]= 0
invariant : 1'P_poll__networl[1171]= 0
invariant : 1'P_network[2976]= 0
invariant : 1'P_network[4370]= 0
invariant : 1'P_network[892]= 0
invariant : 1'P_network[2975]= 0
invariant : 1'P_poll__networl[2426]= 0
invariant : 1'P_poll__networl[1107]= 0
invariant : 1'P_poll__networl[264]= 0
invariant : 1'P_network[2739]= 0
invariant : 1'P_poll__networl[589]= 0
invariant : 1'P_poll__networl[3478]= 0
invariant : 1'P_network[3112]= 0
invariant : 1'P_poll__networl[2200]= 0
invariant : 1'P_poll__networl[2045]= 0
invariant : 1'P_network[3655]= 0
invariant : 1'P_poll__networl[711]= 0
invariant : 1'P_network[2436]= 0
invariant : 1'P_poll__networl[926]= 0
invariant : 1'P_poll__networl[3973]= 0
invariant : 1'P_poll__networl[949]= 0
invariant : 1'P_poll__networl[3780]= 0
invariant : 1'P_network[462]= 0
invariant : 1'P_network[3860]= 0
invariant : 1'P_poll__networl[2232]= 0
invariant : 1'P_poll__networl[633]= 0
invariant : 1'P_poll__networl[2179]= 0
invariant : 1'P_poll__networl[314]= 0
invariant : 1'P_poll__networl[1137]= 0
invariant : 1'P_poll__networl[2466]= 0
invariant : 1'P_poll__networl[2439]= 0
invariant : 1'P_poll__networl[3619]= 0
invariant : 1'P_poll__networl[2626]= 0
invariant : 1'P_network[2733]= 0
invariant : 1'P_poll__networl[3281]= 0
invariant : 1'P_poll__networl[3084]= 0
invariant : 1'P_network[3389]= 0
invariant : 1'P_poll__networl[2289]= 0
invariant : 1'P_poll__networl[2169]= 0
invariant : 1'P_poll__networl[2812]= 0
invariant : 1'P_poll__networl[3220]= 0
invariant : 1'P_poll__networl[3380]= 0
invariant : 1'P_network[1246]= 0
invariant : 1'P_network[3720]= 0
invariant : 1'P_network[61]= 0
invariant : 1'P_network[1622]= 0
invariant : 1'P_network[2413]= 0
invariant : 1'P_poll__networl[3941]= 0
invariant : 1'P_poll__networl[2557]= 0
invariant : 1'P_poll__networl[485]= 0
invariant : 1'P_network[3245]= 0
invariant : 1'P_poll__networl[3272]= 0
invariant : 1'P_network[409]= 0
invariant : 1'P_network[2078]= 0
invariant : 1'P_poll__networl[2781]= 0
invariant : 1'P_network[2456]= 0
invariant : 1'P_poll__networl[40]= 0
invariant : 1'P_poll__networl[307]= 0
invariant : 1'P_poll__networl[41]= 0
invariant : 1'P_poll__networl[3189]= 0
invariant : 1'P_network[1264]= 0
invariant : 1'P_network[1079]= 0
invariant : 1'P_poll__networl[2487]= 0
invariant : 1'P_poll__networl[3661]= 0
invariant : 1'P_network[3703]= 0
invariant : 1'P_negotiation[99] + 1'P_negotiation[100] + 1'P_negotiation[101]= 1
invariant : 1'P_network[2131]= 0
invariant : 1'P_poll__networl[657]= 0
invariant : 1'P_network[4344]= 0
invariant : 1'P_poll__networl[2183]= 0
invariant : 1'P_poll__networl[4298]= 0
invariant : 1'P_poll__networl[3658]= 0
invariant : 1'P_poll__networl[3593]= 0
invariant : 1'P_poll__networl[3927]= 0
invariant : 1'P_poll__networl[4102]= 0
invariant : 1'P_network[852]= 0
invariant : 1'P_network[398]= 0
invariant : 1'P_network[151]= 0
invariant : 1'P_network[1986]= 0
invariant : 1'P_network[1399]= 0
invariant : 1'P_poll__networl[3875]= 0
invariant : 1'P_network[3818]= 0
invariant : 1'P_network[3603]= 0
invariant : 1'P_network[2848]= 0
invariant : 1'P_poll__networl[299]= 0
invariant : 1'P_poll__networl[3519]= 0
invariant : 1'P_network[597]= 0
invariant : 1'P_network[2514]= 0
invariant : 1'P_poll__networl[2373]= 0
invariant : 1'P_poll__networl[1436]= 0
invariant : 1'P_poll__networl[3801]= 0
invariant : 1'P_poll__networl[998]= 0
invariant : 1'P_network[2644]= 0
invariant : 1'P_network[2356]= 0
invariant : 1'P_poll__networl[103]= 0
invariant : 1'P_network[849]= 0
invariant : 1'P_poll__networl[1196]= 0
invariant : 1'P_poll__networl[641]= 0
invariant : 1'P_network[88]= 0
invariant : 1'P_poll__networl[1516]= 0
invariant : 1'P_network[1871]= 0
invariant : 1'P_network[461]= 0
invariant : 1'P_network[1106]= 0
invariant : 1'P_network[1587]= 0
invariant : 1'P_poll__networl[852]= 0
invariant : 1'P_network[920]= 0
invariant : 1'P_poll__networl[3603]= 0
invariant : 1'P_network[650]= 0
invariant : 1'P_poll__networl[1377]= 0
invariant : 1'P_poll__networl[3799]= 0
invariant : 1'P_network[1805]= 0
invariant : 1'P_network[2092]= 0
invariant : 1'P_network[4369]= 0
invariant : 1'P_network[872]= 0
invariant : 1'P_network[3128]= 0
invariant : 1'P_network[777]= 0
invariant : 1'P_poll__networl[2863]= 0
invariant : 1'P_network[4108]= 0
invariant : 1'P_network[3866]= 0
invariant : 1'P_poll__networl[1109]= 0
invariant : 1'P_poll__networl[2703]= 0
invariant : 1'P_poll__networl[3043]= 0
invariant : 1'P_poll__networl[520]= 0
invariant : 1'P_poll__networl[972]= 0
invariant : 1'P_poll__networl[251]= 0
invariant : 1'P_network[749]= 0
invariant : 1'P_poll__networl[2314]= 0
invariant : 1'P_network[2406]= 0
invariant : 1'P_network[2827]= 0
invariant : 1'P_poll__networl[361]= 0
invariant : 1'P_poll__networl[1678]= 0
invariant : 1'P_network[75]= 0
invariant : 1'P_network[1648]= 0
invariant : 1'P_poll__networl[2358]= 0
invariant : 1'P_network[2269]= 0
invariant : 1'P_poll__networl[1402]= 0
invariant : 1'P_poll__networl[1694]= 0
invariant : 1'P_poll__networl[2255]= 0
invariant : 1'P_network[2090]= 0
invariant : 1'P_poll__networl[136]= 0
invariant : 1'P_network[2433]= 0
invariant : 1'P_network[383]= 0
invariant : 1'P_network[672]= 0
invariant : 1'P_network[1911]= 0
invariant : 1'P_poll__networl[1194]= 0
invariant : 1'P_network[1133]= 0
invariant : 1'P_network[1334]= 0
invariant : 1'P_poll__networl[2274]= 0
invariant : 1'P_network[739]= 0
invariant : 1'P_network[3923]= 0
invariant : 1'P_poll__networl[3006]= 0
invariant : 1'P_network[4129]= 0
invariant : 1'P_electedPrimary[1] + 1'P_electedSecondary[1] + 1'P_negotiation[51] + 1'P_poll__handlingMessage[1] + 1'P_poll__pollEnd[1] + 1'P_poll__waitingMessage[1] + 1'P_polling[1] + 1'P_sendAnnPs__broadcasting[8] + 1'P_sendAnnPs__broadcasting[9] + 1'P_sendAnnPs__broadcasting[10] + 1'P_sendAnnPs__broadcasting[11] + 1'P_sendAnnPs__broadcasting[12] + 1'P_sendAnnPs__broadcasting[13] + 1'P_sendAnnPs__broadcasting[14] + 1'P_sendAnnPs__broadcasting[15] + 1'P_startNeg__broadcasting[15]= 1
invariant : 1'P_network[1833]= 0
invariant : 1'P_poll__networl[2415]= 0
invariant : 1'P_poll__waitingMessage[6] + 1'P_stage[19] + 1'P_stage[20]= 0
invariant : 1'P_poll__networl[3300]= 0
invariant : 1'P_network[1812]= 0
invariant : 1'P_poll__networl[1547]= 0
invariant : 1'P_poll__networl[3025]= 0
invariant : 1'P_network[686]= 0
invariant : 1'P_poll__networl[2316]= 0
invariant : 1'P_network[3642]= 0
invariant : 1'P_poll__networl[417]= 0
invariant : 1'P_poll__networl[4027]= 0
invariant : 1'P_network[788]= 0
invariant : 1'P_network[1184]= 0
invariant : 1'P_poll__networl[526]= 0
invariant : 1'P_poll__networl[2670]= 0
invariant : 1'P_poll__networl[475]= 0
invariant : 1'P_poll__networl[2935]= 0
invariant : 1'P_network[204]= 0
invariant : 1'P_poll__networl[2090]= 0
invariant : 1'P_network[2570]= 0
invariant : 1'P_poll__networl[803]= 0
invariant : 1'P_poll__networl[782]= 0
invariant : 1'P_negotiation[57] + -1'P_negotiation[63] + 1'P_startNeg__broadcasting[17]= 0
invariant : 1'P_network[2084]= 0
invariant : 1'P_network[1767]= 0
invariant : 1'P_network[782]= 0
invariant : 1'P_network[480]= 0
invariant : 1'P_poll__networl[3601]= 0
invariant : 1'P_poll__networl[3238]= 0
invariant : 1'P_network[761]= 0
invariant : 1'P_network[131]= 0
invariant : 1'P_network[613]= 0
invariant : 1'P_poll__networl[1286]= 0
invariant : 1'P_poll__networl[991]= 0
invariant : 1'P_network[2621]= 0
invariant : 1'P_poll__networl[4284]= 0
invariant : 1'P_network[1915]= 0
invariant : 1'P_poll__networl[99]= 0
invariant : 1'P_poll__networl[1600]= 0
invariant : 1'P_poll__networl[4056]= 0
invariant : 1'P_network[4017]= 0
invariant : 1'P_poll__networl[3726]= 0
invariant : 1'P_poll__networl[2483]= 0
invariant : 1'P_network[346]= 0
invariant : 1'P_poll__networl[1214]= 0
invariant : 1'P_network[2383]= 0
invariant : 1'P_poll__networl[414]= 0
invariant : 1'P_network[371]= 0
invariant : 1'P_network[3511]= 0
invariant : 1'P_poll__networl[2417]= 0
invariant : 1'P_poll__networl[1783]= 0
invariant : 1'P_poll__networl[796]= 0
invariant : 1'P_poll__networl[3570]= 0
invariant : 1'P_negotiation[153] + 1'P_negotiation[154] + 1'P_negotiation[155]= 1
invariant : 1'P_network[2836]= 0
invariant : 1'P_network[1103]= 0
invariant : 1'P_poll__networl[1543]= 0
invariant : 1'P_network[1596]= 0
invariant : 1'P_poll__networl[2610]= 0
invariant : 1'P_poll__networl[421]= 0
invariant : 1'P_poll__networl[3805]= 0
invariant : 1'P_network[2632]= 0
invariant : 1'P_poll__networl[3389]= 0
invariant : 1'P_network[196]= 0
invariant : 1'P_poll__networl[185]= 0
invariant : 1'P_poll__networl[1562]= 0
invariant : 1'P_network[2020]= 0
invariant : 1'P_poll__networl[4349]= 0
invariant : 1'P_network[1223]= 0
invariant : 1'P_network[2974]= 0
invariant : 1'P_poll__networl[2326]= 0
invariant : 1'P_network[2481]= 0
invariant : 1'P_network[776]= 0
invariant : 1'P_negotiation[156] + -1'P_negotiation[159] + 1'P_startNeg__broadcasting[46]= 0
invariant : 1'P_network[1352]= 0
invariant : 1'P_poll__networl[981]= 0
invariant : 1'P_negotiation[72] + -1'P_negotiation[75] + 1'P_startNeg__broadcasting[21]= 0
invariant : 1'P_poll__networl[1442]= 0
invariant : 1'P_poll__networl[1128]= 0
invariant : 1'P_network[1489]= 0
invariant : 1'P_network[2297]= 0
invariant : 1'P_network[4192]= 0
invariant : 1'P_poll__networl[3831]= 0
invariant : 1'P_poll__networl[214]= 0
invariant : 1'P_poll__networl[3843]= 0
invariant : 1'P_network[915]= 0
invariant : 1'P_network[2534]= 0
invariant : 1'P_poll__networl[2689]= 0
invariant : 1'P_network[2190]= 0
invariant : 1'P_network[2811]= 0
invariant : 1'P_poll__networl[3762]= 0
invariant : 1'P_poll__networl[52]= 0
invariant : 1'P_poll__networl[2027]= 0
invariant : 1'P_network[1343]= 0
invariant : 1'P_sendAnnPs__broadcasting[3]= 0
invariant : 1'P_network[2114]= 0
invariant : 1'P_network[3498]= 0
invariant : 1'P_poll__networl[1681]= 0
invariant : 1'P_network[1006]= 0
invariant : -1'P_poll__waitingMessage[2] + 1'P_stage[6]= 1
invariant : 1'P_network[599]= 0
invariant : 1'P_poll__networl[3138]= 0
invariant : 1'P_poll__networl[619]= 0
invariant : 1'P_network[3929]= 0
invariant : 1'P_poll__networl[3119]= 0
invariant : 1'P_poll__networl[1757]= 0
invariant : 1'P_poll__networl[1157]= 0
invariant : 1'P_poll__networl[3381]= 0
invariant : 1'P_poll__networl[4196]= 0
invariant : 1'P_poll__waitingMessage[1] + 1'P_stage[4] + 1'P_stage[5]= 0
invariant : 1'P_poll__networl[2967]= 0
invariant : 1'P_network[1109]= 0
invariant : 1'P_poll__networl[2838]= 0
invariant : 1'P_network[753]= 0
invariant : 1'P_network[3326]= 0
invariant : 1'P_network[3839]= 0
invariant : 1'P_negotiation[198] + -1'P_negotiation[201] + 1'P_startNeg__broadcasting[59]= 0
invariant : 1'P_network[43]= 0
invariant : 1'P_network[1979]= 0
invariant : 1'P_negotiation[168] + -1'P_negotiation[171] + 1'P_startNeg__broadcasting[50]= 0
invariant : 1'P_poll__networl[1645]= 0
invariant : 1'P_network[1806]= 0
invariant : 1'P_poll__networl[3529]= 0
invariant : 1'P_poll__networl[1385]= 0
invariant : 1'P_network[194]= 0
invariant : 1'P_poll__networl[1999]= 0
invariant : 1'P_poll__networl[4167]= 0
invariant : 1'P_network[4181]= 0
invariant : 1'P_poll__networl[2887]= 0
invariant : 1'P_network[348]= 0
invariant : 1'P_poll__networl[2147]= 0
invariant : 1'P_network[368]= 0
invariant : 1'P_poll__networl[3886]= 0
invariant : 1'P_network[1826]= 0
invariant : 1'P_poll__networl[1800]= 0
invariant : 1'P_network[652]= 0
invariant : 1'P_poll__networl[3663]= 0
invariant : 1'P_network[1136]= 0
invariant : 1'P_poll__networl[559]= 0
invariant : 1'P_network[22]= 0
invariant : 1'P_network[1779]= 0
invariant : 1'P_poll__networl[4212]= 0
invariant : 1'P_network[2245]= 0
invariant : 1'P_poll__networl[3373]= 0
invariant : 1'P_poll__networl[1784]= 0
invariant : 1'P_network[3508]= 0
invariant : 1'P_poll__networl[2870]= 0
invariant : 1'P_network[1492]= 0
invariant : 1'P_poll__networl[2094]= 0
invariant : 1'P_network[4197]= 0
invariant : 1'P_poll__networl[4236]= 0
invariant : 1'P_network[2966]= 0
invariant : 1'P_network[2759]= 0
invariant : 1'P_poll__networl[2533]= 0
invariant : 1'P_poll__networl[3056]= 0
invariant : 1'P_network[3586]= 0
invariant : 1'P_poll__networl[107]= 0
invariant : 1'P_network[2617]= 0
invariant : 1'P_poll__networl[2597]= 0
invariant : 1'P_poll__networl[1829]= 0
invariant : 1'P_poll__networl[3065]= 0
invariant : 1'P_poll__networl[3992]= 0
invariant : 1'P_poll__networl[2044]= 0
invariant : 1'P_poll__networl[4268]= 0
invariant : 1'P_network[1879]= 0
invariant : 1'P_poll__networl[4269]= 0
invariant : 1'P_network[3058]= 0
invariant : 1'P_poll__networl[954]= 0
invariant : 1'P_negotiation[36] + 1'P_negotiation[37] + 1'P_negotiation[38]= 1
invariant : 1'P_poll__networl[2205]= 0
invariant : 1'P_network[4055]= 0
invariant : 1'P_poll__networl[1820]= 0
invariant : 1'P_poll__networl[2865]= 0
invariant : 1'P_poll__networl[4077]= 0
invariant : 1'P_network[1617]= 0
invariant : 1'P_network[832]= 0
invariant : 1'P_poll__networl[536]= 0
invariant : 1'P_poll__networl[2467]= 0
invariant : 1'P_poll__networl[1865]= 0
invariant : 1'P_poll__networl[3833]= 0
invariant : 1'P_network[1830]= 0
invariant : 1'P_poll__networl[1111]= 0
invariant : 1'P_network[1373]= 0
invariant : 1'P_poll__networl[561]= 0
invariant : 1'P_poll__networl[2143]= 0
invariant : 1'P_network[3239]= 0
invariant : 1'P_poll__networl[2356]= 0
invariant : 1'P_poll__networl[3327]= 0
invariant : 1'P_poll__networl[3452]= 0
invariant : 1'P_poll__networl[3813]= 0
invariant : 1'P_poll__networl[1178]= 0
invariant : 1'P_network[4287]= 0
invariant : 1'P_poll__networl[3565]= 0
invariant : 1'P_negotiation[121] + 1'P_negotiation[122]= 1
invariant : 1'P_poll__networl[622]= 0
invariant : 1'P_poll__networl[1918]= 0
invariant : 1'P_network[293]= 0
invariant : 1'P_network[156]= 0
invariant : 1'P_poll__networl[686]= 0
invariant : 1'P_network[2320]= 0
invariant : 1'P_poll__networl[1264]= 0
invariant : 1'P_network[1424]= 0
invariant : 1'P_network[1172]= 0
invariant : 1'P_network[1781]= 0
invariant : 1'P_network[1023]= 0
invariant : 1'P_network[3490]= 0
invariant : 1'P_network[1330]= 0
invariant : 1'P_network[1752]= 0
invariant : 1'P_network[2830]= 0
invariant : 1'P_network[655]= 0
invariant : 1'P_poll__networl[3123]= 0
invariant : 1'P_network[2698]= 0
invariant : 1'P_poll__networl[1455]= 0
invariant : 1'P_poll__networl[3878]= 0
invariant : 1'P_poll__networl[2050]= 0
invariant : 1'P_network[758]= 0
invariant : 1'P_negotiation[237] + 1'P_negotiation[238] + 1'P_negotiation[239]= 1
invariant : 1'P_poll__networl[1942]= 0
invariant : 1'P_poll__networl[648]= 0
invariant : 1'P_poll__networl[3450]= 0
invariant : 1'P_network[2503]= 0
invariant : 1'P_network[3124]= 0
invariant : 1'P_network[1876]= 0
invariant : 1'P_poll__networl[1766]= 0
invariant : 1'P_poll__networl[3219]= 0
invariant : 1'P_poll__networl[8]= 0
invariant : 1'P_poll__networl[2697]= 0
invariant : 1'P_poll__networl[3379]= 0
invariant : 1'P_poll__networl[21]= 0
invariant : 1'P_poll__networl[1791]= 0
invariant : 1'P_poll__networl[4262]= 0
invariant : 1'P_poll__networl[744]= 0
invariant : 1'P_network[1261]= 0
invariant : 1'P_poll__networl[1225]= 0
invariant : 1'P_poll__networl[1760]= 0
invariant : 1'P_network[3281]= 0
invariant : 1'P_poll__networl[3541]= 0
invariant : 1'P_poll__networl[2668]= 0
invariant : 1'P_poll__networl[1505]= 0
invariant : 1'P_poll__networl[1933]= 0
invariant : 1'P_network[1070]= 0
invariant : 1'P_poll__networl[1175]= 0
invariant : 1'P_network[939]= 0
invariant : 1'P_poll__networl[1220]= 0
invariant : 1'P_network[2426]= 0
invariant : 1'P_network[1666]= 0
invariant : 1'P_network[355]= 0
invariant : 1'P_poll__networl[1773]= 0
invariant : 1'P_poll__networl[2958]= 0
invariant : 1'P_poll__networl[198]= 0
invariant : 1'P_network[25]= 0
invariant : 1'P_poll__networl[418]= 0
invariant : 1'P_network[1349]= 0
invariant : 1'P_network[44]= 0
invariant : 1'P_poll__networl[3730]= 0
invariant : 1'P_network[1655]= 0
invariant : 1'P_poll__networl[4128]= 0
invariant : 1'P_network[3381]= 0
invariant : 1'P_network[31]= 0
invariant : 1'P_network[3401]= 0
invariant : 1'P_poll__networl[84]= 0
invariant : 1'P_poll__networl[211]= 0
invariant : 1'P_poll__networl[44]= 0
invariant : 1'P_poll__networl[131]= 0
invariant : 1'P_poll__networl[2491]= 0
invariant : 1'P_poll__networl[1433]= 0
invariant : 1'P_network[1776]= 0
invariant : 1'P_network[482]= 0
invariant : 1'P_network[1967]= 0
invariant : 1'P_poll__networl[3301]= 0
invariant : 1'P_network[1569]= 0
invariant : 1'P_network[1783]= 0
invariant : 1'P_poll__networl[1828]= 0
invariant : 1'P_network[474]= 0
invariant : 1'P_poll__networl[976]= 0
invariant : 1'P_poll__networl[63]= 0
invariant : 1'P_network[3287]= 0
invariant : 1'P_poll__networl[3678]= 0
invariant : 1'P_network[687]= 0
invariant : 1'P_poll__networl[1924]= 0
invariant : 1'P_poll__networl[2900]= 0
invariant : 1'P_poll__networl[3700]= 0
invariant : 1'P_poll__networl[3759]= 0
invariant : 1'P_poll__networl[3530]= 0
invariant : 1'P_network[2581]= 0
invariant : 1'P_poll__networl[1189]= 0
invariant : 1'P_network[4350]= 0
invariant : 1'P_poll__networl[2194]= 0
invariant : 1'P_poll__networl[2705]= 0
invariant : 1'P_network[1244]= 0
invariant : 1'P_poll__networl[3454]= 0
invariant : 1'P_poll__networl[2596]= 0
invariant : 1'P_network[3190]= 0
invariant : 1'P_poll__networl[1396]= 0
invariant : 1'P_network[3854]= 0
invariant : 1'P_poll__networl[1155]= 0
invariant : 1'P_poll__networl[351]= 0
invariant : 1'P_poll__networl[1123]= 0
invariant : 1'P_poll__networl[2025]= 0
invariant : 1'P_poll__networl[1842]= 0
invariant : 1'P_poll__networl[3063]= 0
invariant : 1'P_poll__networl[1004]= 0
invariant : 1'P_network[3597]= 0
invariant : 1'P_network[3786]= 0
invariant : 1'P_poll__networl[4160]= 0
invariant : 1'P_network[323]= 0
invariant : 1'P_poll__networl[331]= 0
invariant : 1'P_poll__networl[4352]= 0
invariant : 1'P_poll__networl[1889]= 0
invariant : 1'P_network[4144]= 0
invariant : 1'P_poll__networl[1708]= 0
invariant : 1'P_poll__networl[1939]= 0
invariant : 1'P_network[3614]= 0
invariant : 1'P_network[3243]= 0
invariant : 1'P_poll__networl[3537]= 0
invariant : 1'P_network[3449]= 0
invariant : 1'P_network[3871]= 0
invariant : 1'P_network[3677]= 0
invariant : 1'P_network[2005]= 0
invariant : 1'P_poll__networl[1350]= 0
invariant : 1'P_network[107]= 0
invariant : 1'P_network[2773]= 0
invariant : 1'P_network[2595]= 0
invariant : 1'P_network[3133]= 0
invariant : 1'P_poll__networl[2730]= 0
invariant : 1'P_poll__networl[1112]= 0
invariant : 1'P_poll__networl[3604]= 0
invariant : 1'P_poll__networl[3029]= 0
invariant : 1'P_network[1131]= 0
invariant : 1'P_poll__networl[3217]= 0
invariant : 1'P_network[1232]= 0
invariant : 1'P_poll__networl[992]= 0
invariant : 1'P_network[2704]= 0
invariant : 1'P_network[2270]= 0
invariant : 1'P_poll__networl[3763]= 0
invariant : 1'P_poll__networl[2451]= 0
invariant : 1'P_negotiation[189]= 0
invariant : 1'P_network[1891]= 0
invariant : 1'P_poll__networl[1359]= 0
invariant : 1'P_poll__networl[3508]= 0
invariant : 1'P_network[2155]= 0
invariant : 1'P_poll__networl[726]= 0
invariant : 1'P_network[3097]= 0
invariant : 1'P_poll__networl[2761]= 0
invariant : 1'P_network[1214]= 0
invariant : 1'P_network[1137]= 0
invariant : 1'P_network[2870]= 0
invariant : 1'P_network[4039]= 0
invariant : 1'P_poll__networl[1320]= 0
invariant : -1'P_poll__waitingMessage[6] + 1'P_stage[18]= 1
invariant : 1'P_poll__networl[1805]= 0
invariant : 1'P_poll__networl[3948]= 0
invariant : 1'P_poll__networl[430]= 0
invariant : 1'P_electedPrimary[5] + 1'P_electedSecondary[5] + 1'P_negotiation[159] + 1'P_poll__handlingMessage[5] + 1'P_poll__pollEnd[5] + 1'P_poll__waitingMessage[5] + 1'P_polling[5] + 1'P_sendAnnPs__broadcasting[40] + 1'P_sendAnnPs__broadcasting[41] + 1'P_sendAnnPs__broadcasting[42] + 1'P_sendAnnPs__broadcasting[43] + 1'P_sendAnnPs__broadcasting[44] + 1'P_sendAnnPs__broadcasting[45] + 1'P_sendAnnPs__broadcasting[46] + 1'P_sendAnnPs__broadcasting[47] + 1'P_startNeg__broadcasting[47]= 1
invariant : 1'P_poll__networl[1135]= 0
invariant : 1'P_network[2302]= 0
invariant : 1'P_network[1265]= 0
invariant : 1'P_network[2299]= 0
invariant : 1'P_network[860]= 0
invariant : 1'P_network[399]= 0
invariant : 1'P_network[598]= 0
invariant : 1'P_network[1825]= 0
invariant : 1'P_poll__networl[1156]= 0
invariant : 1'P_poll__networl[1397]= 0
invariant : 1'P_network[199]= 0
invariant : 1'P_poll__networl[3599]= 0
invariant : 1'P_poll__networl[3175]= 0
invariant : 1'P_network[2434]= 0
invariant : 1'P_poll__networl[4373]= 0
invariant : 1'P_poll__networl[2223]= 0
invariant : 1'P_network[2831]= 0
invariant : 1'P_poll__networl[53]= 0
invariant : 1'P_network[751]= 0
invariant : 1'P_network[2192]= 0
invariant : 1'P_network[1435]= 0
invariant : 1'P_poll__networl[1317]= 0
invariant : 1'P_poll__networl[4129]= 0
invariant : 1'P_network[4071]= 0
invariant : 1'P_network[3731]= 0
invariant : 1'P_poll__networl[3592]= 0
invariant : 1'P_poll__networl[4237]= 0
invariant : 1'P_network[418]= 0
invariant : 1'P_poll__networl[3002]= 0
invariant : 1'P_poll__networl[3008]= 0
invariant : 1'P_network[1813]= 0
invariant : 1'P_poll__networl[319]= 0
invariant : 1'P_poll__networl[1751]= 0
invariant : 1'P_poll__networl[2683]= 0
invariant : 1'P_negotiation[12]= 0
invariant : 1'P_network[3437]= 0
invariant : 1'P_network[1968]= 0
invariant : 1'P_network[4029]= 0
invariant : 1'P_poll__networl[4206]= 0
invariant : 1'P_poll__networl[3322]= 0
invariant : 1'P_poll__networl[4050]= 0
invariant : 1'P_poll__networl[1777]= 0
invariant : 1'P_network[1434]= 0
invariant : 1'P_poll__networl[1212]= 0
invariant : 1'P_poll__networl[2288]= 0
invariant : 1'P_network[3561]= 0
invariant : 1'P_network[3754]= 0
invariant : 1'P_network[2942]= 0
invariant : 1'P_network[3151]= 0
invariant : 1'P_poll__networl[4260]= 0
invariant : 1'P_poll__networl[601]= 0
invariant : 1'P_poll__networl[4088]= 0
invariant : 1'P_poll__networl[4180]= 0
invariant : 1'P_network[1983]= 0
invariant : 1'P_poll__networl[2816]= 0
invariant : 1'P_poll__networl[968]= 0
invariant : 1'P_poll__networl[3431]= 0
invariant : 1'P_poll__networl[4140]= 0
invariant : 1'P_network[2347]= 0
invariant : 1'P_poll__networl[672]= 0
invariant : 1'P_poll__networl[2409]= 0
invariant : 1'P_poll__networl[3821]= 0
invariant : 1'P_poll__networl[3744]= 0
invariant : 1'P_network[3777]= 0
invariant : 1'P_network[4200]= 0
invariant : 1'P_network[1972]= 0
invariant : 1'P_network[1609]= 0
invariant : 1'P_network[3781]= 0
invariant : 1'P_network[4155]= 0
invariant : 1'P_poll__networl[1701]= 0
invariant : 1'P_poll__networl[2168]= 0
invariant : 1'P_poll__networl[96]= 0
invariant : 1'P_network[2059]= 0
invariant : 1'P_poll__networl[1624]= 0
invariant : 1'P_network[2125]= 0
invariant : 1'P_network[3012]= 0
invariant : 1'P_network[73]= 0
invariant : 1'P_poll__networl[1245]= 0
invariant : 1'P_network[721]= 0
invariant : 1'P_poll__networl[3668]= 0
invariant : 1'P_network[2507]= 0
invariant : 1'P_poll__networl[2007]= 0
invariant : 1'P_poll__networl[1802]= 0
invariant : 1'P_network[2964]= 0
invariant : 1'P_network[2784]= 0
invariant : 1'P_poll__networl[2204]= 0
invariant : 1'P_poll__networl[470]= 0
invariant : 1'P_poll__networl[4131]= 0
invariant : 1'P_poll__networl[558]= 0
invariant : 1'P_poll__networl[3423]= 0
invariant : 1'P_poll__networl[4319]= 0
invariant : 1'P_network[1535]= 0
invariant : 1'P_poll__networl[683]= 0
invariant : 1'P_network[1442]= 0
invariant : 1'P_network[2416]= 0
invariant : 1'P_poll__networl[2672]= 0
invariant : 1'P_network[1160]= 0
invariant : 1'P_network[34]= 0
invariant : 1'P_poll__networl[750]= 0
invariant : 1'P_poll__networl[1735]= 0
invariant : 1'P_poll__networl[3965]= 0
invariant : 1'P_poll__networl[1314]= 0
invariant : 1'P_poll__networl[3013]= 0
invariant : 1'P_network[2479]= 0
invariant : 1'P_network[2345]= 0
invariant : 1'P_poll__networl[2074]= 0
invariant : 1'P_network[3765]= 0
invariant : 1'P_poll__networl[710]= 0
invariant : 1'P_poll__networl[2349]= 0
invariant : 1'P_network[3442]= 0
invariant : 1'P_network[905]= 0
invariant : 1'P_poll__networl[3333]= 0
invariant : 1'P_poll__networl[3075]= 0
invariant : 1'P_poll__networl[453]= 0
invariant : 1'P_network[1213]= 0
invariant : 1'P_poll__networl[1758]= 0
invariant : 1'P_network[2795]= 0
invariant : 1'P_network[633]= 0
invariant : 1'P_poll__networl[3719]= 0
invariant : 1'P_network[563]= 0
invariant : 1'P_poll__networl[3916]= 0
invariant : 1'P_network[3673]= 0
invariant : 1'P_poll__networl[1899]= 0
invariant : 1'P_network[4254]= 0
invariant : 1'P_network[3329]= 0
invariant : 1'P_network[3709]= 0
invariant : 1'P_poll__networl[3677]= 0
invariant : 1'P_network[3372]= 0
invariant : 1'P_poll__networl[181]= 0
invariant : 1'P_poll__networl[575]= 0
invariant : 1'P_network[430]= 0
invariant : 1'P_network[4053]= 0
invariant : 1'P_poll__networl[3679]= 0
invariant : 1'P_network[4303]= 0
invariant : 1'P_poll__networl[4290]= 0
invariant : 1'P_network[24]= 0
invariant : 1'P_network[3697]= 0
invariant : 1'P_poll__networl[1768]= 0
invariant : 1'P_network[1288]= 0
invariant : 1'P_poll__networl[844]= 0
invariant : 1'P_network[1497]= 0
invariant : 1'P_poll__networl[2268]= 0
invariant : 1'P_network[4326]= 0
invariant : 1'P_network[349]= 0
invariant : 1'P_network[2207]= 0
invariant : 1'P_poll__networl[1568]= 0
invariant : 1'P_network[1447]= 0
invariant : 1'P_poll__networl[2678]= 0
invariant : 1'P_network[2860]= 0
invariant : 1'P_network[1504]= 0
invariant : 1'P_network[491]= 0
invariant : 1'P_poll__networl[473]= 0
invariant : 1'P_poll__networl[1604]= 0
invariant : 1'P_poll__networl[494]= 0
invariant : 1'P_poll__networl[1868]= 0
invariant : 1'P_poll__networl[4042]= 0
invariant : 1'P_poll__networl[408]= 0
invariant : 1'P_poll__networl[3914]= 0
invariant : 1'P_poll__networl[637]= 0
invariant : 1'P_poll__networl[1451]= 0
invariant : 1'P_poll__networl[814]= 0
invariant : 1'P_network[1059]= 0
invariant : 1'P_network[2352]= 0
invariant : 1'P_network[4081]= 0
invariant : 1'P_poll__networl[3881]= 0
invariant : 1'P_network[3821]= 0
invariant : 1'P_poll__networl[2892]= 0
invariant : 1'P_network[4321]= 0
invariant : 1'P_network[308]= 0
invariant : 1'P_network[1778]= 0
invariant : 1'P_poll__networl[2743]= 0
invariant : 1'P_network[4034]= 0
invariant : 1'P_poll__networl[2625]= 0
invariant : 1'P_poll__networl[3608]= 0
invariant : 1'P_network[201]= 0
invariant : 1'P_network[2616]= 0
invariant : 1'P_masterState[144] + 1'P_masterState[145] + 1'P_masterState[146] + 1'P_masterState[147] + 1'P_masterState[148] + 1'P_masterState[149] + 1'P_masterState[150] + 1'P_masterState[151] + 1'P_masterState[152] + 1'P_masterState[153] + 1'P_masterState[154] + 1'P_masterState[155] + 1'P_masterState[156] + 1'P_masterState[157] + 1'P_masterState[158] + 1'P_masterState[159] + 1'P_masterState[160] + 1'P_masterState[161]= 1
invariant : 1'P_poll__networl[3433]= 0
invariant : 1'P_network[2992]= 0
invariant : 1'P_network[4022]= 0
invariant : 1'P_poll__networl[244]= 0
invariant : 1'P_network[3179]= 0
invariant : 1'P_poll__networl[806]= 0
invariant : 1'P_poll__networl[3429]= 0
invariant : 1'P_network[4047]= 0
invariant : 1'P_poll__networl[2575]= 0
invariant : 1'P_network[2137]= 0
invariant : 1'P_poll__networl[3817]= 0
invariant : 1'P_network[1410]= 0
invariant : 1'P_network[4210]= 0
invariant : 1'P_poll__networl[1554]= 0
invariant : 1'P_poll__networl[2077]= 0
invariant : 1'P_network[3805]= 0
invariant : 1'P_network[3877]= 0
invariant : 1'P_poll__networl[1101]= 0
invariant : 1'P_network[3264]= 0
invariant : 1'P_poll__networl[1575]= 0
invariant : 1'P_network[1810]= 0
invariant : 1'P_network[1496]= 0
invariant : 1'P_network[808]= 0
invariant : 1'P_poll__networl[546]= 0
invariant : 1'P_network[4076]= 0
invariant : 1'P_poll__networl[1789]= 0
invariant : 1'P_poll__networl[4311]= 0
invariant : 1'P_network[1122]= 0
invariant : 1'P_poll__networl[1664]= 0
invariant : 1'P_network[1234]= 0
invariant : 1'P_poll__networl[644]= 0
invariant : 1'P_poll__networl[882]= 0
invariant : 1'P_network[1005]= 0
invariant : 1'P_network[3553]= 0
invariant : 1'P_poll__networl[378]= 0
invariant : 1'P_poll__networl[1358]= 0
invariant : 1'P_network[2179]= 0
invariant : 1'P_network[4263]= 0
invariant : 1'P_poll__networl[1033]= 0
invariant : 1'P_poll__networl[946]= 0
invariant : 1'P_poll__networl[2923]= 0
invariant : 1'P_poll__networl[372]= 0
invariant : 1'P_network[1618]= 0
invariant : 1'P_poll__networl[765]= 0
invariant : 1'P_network[505]= 0
invariant : 1'P_network[906]= 0
invariant : 1'P_poll__networl[3804]= 0
invariant : 1'P_negotiation[45] + -1'P_negotiation[48] + 1'P_startNeg__broadcasting[13]= 0
invariant : 1'P_network[1965]= 0
invariant : 1'P_negotiation[114] + 1'P_negotiation[115] + 1'P_negotiation[116]= 1
invariant : 1'P_poll__networl[461]= 0
invariant : 1'P_network[1981]= 0
invariant : 1'P_poll__networl[431]= 0
invariant : 1'P_network[3000]= 0
invariant : 1'P_poll__networl[4263]= 0
invariant : 1'P_poll__networl[3566]= 0
invariant : 1'P_network[1657]= 0
invariant : 1'P_network[347]= 0
invariant : 1'P_network[3867]= 0
invariant : 1'P_network[3656]= 0
invariant : 1'P_network[2832]= 0
invariant : 1'P_network[3534]= 0
invariant : 1'P_network[3620]= 0
invariant : 1'P_network[2369]= 0
invariant : 1'P_network[2026]= 0
invariant : 1'P_network[2085]= 0
invariant : 1'P_network[381]= 0
invariant : 1'P_poll__networl[2907]= 0
invariant : 1'P_network[419]= 0
invariant : 1'P_network[1711]= 0
invariant : 1'P_poll__networl[602]= 0
invariant : 1'P_network[2753]= 0
invariant : 1'P_poll__networl[571]= 0
invariant : 1'P_poll__networl[3182]= 0
invariant : 1'P_network[2957]= 0
invariant : 1'P_poll__networl[2759]= 0
invariant : 1'P_poll__networl[2783]= 0
invariant : 1'P_network[1082]= 0
invariant : 1'P_poll__networl[2817]= 0
invariant : 1'P_poll__networl[108]= 0
invariant : 1'P_network[1029]= 0
invariant : 1'P_poll__networl[199]= 0
invariant : 1'P_poll__networl[2813]= 0
invariant : 1'P_poll__networl[776]= 0
invariant : 1'P_network[2191]= 0
invariant : 1'P_network[2384]= 0
invariant : 1'P_poll__networl[831]= 0
invariant : 1'P_network[4322]= 0
invariant : 1'P_poll__networl[1592]= 0
invariant : 1'P_network[329]= 0
invariant : 1'P_poll__networl[3285]= 0
invariant : 1'P_network[1669]= 0
invariant : 1'P_poll__networl[1618]= 0
invariant : 1'P_poll__networl[302]= 0
invariant : 1'P_poll__networl[429]= 0
invariant : 1'P_negotiation[108]= 0
invariant : 1'P_network[3975]= 0
invariant : 1'P_poll__networl[4164]= 0
invariant : 1'P_poll__networl[4037]= 0
invariant : 1'P_poll__networl[1080]= 0
invariant : 1'P_network[3121]= 0
invariant : 1'P_network[3100]= 0
invariant : 1'P_network[1354]= 0
invariant : 1'P_poll__networl[3786]= 0
invariant : 1'P_poll__networl[2579]= 0
invariant : 1'P_poll__networl[3516]= 0
invariant : 1'P_poll__networl[254]= 0
invariant : 1'P_network[701]= 0
invariant : 1'P_poll__networl[1164]= 0
invariant : 1'P_network[3464]= 0
invariant : 1'P_network[2076]= 0
invariant : 1'P_poll__networl[313]= 0
invariant : 1'P_network[2694]= 0
invariant : 1'P_poll__networl[2999]= 0
invariant : 1'P_poll__networl[1006]= 0
invariant : 1'P_network[4038]= 0
invariant : 1'P_poll__networl[1858]= 0
invariant : 1'P_poll__networl[1347]= 0
invariant : 1'P_poll__networl[1319]= 0
invariant : 1'P_network[3244]= 0
invariant : 1'P_poll__networl[2238]= 0
invariant : 1'P_poll__networl[1368]= 0
invariant : 1'P_network[3548]= 0
invariant : 1'P_poll__networl[505]= 0
invariant : 1'P_network[3158]= 0
invariant : 1'P_poll__networl[2885]= 0
invariant : 1'P_network[4163]= 0
invariant : 1'P_poll__networl[4300]= 0
invariant : 1'P_poll__networl[2038]= 0
invariant : 1'P_network[3004]= 0
invariant : 1'P_network[859]= 0
invariant : 1'P_network[3082]= 0
invariant : 1'P_poll__networl[1722]= 0
invariant : 1'P_poll__networl[192]= 0
invariant : 1'P_poll__networl[1399]= 0
invariant : 1'P_poll__networl[2736]= 0
invariant : 1'P_poll__networl[1895]= 0
invariant : 1'P_poll__networl[708]= 0
invariant : 1'P_network[1706]= 0
invariant : 1'P_poll__networl[4251]= 0
invariant : 1'P_network[3458]= 0
invariant : 1'P_network[1465]= 0
invariant : 1'P_network[1801]= 0
invariant : 1'P_network[2594]= 0
invariant : 1'P_poll__networl[1018]= 0
invariant : 1'P_poll__networl[385]= 0
invariant : 1'P_poll__networl[4022]= 0
invariant : 1'P_network[4124]= 0
invariant : 1'P_negotiation[91] + 1'P_negotiation[92]= 1
invariant : 1'P_network[439]= 0
invariant : 1'P_poll__networl[1049]= 0
invariant : 1'P_network[3278]= 0
invariant : 1'P_poll__networl[1590]= 0
invariant : 1'P_poll__networl[1835]= 0
invariant : 1'P_electionInit[1] + -1'P_negotiation[33] + 1'P_startNeg__broadcasting[8]= 0
invariant : 1'P_network[2488]= 0
invariant : 1'P_poll__networl[2978]= 0
invariant : 1'P_negotiation[136] + 1'P_negotiation[137]= 0
invariant : 1'P_network[2869]= 0
invariant : 1'P_network[1271]= 0
invariant : 1'P_poll__networl[1551]= 0
invariant : 1'P_poll__networl[4361]= 0
invariant : 1'P_poll__networl[2693]= 0
invariant : 1'P_network[2640]= 0
invariant : 1'P_network[1220]= 0
invariant : 1'P_network[28]= 0
invariant : 1'P_network[1919]= 0
invariant : 1'P_poll__networl[2556]= 0
invariant : 1'P_network[2867]= 0
invariant : 1'P_poll__networl[3375]= 0
invariant : 1'P_network[1099]= 0
invariant : 1'P_network[3982]= 0
invariant : 1'P_poll__networl[3947]= 0
invariant : 1'P_poll__networl[455]= 0
invariant : 1'P_poll__networl[2437]= 0
invariant : 1'P_poll__networl[897]= 0
invariant : 1'P_poll__networl[2291]= 0
invariant : 1'P_network[2327]= 0
invariant : 1'P_network[1009]= 0
invariant : 1'P_network[3543]= 0
invariant : 1'P_poll__networl[1598]= 0
invariant : 1'P_poll__networl[3542]= 0
invariant : 1'P_network[457]= 0
invariant : 1'P_poll__networl[1609]= 0
invariant : 1'P_poll__networl[911]= 0
invariant : 1'P_network[1052]= 0
invariant : 1'P_poll__networl[1063]= 0
invariant : 1'P_network[4179]= 0
invariant : 1'P_network[831]= 0
invariant : 1'P_poll__networl[366]= 0
invariant : 1'P_poll__networl[3353]= 0
invariant : 1'P_network[2040]= 0
invariant : 1'P_network[2509]= 0
invariant : 1'P_poll__networl[3653]= 0
invariant : 1'P_network[4052]= 0
invariant : 1'P_network[3920]= 0
invariant : 1'P_poll__networl[990]= 0
invariant : 1'P_poll__networl[1499]= 0
invariant : 1'P_poll__networl[2234]= 0
invariant : 1'P_network[2892]= 0
invariant : 1'P_poll__networl[903]= 0
invariant : 1'P_poll__networl[2197]= 0
invariant : 1'P_network[3001]= 0
invariant : 1'P_network[1393]= 0
invariant : 1'P_network[3567]= 0
invariant : 1'P_poll__networl[942]= 0
invariant : 1'P_poll__networl[3539]= 0
invariant : 1'P_network[4016]= 0
invariant : 1'P_poll__networl[1467]= 0
invariant : 1'P_poll__networl[3249]= 0
invariant : 1'P_network[3799]= 0
invariant : 1'P_poll__networl[3836]= 0
invariant : 1'P_network[1491]= 0
invariant : 1'P_network[2618]= 0
invariant : 1'P_poll__networl[973]= 0
invariant : 1'P_poll__networl[3210]= 0
invariant : 1'P_network[4267]= 0
invariant : 1'P_poll__networl[1501]= 0
invariant : 1'P_network[797]= 0
invariant : 1'P_poll__networl[2639]= 0
invariant : 1'P_poll__networl[2922]= 0
invariant : 1'P_poll__networl[3612]= 0
invariant : 1'P_poll__networl[30]= 0
invariant : 1'P_poll__networl[650]= 0
invariant : 1'P_network[3451]= 0
invariant : 1'P_poll__networl[171]= 0
invariant : 1'P_negotiation[87] + -1'P_negotiation[93] + 1'P_startNeg__broadcasting[26]= 0
invariant : 1'P_network[3557]= 0
invariant : 1'P_network[2267]= 0
invariant : 1'P_network[3497]= 0
invariant : 1'P_network[2902]= 0
invariant : 1'P_network[3763]= 0
invariant : 1'P_poll__networl[2506]= 0
invariant : 1'P_poll__networl[2836]= 0
invariant : 1'P_network[3768]= 0
invariant : 1'P_network[3704]= 0
invariant : 1'P_network[478]= 0
invariant : 1'P_network[2956]= 0
invariant : 1'P_network[55]= 0
invariant : 1'P_network[1210]= 0
invariant : 1'P_network[937]= 0
invariant : 1'P_network[2039]= 0
invariant : 1'P_network[2638]= 0
invariant : 1'P_poll__networl[289]= 0
invariant : 1'P_poll__networl[3496]= 0
invariant : 1'P_network[2647]= 0
invariant : 1'P_network[258]= 0
invariant : 1'P_poll__networl[3048]= 0
invariant : 1'P_poll__networl[4354]= 0
invariant : 1'P_network[1459]= 0
invariant : 1'P_poll__networl[4047]= 0
invariant : 1'P_negotiation[210]= 0
invariant : 1'P_poll__networl[2300]= 0
invariant : 1'P_poll__networl[4255]= 0
invariant : 1'P_network[537]= 0
invariant : 1'P_poll__networl[3401]= 0
invariant : 1'P_poll__networl[89]= 0
invariant : 1'P_poll__networl[810]= 0
invariant : 1'P_poll__networl[3614]= 0
invariant : 1'P_poll__networl[1495]= 0
invariant : 1'P_poll__networl[3181]= 0
invariant : 1'P_network[1729]= 0
invariant : 1'P_poll__networl[2773]= 0
invariant : 1'P_network[868]= 0
invariant : 1'P_negotiation[82] + 1'P_negotiation[83]= 0
invariant : 1'P_network[2900]= 0
invariant : 1'P_network[256]= 0
invariant : 1'P_negotiation[174] + 1'P_negotiation[175] + 1'P_negotiation[176]= 1
invariant : 1'P_network[2816]= 0
invariant : 1'P_network[3422]= 0
invariant : 1'P_network[4028]= 0
invariant : 1'P_poll__networl[1813]= 0
invariant : 1'P_poll__networl[238]= 0
invariant : 1'P_poll__networl[4343]= 0
invariant : 1'P_poll__networl[240]= 0
invariant : 1'P_poll__networl[2691]= 0
invariant : 1'P_poll__networl[3178]= 0
invariant : 1'P_network[1824]= 0
invariant : 1'P_poll__networl[3820]= 0
invariant : 1'P_poll__networl[2884]= 0
invariant : 1'P_poll__networl[545]= 0
invariant : 1'P_network[4372]= 0
invariant : 1'P_poll__networl[2862]= 0
invariant : 1'P_negotiation[150]= 0
invariant : 1'P_poll__networl[630]= 0
invariant : 1'P_poll__networl[2546]= 0
invariant : 1'P_network[2303]= 0
invariant : 1'P_poll__networl[2248]= 0
invariant : 1'P_network[3191]= 0
invariant : 1'P_poll__networl[81]= 0
invariant : 1'P_network[475]= 0
invariant : 1'P_network[1185]= 0
invariant : 1'P_network[1933]= 0
invariant : 1'P_network[568]= 0
invariant : 1'P_network[1466]= 0
invariant : 1'P_poll__networl[2919]= 0
invariant : 1'P_poll__networl[642]= 0
invariant : 1'P_poll__networl[4045]= 0
invariant : 1'P_poll__networl[849]= 0
invariant : 1'P_poll__networl[3154]= 0
invariant : 1'P_poll__networl[4218]= 0
invariant : 1'P_poll__networl[2312]= 0
invariant : 1'P_network[539]= 0
invariant : 1'P_network[2572]= 0
invariant : 1'P_negotiation[132] + 1'P_negotiation[133] + 1'P_negotiation[134]= 1
invariant : 1'P_poll__networl[921]= 0
invariant : 1'P_network[183]= 0
invariant : 1'P_masterState[108] + 1'P_masterState[109] + 1'P_masterState[110] + 1'P_masterState[111] + 1'P_masterState[112] + 1'P_masterState[113] + 1'P_masterState[114] + 1'P_masterState[115] + 1'P_masterState[116] + 1'P_masterState[117] + 1'P_masterState[118] + 1'P_masterState[119] + 1'P_masterState[120] + 1'P_masterState[121] + 1'P_masterState[122] + 1'P_masterState[123] + 1'P_masterState[124] + 1'P_masterState[125]= 1
invariant : 1'P_network[2530]= 0
invariant : 1'P_poll__networl[3597]= 0
invariant : 1'P_network[2271]= 0
invariant : 1'P_poll__networl[2510]= 0
invariant : 1'P_network[1463]= 0
invariant : 1'P_poll__networl[1819]= 0
invariant : 1'P_poll__networl[4136]= 0
invariant : 1'P_network[3569]= 0
invariant : 1'P_poll__networl[2219]= 0
invariant : 1'P_poll__networl[3337]= 0
invariant : 1'P_poll__networl[980]= 0
invariant : 1'P_poll__networl[3638]= 0
invariant : 1'P_poll__networl[2107]= 0
invariant : 1'P_network[3488]= 0
invariant : 1'P_poll__networl[549]= 0
invariant : 1'P_poll__networl[2315]= 0
invariant : 1'P_network[2723]= 0
invariant : 1'P_network[3212]= 0
invariant : 1'P_poll__networl[1129]= 0
invariant : 1'P_poll__networl[997]= 0
invariant : 1'P_poll__networl[4096]= 0
invariant : 1'P_network[730]= 0
invariant : 1'P_network[902]= 0
invariant : 1'P_network[2077]= 0
invariant : 1'P_poll__networl[943]= 0
invariant : 1'P_network[3068]= 0
invariant : 1'P_network[259]= 0
invariant : 1'P_network[640]= 0
invariant : 1'P_network[3619]= 0
invariant : 1'P_poll__networl[2037]= 0
invariant : 1'P_poll__networl[4041]= 0
invariant : 1'P_network[3596]= 0
invariant : 1'P_network[2697]= 0
invariant : 1'P_poll__networl[1610]= 0
invariant : 1'P_network[481]= 0
invariant : 1'P_poll__networl[1676]= 0
invariant : 1'P_network[2518]= 0
invariant : 1'P_network[2791]= 0
invariant : 1'P_network[886]= 0
invariant : 1'P_network[1658]= 0
invariant : 1'P_network[4143]= 0
invariant : 1'P_poll__networl[4249]= 0
invariant : 1'P_network[483]= 0
invariant : 1'P_network[254]= 0
invariant : 1'P_network[2537]= 0
invariant : 1'P_poll__networl[617]= 0
invariant : 1'P_poll__networl[2790]= 0
invariant : 1'P_network[3183]= 0
invariant : 1'P_poll__networl[3426]= 0
invariant : 1'P_poll__networl[3757]= 0
invariant : 1'P_network[975]= 0
invariant : 1'P_network[1787]= 0
invariant : 1'P_network[2292]= 0
invariant : 1'P_poll__waitingMessage[7] + 1'P_stage[22] + 1'P_stage[23]= 0
invariant : 1'P_poll__networl[1400]= 0
invariant : 1'P_network[1653]= 0
invariant : 1'P_network[2807]= 0
invariant : 1'P_network[2701]= 0
invariant : 1'P_poll__networl[490]= 0
invariant : 1'P_poll__networl[1489]= 0
invariant : 1'P_poll__networl[2165]= 0
invariant : 1'P_poll__networl[2649]= 0
invariant : 1'P_network[638]= 0
invariant : 1'P_network[4290]= 0
invariant : 1'P_poll__networl[129]= 0
invariant : 1'P_network[2031]= 0
invariant : 1'P_poll__networl[1152]= 0
invariant : 1'P_poll__networl[1622]= 0
invariant : 1'P_poll__networl[3230]= 0
invariant : 1'P_network[1984]= 0
invariant : 1'P_poll__networl[1891]= 0
invariant : 1'P_poll__networl[3858]= 0
invariant : 1'P_poll__networl[884]= 0
invariant : 1'P_poll__networl[1003]= 0
invariant : 1'P_poll__networl[1154]= 0
invariant : 1'P_network[1840]= 0
invariant : 1'P_network[2042]= 0
invariant : 1'P_network[2287]= 0
invariant : 1'P_network[3566]= 0
invariant : 1'P_network[2028]= 0
invariant : 1'P_negotiation[225] + -1'P_negotiation[228] + 1'P_startNeg__broadcasting[67]= 0
invariant : 1'P_network[4215]= 0
invariant : 1'P_network[562]= 0
invariant : 1'P_poll__networl[1153]= 0
invariant : 1'P_network[976]= 0
invariant : 1'P_network[955]= 0
invariant : 1'P_network[1862]= 0
invariant : 1'P_poll__networl[1275]= 0
invariant : 1'P_network[1789]= 0
invariant : 1'P_poll__networl[1085]= 0
invariant : 1'P_poll__networl[522]= 0
invariant : 1'P_poll__networl[1655]= 0
invariant : 1'P_network[3606]= 0
invariant : 1'P_poll__networl[936]= 0
invariant : 1'P_poll__networl[899]= 0
invariant : 1'P_network[1166]= 0
invariant : 1'P_network[3625]= 0
invariant : 1'P_network[2365]= 0
invariant : 1'P_poll__networl[247]= 0
invariant : 1'P_network[3233]= 0
invariant : 1'P_poll__networl[1379]= 0
invariant : 1'P_poll__networl[3009]= 0
invariant : 1'P_poll__networl[2144]= 0
invariant : 1'P_poll__networl[2190]= 0
invariant : 1'P_poll__networl[2073]= 0
invariant : 1'P_poll__networl[2473]= 0
invariant : 1'P_network[593]= 0
invariant : 1'P_network[949]= 0
invariant : 1'P_network[4358]= 0
invariant : 1'P_startNeg__broadcasting[5]= 0
invariant : 1'P_network[2842]= 0
invariant : 1'P_network[3223]= 0
invariant : 1'P_network[3869]= 0
invariant : 1'P_network[2584]= 0
invariant : 1'P_poll__networl[1863]= 0
invariant : 1'P_poll__networl[3474]= 0
invariant : 1'P_negotiation[171] + 1'P_negotiation[172] + 1'P_negotiation[173]= 1
invariant : 1'P_network[3998]= 0
invariant : 1'P_network[4315]= 0
invariant : 1'P_network[2361]= 0
invariant : 1'P_poll__networl[706]= 0
invariant : 1'P_poll__networl[4307]= 0
invariant : 1'P_network[4298]= 0
invariant : 1'P_poll__networl[387]= 0
invariant : 1'P_poll__networl[2534]= 0
invariant : 1'P_poll__networl[745]= 0
invariant : 1'P_poll__networl[3214]= 0
invariant : 1'P_poll__networl[3299]= 0
invariant : 1'P_network[3971]= 0
invariant : 1'P_network[2643]= 0
invariant : 1'P_poll__networl[1566]= 0
invariant : 1'P_poll__networl[1271]= 0
invariant : 1'P_network[4069]= 0
invariant : 1'P_network[320]= 0
invariant : 1'P_poll__networl[1122]= 0
invariant : 1'P_startNeg__broadcasting[4]= 0
invariant : 1'P_poll__networl[3857]= 0
invariant : 1'P_network[3503]= 0
invariant : 1'P_network[235]= 0
invariant : 1'P_network[2841]= 0
invariant : 1'P_poll__networl[1914]= 0
invariant : 1'P_network[3181]= 0
invariant : 1'P_network[1802]= 0
invariant : 1'P_poll__networl[237]= 0
invariant : 1'P_poll__networl[2070]= 0
invariant : 1'P_network[1135]= 0
invariant : 1'P_poll__networl[2320]= 0
invariant : 1'P_network[4232]= 0
invariant : 1'P_network[3812]= 0
invariant : 1'P_poll__networl[2061]= 0
invariant : 1'P_poll__networl[4238]= 0
invariant : 1'P_network[356]= 0
invariant : 1'P_network[3934]= 0
invariant : 1'P_network[3260]= 0
invariant : 1'P_network[2344]= 0
invariant : 1'P_poll__networl[1966]= 0
invariant : 1'P_network[415]= 0
invariant : 1'P_poll__networl[3615]= 0
invariant : 1'P_poll__networl[31]= 0
invariant : 1'P_poll__networl[2206]= 0
invariant : 1'P_network[2642]= 0
invariant : 1'P_network[2249]= 0
invariant : 1'P_poll__networl[842]= 0
invariant : 1'P_poll__networl[2295]= 0
invariant : 1'P_network[3970]= 0
invariant : 1'P_poll__networl[4094]= 0
invariant : 1'P_network[3808]= 0
invariant : 1'P_poll__networl[1608]= 0
invariant : 1'P_network[2234]= 0
invariant : 1'P_network[616]= 0
invariant : 1'P_poll__networl[621]= 0
invariant : 1'P_poll__networl[3706]= 0
invariant : 1'P_poll__networl[3767]= 0
invariant : 1'P_network[2324]= 0
invariant : 1'P_poll__networl[886]= 0
invariant : 1'P_poll__networl[1058]= 0
invariant : 1'P_poll__networl[2450]= 0
invariant : 1'P_poll__networl[1943]= 0
invariant : 1'P_poll__networl[3829]= 0
invariant : 1'P_network[2883]= 0
invariant : 1'P_poll__networl[2026]= 0
invariant : 1'P_poll__networl[1840]= 0
invariant : 1'P_poll__networl[5]= 0
invariant : 1'P_poll__networl[371]= 0
invariant : 1'P_network[2471]= 0
invariant : 1'P_network[1694]= 0
invariant : 1'P_network[1285]= 0
invariant : 1'P_poll__networl[1564]= 0
invariant : 1'P_poll__networl[4341]= 0
invariant : 1'P_network[2075]= 0
invariant : 1'P_poll__networl[312]= 0
invariant : 1'P_network[1883]= 0
invariant : 1'P_poll__networl[1650]= 0
invariant : 1'P_network[133]= 0
invariant : 1'P_network[1889]= 0
invariant : 1'P_poll__networl[3598]= 0
invariant : 1'P_poll__networl[480]= 0
invariant : 1'P_poll__networl[3319]= 0
invariant : 1'P_network[3317]= 0
invariant : 1'P_poll__networl[2642]= 0
invariant : 1'P_poll__networl[2918]= 0
invariant : 1'P_poll__networl[245]= 0
invariant : 1'P_poll__networl[2071]= 0
invariant : 1'P_poll__networl[3505]= 0
invariant : 1'P_poll__networl[3231]= 0
invariant : 1'P_network[1893]= 0
invariant : 1'P_poll__networl[437]= 0
invariant : 1'P_poll__networl[898]= 0
invariant : 1'P_poll__networl[1991]= 0
invariant : 1'P_poll__networl[1627]= 0
invariant : 1'P_network[3431]= 0
invariant : 1'P_network[1124]= 0
invariant : 1'P_network[1192]= 0
invariant : 1'P_poll__networl[866]= 0
invariant : 1'P_network[2370]= 0
invariant : 1'P_poll__networl[1429]= 0
invariant : 1'P_network[2978]= 0
invariant : 1'P_poll__networl[2535]= 0
invariant : 1'P_network[3539]= 0
invariant : 1'P_poll__networl[901]= 0
invariant : 1'P_poll__networl[962]= 0
invariant : 1'P_poll__networl[239]= 0
invariant : 1'P_network[845]= 0
invariant : 1'P_network[3710]= 0
invariant : 1'P_poll__networl[223]= 0
invariant : 1'P_network[1331]= 0
invariant : 1'P_poll__networl[3124]= 0
invariant : 1'P_poll__networl[811]= 0
invariant : 1'P_poll__networl[401]= 0
invariant : 1'P_network[2597]= 0
invariant : 1'P_network[534]= 0
invariant : 1'P_network[699]= 0
invariant : 1'P_poll__networl[3750]= 0
invariant : 1'P_poll__networl[274]= 0
invariant : 1'P_network[1873]= 0
invariant : 1'P_network[3515]= 0
invariant : 1'P_poll__networl[2741]= 0
invariant : 1'P_poll__networl[3073]= 0
invariant : 1'P_network[1049]= 0
invariant : 1'P_poll__networl[1215]= 0
invariant : 1'P_poll__networl[1334]= 0
invariant : 1'P_network[1785]= 0
invariant : 1'P_poll__networl[2140]= 0
invariant : 1'P_poll__networl[2472]= 0
invariant : 1'P_poll__networl[3385]= 0
invariant : 1'P_network[3593]= 0
invariant : 1'P_poll__networl[3550]= 0
invariant : 1'P_network[1291]= 0
invariant : 1'P_poll__networl[802]= 0
invariant : 1'P_poll__networl[2021]= 0
invariant : 1'P_poll__networl[1945]= 0
invariant : 1'P_poll__networl[1595]= 0
invariant : 1'P_poll__networl[2160]= 0
invariant : 1'P_poll__networl[1182]= 0
invariant : 1'P_negotiation[211] + 1'P_negotiation[212]= 1
invariant : 1'P_network[292]= 0
invariant : 1'P_poll__networl[3022]= 0
invariant : 1'P_poll__networl[1591]= 0
invariant : 1'P_network[1982]= 0
invariant : 1'P_network[2194]= 0
invariant : 1'P_poll__networl[2052]= 0
invariant : 1'P_network[1558]= 0
invariant : 1'P_network[3584]= 0
invariant : 1'P_network[3966]= 0
invariant : 1'P_poll__networl[2809]= 0
invariant : 1'P_network[2146]= 0
invariant : 1'P_poll__networl[2040]= 0
invariant : 1'P_poll__networl[3005]= 0
invariant : 1'P_network[843]= 0
invariant : 1'P_poll__networl[2304]= 0
invariant : 1'P_poll__networl[2475]= 0
invariant : 1'P_network[634]= 0
invariant : 1'P_network[2044]= 0
invariant : 1'P_network[3750]= 0
invariant : 1'P_poll__networl[1274]= 0
invariant : 1'P_network[595]= 0
invariant : 1'P_network[1673]= 0
invariant : 1'P_poll__networl[80]= 0
invariant : 1'P_network[276]= 0
invariant : 1'P_poll__networl[4089]= 0
invariant : 1'P_poll__networl[640]= 0
invariant : 1'P_network[4246]= 0
invariant : 1'P_poll__networl[2924]= 0
invariant : 1'P_network[4342]= 0
invariant : 1'P_poll__networl[478]= 0
invariant : 1'P_network[734]= 0
invariant : 1'P_poll__networl[3420]= 0
invariant : 1'P_network[2695]= 0
invariant : 1'P_network[708]= 0
invariant : 1'P_network[967]= 0
invariant : 1'P_network[1101]= 0
invariant : 1'P_network[755]= 0
invariant : 1'P_poll__networl[2902]= 0
invariant : 1'P_poll__networl[4044]= 0
invariant : 1'P_poll__networl[3343]= 0
invariant : 1'P_network[2582]= 0
invariant : 1'P_poll__networl[731]= 0
invariant : 1'P_poll__networl[3512]= 0
invariant : 1'P_network[1235]= 0
invariant : 1'P_network[1895]= 0
invariant : 1'P_network[2850]= 0
invariant : 1'P_poll__networl[3862]= 0
invariant : 1'P_poll__networl[2839]= 0
invariant : 1'P_network[2199]= 0
invariant : 1'P_poll__networl[152]= 0
invariant : 1'P_poll__networl[1559]= 0
invariant : 1'P_network[2624]= 0
invariant : 1'P_poll__networl[2216]= 0
invariant : 1'P_poll__networl[3324]= 0
invariant : 1'P_poll__networl[4005]= 0
invariant : 1'P_network[3320]= 0
invariant : 1'P_poll__networl[3502]= 0
invariant : 1'P_poll__networl[1024]= 0
invariant : 1'P_poll__networl[1261]= 0
invariant : 1'P_poll__networl[2350]= 0
invariant : 1'P_network[416]= 0
invariant : 1'P_network[1086]= 0
invariant : 1'P_poll__networl[2946]= 0
invariant : 1'P_network[4151]= 0
invariant : 1'P_poll__networl[1752]= 0
invariant : 1'P_poll__networl[3155]= 0
invariant : 1'P_network[1316]= 0
invariant : 1'P_poll__networl[1404]= 0
invariant : 1'P_poll__networl[1476]= 0
invariant : 1'P_poll__networl[1775]= 0
invariant : 1'P_poll__networl[2360]= 0
invariant : 1'P_network[3395]= 0
invariant : 1'P_poll__networl[2406]= 0
invariant : 1'P_network[299]= 0
invariant : 1'P_poll__networl[2257]= 0
invariant : 1'P_network[1726]= 0
invariant : 1'P_network[2719]= 0
invariant : 1'P_network[1140]= 0
invariant : 1'P_poll__networl[2599]= 0
invariant : 1'P_network[1186]= 0
invariant : 1'P_poll__networl[643]= 0
invariant : 1'P_poll__networl[158]= 0
invariant : 1'P_poll__networl[114]= 0
invariant : 1'P_poll__networl[3387]= 0
invariant : 1'P_poll__networl[3372]= 0
invariant : 1'P_negotiation[144] + -1'P_negotiation[147] + 1'P_startNeg__broadcasting[43]= 0
invariant : 1'P_poll__networl[1648]= 0
invariant : 1'P_poll__networl[2977]= 0
invariant : 1'P_poll__networl[3114]= 0
invariant : 1'P_poll__networl[636]= 0
invariant : 1'P_poll__networl[3115]= 0
invariant : 1'P_network[2955]= 0
invariant : 1'P_network[32]= 0
invariant : 1'P_poll__networl[167]= 0
invariant : 1'P_network[3778]= 0
invariant : 1'P_poll__networl[732]= 0
invariant : 1'P_poll__networl[4154]= 0
invariant : 1'P_poll__networl[4309]= 0
invariant : 1'P_network[2851]= 0
invariant : 1'P_poll__networl[1217]= 0
invariant : 1'P_poll__networl[1055]= 0
invariant : 1'P_network[2669]= 0
invariant : 1'P_network[1591]= 0
invariant : 1'P_network[674]= 0
invariant : 1'P_poll__networl[848]= 0
invariant : 1'P_network[2785]= 0
invariant : 1'P_poll__networl[2772]= 0
invariant : 1'P_poll__networl[1223]= 0
invariant : 1'P_poll__networl[3962]= 0
invariant : 1'P_network[2435]= 0
invariant : 1'P_poll__networl[1082]= 0
invariant : 1'P_network[3460]= 0
invariant : 1'P_network[4085]= 0
invariant : 1'P_poll__networl[2861]= 0
invariant : 1'P_network[1540]= 0
invariant : 1'P_network[2381]= 0
invariant : 1'P_poll__networl[896]= 0
invariant : 1'P_network[3032]= 0
invariant : 1'P_network[2522]= 0
invariant : 1'P_network[3830]= 0
invariant : 1'P_poll__networl[1970]= 0
invariant : 1'P_poll__networl[1000]= 0
invariant : 1'P_network[3637]= 0
invariant : 1'P_poll__networl[1603]= 0
invariant : 1'P_poll__networl[1833]= 0
invariant : 1'P_poll__networl[1491]= 0
invariant : 1'P_network[4289]= 0
invariant : 1'P_poll__networl[908]= 0
invariant : 1'P_poll__networl[1897]= 0
invariant : 1'P_poll__networl[2896]= 0
invariant : 1'P_network[3491]= 0
invariant : 1'P_poll__networl[57]= 0
invariant : 1'P_poll__networl[1804]= 0
invariant : 1'P_poll__networl[459]= 0
invariant : 1'P_poll__networl[1305]= 0
invariant : 1'P_network[3062]= 0
invariant : 1'P_poll__networl[3923]= 0
invariant : 1'P_poll__networl[333]= 0
invariant : 1'P_network[1650]= 0
invariant : 1'P_network[3009]= 0
invariant : 1'P_network[1619]= 0
invariant : 1'P_network[2167]= 0
invariant : 1'P_network[2464]= 0
invariant : 1'P_poll__networl[1374]= 0
invariant : 1'P_poll__networl[420]= 0
invariant : 1'P_network[367]= 0
invariant : 1'P_poll__networl[671]= 0
invariant : 1'P_network[1606]= 0
invariant : 1'P_network[3262]= 0
invariant : 1'P_network[3859]= 0
invariant : 1'P_network[2525]= 0
invariant : 1'P_poll__networl[399]= 0
invariant : 1'P_network[1699]= 0
invariant : 1'P_network[3331]= 0
invariant : 1'P_poll__networl[702]= 0
invariant : 1'P_poll__networl[2647]= 0
invariant : 1'P_poll__networl[2137]= 0
invariant : 1'P_poll__networl[436]= 0
invariant : 1'P_poll__networl[2652]= 0
invariant : 1'P_network[2325]= 0
invariant : 1'P_network[1888]= 0
invariant : 1'P_poll__networl[47]= 0
invariant : 1'P_poll__networl[4342]= 0
invariant : 1'P_network[1289]= 0
invariant : 1'P_network[973]= 0
invariant : 1'P_poll__networl[2695]= 0
invariant : 1'P_network[3517]= 0
invariant : 1'P_poll__networl[1449]= 0
invariant : 1'P_poll__networl[4292]= 0
invariant : 1'P_poll__networl[3888]= 0
invariant : 1'P_poll__networl[1653]= 0
invariant : 1'P_poll__networl[55]= 0
invariant : 1'P_poll__networl[1976]= 0
invariant : 1'P_poll__networl[2760]= 0
invariant : 1'P_network[2775]= 0
invariant : 1'P_poll__networl[308]= 0
invariant : 1'P_poll__networl[4176]= 0
invariant : 1'P_poll__networl[3776]= 0
invariant : 1'P_poll__networl[2667]= 0
invariant : 1'P_poll__networl[2585]= 0
invariant : 1'P_network[49]= 0
invariant : 1'P_network[1643]= 0
invariant : 1'P_network[1788]= 0
invariant : 1'P_negotiation[16] + 1'P_negotiation[17]= 0
invariant : 1'P_poll__networl[733]= 0
invariant : 1'P_network[2053]= 0
invariant : 1'P_network[3751]= 0
invariant : 1'P_network[1454]= 0
invariant : 1'P_poll__networl[1050]= 0
invariant : 1'P_poll__networl[3046]= 0
invariant : 1'P_network[1328]= 0
invariant : 1'P_poll__networl[4092]= 0
invariant : 1'P_network[736]= 0
invariant : 1'P_network[3138]= 0
invariant : 1'P_poll__networl[2686]= 0
invariant : 1'P_poll__networl[190]= 0
invariant : 1'P_poll__networl[1283]= 0
invariant : 1'P_negotiation[231] + -1'P_negotiation[234] + 1'P_startNeg__broadcasting[69]= 0
invariant : 1'P_network[1462]= 0
invariant : 1'P_poll__networl[2750]= 0
invariant : 1'P_network[1400]= 0
invariant : 1'P_negotiation[217] + 1'P_negotiation[218]= 0
invariant : 1'P_network[268]= 0
invariant : 1'P_network[250]= 0
invariant : 1'P_poll__networl[699]= 0
invariant : 1'P_poll__networl[3664]= 0
invariant : 1'P_network[1713]= 0
invariant : 1'P_network[3479]= 0
invariant : 1'P_poll__networl[1673]= 0
invariant : 1'P_poll__networl[450]= 0
invariant : 1'P_network[1446]= 0
invariant : 1'P_poll__networl[2738]= 0
invariant : 1'P_poll__networl[2943]= 0
invariant : 1'P_network[790]= 0
invariant : 1'P_poll__networl[87]= 0
invariant : 1'P_poll__networl[2622]= 0
invariant : 1'P_network[4074]= 0
invariant : 1'P_electedPrimary[0] + 1'P_electedSecondary[0] + 1'P_poll__handlingMessage[0] + 1'P_poll__pollEnd[0] + 1'P_poll__waitingMessage[0] + 1'P_polling[0] + 1'P_sendAnnPs__broadcasting[0] + 1'P_sendAnnPs__broadcasting[7] + 1'P_startNeg__broadcasting[7]= 0
invariant : 1'P_poll__networl[1345]= 0
invariant : 1'P_network[3099]= 0
invariant : 1'P_poll__networl[2101]= 0
invariant : 1'P_network[1608]= 0
invariant : 1'P_poll__networl[2694]= 0
invariant : 1'P_poll__networl[3564]= 0
invariant : 1'P_network[20]= 0
invariant : 1'P_network[1229]= 0
invariant : 1'P_poll__networl[2453]= 0
invariant : 1'P_network[2543]= 0
invariant : 1'P_poll__networl[1521]= 0
invariant : 1'P_poll__networl[3461]= 0
invariant : 1'P_poll__networl[1746]= 0
invariant : 1'P_poll__networl[3922]= 0
invariant : 1'P_network[1302]= 0
invariant : 1'P_poll__networl[2155]= 0
invariant : 1'P_network[688]= 0
invariant : 1'P_network[532]= 0
invariant : 1'P_poll__networl[725]= 0
invariant : 1'P_poll__networl[2375]= 0
invariant : 1'P_negotiation[4] + 1'P_negotiation[5]= 0
invariant : 1'P_network[1922]= 0
invariant : 1'P_network[1207]= 0
invariant : 1'P_network[1120]= 0
invariant : 1'P_poll__networl[1927]= 0
invariant : 1'P_poll__networl[1431]= 0
invariant : 1'P_poll__networl[3803]= 0
invariant : 1'P_poll__networl[4123]= 0
invariant : 1'P_poll__networl[2814]= 0
invariant : 1'P_network[2676]= 0
invariant : 1'P_network[2000]= 0
invariant : 1'P_network[1444]= 0
invariant : 1'P_network[3772]= 0
invariant : 1'P_poll__networl[4101]= 0
invariant : 1'P_poll__networl[4069]= 0
invariant : 1'P_network[649]= 0
invariant : 1'P_network[1708]= 0
invariant : 1'P_network[1714]= 0
invariant : 1'P_network[50]= 0
invariant : 1'P_network[3616]= 0
invariant : 1'P_poll__networl[3650]= 0
invariant : 1'P_poll__networl[4310]= 0
invariant : 1'P_negotiation[39] + 1'P_negotiation[40] + 1'P_negotiation[41]= 1
invariant : 1'P_network[2296]= 0
invariant : 1'P_network[1775]= 0
invariant : 1'P_poll__networl[3729]= 0
invariant : 1'P_poll__networl[3171]= 0
invariant : 1'P_network[4177]= 0
invariant : 1'P_poll__networl[1322]= 0
invariant : 1'P_poll__networl[2208]= 0
invariant : 1'P_poll__networl[2558]= 0
invariant : 1'P_poll__networl[4135]= 0
invariant : 1'P_poll__networl[2185]= 0
invariant : 1'P_poll__networl[3928]= 0
invariant : 1'P_poll__networl[3190]= 0
invariant : 1'P_network[1295]= 0
invariant : 1'P_network[4235]= 0
invariant : 1'P_poll__networl[3151]= 0
invariant : 1'P_electionInit[7] + -1'P_negotiation[192] + 1'P_startNeg__broadcasting[56]= 0
invariant : 1'P_poll__networl[3237]= 0
invariant : 1'P_network[689]= 0
invariant : 1'P_poll__networl[788]= 0
invariant : 1'P_poll__networl[3132]= 0
invariant : 1'P_network[3542]= 0
invariant : 1'P_network[1401]= 0
invariant : 1'P_network[2654]= 0
invariant : 1'P_poll__networl[2826]= 0
invariant : 1'P_network[1380]= 0
invariant : 1'P_poll__networl[49]= 0
invariant : 1'P_network[910]= 0
invariant : 1'P_network[3434]= 0
invariant : 1'P_poll__networl[917]= 0
invariant : 1'P_poll__networl[3657]= 0
invariant : 1'P_poll__networl[3728]= 0
invariant : 1'P_poll__networl[646]= 0
invariant : 1'P_network[2373]= 0
invariant : 1'P_network[3044]= 0
invariant : 1'P_network[1992]= 0
invariant : 1'P_poll__networl[2159]= 0
invariant : 1'P_poll__networl[2471]= 0
invariant : 1'P_poll__networl[618]= 0
invariant : 1'P_poll__networl[3067]= 0
invariant : 1'P_poll__networl[614]= 0
invariant : 1'P_poll__networl[4198]= 0
invariant : 1'P_network[3948]= 0
invariant : 1'P_network[1050]= 0
invariant : 1'P_network[2260]= 0
invariant : 1'P_network[3516]= 0
invariant : 1'P_poll__networl[2423]= 0
invariant : 1'P_network[1321]= 0
invariant : 1'P_poll__networl[4130]= 0
invariant : 1'P_network[1832]= 0
invariant : 1'P_network[112]= 0
invariant : 1'P_poll__networl[4312]= 0
invariant : 1'P_network[917]= 0
invariant : 1'P_poll__networl[260]= 0
invariant : 1'P_poll__networl[2079]= 0
invariant : 1'P_poll__networl[270]= 0
invariant : 1'P_network[3782]= 0
invariant : 1'P_network[4260]= 0
invariant : 1'P_poll__networl[2095]= 0
invariant : 1'P_electedPrimary[8] + 1'P_electedSecondary[8] + 1'P_negotiation[237] + 1'P_poll__handlingMessage[8] + 1'P_poll__pollEnd[8] + 1'P_poll__waitingMessage[8] + 1'P_polling[8] + 1'P_sendAnnPs__broadcasting[64] + 1'P_sendAnnPs__broadcasting[65] + 1'P_sendAnnPs__broadcasting[66] + 1'P_sendAnnPs__broadcasting[67] + 1'P_sendAnnPs__broadcasting[68] + 1'P_sendAnnPs__broadcasting[69] + 1'P_sendAnnPs__broadcasting[70] + 1'P_sendAnnPs__broadcasting[71] + 1'P_startNeg__broadcasting[71]= 1
invariant : 1'P_poll__networl[2953]= 0
invariant : 1'P_poll__networl[1596]= 0
invariant : 1'P_network[4352]= 0
invariant : 1'P_poll__networl[2529]= 0
invariant : 1'P_network[4111]= 0
invariant : 1'P_poll__networl[42]= 0
invariant : 1'P_poll__networl[3451]= 0
invariant : 1'P_poll__networl[2148]= 0
invariant : 1'P_poll__networl[2457]= 0
invariant : 1'P_network[2708]= 0
invariant : 1'P_network[3571]= 0
invariant : 1'P_poll__networl[1861]= 0
invariant : 1'P_network[853]= 0
invariant : 1'P_poll__networl[2476]= 0
invariant : 1'P_network[1594]= 0
invariant : 1'P_network[3064]= 0
invariant : 1'P_poll__networl[3945]= 0
invariant : 1'P_poll__networl[2539]= 0
invariant : 1'P_network[3964]= 0
invariant : 1'P_network[1678]= 0
invariant : 1'P_network[1649]= 0
invariant : 1'P_network[2275]= 0
invariant : 1'P_poll__networl[1661]= 0
invariant : 1'P_poll__networl[1356]= 0
invariant : 1'P_poll__networl[1974]= 0
invariant : 1'P_network[1045]= 0
invariant : 1'P_network[2396]= 0
invariant : 1'P_poll__networl[1845]= 0
invariant : 1'P_network[4189]= 0
invariant : 1'P_poll__networl[4328]= 0
invariant : 1'P_poll__networl[1882]= 0
invariant : 1'P_negotiation[165] + 1'P_negotiation[166] + 1'P_negotiation[167]= 1
invariant : 1'P_network[1532]= 0
invariant : 1'P_poll__networl[2637]= 0
invariant : 1'P_poll__networl[2889]= 0
invariant : 1'P_network[4297]= 0
invariant : 1'P_network[2729]= 0
invariant : 1'P_network[1515]= 0
invariant : 1'P_network[710]= 0
invariant : 1'P_network[4354]= 0
invariant : 1'P_network[818]= 0
invariant : 1'P_network[2201]= 0
invariant : 1'P_network[1705]= 0
invariant : 1'P_network[1771]= 0
invariant : 1'P_poll__networl[1332]= 0
invariant : 1'P_network[637]= 0
invariant : 1'P_network[681]= 0
invariant : 1'P_poll__networl[2503]= 0
invariant : 1'P_poll__networl[3404]= 0
invariant : 1'P_poll__networl[3180]= 0
invariant : 1'P_poll__networl[1296]= 0
invariant : 1'P_poll__networl[1298]= 0
invariant : 1'P_network[4193]= 0
invariant : 1'P_network[2666]= 0
invariant : 1'P_network[2451]= 0
invariant : 1'P_poll__networl[2601]= 0
invariant : 1'P_network[844]= 0
invariant : 1'P_poll__networl[3620]= 0
invariant : 1'P_poll__networl[82]= 0
invariant : 1'P_poll__networl[1327]= 0
invariant : 1'P_poll__networl[1387]= 0
invariant : 1'P_poll__networl[3045]= 0
invariant : 1'P_network[3991]= 0
invariant : 1'P_network[3691]= 0
invariant : 1'P_network[789]= 0
invariant : 1'P_network[3993]= 0
invariant : 1'P_network[2103]= 0
invariant : 1'P_poll__networl[2788]= 0
invariant : 1'P_network[2051]= 0
invariant : 1'P_network[2780]= 0
invariant : 1'P_network[83]= 0
invariant : 1'P_network[2890]= 0
invariant : 1'P_network[3570]= 0
invariant : 1'P_poll__networl[4235]= 0
invariant : 1'P_poll__networl[3933]= 0
invariant : 1'P_network[3298]= 0
invariant : 1'P_poll__networl[839]= 0
invariant : 1'P_network[372]= 0
invariant : 1'P_network[4367]= 0
invariant : 1'P_negotiation[7] + 1'P_negotiation[8]= 0
invariant : 1'P_poll__networl[4313]= 0
invariant : 1'P_network[1831]= 0
invariant : 1'P_poll__networl[2941]= 0
invariant : 1'P_poll__networl[3328]= 0
invariant : 1'P_network[1994]= 0
invariant : 1'P_network[2035]= 0
invariant : 1'P_network[3129]= 0
invariant : 1'P_poll__networl[565]= 0
invariant : 1'P_poll__networl[656]= 0
invariant : 1'P_poll__networl[855]= 0
invariant : 1'P_network[625]= 0
invariant : 1'P_network[1441]= 0
invariant : 1'P_network[1453]= 0
invariant : 1'P_network[2238]= 0
invariant : 1'P_poll__networl[184]= 0
invariant : 1'P_network[490]= 0
invariant : 1'P_poll__networl[783]= 0
invariant : 1'P_network[3109]= 0
invariant : 1'P_poll__networl[2425]= 0
invariant : 1'P_network[1387]= 0
invariant : 1'P_network[590]= 0
invariant : 1'P_network[2291]= 0
invariant : 1'P_network[3057]= 0
invariant : 1'P_network[3391]= 0
invariant : 1'P_poll__networl[1357]= 0
invariant : 1'P_network[2288]= 0
invariant : -1'P_poll__waitingMessage[5] + 1'P_stage[15]= 1
invariant : 1'P_network[1104]= 0
invariant : 1'P_poll__networl[1277]= 0
invariant : 1'P_network[3127]= 0
invariant : 1'P_network[1335]= 0
invariant : 1'P_poll__networl[353]= 0
invariant : 1'P_poll__networl[1262]= 0
invariant : 1'P_network[511]= 0
invariant : 1'P_network[1110]= 0
invariant : 1'P_network[2477]= 0
invariant : 1'P_network[3235]= 0
invariant : 1'P_poll__networl[377]= 0
invariant : 1'P_poll__networl[3325]= 0
invariant : 1'P_network[428]= 0
invariant : 1'P_poll__networl[1426]= 0
invariant : 1'P_poll__networl[29]= 0
invariant : 1'P_poll__networl[3670]= 0
invariant : 1'P_network[3107]= 0
invariant : 1'P_network[840]= 0
invariant : 1'P_network[1695]= 0
invariant : 1'P_electedPrimary[3] + 1'P_electedSecondary[3] + 1'P_negotiation[105] + 1'P_poll__handlingMessage[3] + 1'P_poll__pollEnd[3] + 1'P_poll__waitingMessage[3] + 1'P_polling[3] + 1'P_sendAnnPs__broadcasting[24] + 1'P_sendAnnPs__broadcasting[25] + 1'P_sendAnnPs__broadcasting[26] + 1'P_sendAnnPs__broadcasting[27] + 1'P_sendAnnPs__broadcasting[28] + 1'P_sendAnnPs__broadcasting[29] + 1'P_sendAnnPs__broadcasting[30] + 1'P_sendAnnPs__broadcasting[31] + 1'P_startNeg__broadcasting[31]= 1
invariant : 1'P_poll__networl[856]= 0
invariant : 1'P_network[1299]= 0
invariant : 1'P_poll__networl[939]= 0
invariant : 1'P_network[3478]= 0
invariant : 1'P_poll__networl[1389]= 0
invariant : 1'P_network[3840]= 0
invariant : 1'P_network[3896]= 0
invariant : 1'P_poll__networl[1585]= 0
invariant : 1'P_poll__networl[374]= 0
invariant : 1'P_poll__networl[977]= 0
invariant : 1'P_poll__networl[2053]= 0
invariant : 1'P_poll__networl[597]= 0
invariant : 1'P_poll__networl[1444]= 0
invariant : 1'P_network[3021]= 0
invariant : 1'P_poll__networl[2950]= 0
invariant : 1'P_poll__networl[2072]= 0
invariant : 1'P_network[3507]= 0
invariant : 1'P_network[3667]= 0
invariant : 1'P_poll__networl[1029]= 0
invariant : 1'P_network[2920]= 0
invariant : 1'P_poll__networl[277]= 0
invariant : 1'P_poll__networl[3720]= 0
invariant : 1'P_poll__networl[4018]= 0
invariant : 1'P_network[1156]= 0
invariant : 1'P_poll__networl[3406]= 0
invariant : 1'P_network[647]= 0
invariant : 1'P_poll__networl[1699]= 0
invariant : 1'P_network[2266]= 0
invariant : 1'P_network[1604]= 0
invariant : 1'P_poll__networl[2438]= 0
invariant : 1'P_network[2163]= 0
invariant : 1'P_poll__networl[2974]= 0
invariant : 1'P_negotiation[123] + -1'P_negotiation[126] + 1'P_startNeg__broadcasting[36]= 0
invariant : 1'P_electedPrimary[6] + 1'P_electedSecondary[6] + 1'P_negotiation[186] + 1'P_poll__handlingMessage[6] + 1'P_poll__pollEnd[6] + 1'P_poll__waitingMessage[6] + 1'P_polling[6] + 1'P_sendAnnPs__broadcasting[48] + 1'P_sendAnnPs__broadcasting[49] + 1'P_sendAnnPs__broadcasting[50] + 1'P_sendAnnPs__broadcasting[51] + 1'P_sendAnnPs__broadcasting[52] + 1'P_sendAnnPs__broadcasting[53] + 1'P_sendAnnPs__broadcasting[54] + 1'P_sendAnnPs__broadcasting[55] + 1'P_startNeg__broadcasting[55]= 1
invariant : 1'P_network[182]= 0
invariant : 1'P_poll__networl[3841]= 0
invariant : 1'P_network[3694]= 0
invariant : 1'P_poll__networl[4049]= 0
invariant : 1'P_network[2965]= 0
invariant : 1'P_network[4371]= 0
invariant : 1'P_network[2634]= 0
invariant : 1'P_network[2056]= 0
invariant : 1'P_negotiation[201] + 1'P_negotiation[202] + 1'P_negotiation[203]= 1
invariant : 1'P_poll__networl[1880]= 0
invariant : 1'P_network[3291]= 0
invariant : 1'P_network[2093]= 0
invariant : 1'P_network[1500]= 0
invariant : 1'P_poll__networl[142]= 0
invariant : 1'P_poll__networl[1173]= 0
invariant : 1'P_poll__networl[492]= 0
invariant : 1'P_network[4092]= 0
invariant : 1'P_poll__networl[3103]= 0
invariant : 1'P_network[1975]= 0
invariant : 1'P_network[3855]= 0
invariant : 1'P_poll__networl[3692]= 0
invariant : 1'P_network[3676]= 0
invariant : 1'P_poll__networl[1801]= 0
invariant : 1'P_network[203]= 0
invariant : 1'P_network[2104]= 0
invariant : 1'P_poll__networl[1051]= 0
invariant : 1'P_network[2516]= 0
invariant : 1'P_negotiation[147] + 1'P_negotiation[148] + 1'P_negotiation[149]= 1
invariant : 1'P_poll__networl[402]= 0
invariant : 1'P_poll__networl[1514]= 0
invariant : 1'P_network[3972]= 0
invariant : 1'P_network[1113]= 0
invariant : 1'P_network[3842]= 0
invariant : 1'P_network[3612]= 0
invariant : 1'P_network[373]= 0
invariant : 1'P_network[3166]= 0
invariant : 1'P_poll__networl[2893]= 0
invariant : 1'P_network[197]= 0
invariant : 1'P_poll__networl[1166]= 0
invariant : 1'P_poll__networl[3060]= 0
invariant : 1'P_poll__networl[3484]= 0
invariant : 1'P_poll__networl[3642]= 0
invariant : 1'P_network[668]= 0
invariant : 1'P_poll__networl[1273]= 0
invariant : 1'P_poll__networl[4253]= 0
invariant : 1'P_network[2472]= 0
invariant : 1'P_poll__networl[2835]= 0
invariant : 1'P_poll__networl[1242]= 0
invariant : 1'P_poll__networl[1218]= 0
invariant : 1'P_poll__networl[2505]= 0
invariant : 1'P_poll__networl[91]= 0
invariant : 1'P_poll__networl[3488]= 0
invariant : 1'P_network[1937]= 0
invariant : 1'P_poll__networl[2914]= 0
invariant : 1'P_network[3601]= 0
invariant : 1'P_negotiation[33] + 1'P_negotiation[34] + 1'P_negotiation[35]= 1
invariant : 1'P_network[3549]= 0
invariant : 1'P_negotiation[204] + 1'P_negotiation[205] + 1'P_negotiation[206]= 1
invariant : 1'P_poll__networl[425]= 0
invariant : 1'P_poll__networl[349]= 0
invariant : 1'P_poll__networl[3769]= 0
invariant : 1'P_poll__networl[1574]= 0
invariant : 1'P_poll__networl[170]= 0
invariant : 1'P_poll__networl[3573]= 0
invariant : 1'P_network[2884]= 0
invariant : 1'P_network[2786]= 0
invariant : 1'P_poll__networl[3680]= 0
invariant : 1'P_network[187]= 0
invariant : 1'P_network[2353]= 0
invariant : 1'P_network[700]= 0
invariant : 1'P_network[3653]= 0
invariant : 1'P_poll__networl[4240]= 0
invariant : 1'P_poll__networl[3712]= 0
invariant : 1'P_poll__networl[1778]= 0
invariant : 1'P_network[2379]= 0
invariant : 1'P_poll__networl[4324]= 0
invariant : 1'P_network[1932]= 0
invariant : 1'P_poll__networl[4019]= 0
invariant : 1'P_network[526]= 0
invariant : 1'P_poll__networl[2399]= 0
invariant : 1'P_network[3135]= 0
invariant : 1'P_network[1564]= 0
invariant : 1'P_poll__networl[4195]= 0
invariant : 1'P_network[3761]= 0
invariant : 1'P_poll__networl[1268]= 0
invariant : 1'P_network[354]= 0
invariant : 1'P_poll__networl[815]= 0
invariant : 1'P_poll__networl[2099]= 0
invariant : 1'P_poll__networl[3174]= 0
invariant : 1'P_network[1014]= 0
invariant : 1'P_network[2911]= 0
invariant : 1'P_network[1803]= 0
invariant : 1'P_network[1353]= 0
invariant : 1'P_poll__networl[3113]= 0
invariant : 1'P_poll__networl[905]= 0
invariant : 1'P_poll__networl[2479]= 0
invariant : 1'P_network[1175]= 0
invariant : 1'P_poll__networl[1100]= 0
invariant : 1'P_poll__networl[2904]= 0
invariant : 1'P_network[3070]= 0
invariant : 1'P_poll__networl[1011]= 0
invariant : 1'P_poll__networl[1612]= 0
invariant : 1'P_network[3946]= 0
invariant : 1'P_network[3237]= 0
invariant : 1'P_poll__networl[2241]= 0
invariant : 1'P_poll__networl[780]= 0
invariant : 1'P_poll__networl[2699]= 0
invariant : 1'P_poll__networl[4214]= 0
invariant : 1'P_network[4249]= 0
invariant : 1'P_poll__networl[4144]= 0
invariant : 1'P_poll__networl[1827]= 0
invariant : 1'P_poll__networl[3610]= 0
invariant : 1'P_poll__networl[3435]= 0
invariant : 1'P_network[2805]= 0
invariant : 1'P_network[4106]= 0
invariant : 1'P_network[589]= 0
invariant : 1'P_poll__networl[3869]= 0
invariant : 1'P_poll__networl[1669]= 0
invariant : 1'P_network[2622]= 0
invariant : 1'P_poll__networl[2357]= 0
invariant : 1'P_poll__networl[1267]= 0
invariant : 1'P_network[2725]= 0
invariant : 1'P_poll__networl[1216]= 0
invariant : 1'P_poll__networl[1932]= 0
invariant : 1'P_network[4318]= 0
invariant : 1'P_poll__networl[2964]= 0
invariant : 1'P_network[850]= 0
invariant : 1'P_network[1057]= 0
invariant : 1'P_network[1506]= 0
invariant : 1'P_network[4364]= 0
invariant : 1'P_poll__networl[3077]= 0
invariant : 1'P_network[1276]= 0
invariant : 1'P_negotiation[241] + 1'P_negotiation[242]= 1
invariant : 1'P_network[455]= 0
invariant : 1'P_poll__networl[1243]= 0
invariant : 1'P_poll__networl[2463]= 0
invariant : 1'P_network[429]= 0
invariant : 1'P_network[1346]= 0
invariant : 1'P_network[4353]= 0
invariant : 1'P_poll__networl[1278]= 0
invariant : 1'P_network[1072]= 0
invariant : 1'P_network[4138]= 0
invariant : 1'P_network[115]= 0
invariant : 1'P_poll__networl[3]= 0
invariant : 1'P_network[1344]= 0
invariant : 1'P_network[2737]= 0
invariant : 1'P_network[2908]= 0
invariant : 1'P_poll__networl[2731]= 0
invariant : 1'P_network[2060]= 0
invariant : 1'P_poll__networl[3591]= 0
invariant : 1'P_network[1117]= 0
invariant : 1'P_network[3562]= 0
invariant : 1'P_network[3809]= 0
invariant : 1'P_poll__networl[2462]= 0
invariant : 1'P_poll__networl[3368]= 0
invariant : 1'P_poll__networl[3052]= 0
invariant : 1'P_poll__networl[39]= 0
invariant : 1'P_poll__networl[1532]= 0
invariant : 1'P_network[2004]= 0
invariant : 1'P_network[3020]= 0
invariant : 1'P_poll__networl[1533]= 0
invariant : 1'P_poll__networl[20]= 0
invariant : 1'P_network[2420]= 0
invariant : 1'P_poll__networl[3286]= 0
invariant : 1'P_poll__networl[3271]= 0
invariant : 1'P_negotiation[18]= 0
invariant : 1'P_poll__networl[1179]= 0
invariant : 1'P_poll__networl[75]= 0
invariant : 1'P_poll__networl[1821]= 0
invariant : 1'P_poll__networl[209]= 0
invariant : 1'P_network[1709]= 0
invariant : 1'P_network[1991]= 0
invariant : 1'P_poll__networl[1343]= 0
invariant : 1'P_network[2156]= 0
invariant : 1'P_network[4024]= 0
invariant : 1'P_network[3425]= 0
invariant : 1'P_poll__networl[1170]= 0
invariant : 1'P_network[754]= 0
invariant : 1'P_network[683]= 0
invariant : 1'P_network[4360]= 0
invariant : 1'P_network[1153]= 0
invariant : 1'P_poll__networl[3069]= 0
invariant : 1'P_network[592]= 0
invariant : 1'P_network[895]= 0
invariant : 1'P_poll__networl[2998]= 0
invariant : 1'P_poll__networl[2207]= 0
invariant : 1'P_poll__networl[4086]= 0
invariant : 1'P_poll__networl[326]= 0
invariant : 1'P_poll__networl[3766]= 0
invariant : 1'P_network[3833]= 0
invariant : 1'P_network[267]= 0
invariant : 1'P_poll__networl[278]= 0
invariant : 1'P_poll__networl[4318]= 0
invariant : 1'P_poll__networl[4139]= 0
invariant : 1'P_poll__networl[493]= 0
invariant : 1'P_poll__networl[3396]= 0
invariant : 1'P_poll__networl[3493]= 0
invariant : 1'P_poll__networl[234]= 0
invariant : 1'P_poll__networl[3747]= 0
invariant : 1'P_network[2560]= 0
invariant : 1'P_network[3729]= 0
invariant : 1'P_poll__networl[1210]= 0
invariant : 1'P_poll__networl[3561]= 0
invariant : 1'P_network[3913]= 0
invariant : 1'P_poll__networl[956]= 0
invariant : 1'P_poll__networl[1657]= 0
invariant : 1'P_network[1281]= 0
invariant : 1'P_poll__networl[3528]= 0
invariant : 1'P_network[291]= 0
invariant : 1'P_network[3986]= 0
invariant : 1'P_poll__networl[2853]= 0
invariant : 1'P_poll__networl[1756]= 0
invariant : 1'P_network[2747]= 0
invariant : 1'P_poll__networl[256]= 0
invariant : 1'P_poll__networl[3070]= 0
invariant : 1'P_poll__networl[2292]= 0
invariant : 1'P_poll__networl[1381]= 0
invariant : 1'P_poll__networl[2468]= 0
invariant : 1'P_network[3936]= 0
invariant : 1'P_poll__networl[38]= 0
invariant : 1'P_poll__networl[2410]= 0
invariant : 1'P_network[1342]= 0
invariant : 1'P_network[1432]= 0
invariant : 1'P_network[2778]= 0
invariant : 1'P_poll__networl[1371]= 0
invariant : 1'P_network[3423]= 0
invariant : 1'P_network[494]= 0
invariant : 1'P_network[4213]= 0
invariant : 1'P_network[1820]= 0
invariant : 1'P_network[3387]= 0
invariant : 1'P_poll__networl[3205]= 0
invariant : 1'P_network[1221]= 0
invariant : 1'P_network[3639]= 0
invariant : 1'P_network[4198]= 0
invariant : 1'P_network[4269]= 0
invariant : 1'P_network[1543]= 0
invariant : 1'P_poll__networl[747]= 0
invariant : 1'P_poll__networl[3816]= 0
invariant : 1'P_network[1054]= 0
invariant : 1'P_poll__networl[3704]= 0
invariant : 1'P_network[95]= 0
invariant : 1'P_poll__networl[1326]= 0
invariant : 1'P_network[887]= 0
invariant : 1'P_poll__networl[3188]= 0
invariant : 1'P_poll__networl[4368]= 0
invariant : 1'P_startNeg__broadcasting[2]= 0
invariant : 1'P_poll__networl[4205]= 0
invariant : 1'P_network[542]= 0
invariant : 1'P_negotiation[181] + 1'P_negotiation[182]= 1
invariant : 1'P_network[4093]= 0
invariant : 1'P_poll__networl[3097]= 0
invariant : 1'P_network[343]= 0
invariant : 1'P_poll__networl[2277]= 0
invariant : 1'P_network[437]= 0
invariant : 1'P_network[2852]= 0
invariant : 1'P_poll__networl[1046]= 0
invariant : 1'P_network[3370]= 0
invariant : 1'P_poll__networl[3583]= 0
invariant : 1'P_network[3356]= 0
invariant : 1'P_network[1303]= 0
invariant : 1'P_network[3048]= 0
invariant : 1'P_poll__networl[3066]= 0
invariant : 1'P_poll__networl[4194]= 0
invariant : 1'P_network[2962]= 0
invariant : 1'P_network[206]= 0
invariant : 1'P_network[1407]= 0
invariant : 1'P_network[925]= 0
invariant : 1'P_poll__networl[2311]= 0
invariant : 1'P_poll__networl[547]= 0
invariant : 1'P_poll__networl[4232]= 0
invariant : 1'P_network[642]= 0
invariant : 1'P_network[2362]= 0
invariant : 1'P_network[4031]= 0
invariant : 1'P_poll__networl[2055]= 0
invariant : 1'P_poll__networl[3587]= 0
invariant : 1'P_poll__networl[1460]= 0
invariant : 1'P_poll__networl[2962]= 0
invariant : 1'P_poll__networl[139]= 0
invariant : 1'P_poll__networl[3749]= 0
invariant : 1'P_poll__networl[2]= 0
invariant : 1'P_poll__networl[1749]= 0
invariant : 1'P_poll__networl[2720]= 0
invariant : 1'P_network[2096]= 0
invariant : 1'P_network[1816]= 0
invariant : 1'P_poll__networl[677]= 0
invariant : 1'P_network[3648]= 0
invariant : 1'P_poll__networl[667]= 0
invariant : 1'P_poll__networl[1485]= 0
invariant : 1'P_network[1988]= 0
invariant : 1'P_poll__networl[266]= 0
invariant : 1'P_network[914]= 0
invariant : 1'P_poll__networl[2299]= 0
invariant : 1'P_poll__networl[2381]= 0
invariant : 1'P_network[966]= 0
invariant : 1'P_network[3881]= 0
invariant : 1'P_poll__networl[195]= 0
invariant : 1'P_poll__networl[4124]= 0
invariant : 1'P_network[940]= 0
invariant : 1'P_network[1272]= 0
invariant : 1'P_network[160]= 0
invariant : 1'P_poll__networl[346]= 0
invariant : 1'P_poll__networl[3605]= 0
invariant : 1'P_poll__networl[3020]= 0
invariant : 1'P_poll__networl[3386]= 0
invariant : 1'P_network[4083]= 0
invariant : 1'P_poll__networl[1408]= 0
invariant : 1'P_poll__networl[3247]= 0
invariant : 1'P_negotiation[177] + 1'P_negotiation[178] + 1'P_negotiation[179]= 1
invariant : 1'P_network[1301]= 0
invariant : 1'P_poll__networl[383]= 0
invariant : 1'P_poll__networl[3491]= 0
invariant : 1'P_network[253]= 0
invariant : 1'P_poll__networl[2313]= 0
invariant : 1'P_poll__networl[1816]= 0
invariant : 1'P_poll__networl[4359]= 0
invariant : 1'P_poll__networl[513]= 0
invariant : 1'P_poll__networl[1535]= 0
invariant : 1'P_poll__networl[241]= 0
invariant : 1'P_network[322]= 0
invariant : 1'P_poll__networl[3910]= 0
invariant : 1'P_poll__networl[1284]= 0
invariant : 1'P_network[883]= 0
invariant : 1'P_poll__networl[1737]= 0
invariant : 1'P_network[3707]= 0
invariant : 1'P_poll__networl[2395]= 0
invariant : 1'P_network[1938]= 0
invariant : 1'P_network[4075]= 0
invariant : 1'P_network[4186]= 0
invariant : 1'P_poll__networl[354]= 0
invariant : 1'P_network[4314]= 0
invariant : 1'P_network[2973]= 0
invariant : 1'P_network[1511]= 0
invariant : 1'P_poll__networl[3588]= 0
invariant : 1'P_network[3050]= 0
invariant : 1'P_network[1196]= 0
invariant : 1'P_network[2274]= 0
invariant : 1'P_poll__networl[517]= 0
invariant : 1'P_network[3103]= 0
invariant : 1'P_network[100]= 0
invariant : 1'P_poll__networl[2617]= 0
invariant : 1'P_network[959]= 0
invariant : 1'P_network[1974]= 0
invariant : 1'P_poll__networl[457]= 0
invariant : 1'P_network[1696]= 0
invariant : 1'P_network[3941]= 0
invariant : 1'P_network[2423]= 0
invariant : 1'P_poll__networl[786]= 0
invariant : 1'P_poll__networl[945]= 0
invariant : 1'P_network[2571]= 0
invariant : 1'P_poll__networl[2507]= 0
invariant : 1'P_poll__networl[3104]= 0
invariant : 1'P_network[1461]= 0
invariant : 1'P_poll__networl[1962]= 0
invariant : 1'P_poll__networl[2798]= 0
invariant : 1'P_network[913]= 0
invariant : 1'P_network[2258]= 0
invariant : 1'P_poll__networl[1947]= 0
invariant : 1'P_network[3788]= 0
invariant : 1'P_poll__networl[477]= 0
invariant : 1'P_poll__networl[2408]= 0
invariant : 1'P_poll__networl[2952]= 0
invariant : 1'P_network[2774]= 0
invariant : 1'P_network[3454]= 0
invariant : 1'P_network[2949]= 0
invariant : 1'P_network[2185]= 0
invariant : 1'P_poll__networl[2150]= 0
invariant : 1'P_network[4368]= 0
invariant : 1'P_poll__networl[970]= 0
invariant : 1'P_network[193]= 0
invariant : 1'P_network[2094]= 0
invariant : 1'P_poll__networl[4306]= 0
invariant : 1'P_poll__networl[1187]= 0
invariant : 1'P_poll__networl[1494]= 0
invariant : 1'P_network[472]= 0
invariant : 1'P_poll__networl[2830]= 0
invariant : 1'P_network[1211]= 0
invariant : 1'P_network[2183]= 0
invariant : 1'P_network[2243]= 0
invariant : 1'P_poll__networl[370]= 0
invariant : 1'P_poll__networl[2515]= 0
invariant : 1'P_poll__networl[2991]= 0
invariant : 1'P_poll__networl[2429]= 0
invariant : 1'P_network[506]= 0
invariant : 1'P_network[2143]= 0
invariant : 1'P_poll__networl[3064]= 0
invariant : 1'P_network[2885]= 0
invariant : 1'P_network[366]= 0
invariant : 1'P_network[3621]= 0
invariant : 1'P_poll__networl[3438]= 0
invariant : 1'P_poll__networl[3895]= 0
invariant : 1'P_network[4096]= 0
invariant : 1'P_poll__networl[1241]= 0
invariant : 1'P_poll__networl[3136]= 0
invariant : 1'P_network[1388]= 0
invariant : 1'P_poll__networl[3448]= 0
invariant : 1'P_network[2021]= 0
invariant : 1'P_poll__networl[218]= 0
invariant : 1'P_poll__networl[833]= 0
invariant : 1'P_poll__networl[135]= 0
invariant : 1'P_poll__networl[704]= 0
invariant : 1'P_network[2782]= 0
invariant : 1'P_poll__networl[3269]= 0
invariant : 1'P_poll__networl[4087]= 0
invariant : 1'P_poll__networl[2942]= 0
invariant : 1'P_network[2037]= 0
invariant : 1'P_poll__networl[1315]= 0
invariant : 1'P_network[1174]= 0
invariant : 1'P_network[4191]= 0
invariant : 1'P_network[2342]= 0
invariant : 1'P_poll__networl[1370]= 0
invariant : 1'P_network[1855]= 0
invariant : 1'P_poll__networl[2049]= 0
invariant : 1'P_poll__networl[3320]= 0
invariant : 1'P_negotiation[204] + -1'P_negotiation[207] + 1'P_startNeg__broadcasting[61]= 0
invariant : 1'P_poll__networl[2166]= 0
invariant : 1'P_poll__networl[3732]= 0
invariant : 1'P_poll__networl[323]= 0
invariant : 1'P_poll__networl[2461]= 0
invariant : 1'P_network[2082]= 0
invariant : 1'P_poll__networl[3024]= 0
invariant : 1'P_poll__networl[2848]= 0
invariant : 1'P_poll__networl[4294]= 0
invariant : 1'P_network[3219]= 0
invariant : 1'P_poll__networl[728]= 0
invariant : 1'P_poll__networl[2845]= 0
invariant : 1'P_network[1064]= 0
invariant : 1'P_poll__networl[3053]= 0
invariant : 1'P_poll__networl[918]= 0
invariant : 1'P_network[530]= 0
invariant : 1'P_network[4160]= 0
invariant : 1'P_poll__networl[2913]= 0
invariant : 1'P_network[1815]= 0
invariant : 1'P_network[262]= 0
invariant : 1'P_network[3773]= 0
invariant : 1'P_network[2341]= 0
invariant : 1'P_poll__networl[3884]= 0
invariant : 1'P_poll__networl[1567]= 0
invariant : 1'P_network[2366]= 0
invariant : 1'P_network[3374]= 0
invariant : 1'P_network[974]= 0
invariant : 1'P_poll__networl[407]= 0
invariant : 1'P_poll__networl[960]= 0
invariant : 1'P_poll__networl[263]= 0
invariant : 1'P_poll__networl[1393]= 0
invariant : 1'P_poll__networl[3548]= 0
invariant : 1'P_network[2382]= 0
invariant : 1'P_poll__networl[1975]= 0
invariant : 1'P_network[2378]= 0
invariant : 1'P_poll__networl[4159]= 0
invariant : 1'P_poll__networl[530]= 0
invariant : 1'P_poll__networl[2084]= 0
invariant : 1'P_poll__networl[2633]= 0
invariant : 1'P_poll__networl[669]= 0
invariant : 1'P_poll__networl[2800]= 0
invariant : 1'P_network[2587]= 0
invariant : 1'P_network[260]= 0
invariant : 1'P_poll__networl[813]= 0
invariant : 1'P_poll__networl[2430]= 0
invariant : 1'P_poll__networl[798]= 0
invariant : 1'P_network[2251]= 0
invariant : 1'P_poll__networl[2970]= 0
invariant : 1'P_poll__networl[379]= 0
invariant : 1'P_network[3938]= 0
invariant : 1'P_poll__networl[3622]= 0
invariant : 1'P_network[80]= 0
invariant : 1'P_network[3530]= 0
invariant : 1'P_poll__networl[347]= 0
invariant : 1'P_poll__networl[1403]= 0
invariant : 1'P_network[1428]= 0
invariant : 1'P_poll__networl[4351]= 0
invariant : 1'P_poll__networl[1386]= 0
invariant : 1'P_network[836]= 0
invariant : 1'P_poll__networl[1993]= 0
invariant : 1'P_poll__networl[2351]= 0
invariant : 1'P_poll__networl[2427]= 0
invariant : 1'P_network[4099]= 0
invariant : 1'P_network[3552]= 0
invariant : 1'P_network[2100]= 0
invariant : 1'P_network[3399]= 0
invariant : 1'P_poll__networl[1427]= 0
invariant : 1'P_poll__networl[1668]= 0
invariant : 1'P_network[2761]= 0
invariant : 1'P_poll__networl[2397]= 0
invariant : 1'P_poll__networl[2989]= 0
invariant : 1'P_network[4209]= 0
invariant : 1'P_network[3891]= 0
invariant : 1'P_poll__networl[3645]= 0
invariant : 1'P_network[3949]= 0
invariant : 1'P_network[3664]= 0
invariant : 1'P_poll__networl[2645]= 0
invariant : 1'P_poll__networl[4052]= 0
invariant : 1'P_network[353]= 0
invariant : 1'P_poll__networl[2129]= 0
invariant : 1'P_poll__networl[1177]= 0
invariant : 1'P_poll__networl[2624]= 0
invariant : 1'P_network[3211]= 0
invariant : 1'P_poll__networl[504]= 0
invariant : 1'P_poll__networl[45]= 0
invariant : 1'P_poll__networl[3934]= 0
invariant : 1'P_poll__networl[2536]= 0
invariant : 1'P_poll__networl[1440]= 0
invariant : 1'P_poll__networl[298]= 0
invariant : 1'P_network[3156]= 0
invariant : 1'P_poll__networl[2976]= 0
invariant : 1'P_network[2969]= 0
invariant : 1'P_network[109]= 0
invariant : 1'P_network[1173]= 0
invariant : 1'P_poll__networl[3772]= 0
invariant : 1'P_poll__networl[2486]= 0
invariant : 1'P_poll__networl[1785]= 0
invariant : 1'P_network[2705]= 0
invariant : 1'P_network[1614]= 0
invariant : 1'P_poll__networl[1589]= 0
invariant : 1'P_negotiation[228] + 1'P_negotiation[229] + 1'P_negotiation[230]= 1
invariant : 1'P_poll__networl[3625]= 0
invariant : 1'P_network[3373]= 0
invariant : 1'P_network[3547]= 0
invariant : 1'P_poll__networl[4104]= 0
invariant : 1'P_network[3409]= 0
invariant : 1'P_poll__networl[1705]= 0
invariant : 1'P_poll__networl[359]= 0
invariant : 1'P_poll__networl[1422]= 0
invariant : 1'P_poll__networl[1747]= 0
invariant : 1'P_network[384]= 0
invariant : 1'P_network[1088]= 0
invariant : 1'P_poll__networl[3010]= 0
invariant : 1'P_poll__networl[4122]= 0
invariant : 1'P_network[3205]= 0
invariant : 1'P_network[2999]= 0
invariant : 1'P_network[3531]= 0
invariant : 1'P_network[3882]= 0
invariant : 1'P_poll__networl[1782]= 0
invariant : 1'P_poll__networl[1963]= 0
invariant : 1'P_poll__networl[235]= 0
invariant : 1'P_network[2222]= 0
invariant : 1'P_network[3207]= 0
invariant : 1'P_poll__networl[2152]= 0
invariant : 1'P_poll__networl[3752]= 0
invariant : 1'P_poll__networl[596]= 0
invariant : 1'P_network[1864]= 0
invariant : 1'P_network[127]= 0
invariant : 1'P_poll__networl[163]= 0
invariant : 1'P_poll__networl[959]= 0
invariant : 1'P_poll__networl[3436]= 0
invariant : 1'P_network[748]= 0
invariant : 1'P_poll__networl[2956]= 0
invariant : 1'P_poll__networl[1856]= 0
invariant : 1'P_network[2513]= 0
invariant : 1'P_poll__networl[3031]= 0
invariant : 1'P_network[510]= 0
invariant : 1'P_poll__networl[2547]= 0
invariant : 1'P_network[3626]= 0
invariant : 1'P_network[4037]= 0
invariant : 1'P_poll__networl[888]= 0
invariant : 1'P_poll__networl[2098]= 0
invariant : 1'P_poll__networl[164]= 0
invariant : 1'P_poll__networl[491]= 0
invariant : 1'P_network[570]= 0
invariant : 1'P_poll__networl[1339]= 0
invariant : 1'P_network[1433]= 0
invariant : 1'P_poll__networl[1142]= 0
invariant : 1'P_network[166]= 0
invariant : 1'P_network[4238]= 0
invariant : 1'P_poll__networl[3943]= 0
invariant : 1'P_network[1939]= 0
invariant : 1'P_network[4139]= 0
invariant : 1'P_network[804]= 0
invariant : 1'P_poll__networl[3775]= 0
invariant : 1'P_poll__networl[3982]= 0
invariant : 1'P_poll__networl[1131]= 0
invariant : 1'P_poll__networl[1925]= 0
invariant : 1'P_network[4123]= 0
invariant : 1'P_network[1896]= 0
invariant : 1'P_network[2476]= 0
invariant : 1'P_poll__networl[2321]= 0
invariant : 1'P_poll__networl[3302]= 0
invariant : 1'P_network[1397]= 0
invariant : 1'P_network[3787]= 0
invariant : 1'P_network[1659]= 0
invariant : 1'P_poll__networl[655]= 0
invariant : 1'P_poll__networl[255]= 0
invariant : 1'P_poll__networl[4245]= 0
invariant : 1'P_network[2843]= 0
invariant : 1'P_network[2959]= 0
invariant : 1'P_network[706]= 0
invariant : 1'P_network[4295]= 0
invariant : 1'P_network[2854]= 0
invariant : 1'P_network[2532]= 0
invariant : 1'P_network[2003]= 0
invariant : 1'P_poll__networl[2202]= 0
invariant : 1'P_poll__networl[2456]= 0
invariant : 1'P_network[217]= 0
invariant : 1'P_poll__networl[3192]= 0
invariant : 1'P_poll__networl[539]= 0
invariant : 1'P_poll__networl[321]= 0
invariant : 1'P_poll__networl[4149]= 0
invariant : 1'P_network[3443]= 0
invariant : 1'P_poll__networl[638]= 0
invariant : 1'P_poll__networl[1990]= 0
invariant : 1'P_network[246]= 0
invariant : 1'P_poll__networl[1378]= 0
invariant : 1'P_poll__networl[3279]= 0
invariant : 1'P_poll__networl[2097]= 0
invariant : 1'P_network[3216]= 0
invariant : 1'P_poll__networl[3866]= 0
invariant : 1'P_poll__networl[4258]= 0
invariant : 1'P_network[3659]= 0
invariant : 1'P_network[3814]= 0
invariant : 1'P_network[2017]= 0
invariant : 1'P_poll__networl[3268]= 0
invariant : 1'P_poll__networl[1677]= 0
invariant : 1'P_poll__networl[1808]= 0
invariant : 1'P_poll__networl[720]= 0
invariant : 1'P_poll__networl[1126]= 0
invariant : 1'P_poll__networl[3172]= 0
invariant : 1'P_network[3126]= 0
invariant : 1'P_network[200]= 0
invariant : 1'P_poll__networl[3949]= 0
invariant : 1'P_poll__networl[1331]= 0
invariant : 1'P_negotiation[42] + -1'P_negotiation[45] + 1'P_startNeg__broadcasting[12]= 0
invariant : 1'P_network[4247]= 0
invariant : 1'P_network[2598]= 0
invariant : 1'P_poll__networl[2969]= 0
invariant : 1'P_network[629]= 0
invariant : 1'P_poll__networl[2527]= 0
invariant : 1'P_poll__networl[4230]= 0
invariant : 1'P_poll__networl[4035]= 0
invariant : 1'P_poll__networl[3811]= 0
invariant : 1'P_poll__networl[3081]= 0
invariant : 1'P_network[890]= 0
invariant : 1'P_poll__networl[533]= 0
invariant : 1'P_poll__networl[995]= 0
invariant : 1'P_network[4300]= 0
invariant : 1'P_poll__networl[1736]= 0
invariant : 1'P_network[1519]= 0
invariant : 1'P_poll__networl[3405]= 0
invariant : 1'P_network[2693]= 0
invariant : 1'P_network[3916]= 0
invariant : 1'P_network[2915]= 0
invariant : 1'P_network[4154]= 0
invariant : 1'P_poll__networl[3503]= 0
invariant : 1'P_poll__networl[3157]= 0
invariant : 1'P_poll__networl[1693]= 0
invariant : 1'P_poll__networl[2211]= 0
invariant : 1'P_poll__networl[2309]= 0
invariant : 1'P_network[2940]= 0
invariant : 1'P_negotiation[129] + -1'P_negotiation[132] + 1'P_startNeg__broadcasting[38]= 0
invariant : 1'P_network[1885]= 0
invariant : 1'P_poll__networl[1937]= 0
invariant : 1'P_poll__networl[384]= 0
invariant : 1'P_poll__networl[1481]= 0
invariant : 1'P_poll__networl[3206]= 0
invariant : 1'P_poll__networl[3397]= 0
invariant : 1'P_poll__networl[3969]= 0
invariant : 1'P_poll__networl[792]= 0
invariant : 1'P_network[3907]= 0
invariant : 1'P_poll__networl[1027]= 0
invariant : 1'P_poll__networl[1342]= 0
invariant : 1'P_poll__networl[3995]= 0
invariant : 1'P_poll__networl[3344]= 0
invariant : 1'P_poll__networl[703]= 0
invariant : 1'P_negotiation[123] + 1'P_negotiation[124] + 1'P_negotiation[125]= 1
invariant : 1'P_poll__networl[2286]= 0
invariant : 1'P_negotiation[0]= 0
invariant : 1'P_network[2236]= 0
invariant : 1'P_poll__networl[3693]= 0
invariant : 1'P_network[2237]= 0
invariant : 1'P_poll__networl[3978]= 0
invariant : 1'P_network[1703]= 0
invariant : 1'P_poll__networl[534]= 0
invariant : 1'P_network[3994]= 0
invariant : 1'P_network[1680]= 0
invariant : 1'P_poll__networl[212]= 0
invariant : 1'P_poll__networl[4320]= 0
invariant : 1'P_network[3706]= 0
invariant : 1'P_network[2692]= 0
invariant : 1'P_network[2308]= 0
invariant : 1'P_network[4089]= 0
invariant : 1'P_poll__networl[242]= 0
invariant : 1'P_network[1754]= 0
invariant : 1'P_poll__networl[3544]= 0
invariant : 1'P_network[1429]= 0
invariant : 1'P_network[3427]= 0
invariant : 1'P_poll__networl[922]= 0
invariant : 1'P_network[569]= 0
invariant : 1'P_poll__networl[652]= 0
invariant : 1'P_network[488]= 0
invariant : 1'P_poll__networl[362]= 0
invariant : 1'P_poll__networl[3274]= 0
invariant : 1'P_network[410]= 0
invariant : 1'P_network[1640]= 0
invariant : 1'P_network[3785]= 0
invariant : 1'P_poll__networl[1919]= 0
invariant : 1'P_poll__networl[2182]= 0
invariant : 1'P_poll__networl[790]= 0
invariant : 1'P_network[1951]= 0
invariant : 1'P_network[1452]= 0
invariant : 1'P_network[2951]= 0
invariant : 1'P_poll__networl[2060]= 0
invariant : 1'P_poll__networl[2944]= 0
invariant : 1'P_network[4156]= 0
invariant : 1'P_poll__networl[2018]= 0
invariant : 1'P_network[1326]= 0
invariant : 1'P_network[722]= 0
invariant : 1'P_poll__networl[3511]= 0
invariant : 1'P_network[2145]= 0
invariant : 1'P_poll__networl[1621]= 0
invariant : 1'P_poll__networl[2959]= 0
invariant : 1'P_network[1262]= 0
invariant : 1'P_network[3554]= 0
invariant : 1'P_poll__networl[1552]= 0
invariant : 1'P_network[586]= 0
invariant : 1'P_network[1227]= 0
invariant : 1'P_poll__networl[90]= 0
invariant : 1'P_poll__networl[1158]= 0
invariant : 1'P_poll__networl[835]= 0
invariant : 1'P_poll__networl[947]= 0
invariant : 1'P_network[3884]= 0
invariant : 1'P_poll__networl[2353]= 0
invariant : 1'P_network[2593]= 0
invariant : 1'P_poll__networl[1671]= 0
invariant : 1'P_network[654]= 0
invariant : 1'P_poll__networl[583]= 0
invariant : 1'P_poll__networl[1787]= 0
invariant : 1'P_network[1304]= 0
invariant : 1'P_poll__networl[3294]= 0
invariant : 1'P_network[4137]= 0
invariant : 1'P_network[1464]= 0
invariant : 1'P_poll__networl[4210]= 0
invariant : 1'P_poll__networl[2252]= 0
invariant : 1'P_network[1284]= 0
invariant : 1'P_network[426]= 0
invariant : 1'P_poll__networl[2901]= 0
invariant : 1'P_network[1163]= 0
invariant : 1'P_poll__networl[1614]= 0
invariant : 1'P_negotiation[96] + -1'P_negotiation[99] + 1'P_startNeg__broadcasting[28]= 0
invariant : 1'P_network[2330]= 0
invariant : 1'P_network[1402]= 0
invariant : 1'P_poll__networl[952]= 0
invariant : 1'P_network[998]= 0
invariant : 1'P_poll__networl[134]= 0
invariant : 1'P_poll__networl[2322]= 0
invariant : 1'P_poll__networl[3116]= 0
invariant : 1'P_negotiation[21]= 0
invariant : 1'P_network[2810]= 0
invariant : 1'P_network[1020]= 0
invariant : 1'P_poll__networl[3357]= 0
invariant : 1'P_network[3758]= 0
invariant : 1'P_poll__networl[581]= 0
invariant : 1'P_poll__networl[3058]= 0
invariant : 1'P_poll__networl[1542]= 0
invariant : 1'P_poll__networl[2613]= 0
invariant : 1'P_network[4286]= 0
invariant : 1'P_poll__networl[3963]= 0
invariant : 1'P_poll__networl[2136]= 0
invariant : 1'P_network[3979]= 0
invariant : 1'P_poll__networl[1160]= 0
invariant : 1'P_poll__networl[3224]= 0
invariant : 1'P_poll__networl[257]= 0
invariant : 1'P_network[3961]= 0
invariant : 1'P_poll__networl[101]= 0
invariant : 1'P_network[1681]= 0
invariant : 1'P_poll__networl[2963]= 0
invariant : 1'P_poll__networl[2031]= 0
invariant : 1'P_poll__networl[3447]= 0
invariant : 1'P_poll__networl[3477]= 0
invariant : 1'P_poll__networl[460]= 0
invariant : 1'P_poll__networl[1294]= 0
invariant : 1'P_network[244]= 0
invariant : 1'P_poll__networl[3976]= 0
invariant : 1'P_network[3493]= 0
invariant : 1'P_poll__networl[800]= 0
invariant : 1'P_network[2629]= 0
invariant : 1'P_poll__networl[3887]= 0
invariant : 1'P_network[1495]= 0
invariant : 1'P_poll__networl[1930]= 0
invariant : 1'P_poll__networl[4177]= 0
invariant : 1'P_poll__networl[4285]= 0
invariant : 1'P_poll__networl[1917]= 0
invariant : 1'P_poll__networl[2114]= 0
invariant : 1'P_network[2246]= 0
invariant : 1'P_network[1187]= 0
invariant : 1'P_network[3266]= 0
invariant : 1'P_network[4112]= 0
invariant : 1'P_network[4265]= 0
invariant : 1'P_poll__networl[2267]= 0
invariant : 1'P_poll__networl[629]= 0
invariant : 1'P_poll__networl[1874]= 0
invariant : 1'P_network[2239]= 0
invariant : 1'P_network[2217]= 0
invariant : 1'P_network[1408]= 0
invariant : 1'P_poll__networl[2464]= 0
invariant : 1'P_poll__networl[3156]= 0
invariant : 1'P_network[312]= 0
invariant : 1'P_network[169]= 0
invariant : 1'P_network[2265]= 0
invariant : 1'P_poll__networl[1025]= 0
invariant : 1'P_network[1228]= 0
invariant : 1'P_poll__networl[2849]= 0
invariant : 1'P_network[1012]= 0
invariant : 1'P_network[3378]= 0
invariant : 1'P_network[137]= 0
invariant : 1'P_poll__networl[1113]= 0
invariant : 1'P_poll__networl[684]= 0
invariant : 1'P_network[3405]= 0
invariant : 1'P_network[1382]= 0
invariant : 1'P_network[2469]= 0
invariant : 1'P_poll__networl[2753]= 0
invariant : 1'P_poll__networl[4371]= 0
invariant : 1'P_network[3732]= 0
invariant : 1'P_poll__networl[1280]= 0
invariant : 1'P_poll__networl[1972]= 0
invariant : 1'P_network[752]= 0
invariant : 1'P_network[1934]= 0
invariant : 1'P_poll__networl[2746]= 0
invariant : 1'P_network[2856]= 0
invariant : 1'P_poll__networl[2028]= 0
invariant : 1'P_network[4087]= 0
invariant : 1'P_poll__networl[406]= 0
invariant : 1'P_network[3271]= 0
invariant : 1'P_poll__networl[2308]= 0
invariant : 1'P_poll__networl[2685]= 0
invariant : 1'P_poll__networl[2951]= 0
invariant : 1'P_network[2903]= 0
invariant : 1'P_network[1123]= 0
invariant : 1'P_network[2321]= 0
invariant : 1'P_negotiation[1] + 1'P_negotiation[2]= 0
invariant : 1'P_network[2113]= 0
invariant : 1'P_poll__networl[3993]= 0
invariant : 1'P_network[3477]= 0
invariant : 1'P_network[3108]= 0
invariant : 1'P_poll__networl[3754]= 0
invariant : 1'P_poll__networl[4339]= 0
invariant : 1'P_network[2939]= 0
invariant : 1'P_network[1445]= 0
invariant : 1'P_poll__networl[914]= 0
invariant : 1'P_poll__networl[4322]= 0
invariant : 1'P_poll__networl[2275]= 0
invariant : 1'P_poll__networl[1341]= 0
invariant : 1'P_poll__networl[4254]= 0
invariant : 1'P_network[3976]= 0
invariant : 1'P_poll__networl[3613]= 0
invariant : 1'P_network[319]= 0
invariant : 1'P_poll__networl[838]= 0
invariant : 1'P_poll__networl[3870]= 0
invariant : 1'P_network[3446]= 0
invariant : 1'P_network[926]= 0
invariant : 1'P_poll__networl[2628]= 0
invariant : 1'P_masterState[0] + 1'P_masterState[1] + 1'P_masterState[2] + 1'P_masterState[3] + 1'P_masterState[4] + 1'P_masterState[5] + 1'P_masterState[6] + 1'P_masterState[7] + 1'P_masterState[8] + 1'P_masterState[9] + 1'P_masterState[10] + 1'P_masterState[11] + 1'P_masterState[12] + 1'P_masterState[13] + 1'P_masterState[14] + 1'P_masterState[15] + 1'P_masterState[16] + 1'P_masterState[17]= 0
invariant : 1'P_poll__networl[424]= 0
invariant : 1'P_poll__networl[797]= 0
invariant : 1'P_network[524]= 0
invariant : 1'P_network[533]= 0
invariant : 1'P_poll__networl[3765]= 0
invariant : 1'P_network[1423]= 0
invariant : 1'P_network[2348]= 0
invariant : 1'P_poll__networl[1459]= 0
invariant : 1'P_network[901]= 0
invariant : 1'P_poll__networl[3259]= 0
invariant : 1'P_network[2022]= 0
invariant : 1'P_poll__networl[102]= 0
invariant : 1'P_poll__networl[2513]= 0
invariant : 1'P_network[3293]= 0
invariant : 1'P_poll__networl[4327]= 0
invariant : 1'P_poll__networl[4363]= 0
invariant : 1'P_poll__networl[791]= 0
invariant : 1'P_network[1074]= 0
invariant : 1'P_network[1457]= 0
invariant : 1'P_network[1886]= 0
invariant : 1'P_poll__networl[327]= 0
invariant : 1'P_poll__networl[2960]= 0
invariant : 1'P_poll__networl[3699]= 0
invariant : 1'P_poll__networl[2402]= 0
invariant : 1'P_network[421]= 0
invariant : 1'P_network[2454]= 0
invariant : 1'P_network[2486]= 0
invariant : 1'P_poll__networl[4030]= 0
invariant : 1'P_poll__networl[1923]= 0
invariant : 1'P_poll__networl[1660]= 0
invariant : 1'P_network[2512]= 0
invariant : 1'P_network[1822]= 0
invariant : 1'P_network[1977]= 0
invariant : 1'P_network[2913]= 0
invariant : 1'P_poll__networl[360]= 0
invariant : 1'P_network[3332]= 0
invariant : 1'P_poll__networl[2778]= 0
invariant : 1'P_network[1141]= 0
invariant : 1'P_poll__networl[3140]= 0
invariant : 1'P_poll__networl[2489]= 0
invariant : 1'P_poll__networl[2992]= 0
invariant : 1'P_network[2438]= 0
invariant : 1'P_poll__networl[4234]= 0
invariant : 1'P_poll__networl[3270]= 0
invariant : 1'P_poll__networl[2022]= 0
invariant : 1'P_network[2427]= 0
invariant : 1'P_poll__networl[2917]= 0
invariant : 1'P_network[4256]= 0
invariant : 1'P_poll__networl[4029]= 0
invariant : 1'P_poll__networl[4133]= 0
invariant : 1'P_network[473]= 0
invariant : 1'P_poll__networl[191]= 0
invariant : 1'P_network[1817]= 0
invariant : 1'P_poll__networl[293]= 0
invariant : 1'P_network[815]= 0
invariant : 1'P_poll__networl[1557]= 0
invariant : 1'P_network[212]= 0
invariant : 1'P_poll__networl[3135]= 0
invariant : 1'P_poll__networl[426]= 0
invariant : 1'P_poll__networl[169]= 0
invariant : 1'P_network[1501]= 0
invariant : 1'P_network[3721]= 0
invariant : 1'P_network[2261]= 0
invariant : 1'P_poll__networl[2586]= 0
invariant : 1'P_poll__networl[422]= 0
invariant : 1'P_poll__networl[764]= 0
invariant : 1'P_poll__networl[4046]= 0
invariant : 1'P_network[3171]= 0
invariant : 1'P_poll__networl[4345]= 0
invariant : 1'P_poll__networl[3459]= 0
invariant : 1'P_network[2895]= 0
invariant : 1'P_network[2672]= 0
invariant : 1'P_network[4341]= 0
invariant : 1'P_poll__networl[564]= 0
invariant : 1'P_network[2255]= 0
invariant : 1'P_poll__networl[4003]= 0
invariant : 1'P_poll__networl[819]= 0
invariant : 1'P_poll__networl[4079]= 0
invariant : 1'P_poll__networl[193]= 0
invariant : 1'P_network[1652]= 0
invariant : 1'P_network[600]= 0
invariant : 1'P_poll__networl[2675]= 0
invariant : 1'P_poll__networl[967]= 0
invariant : 1'P_network[1835]= 0
invariant : 1'P_network[3397]= 0
invariant : 1'P_network[1436]= 0
invariant : 1'P_poll__networl[1702]= 0
invariant : 1'P_poll__networl[2735]= 0
invariant : 1'P_network[3030]= 0
invariant : 1'P_network[2901]= 0
invariant : 1'P_network[2272]= 0
invariant : 1'P_network[2861]= 0
invariant : 1'P_poll__networl[779]= 0
invariant : 1'P_network[316]= 0
invariant : 1'P_network[37]= 0
invariant : 1'P_network[2596]= 0
invariant : 1'P_network[2404]= 0
invariant : 1'P_poll__networl[54]= 0
invariant : 1'P_poll__networl[3540]= 0
invariant : 1'P_poll__networl[1841]= 0
invariant : 1'P_poll__networl[4266]= 0
invariant : 1'P_poll__networl[183]= 0
invariant : 1'P_network[104]= 0
invariant : 1'P_network[4049]= 0
invariant : 1'P_network[1171]= 0
invariant : 1'P_poll__networl[1372]= 0
invariant : 1'P_poll__networl[1983]= 0
invariant : 1'P_poll__networl[2240]= 0
invariant : 1'P_poll__networl[2302]= 0
invariant : 1'P_network[2756]= 0
invariant : 1'P_poll__networl[1733]= 0
invariant : 1'P_network[1748]= 0
invariant : 1'P_network[2905]= 0
invariant : 1'P_poll__networl[2394]= 0
invariant : 1'P_network[678]= 0
invariant : 1'P_network[132]= 0
invariant : 1'P_network[564]= 0
invariant : 1'P_poll__networl[3979]= 0
invariant : 1'P_network[223]= 0
invariant : 1'P_poll__networl[2020]= 0
invariant : 1'P_poll__networl[3586]= 0
invariant : 1'P_poll__networl[1698]= 0
invariant : 1'P_network[3229]= 0
invariant : 1'P_network[1645]= 0
invariant : 1'P_network[4020]= 0
invariant : 1'P_network[2240]= 0
invariant : 1'P_poll__networl[2581]= 0
invariant : 1'P_network[2561]= 0
invariant : 1'P_poll__networl[1651]= 0
invariant : 1'P_poll__networl[2413]= 0
invariant : 1'P_network[816]= 0
invariant : 1'P_poll__networl[3545]= 0
invariant : 1'P_network[2453]= 0
invariant : 1'P_network[2256]= 0
invariant : 1'P_poll__networl[512]= 0
invariant : 1'P_network[829]= 0
invariant : 1'P_poll__networl[1504]= 0
invariant : 1'P_negotiation[96] + 1'P_negotiation[97] + 1'P_negotiation[98]= 1
invariant : 1'P_network[2809]= 0
invariant : 1'P_poll__networl[2262]= 0
invariant : 1'P_poll__networl[2850]= 0
invariant : 1'P_poll__networl[836]= 0
invariant : 1'P_poll__networl[1103]= 0
invariant : 1'P_network[741]= 0
invariant : 1'P_poll__networl[2592]= 0
invariant : 1'P_sendAnnPs__broadcasting[2]= 0
invariant : 1'P_poll__networl[3707]= 0
invariant : 1'P_network[3174]= 0
invariant : 1'P_poll__networl[1409]= 0
invariant : 1'P_poll__networl[4219]= 0
invariant : 1'P_poll__networl[2635]= 0
invariant : 1'P_poll__networl[3980]= 0
invariant : 1'P_poll__networl[95]= 0
invariant : 1'P_poll__networl[2997]= 0
invariant : 1'P_poll__networl[2363]= 0
invariant : 1'P_poll__networl[2537]= 0
invariant : 1'P_poll__networl[3722]= 0
invariant : 1'P_poll__networl[3012]= 0
invariant : 1'P_poll__networl[1692]= 0
invariant : 1'P_network[858]= 0
invariant : 1'P_poll__networl[3371]= 0
invariant : 1'P_poll__networl[1324]= 0
invariant : 1'P_poll__networl[1388]= 0
invariant : 1'P_poll__networl[138]= 0
invariant : 1'P_poll__networl[476]= 0
invariant : 1'P_network[584]= 0
invariant : 1'P_network[4101]= 0
invariant : 1'P_poll__networl[51]= 0
invariant : 1'P_poll__networl[2756]= 0
invariant : 1'P_poll__networl[2376]= 0
invariant : 1'P_poll__networl[600]= 0
invariant : 1'P_poll__networl[1823]= 0
invariant : 1'P_network[4217]= 0
invariant : 1'P_network[3599]= 0
invariant : 1'P_poll__networl[56]= 0
invariant : 1'P_poll__networl[3232]= 0
invariant : 1'P_network[425]= 0
invariant : 1'P_poll__networl[2565]= 0
invariant : 1'P_network[3367]= 0
invariant : 1'P_poll__networl[993]= 0
invariant : 1'P_network[2897]= 0
invariant : 1'P_poll__networl[259]= 0
invariant : 1'P_poll__networl[132]= 0
invariant : 1'P_poll__networl[3101]= 0
invariant : 1'P_network[420]= 0
invariant : 1'P_network[4345]= 0
invariant : 1'P_network[3286]= 0
invariant : 1'P_poll__networl[2249]= 0
invariant : 1'P_poll__networl[220]= 0
invariant : 1'P_network[2432]= 0
invariant : 1'P_poll__networl[3497]= 0
invariant : 1'P_network[3390]= 0
invariant : 1'P_network[407]= 0
invariant : 1'P_poll__networl[707]= 0
invariant : 1'P_network[84]= 0
invariant : 1'P_network[4362]= 0
invariant : 1'P_network[2489]= 0
invariant : 1'P_network[923]= 0
invariant : 1'P_network[3115]= 0
invariant : 1'P_poll__networl[3057]= 0
invariant : 1'P_poll__networl[4187]= 0
invariant : 1'P_network[618]= 0
invariant : 1'P_poll__networl[4244]= 0
invariant : 1'P_poll__networl[627]= 0
invariant : 1'P_poll__networl[4085]= 0
invariant : 1'P_network[1159]= 0
invariant : 1'P_network[3074]= 0
invariant : 1'P_network[588]= 0
invariant : 1'P_masterState[72] + 1'P_masterState[73] + 1'P_masterState[74] + 1'P_masterState[75] + 1'P_masterState[76] + 1'P_masterState[77] + 1'P_masterState[78] + 1'P_masterState[79] + 1'P_masterState[80] + 1'P_masterState[81] + 1'P_masterState[82] + 1'P_masterState[83] + 1'P_masterState[84] + 1'P_masterState[85] + 1'P_masterState[86] + 1'P_masterState[87] + 1'P_masterState[88] + 1'P_masterState[89]= 1
invariant : 1'P_poll__networl[1712]= 0
invariant : 1'P_network[520]= 0
invariant : 1'P_network[587]= 0
invariant : 1'P_network[2687]= 0
invariant : 1'P_poll__networl[2212]= 0
invariant : 1'P_network[4188]= 0
invariant : 1'P_network[516]= 0
invariant : 1'P_poll__networl[694]= 0
invariant : 1'P_poll__networl[145]= 0
invariant : 1'P_poll__networl[2032]= 0
invariant : 1'P_poll__networl[3873]= 0
invariant : 1'P_network[1183]= 0
invariant : 1'P_poll__networl[439]= 0
invariant : 1'P_network[969]= 0
invariant : 1'P_poll__networl[2571]= 0
invariant : 1'P_network[2047]= 0
invariant : 1'P_poll__networl[3626]= 0
invariant : 1'P_network[1249]= 0
invariant : 1'P_poll__networl[3326]= 0
invariant : 1'P_poll__networl[566]= 0
invariant : 1'P_network[1546]= 0
invariant : 1'P_network[3436]= 0
invariant : 1'P_poll__networl[4296]= 0
invariant : 1'P_poll__networl[1079]= 0
invariant : 1'P_poll__networl[3782]= 0
invariant : 1'P_network[3829]= 0
invariant : 1'P_network[3590]= 0
invariant : 1'P_network[628]= 0
invariant : 1'P_poll__networl[2102]= 0
invariant : 1'P_network[3248]= 0
invariant : 1'P_poll__networl[1446]= 0
invariant : 1'P_network[2888]= 0
invariant : 1'P_network[3335]= 0
invariant : 1'P_poll__networl[328]= 0
invariant : 1'P_poll__networl[1479]= 0
invariant : 1'P_poll__networl[1490]= 0
invariant : 1'P_poll__networl[130]= 0
invariant : 1'P_network[357]= 0
invariant : 1'P_network[2395]= 0
invariant : 1'P_network[1190]= 0
invariant : 1'P_poll__networl[3647]= 0
invariant : 1'P_poll__networl[3168]= 0
invariant : 1'P_poll__networl[3676]= 0
invariant : 1'P_network[2371]= 0
invariant : 1'P_network[615]= 0
invariant : 1'P_network[2380]= 0
invariant : 1'P_poll__networl[479]= 0
invariant : 1'P_network[3461]= 0
invariant : 1'P_poll__networl[481]= 0
invariant : 1'P_network[2168]= 0
invariant : 1'P_poll__networl[4358]= 0
invariant : 1'P_poll__networl[3556]= 0
invariant : 1'P_poll__networl[3421]= 0
invariant : 1'P_poll__networl[1450]= 0
invariant : 1'P_network[3275]= 0
invariant : 1'P_network[4241]= 0
invariant : 1'P_negotiation[48] + -1'P_negotiation[51] + 1'P_startNeg__broadcasting[14]= 0
invariant : 1'P_network[1736]= 0
invariant : 1'P_network[2839]= 0
invariant : 1'P_poll__networl[1759]= 0
invariant : 1'P_poll__networl[2250]= 0
invariant : 1'P_poll__networl[1666]= 0
invariant : 1'P_negotiation[183] + 1'P_negotiation[184] + 1'P_negotiation[185]= 1
invariant : 1'P_network[1209]= 0
invariant : 1'P_network[3392]= 0
invariant : 1'P_network[643]= 0
invariant : 1'P_network[1867]= 0
invariant : 1'P_poll__networl[1896]= 0
invariant : 1'P_network[3346]= 0
invariant : 1'P_poll__networl[2478]= 0
invariant : 1'P_network[1055]= 0
invariant : 1'P_network[1821]= 0
invariant : 1'P_network[3426]= 0
invariant : 1'P_network[2144]= 0
invariant : 1'P_network[3678]= 0
invariant : 1'P_electedPrimary[0] + 1'P_poll__waitingMessage[0] + 1'P_sendAnnPs__broadcasting[0] + 1'P_stage[2]= 0
invariant : 1'P_network[3746]= 0
invariant : 1'P_network[3760]= 0
invariant : 1'P_network[434]= 0
invariant : 1'P_network[3783]= 0
invariant : 1'P_network[1216]= 0
invariant : 1'P_network[1856]= 0
invariant : 1'P_poll__networl[535]= 0
invariant : 1'P_poll__networl[3430]= 0
invariant : 1'P_network[3917]= 0
invariant : 1'P_network[241]= 0
invariant : 1'P_poll__networl[3030]= 0
invariant : 1'P_poll__networl[2651]= 0
invariant : 1'P_poll__networl[97]= 0
invariant : 1'P_poll__networl[801]= 0
invariant : 1'P_network[591]= 0
invariant : 1'P_poll__networl[1606]= 0
invariant : 1'P_poll__networl[1951]= 0
invariant : 1'P_poll__networl[3239]= 0
invariant : 1'P_network[957]= 0
invariant : 1'P_poll__networl[1265]= 0
invariant : 1'P_poll__networl[1235]= 0
invariant : 1'P_network[163]= 0
invariant : 1'P_poll__networl[3637]= 0
invariant : 1'P_network[743]= 0
invariant : 1'P_network[4125]= 0
invariant : 1'P_network[3086]= 0
invariant : 1'P_poll__networl[303]= 0
invariant : 1'P_poll__networl[2570]= 0
invariant : 1'P_poll__networl[3476]= 0
invariant : 1'P_poll__networl[1911]= 0
invariant : 1'P_network[3650]= 0
invariant : 1'P_network[3611]= 0
invariant : 1'P_network[487]= 0
invariant : 1'P_poll__networl[4256]= 0
invariant : 1'P_network[3445]= 0
invariant : 1'P_poll__networl[1185]= 0
invariant : 1'P_network[2881]= 0
invariant : 1'P_poll__networl[883]= 0
invariant : 1'P_network[3872]= 0
invariant : 1'P_poll__networl[1395]= 0
invariant : 1'P_network[2829]= 0
invariant : 1'P_network[4141]= 0
invariant : 1'P_poll__networl[1398]= 0
invariant : 1'P_poll__networl[4259]= 0
invariant : 1'P_poll__networl[3894]= 0
invariant : 1'P_network[794]= 0
invariant : 1'P_poll__networl[3026]= 0
invariant : 1'P_network[866]= 0
invariant : 1'P_poll__networl[2233]= 0
invariant : 1'P_poll__networl[2671]= 0
invariant : 1'P_poll__networl[2184]= 0
invariant : 1'P_network[3315]= 0
invariant : 1'P_network[1663]= 0
invariant : 1'P_network[1615]= 0
invariant : 1'P_poll__networl[3800]= 0
invariant : 1'P_network[885]= 0
invariant : 1'P_network[1646]= 0
invariant : 1'P_network[2674]= 0
invariant : 1'P_poll__networl[3117]= 0
invariant : 1'P_poll__networl[2616]= 0
invariant : 1'P_poll__networl[1601]= 0
invariant : 1'P_network[2517]= 0
invariant : 1'P_network[1426]= 0
invariant : 1'P_network[1013]= 0
invariant : 1'P_network[411]= 0
invariant : 1'P_poll__networl[2638]= 0
invariant : 1'P_poll__networl[868]= 0
invariant : 1'P_poll__networl[2805]= 0
invariant : 1'P_network[321]= 0
invariant : 1'P_network[3598]= 0
invariant : 1'P_poll__networl[1208]= 0
invariant : 1'P_network[536]= 0
invariant : 1'P_network[762]= 0
invariant : 1'P_network[2377]= 0
invariant : 1'P_poll__networl[438]= 0
invariant : 1'P_network[62]= 0
invariant : 1'P_network[2797]= 0
invariant : 1'P_poll__networl[1030]= 0
invariant : 1'P_poll__networl[1859]= 0
invariant : 1'P_poll__networl[1181]= 0
invariant : 1'P_poll__networl[837]= 0
invariant : 1'P_poll__networl[2530]= 0
invariant : 1'P_poll__networl[3407]= 0
invariant : 1'P_poll__networl[1550]= 0
invariant : 1'P_network[451]= 0
invariant : 1'P_poll__networl[1375]= 0
invariant : 1'P_poll__networl[1898]= 0
invariant : 1'P_poll__networl[3161]= 0
invariant : 1'P_network[1003]= 0
invariant : 1'P_poll__networl[1883]= 0
invariant : 1'P_poll__networl[3018]= 0
invariant : 1'P_poll__networl[3207]= 0
invariant : 1'P_poll__networl[419]= 0
invariant : 1'P_network[128]= 0
invariant : 1'P_network[1355]= 0
invariant : 1'P_network[830]= 0
invariant : 1'P_poll__networl[3840]= 0
invariant : 1'P_network[3944]= 0
invariant : 1'P_poll__networl[1172]= 0
invariant : 1'P_network[1372]= 0
invariant : 1'P_network[2112]= 0
invariant : 1'P_poll__networl[1771]= 0
invariant : 1'P_network[134]= 0
invariant : 1'P_network[596]= 0
invariant : 1'P_network[3176]= 0
invariant : 1'P_poll__networl[3120]= 0
invariant : 1'P_poll__networl[2273]= 0
invariant : 1'P_poll__networl[595]= 0
invariant : 1'P_poll__networl[754]= 0
invariant : 1'P_poll__networl[3221]= 0
invariant : 1'P_negotiation[168] + 1'P_negotiation[169] + 1'P_negotiation[170]= 1
invariant : 1'P_network[2855]= 0
invariant : 1'P_network[2346]= 0
invariant : 1'P_network[47]= 0
invariant : 1'P_negotiation[192] + -1'P_negotiation[195] + 1'P_startNeg__broadcasting[57]= 0
invariant : 1'P_poll__networl[3111]= 0
invariant : 1'P_poll__networl[2436]= 0
invariant : 1'P_network[1613]= 0
invariant : 1'P_network[2868]= 0
invariant : 1'P_poll__networl[3323]= 0
invariant : 1'P_network[2731]= 0
invariant : 1'P_poll__networl[1114]= 0
invariant : 1'P_network[546]= 0
invariant : 1'P_poll__networl[3163]= 0
invariant : 1'P_network[2129]= 0
invariant : 1'P_poll__networl[2042]= 0
invariant : 1'P_network[2531]= 0
invariant : 1'P_network[696]= 0
invariant : 1'P_poll__networl[1641]= 0
invariant : 1'P_network[1950]= 0
invariant : 1'P_network[575]= 0
invariant : 1'P_network[4003]= 0
invariant : 1'P_network[148]= 0
invariant : 1'P_poll__networl[3332]= 0
invariant : 1'P_poll__networl[574]= 0
invariant : 1'P_network[3890]= 0
invariant : 1'P_poll__networl[1266]= 0
invariant : 1'P_poll__networl[3112]= 0
invariant : 1'P_network[3344]= 0
invariant : 1'P_poll__networl[1711]= 0
invariant : 1'P_network[2162]= 0
invariant : 1'P_network[271]= 0
invariant : 1'P_poll__networl[1140]= 0
invariant : 1'P_poll__networl[1127]= 0
invariant : 1'P_poll__networl[1713]= 0
invariant : 1'P_poll__networl[3316]= 0
invariant : 1'P_poll__networl[73]= 0
invariant : 1'P_poll__networl[3098]= 0
invariant : 1'P_network[1589]= 0
invariant : 1'P_poll__networl[2851]= 0
invariant : 1'P_network[404]= 0
invariant : 1'P_poll__networl[2912]= 0
invariant : 1'P_poll__networl[3826]= 0
invariant : 1'P_poll__networl[1780]= 0
invariant : 1'P_network[1868]= 0
invariant : 1'P_poll__networl[1561]= 0
invariant : 1'P_network[2490]= 0
invariant : 1'P_network[3341]= 0
invariant : 1'P_poll__networl[1062]= 0
invariant : 1'P_poll__networl[2188]= 0
invariant : 1'P_poll__networl[2237]= 0
invariant : 1'P_network[4033]= 0
invariant : 1'P_network[2651]= 0
invariant : 1'P_poll__networl[748]= 0
invariant : 1'P_poll__networl[2365]= 0
invariant : 1'P_network[3892]= 0
invariant : 1'P_poll__networl[685]= 0
invariant : 1'P_poll__networl[2089]= 0
invariant : 1'P_poll__networl[1289]= 0
invariant : 1'P_network[3922]= 0
invariant : 1'P_network[3428]= 0
invariant : 1'P_network[2150]= 0
invariant : 1'P_network[4078]= 0
invariant : 1'P_poll__networl[2957]= 0
invariant : 1'P_network[2045]= 0
invariant : 1'P_poll__networl[584]= 0
invariant : 1'P_network[952]= 0
invariant : 1'P_network[3811]= 0
invariant : 1'P_poll__networl[325]= 0
invariant : 1'P_poll__networl[1887]= 0
invariant : 1'P_poll__networl[72]= 0
invariant : 1'P_network[158]= 0
invariant : 1'P_poll__networl[506]= 0
invariant : 1'P_network[2254]= 0
invariant : 1'P_network[871]= 0
invariant : 1'P_network[3540]= 0
invariant : 1'P_poll__networl[2784]= 0
invariant : 1'P_network[3990]= 0
invariant : 1'P_poll__networl[2518]= 0
invariant : 1'P_network[862]= 0
invariant : 1'P_poll__networl[891]= 0
invariant : 1'P_poll__networl[1565]= 0
invariant : 1'P_poll__networl[2474]= 0
invariant : 1'P_poll__networl[2920]= 0
invariant : 1'P_network[2318]= 0
invariant : 1'P_network[359]= 0
invariant : 1'P_network[3140]= 0
invariant : 1'P_network[4208]= 0
invariant : 1'P_network[2032]= 0
invariant : 1'P_poll__networl[4273]= 0
invariant : 1'P_poll__networl[2903]= 0
invariant : 1'P_poll__networl[4246]= 0
invariant : 1'P_network[1493]= 0
invariant : 1'P_network[2276]= 0
invariant : 1'P_poll__networl[2939]= 0
invariant : 1'P_network[87]= 0
invariant : 1'P_network[1677]= 0
invariant : 1'P_masterState[90] + 1'P_masterState[91] + 1'P_masterState[92] + 1'P_masterState[93] + 1'P_masterState[94] + 1'P_masterState[95] + 1'P_masterState[96] + 1'P_masterState[97] + 1'P_masterState[98] + 1'P_masterState[99] + 1'P_masterState[100] + 1'P_masterState[101] + 1'P_masterState[102] + 1'P_masterState[103] + 1'P_masterState[104] + 1'P_masterState[105] + 1'P_masterState[106] + 1'P_masterState[107]= 1
invariant : 1'P_network[759]= 0
invariant : 1'P_network[1178]= 0
invariant : 1'P_poll__networl[2696]= 0
invariant : 1'P_network[979]= 0
invariant : 1'P_network[3214]= 0
invariant : 1'P_poll__networl[435]= 0
invariant : 1'P_network[484]= 0
invariant : 1'P_poll__networl[2829]= 0
invariant : 1'P_network[3226]= 0
invariant : 1'P_network[2924]= 0
invariant : 1'P_poll__networl[761]= 0
invariant : 1'P_network[3049]= 0
invariant : 1'P_poll__networl[4053]= 0
invariant : 1'P_network[209]= 0
invariant : 1'P_network[3500]= 0
invariant : 1'P_poll__networl[3562]= 0
invariant : 1'P_poll__networl[3047]= 0
invariant : 1'P_network[4162]= 0
invariant : 1'P_poll__networl[4353]= 0
invariant : 1'P_network[2437]= 0
invariant : 1'P_poll__networl[3007]= 0
invariant : 1'P_poll__networl[2110]= 0
invariant : 1'P_poll__networl[3235]= 0
invariant : 1'P_network[4054]= 0
invariant : 1'P_network[2305]= 0
invariant : 1'P_network[2235]= 0
invariant : 1'P_poll__networl[1269]= 0
invariant : 1'P_poll__networl[161]= 0
invariant : 1'P_network[3889]= 0
invariant : 1'P_poll__networl[4145]= 0
invariant : 1'P_poll__networl[2540]= 0
invariant : 1'P_poll__networl[3166]= 0
invariant : 1'P_network[3568]= 0
invariant : 1'P_network[3280]= 0
invariant : 1'P_network[1339]= 0
invariant : 1'P_poll__networl[1625]= 0
invariant : 1'P_poll__networl[2193]= 0
invariant : 1'P_poll__networl[4023]= 0
invariant : 1'P_poll__networl[1714]= 0
invariant : 1'P_poll__networl[3273]= 0
invariant : 1'P_poll__networl[2588]= 0
invariant : 1'P_network[2149]= 0
invariant : 1'P_network[1551]= 0
invariant : 1'P_poll__networl[1995]= 0
invariant : 1'P_network[1556]= 0
invariant : 1'P_network[3180]= 0
invariant : 1'P_network[139]= 0
invariant : 1'P_poll__networl[1121]= 0
invariant : 1'P_poll__networl[2669]= 0
invariant : 1'P_network[1075]= 0
invariant : 1'P_poll__networl[4152]= 0
invariant : 1'P_poll__networl[3745]= 0
invariant : 1'P_network[3343]= 0
invariant : 1'P_poll__networl[3109]= 0
invariant : 1'P_network[328]= 0
invariant : 1'P_poll__networl[2793]= 0
invariant : 1'P_poll__networl[4201]= 0
invariant : 1'P_network[248]= 0
invariant : 1'P_network[1682]= 0
invariant : 1'P_network[1644]= 0
invariant : 1'P_network[1599]= 0
invariant : 1'P_negotiation[99] + -1'P_negotiation[102] + 1'P_startNeg__broadcasting[29]= 0
invariant : 1'P_poll__networl[85]= 0
invariant : 1'P_poll__networl[3701]= 0
invariant : 1'P_poll__networl[3964]= 0
invariant : 1'P_network[240]= 0
invariant : 1'P_network[3674]= 0
invariant : 1'P_network[1927]= 0
invariant : 1'P_poll__networl[1195]= 0
invariant : 1'P_poll__networl[2459]= 0
invariant : 1'P_network[4088]= 0
invariant : 1'P_poll__networl[2269]= 0
invariant : 1'P_poll__networl[3997]= 0
invariant : 1'P_poll__networl[2076]= 0
invariant : 1'P_poll__networl[2915]= 0
invariant : 1'P_poll__networl[3074]= 0
invariant : 1'P_negotiation[151] + 1'P_negotiation[152]= 1
invariant : 1'P_network[440]= 0
invariant : 1'P_poll__networl[1613]= 0
invariant : 1'P_network[690]= 0
invariant : 1'P_poll__networl[2803]= 0
invariant : 1'P_poll__networl[1980]= 0
invariant : 1'P_network[4317]= 0
invariant : 1'P_network[694]= 0
invariant : 1'P_poll__networl[207]= 0
invariant : 1'P_network[2210]= 0
invariant : 1'P_network[2998]= 0
invariant : 1'P_poll__networl[3758]= 0
invariant : 1'P_network[1882]= 0
invariant : 1'P_poll__networl[2001]= 0
invariant : 1'P_poll__networl[3464]= 0
invariant : 1'P_poll__networl[2868]= 0
invariant : 1'P_network[1878]= 0
invariant : 1'P_poll__networl[817]= 0
invariant : 1'P_network[3400]= 0
invariant : 1'P_poll__networl[2725]= 0
invariant : 1'P_network[3595]= 0
invariant : 1'P_poll__networl[3569]= 0
invariant : 1'P_network[4036]= 0
invariant : 1'P_poll__networl[3291]= 0
invariant : 1'P_network[2482]= 0
invariant : 1'P_network[2792]= 0
invariant : 1'P_network[1391]= 0
invariant : 1'P_network[1047]= 0
invariant : 1'P_network[964]= 0
invariant : 1'P_network[4015]= 0
invariant : 1'P_network[3810]= 0
invariant : 1'P_poll__networl[1053]= 0
invariant : 1'P_poll__networl[1247]= 0
invariant : 1'P_network[2161]= 0
invariant : 1'P_poll__networl[1333]= 0
invariant : 1'P_network[2665]= 0
invariant : 1'P_network[1605]= 0
invariant : 1'P_network[2684]= 0
invariant : 1'P_poll__networl[1518]= 0
invariant : 1'P_network[344]= 0
invariant : 1'P_poll__networl[2748]= 0
invariant : 1'P_poll__networl[3011]= 0
invariant : 1'P_poll__networl[3549]= 0
invariant : 1'P_poll__networl[2990]= 0
invariant : 1'P_poll__networl[525]= 0
invariant : 1'P_poll__networl[2270]= 0
invariant : 1'P_network[4366]= 0
invariant : 1'P_network[3723]= 0
invariant : 1'P_network[2343]= 0
invariant : 1'P_poll__networl[2799]= 0
invariant : 1'P_poll__networl[3960]= 0
invariant : 1'P_network[3292]= 0
invariant : 1'P_poll__networl[466]= 0
invariant : 1'P_network[2315]= 0
invariant : 1'P_network[515]= 0
invariant : 1'P_poll__networl[2319]= 0
invariant : 1'P_poll__networl[829]= 0
invariant : 1'P_network[3541]= 0
invariant : 1'P_network[3410]= 0
invariant : 1'P_poll__networl[1236]= 0
invariant : 1'P_poll__networl[2385]= 0
invariant : 1'P_poll__networl[2664]= 0
invariant : 1'P_network[460]= 0
invariant : 1'P_poll__networl[3169]= 0
invariant : 1'P_poll__networl[3991]= 0
invariant : 1'P_poll__networl[1486]= 0
invariant : 1'P_poll__networl[1536]= 0
invariant : 1'P_poll__networl[1376]= 0
invariant : 1'P_poll__networl[4190]= 0
invariant : 1'P_negotiation[9]= 0
invariant : 1'P_network[760]= 0
invariant : 1'P_poll__networl[4059]= 0
invariant : 1'P_poll__networl[787]= 0
invariant : 1'P_network[2212]= 0
invariant : 1'P_network[1381]= 0
invariant : 1'P_network[1568]= 0
invariant : 1'P_poll__networl[1839]= 0
invariant : 1'P_negotiation[195] + 1'P_negotiation[196] + 1'P_negotiation[197]= 1
invariant : 1'P_poll__networl[2940]= 0
invariant : 1'P_poll__networl[1894]= 0
invariant : 1'P_network[305]= 0
invariant : 1'P_network[2886]= 0
invariant : 1'P_poll__networl[2650]= 0
invariant : 1'P_poll__networl[4040]= 0
invariant : 1'P_poll__networl[144]= 0
invariant : 1'P_poll__networl[1772]= 0
invariant : 1'P_poll__networl[3179]= 0
invariant : 1'P_poll__networl[2620]= 0
invariant : 1'P_poll__networl[4032]= 0
invariant : 1'P_network[1865]= 0
invariant : 1'P_network[2689]= 0
invariant : 1'P_poll__networl[1174]= 0
invariant : 1'P_poll__networl[316]= 0
invariant : 1'P_network[454]= 0
invariant : 1'P_network[1277]= 0
invariant : 1'P_poll__networl[2085]= 0
invariant : 1'P_network[2354]= 0
invariant : 1'P_poll__networl[2509]= 0
invariant : 1'P_poll__networl[3498]= 0
invariant : 1'P_network[2922]= 0
invariant : 1'P_network[382]= 0
invariant : 1'P_poll__networl[1973]= 0
invariant : 1'P_poll__networl[3753]= 0
invariant : 1'P_poll__networl[3531]= 0
invariant : 1'P_network[2963]= 0
invariant : 1'P_poll__networl[2936]= 0
invariant : 1'P_poll__networl[2791]= 0
invariant : 1'P_network[3615]= 0
invariant : 1'P_network[1819]= 0
invariant : 1'P_network[4216]= 0
invariant : 1'P_network[370]= 0
invariant : 1'P_network[2326]= 0
invariant : 1'P_poll__networl[1807]= 0
invariant : 1'P_network[943]= 0
invariant : 1'P_poll__networl[3735]= 0
invariant : 1'P_poll__networl[3346]= 0
invariant : 1'P_poll__networl[3403]= 0
invariant : 1'P_network[317]= 0
invariant : 1'P_network[2487]= 0
invariant : 1'P_network[3272]= 0
invariant : 1'P_network[3589]= 0
invariant : 1'P_network[3880]= 0
invariant : 1'P_network[1486]= 0
invariant : 1'P_network[1513]= 0
invariant : 1'P_network[3724]= 0
invariant : 1'P_network[2135]= 0
invariant : 1'P_poll__networl[2564]= 0
invariant : 1'P_poll__networl[79]= 0
invariant : 1'P_poll__networl[1125]= 0
invariant : 1'P_network[851]= 0
invariant : 1'P_network[1510]= 0
invariant : 1'P_network[1920]= 0
invariant : 1'P_network[2519]= 0
invariant : 1'P_network[4109]= 0
invariant : 1'P_poll__networl[1244]= 0
invariant : 1'P_network[4057]= 0
invariant : 1'P_poll__networl[3049]= 0
invariant : 1'P_poll__networl[2755]= 0
invariant : 1'P_poll__networl[3755]= 0
invariant : 1'P_network[780]= 0
invariant : 1'P_poll__networl[3717]= 0
invariant : 1'P_poll__networl[1293]= 0
invariant : 1'P_network[56]= 0
invariant : 1'P_network[2328]= 0
invariant : 1'P_network[4231]= 0
invariant : 1'P_poll__networl[2398]= 0
invariant : 1'P_poll__networl[3509]= 0
invariant : 1'P_poll__networl[1019]= 0
invariant : 1'P_poll__networl[1104]= 0
invariant : 1'P_poll__networl[3204]= 0
invariant : 1'P_poll__networl[778]= 0
invariant : 1'P_network[2480]= 0
invariant : 1'P_negotiation[30]= 0
invariant : 1'P_poll__networl[1048]= 0
invariant : 1'P_poll__networl[3331]= 0
invariant : 1'P_network[3369]= 0
invariant : 1'P_poll__networl[1953]= 0
invariant : 1'P_network[857]= 0
invariant : 1'P_network[1505]= 0
invariant : 1'P_network[3529]= 0
invariant : 1'P_poll__networl[127]= 0
invariant : 1'P_network[1811]= 0
invariant : 1'P_poll__networl[529]= 0
invariant : 1'P_poll__networl[2198]= 0
invariant : 1'P_poll__networl[3296]= 0
invariant : 1'P_poll__networl[4112]= 0
invariant : 1'P_poll__waitingMessage[8] + 1'P_stage[25] + 1'P_stage[26]= 0
invariant : 1'P_network[213]= 0
invariant : 1'P_network[3666]= 0
invariant : 1'P_poll__networl[3276]= 0
invariant : 1'P_network[2814]= 0
invariant : 1'P_network[3098]= 0
invariant : 1'P_poll__networl[3975]= 0
invariant : 1'P_network[3495]= 0
invariant : 1'P_network[2300]= 0
invariant : 1'P_poll__networl[3087]= 0
invariant : 1'P_poll__networl[2866]= 0
invariant : 1'P_network[309]= 0
invariant : 1'P_poll__networl[1412]= 0
invariant : 1'P_poll__networl[649]= 0
invariant : 1'P_poll__networl[474]= 0
invariant : 1'P_network[2375]= 0
invariant : 1'P_network[4351]= 0
invariant : 1'P_network[2073]= 0
invariant : 1'P_network[2806]= 0
invariant : 1'P_poll__networl[352]= 0
invariant : 1'P_poll__networl[1767]= 0
invariant : 1'P_poll__networl[742]= 0
invariant : 1'P_poll__networl[3340]= 0
invariant : 1'P_network[3819]= 0
invariant : 1'P_poll__networl[1544]= 0
invariant : 1'P_poll__networl[3440]= 0
invariant : 1'P_poll__networl[808]= 0
invariant : 1'P_poll__networl[1814]= 0
invariant : 1'P_network[311]= 0
invariant : 1'P_poll__networl[508]= 0
invariant : 1'P_poll__networl[3483]= 0
invariant : 1'P_network[3643]= 0
invariant : 1'P_poll__networl[186]= 0
invariant : 1'P_poll__networl[955]= 0
invariant : 1'P_poll__networl[109]= 0
invariant : 1'P_network[3617]= 0
invariant : 1'P_network[2166]= 0
invariant : 1'P_poll__networl[1530]= 0
invariant : 1'P_network[202]= 0
invariant : 1'P_network[2050]= 0
invariant : 1'P_poll__networl[1323]= 0
invariant : 1'P_network[2783]= 0
invariant : 1'P_network[2506]= 0
invariant : 1'P_network[3544]= 0
invariant : 1'P_network[3076]= 0
invariant : 1'P_network[4218]= 0
invariant : 1'P_poll__networl[2407]= 0
invariant : 1'P_poll__networl[3872]= 0
invariant : 1'P_poll__networl[269]= 0
invariant : 1'P_poll__networl[2640]= 0
invariant : 1'P_poll__networl[2742]= 0
invariant : 1'P_network[417]= 0
invariant : 1'P_poll__networl[3751]= 0
invariant : 1'P_network[2055]= 0
invariant : 1'P_network[4343]= 0
invariant : 1'P_poll__networl[518]= 0
invariant : 1'P_poll__networl[2840]= 0
invariant : 1'P_poll__networl[1086]= 0
invariant : 1'P_poll__networl[2787]= 0
invariant : 1'P_poll__networl[563]= 0
invariant : 1'P_network[4233]= 0
invariant : 1'P_poll__networl[1219]= 0
invariant : 1'P_network[1058]= 0
invariant : 1'P_poll__networl[1078]= 0
invariant : 1'P_poll__networl[893]= 0
invariant : 1'P_network[2193]= 0
invariant : 1'P_network[1772]= 0
invariant : 1'P_poll__networl[2318]= 0
invariant : 1'P_network[2668]= 0
invariant : 1'P_poll__networl[2145]= 0
invariant : 1'P_poll__networl[2737]= 0
invariant : 1'P_poll__networl[3572]= 0
invariant : 1'P_poll__networl[1045]= 0
invariant : 1'P_network[802]= 0
invariant : 1'P_network[2153]= 0
invariant : 1'P_network[2635]= 0
invariant : 1'P_poll__networl[86]= 0
invariant : 1'P_poll__networl[3998]= 0
invariant : 1'P_poll__networl[3021]= 0
invariant : 1'P_poll__networl[4113]= 0
invariant : 1'P_poll__networl[1563]= 0
invariant : 1'P_poll__networl[3709]= 0
invariant : 1'P_network[2575]= 0
invariant : 1'P_network[1358]= 0
invariant : 1'P_network[897]= 0
invariant : 1'P_network[3999]= 0
invariant : 1'P_poll__networl[2108]= 0
invariant : 1'P_poll__networl[3222]= 0
invariant : 1'P_network[4268]= 0
invariant : 1'P_network[632]= 0
invariant : 1'P_poll__networl[1803]= 0
invariant : 1'P_sendAnnPs__broadcasting[1]= 0
invariant : 1'P_network[1111]= 0
invariant : 1'P_poll__networl[4305]= 0
invariant : 1'P_network[2914]= 0
invariant : 1'P_network[4183]= 0
invariant : 1'P_network[224]= 0
invariant : 1'P_network[363]= 0
invariant : 1'P_poll__networl[1935]= 0
invariant : 1'P_poll__networl[3187]= 0
invariant : 1'P_network[1430]= 0
invariant : 1'P_poll__networl[2916]= 0
invariant : 1'P_negotiation[135]= 0
invariant : 1'P_poll__networl[2852]= 0
invariant : 1'P_network[3338]= 0
invariant : 1'P_poll__networl[106]= 0
invariant : 1'P_poll__networl[2364]= 0
invariant : 1'P_poll__networl[412]= 0
invariant : 1'P_network[3496]= 0
invariant : 1'P_network[4043]= 0
invariant : 1'P_poll__networl[2528]= 0
invariant : 1'P_poll__networl[3228]= 0
invariant : 1'P_poll__networl[567]= 0
invariant : 1'P_network[1675]= 0
invariant : 1'P_network[965]= 0
invariant : 1'P_poll__networl[1413]= 0
invariant : 1'P_poll__networl[4024]= 0
invariant : 1'P_poll__networl[1912]= 0
invariant : 1'P_poll__networl[2832]= 0
invariant : 1'P_network[3322]= 0
invariant : 1'P_poll__networl[4248]= 0
invariant : 1'P_poll__networl[4193]= 0
invariant : 1'P_poll__networl[1697]= 0
invariant : 1'P_network[2485]= 0
invariant : 1'P_poll__networl[440]= 0
invariant : 1'P_poll__networl[1607]= 0
invariant : 1'P_poll__networl[3462]= 0
invariant : 1'P_poll__networl[1513]= 0
invariant : 1'P_network[3441]= 0
invariant : 1'P_poll__networl[1885]= 0
invariant : 1'P_poll__networl[789]= 0
invariant : 1'P_poll__networl[951]= 0
invariant : 1'P_network[2312]= 0
invariant : 1'P_poll__networl[4275]= 0
invariant : 1'P_poll__networl[3666]= 0
invariant : 1'P_network[1545]= 0
invariant : 1'P_poll__networl[2899]= 0
invariant : 1'P_poll__networl[2619]= 0
invariant : 1'P_poll__networl[3623]= 0
invariant : 1'P_poll__networl[3315]= 0
invariant : 1'P_network[2967]= 0
invariant : 1'P_network[3835]= 0
invariant : 1'P_poll__networl[2294]= 0
invariant : 1'P_poll__networl[4209]= 0
invariant : 1'P_network[2071]= 0
invariant : -1'P_poll__waitingMessage[4] + 1'P_stage[12]= 1
invariant : 1'P_poll__networl[1110]= 0
invariant : 1'P_poll__networl[3434]= 0
invariant : 1'P_poll__networl[1061]= 0
invariant : 1'P_poll__networl[3225]= 0
invariant : 1'P_network[2138]= 0
invariant : 1'P_network[583]= 0
invariant : 1'P_poll__networl[2708]= 0
invariant : 1'P_network[1409]= 0
invariant : 1'P_poll__networl[4356]= 0
invariant : 1'P_poll__networl[4031]= 0
invariant : 1'P_network[307]= 0
invariant : 1'P_poll__networl[4304]= 0
invariant : 1'P_network[1061]= 0
invariant : 1'P_poll__networl[441]= 0
invariant : 1'P_network[3192]= 0
invariant : 1'P_poll__networl[2562]= 0
invariant : 1'P_poll__networl[1639]= 0
invariant : 1'P_poll__networl[147]= 0
invariant : 1'P_poll__networl[4317]= 0
invariant : 1'P_poll__networl[1926]= 0
invariant : 1'P_network[145]= 0
invariant : 1'P_network[3774]= 0
invariant : 1'P_network[764]= 0
invariant : 1'P_network[2253]= 0
invariant : 1'P_poll__networl[2692]= 0
invariant : 1'P_poll__networl[2682]= 0
invariant : 1'P_network[2762]= 0
invariant : 1'P_poll__networl[1124]= 0
invariant : 1'P_poll__waitingMessage[2] + 1'P_stage[7] + 1'P_stage[8]= 0
invariant : 1'P_network[3376]= 0
invariant : 1'P_network[1667]= 0
invariant : 1'P_poll__networl[950]= 0
invariant : 1'P_network[2109]= 0
invariant : 1'P_poll__networl[1304]= 0
invariant : 1'P_poll__networl[355]= 0
invariant : 1'P_poll__networl[3390]= 0
invariant : 1'P_network[3340]= 0
invariant : 1'P_poll__networl[2220]= 0
invariant : 1'P_network[3713]= 0
invariant : 1'P_poll__networl[624]= 0
invariant : 1'P_poll__networl[1809]= 0
invariant : 1'P_poll__networl[1432]= 0
invariant : 1'P_poll__networl[3864]= 0
invariant : 1'P_network[3499]= 0
invariant : 1'P_network[4084]= 0
invariant : 1'P_network[2425]= 0
invariant : 1'P_network[1910]= 0
invariant : 1'P_network[3509]= 0
invariant : 1'P_network[3023]= 0
invariant : 1'P_poll__networl[1732]= 0
invariant : 1'P_poll__networl[3600]= 0
invariant : 1'P_poll__networl[416]= 0
invariant : 1'P_network[4026]= 0
invariant : 1'P_poll__networl[1506]= 0
invariant : 1'P_network[4245]= 0
invariant : 1'P_poll__networl[324]= 0
invariant : 1'P_network[2467]= 0
invariant : 1'P_poll__networl[912]= 0
invariant : 1'P_poll__networl[3076]= 0
invariant : 1'P_network[2639]= 0
invariant : 1'P_poll__networl[33]= 0
invariant : 1'P_poll__networl[3015]= 0
invariant : 1'P_network[2755]= 0
invariant : 1'P_network[463]= 0
invariant : 1'P_poll__waitingMessage[4] + 1'P_stage[13] + 1'P_stage[14]= 0
invariant : 1'P_network[3977]= 0
invariant : 1'P_network[514]= 0
invariant : 1'P_poll__networl[927]= 0
invariant : 1'P_poll__networl[2744]= 0
invariant : 1'P_poll__networl[2526]= 0
invariant : 1'P_poll__networl[35]= 0
invariant : 1'P_network[1844]= 0
invariant : 1'P_network[1918]= 0
invariant : 1'P_network[4136]= 0
invariant : 1'P_poll__networl[3479]= 0
invariant : 1'P_poll__networl[1139]= 0
invariant : 1'P_poll__networl[1176]= 0
invariant : 1'P_poll__networl[3042]= 0
invariant : 1'P_network[1753]= 0
invariant : 1'P_poll__networl[2046]= 0
invariant : 1'P_poll__networl[2236]= 0
invariant : 1'P_network[2837]= 0
invariant : 1'P_network[141]= 0
invariant : 1'P_negotiation[147] + -1'P_negotiation[153] + 1'P_startNeg__broadcasting[44]= 0
invariant : 1'P_network[519]= 0
invariant : 1'P_poll__networl[2516]= 0
invariant : 1'P_poll__networl[1249]= 0
invariant : 1'P_poll__networl[872]= 0
invariant : 1'P_poll__networl[156]= 0
invariant : 1'P_network[1670]= 0
invariant : 1'P_poll__networl[3669]= 0
invariant : 1'P_poll__networl[315]= 0
invariant : 1'P_network[1078]= 0
invariant : 1'P_network[993]= 0
invariant : 1'P_network[3749]= 0
invariant : 1'P_poll__networl[1301]= 0
invariant : 1'P_network[191]= 0
invariant : 1'P_poll__networl[9]= 0
invariant : 1'P_network[1786]= 0
invariant : 1'P_network[1913]= 0
invariant : 1'P_network[3823]= 0
invariant : 1'P_poll__networl[612]= 0
invariant : 1'P_poll__networl[1704]= 0
invariant : 1'P_poll__networl[3926]= 0
invariant : 1'P_network[559]= 0
invariant : 1'P_network[3259]= 0
invariant : 1'P_network[3837]= 0
invariant : 1'P_poll__networl[919]= 0
invariant : 1'P_poll__networl[3694]= 0
invariant : 1'P_poll__networl[3395]= 0
invariant : 1'P_poll__networl[2492]= 0
invariant : 1'P_poll__networl[2888]= 0
invariant : 1'P_poll__networl[1830]= 0
invariant : 1'P_poll__networl[1560]= 0
invariant : 1'P_poll__networl[2355]= 0
invariant : 1'P_network[3764]= 0
invariant : 1'P_poll__networl[4103]= 0
invariant : 1'P_network[1966]= 0
invariant : 1'P_poll__networl[599]= 0
invariant : 1'P_network[2309]= 0
invariant : 1'P_poll__networl[310]= 0
invariant : 1'P_network[1336]= 0
invariant : 1'P_network[1747]= 0
invariant : 1'P_poll__networl[2910]= 0
invariant : 1'P_poll__networl[3815]= 0
invariant : 1'P_poll__networl[2655]= 0
invariant : 1'P_poll__networl[1348]= 0
invariant : 1'P_network[3693]= 0
invariant : 1'P_poll__networl[2636]= 0
invariant : 1'P_network[4313]= 0
invariant : 1'P_poll__networl[647]= 0
invariant : 1'P_poll__networl[1864]= 0
invariant : 1'P_poll__networl[4199]= 0
invariant : 1'P_poll__networl[4340]= 0
invariant : 1'P_poll__networl[975]= 0
invariant : 1'P_poll__networl[150]= 0
invariant : 1'P_network[4056]= 0
invariant : 1'P_poll__networl[3773]= 0
invariant : 1'P_poll__networl[4302]= 0
invariant : 1'P_negotiation[153] + -1'P_negotiation[156] + 1'P_startNeg__broadcasting[45]= 0
invariant : 1'P_negotiation[75] + 1'P_negotiation[76] + 1'P_negotiation[77]= 1
invariant : 1'P_network[2399]= 0
invariant : 1'P_poll__networl[2372]= 0
invariant : 1'P_network[3893]= 0
invariant : 1'P_network[2923]= 0
invariant : 1'P_network[1542]= 0
invariant : 1'P_poll__networl[2296]= 0
invariant : 1'P_network[3712]= 0
invariant : 1'P_poll__networl[1893]= 0
invariant : 1'P_network[746]= 0
invariant : 1'P_network[2213]= 0
invariant : 1'P_poll__networl[3877]= 0
invariant : 1'P_poll__networl[1838]= 0
invariant : 1'P_poll__networl[3912]= 0
invariant : 1'P_network[3170]= 0
invariant : 1'P_poll__networl[1717]= 0
invariant : 1'P_network[4294]= 0
invariant : 1'P_network[1480]= 0
invariant : 1'P_poll__networl[2367]= 0
invariant : 1'P_network[3334]= 0
invariant : 1'P_network[3640]= 0
invariant : 1'P_poll__networl[76]= 0
invariant : 1'P_poll__networl[1441]= 0
invariant : 1'P_poll__networl[4360]= 0
invariant : 1'P_poll__networl[2161]= 0
invariant : 1'P_network[3154]= 0
invariant : 1'P_negotiation[66] + 1'P_negotiation[67] + 1'P_negotiation[68]= 1
invariant : 1'P_network[3711]= 0
invariant : 1'P_network[4199]= 0
invariant : 1'P_poll__networl[3265]= 0
invariant : 1'P_network[91]= 0
invariant : 1'P_poll__networl[4084]= 0
invariant : 1'P_network[2095]= 0
invariant : 1'P_poll__networl[1163]= 0
invariant : 1'P_network[1081]= 0
invariant : 1'P_network[3019]= 0
invariant : 1'P_poll__networl[2681]= 0
invariant : 1'P_poll__networl[2833]= 0
invariant : 1'P_network[4274]= 0
invariant : 1'P_poll__networl[3897]= 0
invariant : 1'P_poll__networl[3277]= 0
invariant : 1'P_negotiation[3]= 0
invariant : 1'P_poll__networl[682]= 0
invariant : 1'P_poll__networl[3377]= 0
invariant : 1'P_poll__networl[966]= 0
invariant : 1'P_network[1263]= 0
invariant : 1'P_network[1520]= 0
invariant : 1'P_network[470]= 0
invariant : 1'P_network[3175]= 0
invariant : 1'P_poll__networl[2810]= 0
invariant : 1'P_poll__networl[4274]= 0
invariant : 1'P_poll__networl[1328]= 0
invariant : 1'P_network[149]= 0
invariant : 1'P_poll__networl[2948]= 0
invariant : 1'P_poll__networl[3671]= 0
invariant : 1'P_poll__networl[1539]= 0
invariant : 1'P_poll__networl[1168]= 0
invariant : 1'P_poll__networl[4217]= 0
invariant : 1'P_network[2954]= 0
invariant : 1'P_poll__networl[2082]= 0
invariant : 1'P_poll__networl[2869]= 0
invariant : 1'P_poll__networl[3771]= 0
invariant : 1'P_poll__networl[2033]= 0
invariant : 1'P_network[2724]= 0
invariant : 1'P_poll__networl[4155]= 0
invariant : 1'P_poll__networl[2718]= 0
invariant : 1'P_poll__networl[885]= 0
invariant : 1'P_network[4019]= 0
invariant : 1'P_poll__networl[143]= 0
invariant : 1'P_poll__networl[4257]= 0
invariant : 1'P_poll__networl[2749]= 0
invariant : 1'P_poll__networl[2654]= 0
invariant : 1'P_poll__networl[840]= 0
invariant : 1'P_network[1921]= 0
invariant : 1'P_poll__networl[2687]= 0
invariant : 1'P_negotiation[36] + -1'P_negotiation[39] + 1'P_startNeg__broadcasting[10]= 0
invariant : 1'P_negotiation[180]= 0
invariant : 1'P_poll__networl[3654]= 0
invariant : 1'P_network[2]= 0
invariant : 1'P_network[4253]= 0
invariant : 1'P_poll__networl[1682]= 0
invariant : 1'P_poll__networl[3990]= 0
invariant : 1'P_poll__networl[3001]= 0
invariant : 1'P_poll__networl[1881]= 0
invariant : 1'P_poll__networl[2776]= 0
invariant : 1'P_poll__networl[3621]= 0
invariant : 1'P_network[673]= 0
invariant : 1'P_poll__networl[3921]= 0
invariant : 1'P_network[2937]= 0
invariant : 1'P_network[3836]= 0
invariant : 1'P_poll__networl[1876]= 0
invariant : 1'P_poll__networl[2979]= 0
invariant : -1'P_electedPrimary[0] + -1'P_sendAnnPs__broadcasting[0] + 1'P_stage[1]= 0
invariant : 1'P_network[812]= 0
invariant : 1'P_poll__networl[405]= 0
invariant : 1'P_poll__networl[1971]= 0
invariant : 1'P_poll__networl[2290]= 0
invariant : 1'P_poll__networl[3378]= 0
invariant : 1'P_poll__networl[2782]= 0
invariant : 1'P_network[3865]= 0
invariant : 1'P_network[1768]= 0
invariant : 1'P_poll__networl[2857]= 0
invariant : 1'P_poll__networl[1517]= 0
invariant : 1'P_network[3118]= 0
invariant : 1'P_poll__networl[2431]= 0
invariant : 1'P_poll__networl[4127]= 0
invariant : 1'P_network[1626]= 0
invariant : 1'P_network[3104]= 0
invariant : 1'P_poll__networl[2856]= 0
invariant : 1'P_poll__networl[273]= 0
invariant : 1'P_poll__networl[1675]= 0
invariant : 1'P_network[3559]= 0
invariant : 1'P_network[1858]= 0
invariant : 1'P_network[103]= 0
invariant : 1'P_network[3692]= 0
invariant : 1'P_poll__networl[2590]= 0
invariant : 1'P_poll__networl[1246]= 0
invariant : 1'P_network[4045]= 0
invariant : 1'P_network[3394]= 0
invariant : 1'P_network[3452]= 0
invariant : 1'P_network[4000]= 0
invariant : 1'P_poll__networl[2576]= 0
invariant : 1'P_network[1427]= 0
invariant : 1'P_network[2968]= 0
invariant : 1'P_poll__networl[676]= 0
invariant : 1'P_poll__networl[146]= 0
invariant : 1'P_network[5]= 0
invariant : 1'P_network[3055]= 0
invariant : 1'P_network[4270]= 0
invariant : 1'P_network[2866]= 0
invariant : 1'P_network[2419]= 0
invariant : 1'P_poll__networl[1480]= 0
invariant : 1'P_network[1158]= 0
invariant : 1'P_network[4102]= 0
invariant : 1'P_poll__networl[3226]= 0
invariant : 1'P_poll__networl[398]= 0
invariant : 1'P_network[3935]= 0
invariant : 1'P_poll__networl[2251]= 0
invariant : 1'P_network[1499]= 0
invariant : 1'P_poll__networl[24]= 0
invariant : 1'P_poll__networl[3370]= 0
invariant : 1'P_poll__networl[4186]= 0
invariant : 1'P_poll__networl[739]= 0
invariant : 1'P_network[113]= 0
invariant : 1'P_network[3215]= 0
invariant : 1'P_network[3084]= 0
invariant : 1'P_network[3161]= 0
invariant : 1'P_network[1340]= 0
invariant : 1'P_network[489]= 0
invariant : 1'P_poll__networl[153]= 0
invariant : 1'P_poll__networl[427]= 0
invariant : 1'P_poll__networl[509]= 0
invariant : 1'P_network[3270]= 0
invariant : 1'P_network[1534]= 0
invariant : 1'P_network[1866]= 0
invariant : 1'P_poll__networl[3828]= 0
invariant : 1'P_network[1208]= 0
invariant : 1'P_poll__networl[910]= 0
invariant : 1'P_network[3669]= 0
invariant : 1'P_electionInit[6] + -1'P_negotiation[165] + 1'P_startNeg__broadcasting[48]= 0
invariant : 1'P_poll__networl[1734]= 0
invariant : 1'P_poll__networl[3264]= 0
invariant : 1'P_network[30]= 0
invariant : 1'P_network[1697]= 0
invariant : 1'P_network[1661]= 0
invariant : 1'P_network[408]= 0
invariant : 1'P_poll__networl[2846]= 0
invariant : 1'P_poll__networl[1875]= 0
invariant : 1'P_electionInit[5] + -1'P_negotiation[138] + 1'P_startNeg__broadcasting[40]= 0
invariant : 1'P_network[1127]= 0
invariant : 1'P_network[1076]= 0
invariant : 1'P_poll__networl[1750]= 0
invariant : 1'P_network[3277]= 0
invariant : 1'P_poll__networl[2757]= 0
invariant : 1'P_poll__networl[2973]= 0
invariant : 1'P_network[1572]= 0
invariant : 1'P_network[35]= 0
invariant : 1'P_poll__networl[729]= 0
invariant : 1'P_poll__networl[1546]= 0
invariant : 1'P_network[1126]= 0
invariant : 1'P_network[53]= 0
invariant : 1'P_poll__networl[4043]= 0
invariant : 1'P_poll__networl[2029]= 0
invariant : 1'P_network[4182]= 0
invariant : 1'P_network[946]= 0
invariant : 1'P_network[3864]= 0
invariant : 1'P_poll__networl[2679]= 0
invariant : 1'P_poll__networl[113]= 0
invariant : 1'P_network[3476]= 0
invariant : 1'P_network[538]= 0
invariant : 1'P_network[3608]= 0
invariant : 1'P_network[2953]= 0
invariant : 1'P_network[427]= 0
invariant : 1'P_network[3801]= 0
invariant : 1'P_poll__networl[141]= 0
invariant : 1'P_poll__networl[4221]= 0
invariant : 1'P_poll__networl[1599]= 0
invariant : 1'P_poll__networl[4125]= 0
invariant : 1'P_network[3295]= 0
invariant : 1'P_network[130]= 0
invariant : 1'P_network[1544]= 0
invariant : 1'P_network[2563]= 0
invariant : 1'P_network[3297]= 0
invariant : 1'P_network[3921]= 0
invariant : 1'P_poll__networl[3725]= 0
invariant : 1'P_poll__networl[3318]= 0
invariant : 1'P_network[3767]= 0
invariant : 1'P_poll__networl[1406]= 0
invariant : 1'P_network[2293]= 0
invariant : 1'P_poll__networl[2702]= 0
invariant : 1'P_network[1279]= 0
invariant : 1'P_network[1484]= 0
invariant : 1'P_network[4211]= 0
invariant : 1'P_poll__networl[759]= 0
invariant : 1'P_network[2360]= 0
invariant : 1'P_negotiation[55] + 1'P_negotiation[56]= 0
invariant : 1'P_network[1357]= 0
invariant : 1'P_poll__networl[409]= 0
invariant : 1'P_poll__networl[3674]= 0
invariant : 1'P_poll__networl[4329]= 0
invariant : 1'P_network[74]= 0
invariant : 1'P_network[2126]= 0
invariant : 1'P_network[2578]= 0
invariant : 1'P_negotiation[102] + 1'P_negotiation[103] + 1'P_negotiation[104]= 1
invariant : 1'P_network[1507]= 0
invariant : 1'P_poll__networl[3424]= 0
invariant : 1'P_network[401]= 0
invariant : 1'P_poll__networl[845]= 0
invariant : 1'P_poll__networl[403]= 0
invariant : 1'P_poll__networl[272]= 0
invariant : 1'P_network[1724]= 0
invariant : 1'P_network[2721]= 0
invariant : 1'P_network[1384]= 0
invariant : 1'P_poll__networl[3173]= 0
invariant : 1'P_poll__networl[3651]= 0
invariant : 1'P_poll__networl[804]= 0
invariant : 1'P_poll__networl[2330]= 0
invariant : 1'P_negotiation[174] + -1'P_negotiation[177] + 1'P_startNeg__broadcasting[52]= 0
invariant : 1'P_network[1987]= 0
invariant : 1'P_poll__networl[4287]= 0
invariant : 1'P_poll__networl[1291]= 0
invariant : 1'P_poll__networl[1719]= 0
invariant : 1'P_network[2057]= 0
invariant : 1'P_poll__networl[2834]= 0
invariant : 1'P_network[796]= 0
invariant : 1'P_poll__networl[1665]= 0
invariant : 1'P_network[1756]= 0
invariant : 1'P_network[1376]= 0
invariant : 1'P_network[2680]= 0
invariant : 1'P_network[3647]= 0
invariant : 1'P_poll__networl[1765]= 0
invariant : 1'P_network[1733]= 0
invariant : 1'P_poll__networl[4350]= 0
invariant : 1'P_network[1068]= 0
invariant : 1'P_poll__networl[730]= 0
invariant : 1'P_poll__networl[3938]= 0
invariant : 1'P_network[1969]= 0
invariant : 1'P_poll__networl[2195]= 0
invariant : 1'P_network[737]= 0
invariant : 1'P_network[1588]= 0
invariant : 1'P_poll__networl[3774]= 0
invariant : 1'P_network[2904]= 0
invariant : 1'P_poll__networl[396]= 0
invariant : 1'P_poll__networl[4076]= 0
invariant : 1'P_network[2164]= 0
invariant : 1'P_poll__networl[4055]= 0
invariant : 1'P_poll__networl[1978]= 0
invariant : 1'P_poll__networl[3510]= 0
invariant : 1'P_poll__networl[2366]= 0
invariant : 1'P_poll__networl[2890]= 0
invariant : 1'P_poll__networl[1916]= 0
invariant : 1'P_network[76]= 0
invariant : 1'P_poll__networl[4315]= 0
invariant : 1'P_network[3968]= 0
invariant : 1'P_electedPrimary[2] + 1'P_electedSecondary[2] + 1'P_negotiation[78] + 1'P_poll__handlingMessage[2] + 1'P_poll__pollEnd[2] + 1'P_poll__waitingMessage[2] + 1'P_polling[2] + 1'P_sendAnnPs__broadcasting[16] + 1'P_sendAnnPs__broadcasting[17] + 1'P_sendAnnPs__broadcasting[18] + 1'P_sendAnnPs__broadcasting[19] + 1'P_sendAnnPs__broadcasting[20] + 1'P_sendAnnPs__broadcasting[21] + 1'P_sendAnnPs__broadcasting[22] + 1'P_sendAnnPs__broadcasting[23] + 1'P_startNeg__broadcasting[23]= 1
invariant : 1'P_network[2027]= 0
invariant : 1'P_network[2257]= 0
invariant : 1'P_network[3779]= 0
invariant : 1'P_poll__networl[2327]= 0
invariant : 1'P_network[3585]= 0
invariant : 1'P_poll__networl[6]= 0
invariant : 1'P_network[2046]= 0
invariant : 1'P_poll__networl[532]= 0
invariant : 1'P_poll__networl[4]= 0
invariant : 1'P_poll__networl[1834]= 0
invariant : 1'P_poll__networl[2807]= 0
invariant : 1'P_network[3745]= 0
invariant : 1'P_network[1270]= 0
invariant : 1'P_network[2422]= 0
invariant : 1'P_network[3408]= 0
invariant : 1'P_network[1403]= 0
invariant : 1'P_network[685]= 0
invariant : 1'P_poll__networl[4347]= 0
invariant : 1'P_poll__networl[4070]= 0
invariant : 1'P_poll__networl[344]= 0
invariant : 1'P_network[236]= 0
invariant : 1'P_negotiation[165] + -1'P_negotiation[168] + 1'P_startNeg__broadcasting[49]= 0
invariant : 1'P_poll__networl[1031]= 0
invariant : 1'P_poll__networl[2560]= 0
invariant : 1'P_network[4355]= 0
invariant : 1'P_network[947]= 0
invariant : 1'P_network[2424]= 0
invariant : 1'P_poll__networl[3695]= 0
invariant : 1'P_poll__networl[743]= 0
invariant : 1'P_poll__networl[3989]= 0
invariant : 1'P_network[631]= 0
invariant : 1'P_network[438]= 0
invariant : 1'P_network[2368]= 0
invariant : 1'P_poll__networl[1439]= 0
invariant : 1'P_network[1212]= 0
invariant : 1'P_network[581]= 0
invariant : 1'P_poll__networl[3004]= 0
invariant : 1'P_poll__networl[148]= 0
invariant : 1'P_network[2864]= 0
invariant : 1'P_poll__networl[3667]= 0
invariant : 1'P_poll__networl[2132]= 0
invariant : 1'P_network[274]= 0
invariant : 1'P_network[1087]= 0
invariant : 1'P_poll__networl[2141]= 0
invariant : 1'P_poll__networl[2843]= 0
invariant : 1'P_network[962]= 0
invariant : 1'P_poll__networl[3233]= 0
invariant : 1'P_poll__networl[2156]= 0
invariant : 1'P_network[2400]= 0
invariant : 1'P_poll__networl[189]= 0
invariant : 1'P_poll__networl[2891]= 0
invariant : 1'P_network[2139]= 0
invariant : 1'P_network[2777]= 0
invariant : 1'P_network[1914]= 0
invariant : 1'P_poll__networl[3616]= 0
invariant : 1'P_network[4252]= 0
invariant : 1'P_network[4359]= 0
invariant : 1'P_poll__networl[3643]= 0
invariant : 1'P_poll__networl[3865]= 0
invariant : 1'P_network[4091]= 0
invariant : 1'P_poll__networl[857]= 0
invariant : 1'P_poll__networl[3932]= 0
invariant : 1'P_network[1654]= 0
invariant : 1'P_network[2029]= 0
invariant : 1'P_poll__networl[304]= 0
invariant : 1'P_poll__networl[1620]= 0
invariant : 1'P_poll__networl[1337]= 0
invariant : 1'P_network[1406]= 0
invariant : 1'P_poll__networl[386]= 0
invariant : 1'P_network[898]= 0
invariant : 1'P_poll__networl[4261]= 0
invariant : 1'P_poll__networl[2680]= 0
invariant : 1'P_network[1046]= 0
invariant : 1'P_poll__networl[749]= 0
invariant : 1'P_network[7]= 0
invariant : 1'P_network[1567]= 0
invariant : 1'P_network[2536]= 0
invariant : 1'P_poll__networl[510]= 0
invariant : 1'P_network[1274]= 0
invariant : 1'P_network[1875]= 0
invariant : 1'P_network[3784]= 0
invariant : 1'P_poll__networl[1237]= 0
invariant : 1'P_network[644]= 0
invariant : 1'P_poll__networl[3543]= 0
invariant : 1'P_poll__networl[4126]= 0
invariant : 1'P_network[1226]= 0
invariant : 1'P_poll__networl[2531]= 0
invariant : 1'P_poll__networl[2532]= 0
invariant : 1'P_network[671]= 0
invariant : 1'P_poll__networl[83]= 0
invariant : 1'P_network[1947]= 0
invariant : 1'P_network[1024]= 0
invariant : 1'P_network[1573]= 0
invariant : 1'P_poll__networl[452]= 0
invariant : 1'P_network[1325]= 0
invariant : 1'P_negotiation[54]= 0
invariant : 1'P_poll__networl[1761]= 0
invariant : 1'P_network[725]= 0
invariant : 1'P_poll__networl[892]= 0
invariant : 1'P_poll__networl[853]= 0
invariant : 1'P_poll__networl[3292]= 0
invariant : 1'P_poll__networl[4242]= 0
invariant : 1'P_negotiation[156] + 1'P_negotiation[157] + 1'P_negotiation[158]= 1
invariant : 1'P_network[1857]= 0
invariant : 1'P_poll__networl[1430]= 0
invariant : 1'P_poll__networl[2485]= 0
invariant : 1'P_poll__networl[2775]= 0
invariant : 1'P_poll__networl[3099]= 0
invariant : 1'P_poll__networl[1423]= 0
invariant : 1'P_poll__networl[2112]= 0
invariant : 1'P_network[3349]= 0
invariant : 1'P_poll__networl[3839]= 0
invariant : 1'P_network[1177]= 0
invariant : 1'P_network[1248]= 0
invariant : 1'P_network[3380]= 0
invariant : 1'P_poll__networl[3267]= 0
invariant : 1'P_poll__networl[1832]= 0
invariant : 1'P_poll__networl[2975]= 0
invariant : 1'P_network[1320]= 0
invariant : 1'P_network[803]= 0
invariant : 1'P_network[2576]= 0
invariant : 1'P_negotiation[72] + 1'P_negotiation[73] + 1'P_negotiation[74]= 1
invariant : 1'P_poll__networl[2795]= 0
invariant : 1'P_network[456]= 0
invariant : 1'P_network[924]= 0
invariant : 1'P_network[3803]= 0
invariant : 1'P_poll__networl[2740]= 0
invariant : 1'P_network[3433]= 0
invariant : 1'P_poll__networl[1640]= 0
invariant : 1'P_poll__networl[3860]= 0
invariant : 1'P_network[2631]= 0
invariant : 1'P_network[3550]= 0
invariant : 1'P_poll__networl[3639]= 0
invariant : 1'P_network[1051]= 0
invariant : 1'P_network[1322]= 0
invariant : 1'P_network[3163]= 0
invariant : 1'P_poll__networl[1410]= 0
invariant : 1'P_network[2751]= 0
invariant : 1'P_network[2613]= 0
invariant : 1'P_poll__networl[2203]= 0
invariant : 1'P_network[3937]= 0
invariant : 1'P_network[2859]= 0
invariant : 1'P_poll__networl[668]= 0
invariant : 1'P_network[1018]= 0
invariant : 1'P_poll__networl[4097]= 0
invariant : -1'P_poll__waitingMessage[3] + 1'P_stage[9]= 1
invariant : 1'P_network[3398]= 0
invariant : 1'P_poll__networl[369]= 0
invariant : 1'P_poll__networl[2323]= 0
invariant : 1'P_poll__networl[342]= 0
invariant : 1'P_network[479]= 0
invariant : 1'P_network[4130]= 0
invariant : 1'P_network[4240]= 0
invariant : 1'P_negotiation[219] + -1'P_negotiation[222] + 1'P_startNeg__broadcasting[65]= 0
invariant : 1'P_network[3018]= 0
invariant : 1'P_network[3878]= 0
invariant : 1'P_poll__networl[3842]= 0
invariant : 1'P_poll__networl[1646]= 0
invariant : 1'P_network[1765]= 0
invariant : 1'P_network[2749]= 0
invariant : 1'P_network[1115]= 0
invariant : 1'P_network[2351]= 0
invariant : 1'P_poll__networl[37]= 0
invariant : 1'P_poll__networl[3072]= 0
invariant : 1'P_poll__networl[3924]= 0
invariant : 1'P_network[580]= 0
invariant : 1'P_poll__networl[2882]= 0
invariant : 1'P_network[3328]= 0
invariant : 1'P_poll__networl[1724]= 0
invariant : 1'P_poll__networl[2522]= 0
invariant : 1'P_poll__networl[1276]= 0
invariant : 1'P_network[2936]= 0
invariant : 1'P_network[400]= 0
invariant : 1'P_poll__networl[2134]= 0
invariant : 1'P_poll__networl[2752]= 0
invariant : 1'P_poll__networl[180]= 0
invariant : 1'P_network[4048]= 0
invariant : 1'P_poll__networl[4301]= 0
invariant : 1'P_network[1874]= 0
invariant : 1'P_poll__networl[1193]= 0
invariant : 1'P_poll__networl[2434]= 0
invariant : 1'P_poll__networl[4158]= 0
invariant : 1'P_poll__networl[3966]= 0
invariant : 1'P_poll__networl[4183]= 0
invariant : 1'P_poll__networl[288]= 0
invariant : 1'P_poll__networl[746]= 0
invariant : 1'P_network[4340]= 0
invariant : 1'P_network[904]= 0
invariant : 1'P_network[1970]= 0
invariant : 1'P_network[3324]= 0
invariant : 1'P_poll__networl[3852]= 0
invariant : 1'P_network[1518]= 0
invariant : 1'P_poll__networl[3538]= 0
invariant : 1'P_poll__networl[3802]= 0
invariant : 1'P_network[1757]= 0
invariant : 1'P_poll__networl[295]= 0
invariant : 1'P_network[2865]= 0
invariant : 1'P_network[1266]= 0
invariant : 1'P_poll__networl[1015]= 0
invariant : 1'P_network[4178]= 0
invariant : 1'P_poll__networl[1279]= 0
invariant : 1'P_poll__networl[2400]= 0
invariant : 1'P_poll__networl[2242]= 0
invariant : 1'P_network[2262]= 0
invariant : 1'P_poll__networl[3278]= 0
invariant : 1'P_poll__networl[4107]= 0
invariant : 1'P_network[2620]= 0
invariant : 1'P_poll__networl[111]= 0
invariant : 1'P_poll__networl[2004]= 0
invariant : 1'P_poll__networl[3209]= 0
invariant : 1'P_poll__networl[3925]= 0
invariant : 1'P_poll__networl[3248]= 0
invariant : 1'P_poll__networl[3930]= 0
invariant : 1'P_network[1952]= 0
invariant : 1'P_network[3910]= 0
invariant : 1'P_poll__networl[697]= 0
invariant : 1'P_network[1943]= 0
invariant : 1'P_poll__networl[4093]= 0
invariant : 1'P_poll__networl[3648]= 0
invariant : 1'P_poll__networl[4058]= 0
invariant : 1'P_poll__networl[265]= 0
invariant : 1'P_poll__networl[465]= 0
invariant : 1'P_network[3261]= 0
invariant : 1'P_poll__networl[2797]= 0
invariant : 1'P_network[2887]= 0
invariant : 1'P_poll__networl[250]= 0
invariant : 1'P_poll__networl[1497]= 0
invariant : 1'P_network[2679]= 0
invariant : 1'P_poll__networl[2414]= 0
invariant : 1'P_poll__networl[1012]= 0
invariant : 1'P_network[3722]= 0
invariant : 1'P_poll__networl[3351]= 0
invariant : 1'P_poll__networl[3458]= 0
invariant : 1'P_network[79]= 0
invariant : 1'P_poll__networl[944]= 0
invariant : 1'P_network[4126]= 0
invariant : 1'P_network[2289]= 0
invariant : 1'P_network[617]= 0
invariant : 1'P_network[3932]= 0
invariant : 1'P_poll__networl[670]= 0
invariant : 1'P_poll__networl[1509]= 0
invariant : 1'P_network[1592]= 0
invariant : 1'P_poll__networl[1099]= 0
invariant : 1'P_network[97]= 0
invariant : 1'P_poll__networl[1748]= 0
invariant : 1'P_poll__networl[2733]= 0
invariant : 1'P_poll__networl[2629]= 0
invariant : 1'P_network[1945]= 0
invariant : 1'P_poll__networl[4323]= 0
invariant : 1'P_network[1237]= 0
invariant : 1'P_network[4161]= 0
invariant : 1'P_network[978]= 0
invariant : 1'P_poll__waitingMessage[5] + 1'P_stage[16] + 1'P_stage[17]= 0
invariant : 1'P_network[1378]= 0
invariant : 1'P_poll__networl[1779]= 0
invariant : 1'P_network[2323]= 0
invariant : 1'P_poll__networl[2086]= 0
invariant : 1'P_poll__networl[2618]= 0
invariant : 1'P_negotiation[111] + -1'P_negotiation[114] + 1'P_startNeg__broadcasting[33]= 0
invariant : 1'P_network[3073]= 0
invariant : 1'P_poll__networl[3929]= 0
invariant : 1'P_negotiation[177] + -1'P_negotiation[183] + 1'P_startNeg__broadcasting[53]= 0
invariant : 1'P_poll__networl[3100]= 0
invariant : 1'P_network[2317]= 0
invariant : 1'P_negotiation[45] + 1'P_negotiation[46] + 1'P_negotiation[47]= 1
invariant : 1'P_poll__networl[3352]= 0
invariant : 1'P_poll__networl[1617]= 0
invariant : 1'P_poll__networl[4071]= 0
invariant : 1'P_poll__networl[217]= 0
invariant : 1'P_poll__networl[4025]= 0
invariant : 1'P_network[2670]= 0
invariant : 1'P_poll__networl[3485]= 0
invariant : 1'P_poll__networl[3582]= 0
invariant : 1'P_network[2468]= 0
invariant : 1'P_network[3696]= 0
invariant : 1'P_poll__networl[4370]= 0
invariant : 1'P_poll__networl[3027]= 0
invariant : 1'P_poll__networl[598]= 0
invariant : 1'P_network[1759]= 0
invariant : 1'P_network[1450]= 0
invariant : 1'P_poll__networl[2088]= 0
invariant : 1'P_network[362]= 0
invariant : 1'P_network[3623]= 0
invariant : 1'P_network[136]= 0
invariant : 1'P_poll__networl[1870]= 0
invariant : 1'P_poll__networl[3560]= 0
invariant : 1'P_poll__networl[2545]= 0
invariant : 1'P_poll__networl[3967]= 0
invariant : 1'P_poll__networl[48]= 0
invariant : 1'P_network[1600]= 0
invariant : 1'P_network[1031]= 0
invariant : 1'P_poll__networl[3702]= 0
invariant : 1'P_poll__networl[1016]= 0
invariant : 1'P_network[3274]= 0
invariant : 1'P_network[3967]= 0
invariant : 1'P_poll__networl[736]= 0
invariant : 1'P_network[980]= 0
invariant : 1'P_poll__networl[1611]= 0
invariant : 1'P_poll__networl[3784]= 0
invariant : 1'P_poll__networl[3215]= 0
invariant : 1'P_poll__networl[1762]= 0
invariant : 1'P_poll__networl[3557]= 0
invariant : 1'P_poll__networl[755]= 0
invariant : 1'P_poll__networl[1725]= 0
invariant : 1'P_poll__networl[3931]= 0
invariant : 1'P_poll__networl[1083]= 0
invariant : 1'P_poll__networl[869]= 0
invariant : 1'P_network[2569]= 0
invariant : 1'P_poll__networl[43]= 0
invariant : 1'P_network[572]= 0
invariant : 1'P_network[2402]= 0
invariant : 1'P_network[3396]= 0
invariant : 1'P_network[4308]= 0
invariant : 1'P_poll__networl[828]= 0
invariant : 1'P_network[3624]= 0
invariant : 1'P_poll__networl[916]= 0
invariant : 1'P_poll__networl[635]= 0
invariant : 1'P_network[1315]= 0
invariant : 1'P_poll__networl[4157]= 0
invariant : 1'P_poll__networl[3229]= 0
invariant : 1'P_network[2650]= 0
invariant : 1'P_network[3747]= 0
invariant : 1'P_network[1]= 0
invariant : 1'P_poll__networl[4243]= 0
invariant : 1'P_poll__networl[2103]= 0
invariant : 1'P_poll__networl[2100]= 0
invariant : 1'P_network[3981]= 0
invariant : 1'P_network[1735]= 0
invariant : 1'P_poll__networl[863]= 0
invariant : 1'P_network[922]= 0
invariant : 1'P_network[4305]= 0
invariant : 1'P_poll__networl[4289]= 0
invariant : 1'P_poll__networl[3823]= 0
invariant : 1'P_network[2752]= 0
invariant : 1'P_poll__networl[586]= 0
invariant : 1'P_network[3139]= 0
invariant : 1'P_network[3482]= 0
invariant : 1'P_poll__networl[1985]= 0
invariant : 1'P_poll__networl[2130]= 0
invariant : 1'P_network[4328]= 0
invariant : 1'P_poll__networl[3590]= 0
invariant : 1'P_network[577]= 0
invariant : 1'P_poll__networl[3184]= 0
invariant : 1'P_network[4090]= 0
invariant : 1'P_network[3927]= 0
invariant : 1'P_poll__networl[3345]= 0
invariant : 1'P_poll__networl[27]= 0
invariant : 1'P_poll__networl[2340]= 0
invariant : 1'P_poll__networl[2538]= 0
invariant : 1'P_poll__networl[2643]= 0
invariant : 1'P_poll__networl[2307]= 0
invariant : 1'P_network[4196]= 0
invariant : 1'P_poll__networl[1652]= 0
invariant : 1'P_network[3513]= 0
invariant : 1'P_network[3939]= 0
invariant : 1'P_network[1250]= 0
invariant : 1'P_network[1273]= 0
invariant : 1'P_poll__networl[3944]= 0
invariant : 1'P_network[3379]= 0
invariant : 1'P_poll__networl[1285]= 0
invariant : 1'P_poll__networl[3937]= 0
invariant : 1'P_network[2994]= 0
invariant : 1'P_network[3247]= 0
invariant : 1'P_poll__networl[2677]= 0
invariant : 1'P_poll__networl[2589]= 0
invariant : 1'P_poll__networl[3554]= 0
invariant : 1'P_masterState[54] + 1'P_masterState[55] + 1'P_masterState[56] + 1'P_masterState[57] + 1'P_masterState[58] + 1'P_masterState[59] + 1'P_masterState[60] + 1'P_masterState[61] + 1'P_masterState[62] + 1'P_masterState[63] + 1'P_masterState[64] + 1'P_masterState[65] + 1'P_masterState[66] + 1'P_masterState[67] + 1'P_masterState[68] + 1'P_masterState[69] + 1'P_masterState[70] + 1'P_masterState[71]= 1
invariant : 1'P_poll__networl[2827]= 0
invariant : 1'P_network[1439]= 0
invariant : 1'P_poll__networl[3501]= 0
invariant : 1'P_poll__networl[3023]= 0
invariant : 1'P_poll__networl[3242]= 0
invariant : 1'P_network[995]= 0
invariant : 1'P_poll__networl[2058]= 0
invariant : 1'P_network[2314]= 0
invariant : 1'P_network[352]= 0
invariant : 1'P_network[1318]= 0
invariant : 1'P_network[656]= 0
invariant : 1'P_network[26]= 0
invariant : 1'P_poll__networl[0]= 0
invariant : 1'P_network[195]= 0
invariant : 1'P_poll__networl[2593]= 0
invariant : 1'P_poll__networl[2508]= 0
invariant : 1'P_network[3352]= 0
invariant : 1'P_network[2089]= 0
invariant : 1'P_network[3558]= 0
invariant : 1'P_poll__networl[1969]= 0
invariant : 1'P_poll__networl[225]= 0
invariant : 1'P_poll__networl[2253]= 0
invariant : 1'P_network[1490]= 0
invariant : 1'P_poll__networl[3915]= 0
invariant : 1'P_poll__networl[365]= 0
invariant : 1'P_poll__networl[3818]= 0
invariant : 1'P_poll__networl[1116]= 0
invariant : 1'P_network[4180]= 0
invariant : 1'P_poll__networl[2524]= 0
invariant : 1'P_network[2760]= 0
invariant : 1'P_poll__networl[1593]= 0
invariant : 1'P_network[23]= 0
invariant : 1'P_network[1834]= 0
invariant : 1'P_poll__networl[345]= 0
invariant : 1'P_poll__networl[666]= 0
invariant : 1'P_poll__networl[854]= 0
invariant : 1'P_network[326]= 0
invariant : 1'P_poll__networl[1695]= 0
invariant : 1'P_network[2181]= 0
invariant : 1'P_network[1623]= 0
invariant : 1'P_network[3005]= 0
invariant : 1'P_poll__networl[3234]= 0
invariant : 1'P_poll__networl[781]= 0
invariant : 1'P_network[1411]= 0
invariant : 1'P_network[3184]= 0
invariant : 1'P_network[2726]= 0
invariant : 1'P_network[3382]= 0
invariant : 1'P_poll__networl[222]= 0
invariant : 1'P_poll__networl[204]= 0
invariant : 1'P_network[1839]= 0
invariant : 1'P_poll__networl[1520]= 0
invariant : 1'P_poll__networl[2684]= 0
invariant : 1'P_poll__networl[3003]= 0
invariant : 1'P_network[2744]= 0
invariant : 1'P_network[1032]= 0
invariant : 1'P_poll__networl[4002]= 0
invariant : 1'P_poll__networl[3552]= 0
invariant : 1'P_poll__networl[1188]= 0
invariant : 1'P_poll__networl[3946]= 0
invariant : 1'P_poll__networl[4241]= 0
invariant : 1'P_network[157]= 0
invariant : 1'P_network[2018]= 0
invariant : 1'P_poll__networl[4215]= 0
invariant : 1'P_network[3025]= 0
invariant : 1'P_poll__networl[4054]= 0
invariant : 1'P_network[3236]= 0
invariant : 1'P_network[1167]= 0
invariant : 1'P_poll__networl[248]= 0
invariant : 1'P_network[3463]= 0
invariant : 1'P_network[2794]= 0
invariant : 1'P_network[186]= 0
invariant : 1'P_poll__networl[489]= 0
invariant : 1'P_network[3775]= 0
invariant : 1'P_poll__networl[1292]= 0
invariant : 1'P_poll__networl[2722]= 0
invariant : 1'P_network[3067]= 0
invariant : 1'P_network[2508]= 0
invariant : 1'P_poll__networl[924]= 0
invariant : 1'P_poll__networl[1811]= 0
invariant : 1'P_negotiation[66] + -1'P_negotiation[69] + 1'P_startNeg__broadcasting[19]= 0
invariant : 1'P_poll__networl[3425]= 0
invariant : 1'P_network[2470]= 0
invariant : 1'P_poll__networl[4141]= 0
invariant : 1'P_poll__networl[2343]= 0
invariant : 1'P_poll__networl[4074]= 0
invariant : 1'P_poll__networl[2961]= 0
invariant : 1'P_network[3355]= 0
invariant : 1'P_poll__networl[2595]= 0
invariant : 1'P_network[102]= 0
invariant : 1'P_poll__networl[681]= 0
invariant : 1'P_network[523]= 0
invariant : 1'P_poll__networl[2728]= 0
invariant : 1'P_network[105]= 0
invariant : 1'P_poll__networl[2460]= 0
invariant : 1'P_network[6]= 0
invariant : 1'P_poll__networl[799]= 0
invariant : 1'P_poll__networl[3896]= 0
invariant : 1'P_poll__networl[3835]= 0
invariant : 1'P_poll__networl[4091]= 0
invariant : 1'P_poll__networl[3342]= 0
invariant : 1'P_poll__networl[3394]= 0
invariant : 1'P_network[4187]= 0
invariant : 1'P_poll__networl[258]= 0
invariant : 1'P_network[799]= 0
invariant : 1'P_poll__networl[2582]= 0
invariant : 1'P_network[951]= 0
invariant : 1'P_poll__networl[1818]= 0
invariant : 1'P_negotiation[240]= 0
invariant : 1'P_network[3404]= 0
invariant : 1'P_network[2730]= 0
invariant : 1'P_network[1487]= 0
invariant : 1'P_poll__networl[4202]= 0
invariant : 1'P_network[1761]= 0
invariant : 1'P_poll__networl[98]= 0
invariant : 1'P_poll__networl[2354]= 0
invariant : 1'P_poll__networl[3768]= 0
invariant : 1'P_poll__networl[1022]= 0
invariant : 1'P_network[273]= 0
invariant : 1'P_poll__networl[3134]= 0
invariant : 1'P_poll__networl[3713]= 0
invariant : 1'P_poll__networl[3019]= 0
invariant : 1'P_poll__networl[467]= 0
invariant : 1'P_poll__networl[2561]= 0
invariant : 1'P_poll__networl[2905]= 0
invariant : 1'P_network[899]= 0
invariant : 1'P_network[1508]= 0
invariant : 1'P_network[3232]= 0
invariant : 1'P_network[870]= 0
invariant : 1'P_network[2990]= 0
invariant : 1'P_poll__networl[3366]= 0
invariant : 1'P_poll__networl[2435]= 0
invariant : 1'P_network[1164]= 0
invariant : 1'P_network[2623]= 0
invariant : 1'P_network[2720]= 0
invariant : 1'P_poll__networl[1477]= 0
invariant : 1'P_poll__networl[2243]= 0
invariant : 1'P_network[3155]= 0
invariant : 1'P_poll__networl[2080]= 0
invariant : 1'P_poll__networl[2428]= 0
invariant : 1'P_poll__networl[4147]= 0
invariant : 1'P_poll__networl[1538]= 0
invariant : 1'P_poll__networl[1498]= 0
invariant : 1'P_poll__networl[3652]= 0
invariant : 1'P_poll__networl[454]= 0
invariant : 1'P_poll__networl[3563]= 0
invariant : 1'P_network[2431]= 0
invariant : 1'P_negotiation[207] + 1'P_negotiation[208] + 1'P_negotiation[209]= 1
invariant : 1'P_network[1730]= 0
invariant : 1'P_network[2702]= 0
invariant : 1'P_poll__networl[727]= 0
invariant : 1'P_poll__networl[818]= 0
invariant : 1'P_poll__networl[2272]= 0
invariant : 1'P_network[869]= 0
invariant : 1'P_poll__networl[4146]= 0
invariant : 1'P_network[1693]= 0
invariant : 1'P_network[2989]= 0
invariant : 1'P_poll__networl[4303]= 0
invariant : 1'P_network[2675]= 0
invariant : 1'P_network[3484]= 0
invariant : 1'P_poll__networl[3354]= 0
invariant : 1'P_poll__networl[1010]= 0
invariant : 1'P_poll__networl[3649]= 0
invariant : 1'P_network[813]= 0
invariant : 1'P_network[2054]= 0
invariant : 1'P_network[2127]= 0
invariant : 1'P_network[4018]= 0
invariant : 1'P_poll__networl[296]= 0
invariant : 1'P_poll__networl[2796]= 0
invariant : 1'P_network[1069]= 0
invariant : 1'P_network[48]= 0
invariant : 1'P_network[641]= 0
invariant : 1'P_poll__networl[2352]= 0
invariant : 1'P_network[218]= 0
invariant : 1'P_poll__networl[548]= 0
invariant : 1'P_poll__networl[937]= 0
invariant : 1'P_network[2372]= 0
invariant : 1'P_network[3671]= 0
invariant : 1'P_network[2776]= 0
invariant : 1'P_poll__networl[1355]= 0
invariant : 1'P_poll__networl[3080]= 0
invariant : 1'P_poll__networl[2779]= 0
invariant : 1'P_network[181]= 0
invariant : 1'P_network[527]= 0
invariant : 1'P_poll__networl[1240]= 0
invariant : 1'P_poll__networl[2245]= 0
invariant : 1'P_poll__networl[488]= 0
invariant : 1'P_network[3377]= 0
invariant : 1'P_network[4299]= 0
invariant : 1'P_poll__networl[1548]= 0
invariant : 1'P_network[3029]= 0
invariant : 1'P_network[2158]= 0
invariant : 1'P_poll__networl[2704]= 0
invariant : 1'P_poll__networl[3778]= 0
invariant : 1'P_network[1628]= 0
invariant : 1'P_poll__networl[1183]= 0
invariant : 1'P_negotiation[138] + -1'P_negotiation[141] + 1'P_startNeg__broadcasting[41]= 0
invariant : 1'P_poll__networl[3280]= 0
invariant : 1'P_network[1651]= 0
invariant : 1'P_poll__networl[847]= 0
invariant : 1'P_poll__networl[3697]= 0
invariant : 1'P_poll__networl[2346]= 0
invariant : 1'P_poll__networl[964]= 0
invariant : 1'P_poll__networl[3627]= 0
invariant : 1'P_poll__networl[654]= 0
invariant : 1'P_network[361]= 0
invariant : 1'P_network[433]= 0
invariant : 1'P_poll__networl[4143]= 0
invariant : 1'P_poll__networl[2297]= 0
invariant : 1'P_poll__networl[413]= 0
invariant : 1'P_poll__networl[593]= 0
invariant : 1'P_poll__networl[2481]= 0
invariant : 1'P_poll__networl[4083]= 0
invariant : 1'P_poll__networl[3919]= 0
invariant : 1'P_network[1011]= 0
invariant : 1'P_poll__networl[689]= 0
invariant : 1'P_poll__networl[3880]= 0
invariant : 1'P_negotiation[231] + 1'P_negotiation[232] + 1'P_negotiation[233]= 1
invariant : 1'P_poll__networl[2947]= 0
invariant : 1'P_network[1338]= 0
invariant : 1'P_poll__networl[2455]= 0
invariant : 1'P_network[4051]= 0
invariant : 1'P_poll__networl[1461]= 0
invariant : 1'P_poll__networl[3987]= 0
invariant : 1'P_network[184]= 0
invariant : 1'P_poll__networl[620]= 0
invariant : 1'P_negotiation[24]= 0
invariant : 1'P_poll__networl[3690]= 0
invariant : 1'P_poll__networl[1445]= 0
invariant : 1'P_network[2242]= 0
invariant : 1'P_network[3919]= 0
invariant : 1'P_poll__networl[3681]= 0
invariant : 1'P_poll__networl[1710]= 0
invariant : 1'P_poll__networl[3126]= 0
invariant : 1'P_poll__networl[309]= 0
invariant : 1'P_network[4307]= 0
invariant : 1'P_poll__networl[1573]= 0
invariant : 1'P_network[3963]= 0
invariant : 1'P_network[4316]= 0
invariant : 1'P_poll__networl[2092]= 0
invariant : 1'P_network[1030]= 0
invariant : 1'P_network[380]= 0
invariant : 1'P_network[1842]= 0
invariant : 1'P_poll__networl[3374]= 0
invariant : 1'P_network[1283]= 0
invariant : 1'P_negotiation[22] + 1'P_negotiation[23]= 0
invariant : 1'P_network[3010]= 0
invariant : 1'P_poll__networl[752]= 0
invariant : 1'P_network[3125]= 0
invariant : 1'P_network[2414]= 0
invariant : 1'P_network[33]= 0
invariant : 1'P_poll__networl[1764]= 0
invariant : 1'P_electionInit[2] + -1'P_negotiation[57] + 1'P_startNeg__broadcasting[16]= 0
invariant : 1'P_poll__networl[2254]= 0
invariant : 1'P_poll__networl[1619]= 0
invariant : 1'P_network[1027]= 0
invariant : 1'P_poll__networl[2828]= 0
invariant : 1'P_poll__networl[1260]= 0
invariant : 1'P_poll__networl[1452]= 0
invariant : 1'P_poll__networl[1081]= 0
invariant : 1'P_poll__networl[3376]= 0
invariant : 1'P_poll__networl[3195]= 0
invariant : 1'P_poll__networl[1496]= 0
invariant : 1'P_poll__networl[3000]= 0
invariant : 1'P_poll__networl[2674]= 0
invariant : 1'P_poll__networl[4213]= 0
invariant : 1'P_poll__networl[615]= 0
invariant : 1'P_network[2948]= 0
invariant : 1'P_poll__networl[900]= 0
invariant : 1'P_poll__networl[2149]= 0
invariant : 1'P_poll__networl[3748]= 0
invariant : 1'P_poll__networl[2909]= 0
invariant : 1'P_network[1155]= 0
invariant : 1'P_poll__networl[2698]= 0
invariant : 1'P_poll__networl[3313]= 0
invariant : 1'P_poll__networl[2433]= 0
invariant : 1'P_network[2363]= 0
invariant : 1'P_poll__networl[841]= 0
invariant : 1'P_poll__networl[1162]= 0
invariant : 1'P_poll__networl[291]= 0
invariant : 1'P_network[3054]= 0
invariant : 1'P_negotiation[87] + 1'P_negotiation[88] + 1'P_negotiation[89]= 1
invariant : 1'P_poll__networl[2587]= 0
invariant : 1'P_poll__networl[2673]= 0
invariant : 1'P_poll__networl[3186]= 0
invariant : 1'P_poll__networl[2164]= 0
invariant : 1'P_network[3680]= 0
invariant : 1'P_network[2301]= 0
invariant : 1'P_network[627]= 0
invariant : 1'P_network[2418]= 0
invariant : 1'P_network[3857]= 0
invariant : 1'P_poll__networl[2260]= 0
invariant : 1'P_poll__networl[2005]= 0
invariant : 1'P_network[1225]= 0
invariant : 1'P_network[1595]= 0
invariant : 1'P_poll__networl[2209]= 0
invariant : 1'P_poll__networl[1492]= 0
invariant : 1'P_network[1717]= 0
invariant : 1'P_poll__networl[2945]= 0
invariant : 1'P_network[2591]= 0
invariant : 1'P_network[406]= 0
invariant : 1'P_network[2184]= 0
invariant : 1'P_network[1641]= 0
invariant : 1'P_poll__networl[3289]= 0
invariant : 1'P_network[1324]= 0
invariant : 1'P_poll__networl[1060]= 0
invariant : 1'P_poll__networl[1588]= 0
invariant : 1'P_network[3116]= 0
invariant : 1'P_poll__networl[221]= 0
invariant : 1'P_poll__networl[464]= 0
invariant : 1'P_poll__networl[210]= 0
invariant : 1'P_network[469]= 0
invariant : 1'P_network[682]= 0
invariant : 1'P_network[3337]= 0
invariant : 1'P_network[2405]= 0
invariant : 1'P_network[4132]= 0
invariant : 1'P_poll__networl[2514]= 0
invariant : 1'P_network[941]= 0
invariant : 1'P_network[1392]= 0
invariant : 1'P_poll__networl[3158]= 0
invariant : 1'P_network[4251]= 0
invariant : 1'P_poll__networl[701]= 0
invariant : 1'P_poll__networl[675]= 0
invariant : 1'P_network[3234]= 0
invariant : 1'P_poll__waitingMessage[3] + 1'P_stage[10] + 1'P_stage[11]= 0
invariant : 1'P_poll__networl[1812]= 0
invariant : 1'P_poll__networl[4188]= 0
invariant : 1'P_poll__networl[2504]= 0
invariant : 1'P_poll__networl[197]= 0
invariant : 1'P_poll__networl[1165]= 0
invariant : 1'P_network[4309]= 0
invariant : 1'P_negotiation[159] + 1'P_negotiation[160] + 1'P_negotiation[161]= 1
invariant : 1'P_poll__networl[700]= 0
invariant : 1'P_poll__networl[292]= 0
invariant : 1'P_network[1189]= 0
invariant : 1'P_network[1877]= 0
invariant : 1'P_poll__networl[1940]= 0
invariant : 1'P_poll__networl[3711]= 0
invariant : 1'P_network[188]= 0
invariant : 1'P_network[1509]= 0
invariant : 1'P_poll__networl[2158]= 0
invariant : 1'P_network[2398]= 0
invariant : 1'P_network[4363]= 0
invariant : 1'P_poll__networl[1909]= 0
invariant : 1'P_network[2562]= 0
invariant : 1'P_poll__networl[1727]= 0
invariant : 1'P_network[1861]= 0
invariant : 1'P_poll__networl[1649]= 0
invariant : 1'P_poll__networl[1989]= 0
invariant : 1'P_poll__networl[4288]= 0
invariant : 1'P_network[677]= 0
invariant : 1'P_network[2722]= 0
invariant : 1'P_poll__networl[3913]= 0
invariant : 1'P_network[2220]= 0
invariant : 1'P_poll__networl[2993]= 0
invariant : 1'P_poll__networl[2841]= 0
invariant : 1'P_network[574]= 0
invariant : 1'P_poll__networl[953]= 0
invariant : 1'P_network[2546]= 0
invariant : 1'P_network[561]= 0
invariant : 1'P_poll__networl[1391]= 0
invariant : 1'P_poll__networl[737]= 0
invariant : 1'P_poll__networl[4272]= 0
invariant : 1'P_poll__networl[758]= 0
invariant : 1'P_network[2159]= 0
invariant : 1'P_network[731]= 0
invariant : 1'P_poll__networl[1186]= 0
invariant : 1'P_network[4164]= 0
invariant : 1'P_network[521]= 0
invariant : 1'P_poll__networl[4057]= 0
invariant : 1'P_poll__networl[1071]= 0
invariant : 1'P_poll__networl[690]= 0
invariant : 1'P_poll__networl[1512]= 0
invariant : 1'P_poll__networl[2938]= 0
invariant : 1'P_poll__networl[3167]= 0
invariant : 1'P_poll__networl[2726]= 0
invariant : 1'P_poll__networl[4372]= 0
invariant : 1'P_network[1590]= 0
invariant : 1'P_poll__networl[3715]= 0
invariant : 1'P_network[2678]= 0
invariant : 1'P_poll__networl[625]= 0
invariant : 1'P_poll__networl[1815]= 0
invariant : 1'P_network[4264]= 0
invariant : 1'P_network[2796]= 0
invariant : 1'P_network[221]= 0
invariant : 1'P_network[4207]= 0
invariant : 1'P_poll__networl[541]= 0
invariant : 1'P_poll__networl[858]= 0
invariant : 1'P_network[2209]= 0
invariant : 1'P_poll__networl[2419]= 0
invariant : 1'P_poll__networl[3908]= 0
invariant : 1'P_network[2263]= 0
invariant : 1'P_network[3301]= 0
invariant : 1'P_poll__networl[4182]= 0
invariant : 1'P_poll__networl[1073]= 0
invariant : 1'P_poll__networl[3517]= 0
invariant : 1'P_poll__networl[100]= 0
invariant : 1'P_poll__networl[2568]= 0
invariant : 1'P_poll__networl[538]= 0
invariant : 1'P_poll__networl[958]= 0
invariant : 1'P_poll__networl[674]= 0
invariant : 1'P_poll__networl[1540]= 0
invariant : 1'P_poll__networl[2563]= 0
invariant : 1'P_network[358]= 0
invariant : 1'P_network[1482]= 0
invariant : 1'P_network[2290]= 0
invariant : 1'P_poll__networl[1013]= 0
invariant : 1'P_poll__networl[3128]= 0
invariant : 1'P_poll__networl[1407]= 0
invariant : 1'P_poll__networl[1336]= 0
invariant : 1'P_network[2894]= 0
invariant : 1'P_negotiation[162]= 0
invariant : 1'P_poll__networl[1325]= 0
invariant : 1'P_network[942]= 0
invariant : 1'P_poll__networl[3770]= 0
invariant : 1'P_poll__networl[4197]= 0
invariant : 1'P_poll__networl[78]= 0
invariant : 1'P_poll__networl[2598]= 0
invariant : 1'P_negotiation[69] + -1'P_negotiation[72] + 1'P_startNeg__broadcasting[20]= 0
invariant : 1'P_poll__networl[1077]= 0
invariant : 1'P_poll__networl[1009]= 0
invariant : 1'P_poll__networl[1493]= 0
invariant : 1'P_network[3227]= 0
invariant : 1'P_network[2800]= 0
invariant : 1'P_network[2136]= 0
invariant : 1'P_poll__networl[2584]= 0
invariant : 1'P_network[1671]= 0
invariant : 1'P_poll__networl[3078]= 0
invariant : 1'P_network[3208]= 0
invariant : 1'P_poll__networl[3885]= 0
invariant : 1'P_poll__networl[116]= 0
invariant : 1'P_poll__networl[1248]= 0
invariant : 1'P_poll__networl[3338]= 0
invariant : 1'P_poll__networl[4344]= 0
invariant : 1'P_poll__networl[570]= 0
invariant : 1'P_network[903]= 0
invariant : 1'P_poll__networl[2666]= 0
invariant : 1'P_network[2105]= 0
invariant : 1'P_network[3238]= 0
invariant : 1'P_network[3885]= 0
invariant : 1'P_network[1300]= 0
invariant : 1'P_poll__networl[2898]= 0
invariant : 1'P_network[3122]= 0
invariant : 1'P_poll__networl[2310]= 0
invariant : 1'P_poll__networl[4072]= 0
invariant : 1'P_network[2703]= 0
invariant : 1'P_poll__networl[2690]= 0
invariant : 1'P_poll__networl[3355]= 0
invariant : 1'P_network[1562]= 0
invariant : 1'P_network[3748]= 0
invariant : 1'P_network[809]= 0
invariant : 1'P_network[811]= 0
invariant : 1'P_network[4128]= 0
invariant : 1'P_poll__networl[3141]= 0
invariant : 1'P_network[111]= 0
invariant : 1'P_network[2535]= 0
invariant : 1'P_network[1823]= 0
invariant : 1'P_poll__networl[2854]= 0
invariant : 1'P_startNeg__broadcasting[3]= 0
invariant : 1'P_poll__networl[1683]= 0
invariant : 1'P_electionInit[3] + -1'P_negotiation[84] + 1'P_startNeg__broadcasting[24]= 0
invariant : 1'P_poll__networl[2293]= 0
invariant : 1'P_network[4202]= 0
invariant : 1'P_network[726]= 0
invariant : 1'P_poll__networl[1770]= 0
invariant : 1'P_poll__networl[979]= 0
invariant : 1'P_poll__networl[3810]= 0
invariant : 1'P_network[3027]= 0
invariant : 1'P_network[3989]= 0
invariant : 1'P_poll__networl[941]= 0
invariant : 1'P_poll__networl[3487]= 0
invariant : 1'P_poll__networl[4179]= 0
invariant : 1'P_network[1371]= 0
invariant : 1'P_network[3984]= 0
invariant : 1'P_network[424]= 0
invariant : 1'P_poll__networl[2370]= 0
invariant : 1'P_network[953]= 0
invariant : 1'P_poll__networl[397]= 0
invariant : 1'P_network[705]= 0
invariant : 1'P_negotiation[42] + 1'P_negotiation[43] + 1'P_negotiation[44]= 1
invariant : 1'P_network[2452]= 0
invariant : 1'P_network[92]= 0
invariant : 1'P_network[1898]= 0
invariant : 1'P_negotiation[60]= 0
invariant : 1'P_network[3462]= 0
invariant : 1'P_poll__networl[613]= 0
invariant : 1'P_poll__networl[1026]= 0
invariant : 1'P_network[795]= 0
invariant : 1'P_network[2049]= 0
invariant : 1'P_network[4272]= 0
invariant : 1'P_poll__networl[2271]= 0
invariant : 1'P_network[2510]= 0
invariant : 1'P_network[4]= 0
invariant : 1'P_network[3536]= 0
invariant : 1'P_poll__networl[268]= 0
invariant : 1'P_network[4242]= 0
invariant : 1'P_network[1777]= 0
invariant : 1'P_network[3284]= 0
invariant : 1'P_poll__networl[1806]= 0
invariant : 1'P_poll__networl[3463]= 0
invariant : 1'P_network[3059]= 0
invariant : 1'P_network[1405]= 0
invariant : 1'P_poll__networl[2344]= 0
invariant : 1'P_poll__networl[569]= 0
invariant : 1'P_network[1298]= 0
invariant : 1'P_poll__networl[3646]= 0
invariant : 1'P_poll__networl[2641]= 0
invariant : 1'P_poll__networl[4051]= 0
invariant : 1'P_poll__networl[2968]= 0
invariant : 1'P_network[1763]= 0
invariant : 1'P_poll__networl[3935]= 0
invariant : 1'P_network[4214]= 0
invariant : 1'P_network[2960]= 0
invariant : 1'P_poll__networl[3287]= 0
invariant : 1'P_poll__networl[1424]= 0
invariant : 1'P_network[1077]= 0
invariant : 1'P_network[4103]= 0
invariant : 1'P_network[1554]= 0
invariant : 1'P_network[4110]= 0
invariant : 1'P_poll__networl[3453]= 0
invariant : 1'P_network[4027]= 0
invariant : 1'P_poll__networl[487]= 0
invariant : 1'P_poll__networl[2325]= 0
invariant : 1'P_poll__networl[1862]= 0
invariant : 1'P_network[467]= 0
invariant : 1'P_poll__networl[3399]= 0
invariant : 1'P_poll__networl[3656]= 0
invariant : 1'P_network[1973]= 0
invariant : 1'P_poll__networl[1074]= 0
invariant : 1'P_poll__networl[1537]= 0
invariant : 1'P_network[3246]= 0
invariant : 1'P_poll__networl[738]= 0
invariant : 1'P_poll__networl[3314]= 0
invariant : 1'P_network[3718]= 0
invariant : 1'P_poll__networl[2305]= 0
invariant : 1'P_poll__networl[3482]= 0
invariant : 1'P_poll__networl[3920]= 0
invariant : 1'P_network[3985]= 0
invariant : 1'P_poll__networl[1908]= 0
invariant : 1'P_network[2415]= 0
invariant : 1'P_poll__networl[1549]= 0
invariant : 1'P_network[2182]= 0
invariant : 1'P_network[4220]= 0
invariant : 1'P_network[3943]= 0
invariant : 1'P_poll__networl[734]= 0
invariant : 1'P_poll__networl[3177]= 0
invariant : 1'P_network[3351]= 0
invariant : 1'P_network[834]= 0
invariant : 1'P_network[4310]= 0
invariant : 1'P_negotiation[234] + 1'P_negotiation[235] + 1'P_negotiation[236]= 1
invariant : 1'P_poll__networl[2465]= 0
invariant : 1'P_network[3841]= 0
invariant : 1'P_network[3228]= 0
invariant : 1'P_poll__networl[2470]= 0
invariant : 1'P_network[2568]= 0
invariant : 1'P_network[3594]= 0
invariant : 1'P_network[1948]= 0
invariant : 1'P_poll__networl[3984]= 0
invariant : 1'P_poll__networl[523]= 0
invariant : 1'P_network[2645]= 0
invariant : 1'P_network[4159]= 0
invariant : 1'P_poll__networl[3672]= 0
invariant : 1'P_poll__networl[544]= 0
invariant : 1'P_network[1993]= 0
invariant : 1'P_network[1942]= 0
invariant : 1'P_poll__networl[3427]= 0
invariant : 1'P_poll__networl[469]= 0
invariant : 1'P_poll__networl[3369]= 0
invariant : 1'P_poll__networl[1297]= 0
invariant : 1'P_poll__networl[834]= 0
invariant : 1'P_network[2083]= 0
invariant : 1'P_poll__networl[1584]= 0
invariant : 1'P_poll__networl[3160]= 0
invariant : 1'P_poll__networl[320]= 0
invariant : 1'P_network[301]= 0
invariant : 1'P_network[1108]= 0
invariant : 1'P_poll__networl[994]= 0
invariant : 1'P_network[3430]= 0
invariant : 1'P_poll__networl[2000]= 0
invariant : 1'P_network[1936]= 0
invariant : 1'P_network[3605]= 0
invariant : 1'P_negotiation[78] + 1'P_negotiation[79] + 1'P_negotiation[80]= 1
invariant : 1'P_network[1396]= 0
invariant : 1'P_poll__networl[3513]= 0
invariant : 1'P_poll__networl[1964]= 0
invariant : 1'P_network[1268]= 0
invariant : 1'P_poll__networl[2405]= 0
invariant : 1'P_poll__networl[3618]= 0
invariant : 1'P_poll__networl[3384]= 0
invariant : 1'P_network[1995]= 0
invariant : 1'P_network[960]= 0
invariant : 1'P_network[1676]= 0
invariant : 1'P_poll__networl[1781]= 0
invariant : 1'P_poll__networl[873]= 0
invariant : 1'P_sendAnnPs__broadcasting[5]= 0
invariant : 1'P_network[2567]= 0
invariant : 1'P_network[3440]= 0
invariant : 1'P_network[210]= 0
invariant : 1'P_network[2134]= 0
invariant : 1'P_poll__networl[1922]= 0
invariant : 1'P_network[3908]= 0
invariant : 1'P_poll__networl[2087]= 0
invariant : 1'P_network[1191]= 0
invariant : 1'P_network[304]= 0
invariant : 1'P_poll__networl[4321]= 0
invariant : 1'P_network[3532]= 0
invariant : 1'P_poll__networl[2665]= 0
invariant : 1'P_network[692]= 0
invariant : 1'P_network[3290]= 0
invariant : 1'P_network[2524]= 0
invariant : 1'P_network[571]= 0
invariant : 1'P_poll__networl[196]= 0
invariant : 1'P_poll__networl[2762]= 0
invariant : 1'P_negotiation[90]= 0
invariant : 1'P_network[529]= 0
invariant : 1'P_poll__networl[133]= 0
invariant : 1'P_network[192]= 0
invariant : 1'P_network[2357]= 0
invariant : 1'P_poll__networl[562]= 0
invariant : 1'P_network[471]= 0
invariant : 1'P_network[4002]= 0
invariant : 1'P_network[781]= 0
invariant : 1'P_poll__networl[1316]= 0
invariant : 1'P_network[3106]= 0
invariant : 1'P_network[1642]= 0
invariant : 1'P_network[2244]= 0
invariant : 1'P_network[3026]= 0
invariant : 1'P_network[2216]= 0
invariant : 1'P_network[2706]= 0
invariant : 1'P_poll__networl[1084]= 0
invariant : 1'P_poll__networl[1229]= 0
invariant : 1'P_network[1385]= 0
invariant : 1'P_poll__networl[721]= 0
invariant : 1'P_poll__networl[2707]= 0
invariant : 1'P_poll__networl[1654]= 0
invariant : 1'P_poll__networl[4082]= 0
invariant : 1'P_network[21]= 0
invariant : 1'P_poll__networl[1638]= 0
invariant : 1'P_network[2614]= 0
invariant : 1'P_poll__networl[2138]= 0
invariant : 1'P_poll__networl[1001]= 0
invariant : 1'P_network[2417]= 0
invariant : 1'P_network[4259]= 0
invariant : 1'P_network[2652]= 0
invariant : 1'P_poll__networl[4357]= 0
invariant : 1'P_network[2252]= 0
invariant : 1'P_poll__networl[2842]= 0
invariant : 1'P_network[1383]= 0
invariant : 1'P_network[3679]= 0
invariant : 1'P_poll__networl[2469]= 0
invariant : 1'P_network[431]= 0
invariant : 1'P_poll__networl[2371]= 0
invariant : 1'P_network[266]= 0
invariant : 1'P_network[2802]= 0
invariant : 1'P_poll__networl[1703]= 0
invariant : 1'P_poll__networl[3500]= 0
invariant : 1'P_network[4357]= 0
invariant : 1'P_poll__networl[1230]= 0
invariant : 1'P_poll__networl[2600]= 0
invariant : 1'P_poll__networl[735]= 0
invariant : 1'P_poll__networl[2139]= 0
invariant : 1'P_poll__networl[3834]= 0
invariant : 1'P_poll__networl[1466]= 0
invariant : 1'P_network[3052]= 0
invariant : 1'P_poll__networl[3504]= 0
invariant : 1'P_poll__networl[1344]= 0
invariant : 1'P_network[3652]= 0
invariant : 1'P_network[1348]= 0
invariant : 1'P_network[3421]= 0
invariant : 1'P_network[2505]= 0
invariant : 1'P_poll__networl[4239]= 0
invariant : 1'P_network[2165]= 0
invariant : 1'P_poll__networl[4163]= 0
invariant : 1'P_network[912]= 0
invariant : 1'P_network[168]= 0
invariant : 1'P_poll__networl[2934]= 0
invariant : 1'P_poll__networl[1984]= 0
invariant : 1'P_poll__networl[3871]= 0
invariant : 1'P_poll__networl[404]= 0
invariant : 1'P_poll__networl[3102]= 0
invariant : 1'P_network[39]= 0
invariant : 1'P_network[2428]= 0
invariant : 1'P_network[1601]= 0
invariant : 1'P_network[4157]= 0
invariant : 1'P_poll__networl[2056]= 0
invariant : 1'P_poll__networl[4038]= 0
invariant : 1'P_poll__networl[1159]= 0
invariant : 1'P_poll__networl[3861]= 0
invariant : 1'P_network[735]= 0
invariant : 1'P_negotiation[234] + -1'P_negotiation[237] + 1'P_startNeg__broadcasting[70]= 0
invariant : 1'P_poll__networl[4078]= 0
invariant : 1'P_poll__networl[1056]= 0
invariant : 1'P_poll__networl[1774]= 0
invariant : 1'P_network[1892]= 0
invariant : 1'P_poll__networl[3716]= 0
invariant : 1'P_poll__networl[1626]= 0
invariant : 1'P_poll__networl[1597]= 0
invariant : 1'P_poll__networl[2096]= 0
invariant : 1'P_poll__networl[2831]= 0
invariant : 1'P_network[614]= 0
invariant : 1'P_network[2707]= 0
invariant : 1'P_network[750]= 0
invariant : 1'P_network[3345]= 0
invariant : 1'P_poll__networl[1790]= 0
invariant : 1'P_poll__networl[1369]= 0
invariant : 1'P_poll__networl[816]= 0
invariant : 1'P_network[3641]= 0
invariant : 1'P_poll__networl[1667]= 0
invariant : 1'P_poll__networl[1869]= 0
invariant : 1'P_poll__networl[2023]= 0
invariant : 1'P_network[889]= 0
invariant : 1'P_poll__networl[2287]= 0
invariant : 1'P_poll__networl[3819]= 0
invariant : 1'P_poll__networl[4026]= 0
invariant : 1'P_network[787]= 0
invariant : 1'P_poll__networl[2631]= 0
invariant : 1'P_network[331]= 0
invariant : 1'P_network[517]= 0
invariant : 1'P_poll__networl[3983]= 0
invariant : 1'P_network[1356]= 0
invariant : 1'P_network[3931]= 0
invariant : 1'P_network[3273]= 0
invariant : 1'P_poll__networl[2378]= 0
invariant : 1'P_poll__networl[709]= 0
invariant : 1'P_poll__networl[3640]= 0
invariant : 1'P_network[3658]= 0
invariant : 1'P_poll__networl[3391]= 0
invariant : 1'P_network[146]= 0
invariant : 1'P_network[2401]= 0
invariant : 1'P_poll__networl[3783]= 0
invariant : 1'P_poll__networl[4316]= 0
invariant : 1'P_poll__networl[2263]= 0
invariant : 1'P_network[541]= 0
invariant : 1'P_electionInit[4] + -1'P_negotiation[111] + 1'P_startNeg__broadcasting[32]= 0
invariant : 1'P_network[298]= 0
invariant : 1'P_network[2492]= 0
invariant : 1'P_network[1769]= 0
invariant : 1'P_network[94]= 0
invariant : 1'P_poll__networl[1872]= 0
invariant : 1'P_poll__networl[2801]= 0
invariant : 1'P_network[150]= 0
invariant : 1'P_network[245]= 0
invariant : 1'P_network[1398]= 0
invariant : 1'P_network[1996]= 0
invariant : 1'P_poll__networl[2422]= 0
invariant : 1'P_poll__networl[2925]= 0
invariant : 1'P_poll__networl[4090]= 0
invariant : 1'P_network[3131]= 0
invariant : 1'P_sendAnnPs__broadcasting[6]= 0
invariant : 1'P_network[2533]= 0
invariant : 1'P_poll__networl[1508]= 0
invariant : 1'P_poll__networl[301]= 0
invariant : 1'P_poll__networl[1075]= 0
invariant : 1'P_poll__networl[521]= 0
invariant : 1'P_network[1616]= 0
invariant : 1'P_poll__networl[2081]= 0
invariant : 1'P_network[2580]= 0
invariant : 1'P_poll__networl[1134]= 0
invariant : 1'P_startNeg__broadcasting[6]= 0
invariant : 1'P_network[3727]= 0
invariant : 1'P_network[1841]= 0
invariant : 1'P_network[3514]= 0
invariant : 1'P_network[3538]= 0
invariant : 1'P_poll__networl[1448]= 0
invariant : 1'P_poll__networl[380]= 0
invariant : 1'P_network[1290]= 0
invariant : 1'P_network[619]= 0
invariant : 1'P_poll__networl[1434]= 0
invariant : 1'P_network[3983]= 0
invariant : 1'P_poll__networl[4014]= 0
invariant : 1'P_network[4165]= 0
invariant : 1'P_poll__networl[1130]= 0
invariant : 1'P_poll__networl[1014]= 0
invariant : 1'P_poll__networl[4366]= 0
invariant : 1'P_network[385]= 0
invariant : 1'P_network[833]= 0
invariant : 1'P_poll__networl[2006]= 0
invariant : 1'P_network[3974]= 0
invariant : 1'P_poll__networl[1992]= 0
invariant : 1'P_poll__networl[1443]= 0
invariant : 1'P_poll__networl[1462]= 0
invariant : 1'P_network[1083]= 0
invariant : 1'P_network[2788]= 0
invariant : 1'P_poll__networl[3546]= 0
invariant : 1'P_network[1997]= 0
invariant : 1'P_poll__networl[166]= 0
invariant : 1'P_poll__networl[3718]= 0
invariant : 1'P_poll__networl[1463]= 0
invariant : 1'P_poll__networl[3999]= 0
invariant : 1'P_poll__networl[3347]= 0
invariant : 1'P_poll__networl[1977]= 0
invariant : 1'P_poll__networl[940]= 0
invariant : 1'P_network[2449]= 0
invariant : 1'P_network[3661]= 0
invariant : 1'P_poll__networl[2921]= 0
invariant : 1'P_network[3714]= 0
invariant : 1'P_network[264]= 0
invariant : 1'P_network[3221]= 0
invariant : 1'P_poll__networl[3392]= 0
invariant : 1'P_poll__networl[3731]= 0
invariant : 1'P_poll__networl[843]= 0
invariant : 1'P_network[465]= 0
invariant : 1'P_poll__networl[1288]= 0
invariant : 1'P_poll__networl[2342]= 0
invariant : 1'P_network[58]= 0
invariant : 1'P_network[2743]= 0
invariant : 1'P_network[653]= 0
invariant : 1'P_network[1374]= 0
invariant : 1'P_poll__networl[1886]= 0
invariant : 1'P_poll__networl[2093]= 0
invariant : 1'P_poll__networl[4108]= 0
invariant : 1'P_network[485]= 0
invariant : 1'P_network[508]= 0
invariant : 1'P_poll__networl[3977]= 0
invariant : 1'P_network[1390]= 0
invariant : 1'P_poll__networl[3083]= 0
invariant : 1'P_network[602]= 0
invariant : 1'P_network[1138]= 0
invariant : 1'P_poll__networl[1330]= 0
invariant : 1'P_network[2504]= 0
invariant : 1'P_poll__networl[965]= 0
invariant : 1'P_network[3279]= 0
invariant : 1'P_network[1002]= 0
invariant : 1'P_poll__networl[1890]= 0
invariant : 1'P_poll__networl[1884]= 0
invariant : 1'P_poll__networl[3208]= 0
invariant : 1'P_network[2310]= 0
invariant : 1'P_network[3225]= 0
invariant : 1'P_poll__networl[3118]= 0
invariant : 1'P_poll__networl[468]= 0
invariant : 1'P_poll__networl[3918]= 0
invariant : 1'P_network[3047]= 0
invariant : 1'P_network[698]= 0
invariant : 1'P_poll__networl[1500]= 0
invariant : 1'P_poll__networl[1226]= 0
invariant : 1'P_poll__networl[948]= 0
invariant : 1'P_poll__networl[3760]= 0
invariant : 1'P_network[2838]= 0
invariant : 1'P_poll__networl[1615]= 0
invariant : 1'P_network[2921]= 0
invariant : 1'P_electionInit[8] + -1'P_negotiation[219] + 1'P_startNeg__broadcasting[64]= 0
invariant : 1'P_poll__networl[2247]= 0
invariant : 1'P_poll__networl[2421]= 0
invariant : 1'P_poll__networl[363]= 0
invariant : 1'P_poll__networl[2196]= 0
invariant : 1'P_poll__networl[1670]= 0
invariant : 1'P_poll__networl[4016]= 0
invariant : 1'P_network[2429]= 0
invariant : 1'P_network[3588]= 0
invariant : 1'P_poll__networl[206]= 0
invariant : 1'P_network[3638]= 0
invariant : 1'P_network[3119]= 0
invariant : 1'P_poll__networl[2627]= 0
invariant : 1'P_poll__networl[3863]= 0
invariant : 1'P_network[3350]= 0
invariant : 1'P_poll__networl[2201]= 0
invariant : 1'P_poll__networl[159]= 0
invariant : 1'P_network[1565]= 0
invariant : 1'P_negotiation[126] + 1'P_negotiation[127] + 1'P_negotiation[128]= 1
invariant : 1'P_poll__networl[1346]= 0
invariant : 1'P_poll__networl[165]= 0
invariant : 1'P_network[1112]= 0
invariant : 1'P_poll__networl[2368]= 0
invariant : 1'P_network[3002]= 0
invariant : 1'P_poll__networl[3176]= 0
invariant : 1'P_poll__networl[2057]= 0
invariant : 1'P_poll__networl[2458]= 0
invariant : 1'P_poll__networl[1228]= 0
invariant : 1'P_poll__networl[763]= 0
invariant : 1'P_poll__networl[3159]= 0
invariant : 1'P_network[3912]= 0
invariant : 1'P_poll__networl[1484]= 0
invariant : 1'P_poll__networl[2566]= 0
invariant : 1'P_poll__networl[1034]= 0
invariant : 1'P_poll__networl[3514]= 0
invariant : 1'P_poll__networl[2994]= 0
invariant : 1'P_network[1912]= 0
invariant : 1'P_poll__networl[246]= 0
invariant : 1'P_poll__networl[1555]= 0
invariant : 1'P_poll__networl[2723]= 0
invariant : 1'P_poll__networl[3241]= 0
invariant : 1'P_network[835]= 0
invariant : 1'P_network[1804]= 0
invariant : 1'P_network[3113]= 0
invariant : 1'P_network[3265]= 0
invariant : 1'P_poll__networl[279]= 0
invariant : 1'P_poll__networl[4028]= 0
invariant : 1'P_network[2995]= 0
invariant : 1'P_poll__networl[1558]= 0
invariant : 1'P_poll__networl[1616]= 0
invariant : 1'P_network[3354]= 0
invariant : 1'P_poll__networl[2199]= 0
invariant : 1'P_poll__networl[687]= 0
invariant : 1'P_poll__networl[3191]= 0
invariant : 1'P_poll__networl[2517]= 0
invariant : 1'P_poll__networl[3044]= 0
invariant : 1'P_poll__networl[2763]= 0
invariant : 1'P_poll__networl[2480]= 0
invariant : 1'P_network[3206]= 0
invariant : 1'P_poll__networl[1105]= 0
invariant : 1'P_poll__networl[2151]= 0
invariant : 1'P_poll__networl[3641]= 0
invariant : 1'P_poll__networl[4203]= 0
invariant : 1'P_poll__networl[1556]= 0
invariant : 1'P_poll__networl[2724]= 0
invariant : 1'P_poll__networl[3348]= 0
invariant : 1'P_poll__networl[1239]= 0
invariant : 1'P_poll__networl[3607]= 0
invariant : 1'P_network[2834]= 0
invariant : 1'P_poll__networl[1295]= 0
invariant : 1'P_poll__networl[3710]= 0
invariant : 1'P_poll__networl[696]= 0
invariant : 1'P_poll__networl[1233]= 0
invariant : 1'P_network[1165]= 0
invariant : 1'P_network[3651]= 0
invariant : 1'P_network[3230]= 0
invariant : 1'P_network[1766]= 0
invariant : 1'P_poll__networl[188]= 0
invariant : 1'P_network[3918]= 0
invariant : 1'P_poll__networl[2131]= 0
invariant : 1'P_network[1004]= 0
invariant : 1'P_network[744]= 0
invariant : 1'P_poll__networl[2646]= 0
invariant : 1'P_network[2600]= 0
invariant : 1'P_poll__networl[2448]= 0
invariant : 1'P_network[3887]= 0
invariant : 1'P_poll__networl[2329]= 0
invariant : 1'P_poll__networl[2380]= 0
invariant : 1'P_poll__networl[3781]= 0
invariant : 1'P_network[4080]= 0
invariant : 1'P_poll__networl[3263]= 0
invariant : 1'P_poll__networl[1866]= 0
invariant : 1'P_network[2688]= 0
invariant : 1'P_poll__networl[3110]= 0
invariant : 1'P_poll__networl[2908]= 0
invariant : 1'P_network[2038]= 0
invariant : 1'P_network[2316]= 0
invariant : 1'P_network[211]= 0
invariant : 1'P_poll__networl[2614]= 0
invariant : 1'P_network[3045]= 0
invariant : 1'P_poll__networl[110]= 0
invariant : 1'P_poll__networl[4271]= 0
invariant : 1'P_network[2667]= 0
invariant : 1'P_poll__networl[2883]= 0
invariant : 1'P_poll__networl[4099]= 0
invariant : 1'P_negotiation[69] + 1'P_negotiation[70] + 1'P_negotiation[71]= 1
invariant : 1'P_poll__networl[514]= 0
invariant : 1'P_network[2203]= 0
invariant : 1'P_network[2917]= 0
invariant : 1'P_poll__networl[4150]= 0
invariant : 1'P_poll__networl[2867]= 0
invariant : 1'P_network[2462]= 0
invariant : -1'P_poll__waitingMessage[7] + 1'P_stage[21]= 1
invariant : 1'P_poll__networl[4297]= 0
invariant : 1'P_network[3282]= 0
invariant : 1'P_poll__networl[2128]= 0
invariant : 1'P_network[4148]= 0
invariant : 1'P_poll__networl[332]= 0
invariant : 1'P_poll__networl[1190]= 0
invariant : 1'P_network[1132]= 0
invariant : 1'P_network[2024]= 0
invariant : 1'P_network[2111]= 0
invariant : 1'P_poll__networl[376]= 0
invariant : 1'P_poll__networl[679]= 0
invariant : 1'P_poll__networl[3449]= 0
invariant : 1'P_network[3962]= 0
invariant : 1'P_network[4145]= 0
invariant : 1'P_network[3453]= 0
invariant : 1'P_network[2742]= 0
invariant : 1'P_negotiation[114] + -1'P_negotiation[117] + 1'P_startNeg__broadcasting[34]= 0
invariant : 1'P_poll__networl[2490]= 0
invariant : 1'P_poll__networl[3105]= 0
invariant : 1'P_network[4304]= 0
invariant : 1'P_network[3769]= 0
invariant : 1'P_network[4035]= 0
invariant : 1'P_poll__networl[305]= 0
invariant : 1'P_poll__networl[4216]= 0
invariant : 1'P_network[2294]= 0
invariant : 1'P_network[3187]= 0
invariant : 1'P_network[4255]= 0
invariant : 1'P_network[2833]= 0
invariant : 1'P_network[1774]= 0
invariant : 1'P_network[3701]= 0
invariant : 1'P_network[1758]= 0
invariant : 1'P_network[4098]= 0
invariant : 1'P_poll__networl[1231]= 0
invariant : 1'P_poll__networl[1948]= 0
invariant : 1'P_poll__networl[3079]= 0
invariant : 1'P_network[1282]= 0
invariant : 1'P_network[2891]= 0
invariant : 1'P_poll__networl[216]= 0
invariant : 1'P_poll__networl[4191]= 0
invariant : 1'P_network[3424]= 0
invariant : 1'P_network[1239]= 0
invariant : 1'P_poll__networl[795]= 0
invariant : 1'P_poll__networl[1428]= 0
invariant : 1'P_poll__networl[381]= 0
invariant : 1'P_poll__networl[1052]= 0
invariant : 1'P_network[2649]= 0
invariant : 1'P_poll__networl[3212]= 0
invariant : 1'P_poll__networl[3951]= 0
invariant : 1'P_poll__networl[4192]= 0
invariant : 1'P_network[1280]= 0
invariant : 1'P_poll__networl[1282]= 0
invariant : 1'P_poll__networl[2301]= 0
invariant : 1'P_network[1375]= 0
invariant : 1'P_network[1570]= 0
invariant : 1'P_network[1347]= 0
invariant : 1'P_poll__networl[1211]= 0
invariant : 1'P_poll__networl[3170]= 0
invariant : 1'P_network[3545]= 0
invariant : 1'P_poll__networl[2256]= 0
invariant : 1'P_network[3716]= 0
invariant : 1'P_poll__networl[1401]= 0
invariant : 1'P_poll__networl[4369]= 0
invariant : 1'P_poll__networl[3777]= 0
invariant : 1'P_poll__networl[2361]= 0
invariant : 1'P_network[3883]= 0
invariant : 1'P_poll__networl[2157]= 0
invariant : 1'P_poll__networl[3814]= 0
invariant : 1'P_network[2588]= 0
invariant : 1'P_poll__networl[4162]= 0
invariant : 1'P_network[622]= 0
invariant : 1'P_poll__networl[3107]= 0
invariant : 1'P_poll__networl[870]= 0
invariant : 1'P_network[3134]= 0
invariant : 1'P_network[543]= 0
invariant : 1'P_network[3083]= 0
invariant : 1'P_poll__networl[890]= 0
invariant : 1'P_poll__networl[2906]= 0
invariant : 1'P_network[2041]= 0
invariant : 1'P_poll__networl[1837]= 0
invariant : 1'P_poll__networl[1986]= 0
invariant : 1'P_poll__networl[3533]= 0
invariant : 1'P_network[1940]= 0
invariant : 1'P_network[2558]= 0
invariant : 1'P_poll__networl[1929]= 0
invariant : 1'P_poll__networl[1857]= 0
invariant : 1'P_network[1722]= 0
invariant : 1'P_network[3173]= 0
invariant : 1'P_network[3316]= 0
invariant : 1'P_poll__networl[1569]= 0
invariant : 1'P_network[3660]= 0
invariant : 1'P_network[863]= 0
invariant : 1'P_network[728]= 0
invariant : 1'P_network[2107]= 0
invariant : 1'P_poll__networl[3284]= 0
invariant : 1'P_network[2789]= 0
invariant : 1'P_poll__networl[2258]= 0
invariant : 1'P_network[1561]= 0
invariant : 1'P_network[3061]= 0
invariant : 1'P_poll__networl[137]= 0
invariant : 1'P_poll__networl[253]= 0
invariant : 1'P_network[961]= 0
invariant : 1'P_poll__networl[2411]= 0
invariant : 1'P_poll__networl[3665]= 0
invariant : 1'P_negotiation[93] + -1'P_negotiation[96] + 1'P_startNeg__broadcasting[27]= 0
invariant : 1'P_network[3702]= 0
invariant : 1'P_poll__networl[3733]= 0
invariant : 1'P_network[2630]= 0
invariant : 1'P_network[4219]= 0
invariant : 1'P_network[412]= 0
invariant : 1'P_network[2215]= 0
invariant : 1'P_poll__networl[4314]= 0
invariant : 1'P_negotiation[102] + -1'P_negotiation[105] + 1'P_startNeg__broadcasting[30]= 0
invariant : 1'P_poll__networl[2383]= 0
invariant : 1'P_network[3263]= 0
invariant : 1'P_network[1139]= 0
invariant : 1'P_poll__networl[4291]= 0
invariant : 1'P_network[3489]= 0
invariant : 1'P_poll__networl[902]= 0
invariant : 1'P_network[893]= 0
invariant : 1'P_poll__networl[3595]= 0
invariant : 1'P_poll__networl[3644]= 0
invariant : 1'P_poll__networl[3481]= 0
invariant : 1'P_poll__networl[1102]= 0
invariant : 1'P_poll__networl[760]= 0
invariant : 1'P_network[2188]= 0
invariant : 1'P_poll__networl[1825]= 0
invariant : 1'P_poll__networl[4081]= 0
invariant : 1'P_poll__networl[2187]= 0
invariant : 1'P_poll__networl[410]= 0
invariant : 1'P_poll__networl[4132]= 0
invariant : 1'P_poll__networl[2331]= 0
invariant : 1'P_poll__networl[1726]= 0
invariant : 1'P_network[861]= 0
invariant : 1'P_network[3572]= 0
invariant : 1'P_poll__networl[1867]= 0
invariant : 1'P_poll__networl[215]= 0
invariant : 1'P_poll__networl[4109]= 0
invariant : 1'P_network[2946]= 0
invariant : 1'P_network[1808]= 0
invariant : 1'P_poll__networl[1753]= 0
invariant : 1'P_poll__networl[2653]= 0
invariant : 1'P_network[3432]= 0
invariant : 1'P_network[2526]= 0
invariant : 1'P_poll__networl[3339]= 0
invariant : 1'P_poll__networl[3515]= 0
invariant : 1'P_network[1275]= 0
invariant : 1'P_poll__networl[3660]= 0
invariant : 1'P_network[2977]= 0
invariant : 1'P_network[3607]= 0
invariant : 1'P_network[3313]= 0
invariant : 1'P_poll__networl[19]= 0
invariant : 1'P_negotiation[192] + 1'P_negotiation[193] + 1'P_negotiation[194]= 1
invariant : 1'P_network[1679]= 0
invariant : 1'P_network[3587]= 0
invariant : 1'P_poll__networl[1987]= 0
invariant : 1'P_network[854]= 0
invariant : 1'P_network[4243]= 0
invariant : 1'P_network[1563]= 0
invariant : 1'P_network[992]= 0
invariant : 1'P_network[1015]= 0
invariant : 1'P_network[3853]= 0
invariant : 1'P_network[1723]= 0
invariant : 1'P_poll__networl[578]= 0
invariant : 1'P_network[3973]= 0
invariant : 1'P_poll__networl[1988]= 0
invariant : 1'P_poll__networl[3125]= 0
invariant : 1'P_poll__networl[3129]= 0
invariant : 1'P_network[1483]= 0
invariant : 1'P_poll__networl[3785]= 0
invariant : 1'P_network[4100]= 0
invariant : 1'P_poll__networl[1303]= 0
invariant : 1'P_network[791]= 0
invariant : 1'P_network[1351]= 0
invariant : 1'P_network[2002]= 0
invariant : 1'P_network[1238]= 0
invariant : 1'P_network[1727]= 0
invariant : 1'P_poll__networl[1571]= 0
invariant : 1'P_poll__networl[860]= 0
invariant : 1'P_network[1319]= 0
invariant : 1'P_poll__networl[923]= 0
invariant : 1'P_network[2906]= 0
invariant : 1'P_poll__networl[4346]= 0
invariant : 1'P_poll__networl[938]= 0
invariant : 1'P_network[907]= 0
invariant : 1'P_poll__networl[3402]= 0
invariant : 1'P_network[3007]= 0
invariant : 1'P_poll__networl[2864]= 0
invariant : 1'P_poll__networl[2214]= 0
invariant : 1'P_poll__networl[1488]= 0
invariant : 1'P_poll__networl[358]= 0
invariant : 1'P_network[3487]= 0
invariant : 1'P_poll__networl[1696]= 0
invariant : 1'P_poll__networl[3499]= 0
invariant : 1'P_network[161]= 0
invariant : 1'P_poll__networl[2520]= 0
invariant : 1'P_network[1219]= 0
invariant : 1'P_poll__networl[4185]= 0
invariant : 1'P_poll__networl[112]= 0
invariant : 1'P_network[78]= 0
invariant : 1'P_poll__networl[3050]= 0
invariant : 1'P_poll__networl[1658]= 0
invariant : 1'P_network[1293]= 0
invariant : 1'P_poll__networl[433]= 0
invariant : 1'P_poll__networl[2544]= 0
invariant : 1'P_network[745]= 0
invariant : 1'P_network[3435]= 0
invariant : 1'P_poll__networl[1349]= 0
invariant : 1'P_poll__networl[3383]= 0
invariant : 1'P_network[3136]= 0
invariant : 1'P_poll__networl[1949]= 0
invariant : 1'P_network[164]= 0
invariant : 1'P_network[3947]= 0
invariant : 1'P_poll__networl[205]= 0
invariant : 1'P_poll__networl[434]= 0
invariant : 1'P_network[1345]= 0
invariant : 1'P_poll__networl[2729]= 0
invariant : 1'P_network[3832]= 0
invariant : 1'P_poll__networl[2133]= 0
invariant : 1'P_poll__networl[275]= 0
invariant : 1'P_network[1547]= 0
invariant : 1'P_poll__networl[623]= 0
invariant : 1'P_network[1941]= 0
invariant : 1'P_network[2397]= 0
invariant : 1'P_poll__networl[1020]= 0
invariant : 1'P_network[3863]= 0
invariant : 1'P_poll__networl[2577]= 0
invariant : 1'P_poll__networl[846]= 0
invariant : 1'P_poll__networl[971]= 0
invariant : 1'P_network[2938]= 0
invariant : 1'P_poll__networl[2083]= 0
invariant : 1'P_poll__networl[2542]= 0
invariant : 1'P_network[3102]= 0
invariant : 1'P_poll__networl[382]= 0
invariant : 1'P_poll__networl[920]= 0
invariant : 1'P_poll__networl[3193]= 0
invariant : 1'P_network[1007]= 0
invariant : 1'P_poll__networl[537]= 0
invariant : 1'P_poll__networl[1132]= 0
invariant : 1'P_network[4288]= 0
invariant : 1'P_network[4042]= 0
invariant : 1'P_poll__networl[3708]= 0
invariant : 1'P_poll__networl[961]= 0
invariant : 1'P_network[2001]= 0
invariant : 1'P_network[1119]= 0
invariant : 1'P_network[2671]= 0
invariant : 1'P_poll__networl[4036]= 0
invariant : 1'P_poll__networl[673]= 0
invariant : 1'P_network[2590]= 0
invariant : 1'P_network[1553]= 0
invariant : 1'P_poll__networl[243]= 0
invariant : 1'P_network[1949]= 0
invariant : 1'P_network[1721]= 0
invariant : 1'P_poll__networl[1021]= 0
invariant : 1'P_network[3448]= 0
invariant : 1'P_poll__networl[1005]= 0
invariant : 1'P_network[1217]= 0
invariant : 1'P_poll__networl[2911]= 0
invariant : 1'P_network[2221]= 0
invariant : 1'P_network[1022]= 0
invariant : 1'P_network[2081]= 0
invariant : 1'P_negotiation[144] + 1'P_negotiation[145] + 1'P_negotiation[146]= 1
invariant : 1'P_poll__networl[3335]= 0
invariant : 1'P_network[96]= 0
invariant : 1'P_network[3056]= 0
invariant : 1'P_poll__networl[3705]= 0
invariant : 1'P_poll__networl[3422]= 0
invariant : 1'P_network[1860]= 0
invariant : 1'P_network[2683]= 0
invariant : 1'P_poll__networl[1384]= 0
invariant : 1'P_negotiation[109] + 1'P_negotiation[110]= 0
invariant : 1'P_network[3368]= 0
invariant : 1'P_network[1337]= 0
invariant : 1'P_network[375]= 0
invariant : 1'P_poll__networl[519]= 0
invariant : 1'P_poll__networl[3808]= 0
invariant : 1'P_network[3992]= 0
invariant : 1'P_network[3165]= 0
invariant : 1'P_network[4058]= 0
invariant : 1'P_network[3752]= 0
invariant : 1'P_network[620]= 0
invariant : 1'P_poll__networl[59]= 0
invariant : 1'P_poll__networl[3724]= 0
invariant : 1'P_poll__networl[1321]= 0
invariant : 1'P_poll__networl[3153]= 0
invariant : 1'P_poll__networl[4004]= 0
invariant : 1'P_poll__networl[4039]= 0
invariant : 1'P_poll__networl[62]= 0
invariant : 1'P_poll__networl[1731]= 0
invariant : 1'P_poll__networl[3246]= 0
invariant : 1'P_poll__networl[3297]= 0
invariant : 1'P_poll__networl[861]= 0
invariant : 1'P_poll__networl[2217]= 0
invariant : 1'P_network[968]= 0
invariant : 1'P_poll__networl[1141]= 0
invariant : 1'P_poll__networl[1180]= 0
invariant : 1'P_network[1130]= 0
invariant : 1'P_poll__networl[2988]= 0
invariant : 1'P_network[3302]= 0
invariant : 1'P_network[2746]= 0
invariant : 1'P_network[1247]= 0
invariant : 1'P_network[1218]= 0
invariant : 1'P_poll__networl[2416]= 0
invariant : 1'P_network[778]= 0
invariant : 1'P_network[884]= 0
invariant : 1'P_network[77]= 0
invariant : 1'P_network[3288]= 0
invariant : 1'P_network[3826]= 0
invariant : 1'P_network[3815]= 0
invariant : 1'P_network[2140]= 0
invariant : 1'P_poll__networl[543]= 0
invariant : 1'P_network[3757]= 0
invariant : 1'P_network[142]= 0
invariant : 1'P_poll__networl[756]= 0
invariant : 1'P_network[3980]= 0
invariant : 1'P_network[350]= 0
invariant : 1'P_network[2195]= 0
invariant : 1'P_network[3565]= 0
invariant : 1'P_network[4236]= 0
invariant : 1'P_poll__networl[3133]= 0
invariant : 1'P_poll__networl[3127]= 0
invariant : 1'P_network[679]= 0
invariant : 1'P_network[3480]= 0
invariant : 1'P_network[345]= 0
invariant : 1'P_network[991]= 0
invariant : 1'P_network[4107]= 0
invariant : 1'P_poll__networl[7]= 0
invariant : 1'P_poll__networl[1380]= 0
invariant : 1'P_network[435]= 0
invariant : 1'P_poll__networl[1647]= 0
invariant : 1'P_network[4184]= 0
invariant : 1'P_poll__networl[202]= 0
invariant : 1'P_network[4046]= 0
invariant : 1'P_network[208]= 0
invariant : 1'P_network[3945]= 0
invariant : 1'P_electedPrimary[4] + 1'P_electedSecondary[4] + 1'P_negotiation[132] + 1'P_poll__handlingMessage[4] + 1'P_poll__pollEnd[4] + 1'P_poll__waitingMessage[4] + 1'P_polling[4] + 1'P_sendAnnPs__broadcasting[32] + 1'P_sendAnnPs__broadcasting[33] + 1'P_sendAnnPs__broadcasting[34] + 1'P_sendAnnPs__broadcasting[35] + 1'P_sendAnnPs__broadcasting[36] + 1'P_sendAnnPs__broadcasting[37] + 1'P_sendAnnPs__broadcasting[38] + 1'P_sendAnnPs__broadcasting[39] + 1'P_startNeg__broadcasting[39]= 1
invariant : 1'P_network[2798]= 0
invariant : 1'P_poll__networl[1438]= 0
invariant : 1'P_poll__networl[3240]= 0
invariant : 1'P_poll__networl[4252]= 0
invariant : 1'P_poll__networl[3518]= 0
invariant : 1'P_poll__networl[1224]= 0
invariant : 1'P_network[379]= 0
invariant : 1'P_negotiation[10] + 1'P_negotiation[11]= 0
invariant : 1'P_network[310]= 0
invariant : 1'P_network[1603]= 0
invariant : 1'P_network[2306]= 0
invariant : 1'P_poll__networl[3334]= 0
invariant : 1'P_poll__networl[1755]= 0
invariant : 1'P_network[4339]= 0
invariant : 1'P_poll__networl[2477]= 0
invariant : 1'P_poll__networl[2261]= 0
invariant : 1'P_poll__networl[1826]= 0
invariant : 1'P_network[300]= 0
invariant : 1'P_network[1760]= 0
invariant : 1'P_poll__networl[616]= 0
invariant : 1'P_network[3868]= 0
invariant : 1'P_network[3371]= 0
invariant : 1'P_network[3695]= 0
invariant : 1'P_network[921]= 0
invariant : 1'P_network[958]= 0
invariant : 1'P_poll__networl[2180]= 0
invariant : 1'P_poll__networl[3266]= 0
invariant : 1'P_network[2557]= 0
invariant : 1'P_poll__networl[3594]= 0
invariant : 1'P_network[290]= 0
invariant : 1'P_network[3450]= 0
invariant : 1'P_network[2993]= 0
invariant : 1'P_poll__networl[639]= 0
invariant : 1'P_poll__networl[1068]= 0
invariant : 1'P_negotiation[15]= 0
invariant : 1'P_poll__networl[1531]= 0
invariant : 1'P_network[1560]= 0
invariant : 1'P_poll__networl[3950]= 0
invariant : 1'P_network[2455]= 0
invariant : 1'P_poll__networl[2559]= 0
invariant : 1'P_poll__networl[1644]= 0
invariant : 1'P_poll__networl[1572]= 0
invariant : 1'P_poll__networl[722]= 0
invariant : 1'P_network[525]= 0
invariant : 1'P_poll__networl[224]= 0
invariant : 1'P_network[110]= 0
invariant : 1'P_poll__networl[3761]= 0
invariant : 1'P_poll__networl[1587]= 0
invariant : 1'P_negotiation[63] + 1'P_negotiation[64] + 1'P_negotiation[65]= 1
invariant : 1'P_network[3512]= 0
invariant : 1'P_network[3831]= 0
invariant : 1'P_poll__networl[2054]= 0
invariant : 1'P_poll__networl[3441]= 0
invariant : 1'P_network[2586]= 0
invariant : 1'P_network[3220]= 0
invariant : 1'P_network[1780]= 0
invariant : 1'P_poll__networl[1067]= 0
invariant : 1'P_network[3505]= 0
invariant : 1'P_network[2319]= 0
invariant : 1'P_network[1236]= 0
invariant : 1'P_network[3167]= 0
invariant : 1'P_poll__networl[94]= 0
invariant : 1'P_poll__networl[3981]= 0
invariant : 1'P_poll__networl[1106]= 0
invariant : 1'P_network[1749]= 0
invariant : 1'P_network[3169]= 0
invariant : 1'P_network[4348]= 0
invariant : 1'P_negotiation[25] + 1'P_negotiation[26]= 0
invariant : 1'P_network[1455]= 0
invariant : 1'P_network[1541]= 0
invariant : 1'P_poll__networl[1458]= 0
invariant : 1'P_poll__networl[3891]= 0
invariant : 1'P_network[4147]= 0
invariant : 1'P_poll__networl[483]= 0
invariant : 1'P_negotiation[222] + -1'P_negotiation[225] + 1'P_startNeg__broadcasting[66]= 0
invariant : 1'P_network[3646]= 0
invariant : 1'P_poll__networl[4365]= 0
invariant : 1'P_network[2728]= 0
invariant : 1'P_network[3182]= 0
invariant : 1'P_poll__networl[2106]= 0
invariant : 1'P_poll__networl[3986]= 0
invariant : 1'P_poll__networl[1206]= 0
invariant : 1'P_poll__networl[3409]= 0
invariant : 1'P_negotiation[84] + 1'P_negotiation[85] + 1'P_negotiation[86]= 1
invariant : 1'P_network[3876]= 0
invariant : 1'P_poll__networl[511]= 0
invariant : 1'P_poll__networl[4348]= 0
invariant : 1'P_poll__networl[1938]= 0
invariant : 1'P_poll__networl[651]= 0
invariant : 1'P_network[2909]= 0
invariant : 1'P_network[3911]= 0
invariant : 1'P_poll__networl[1871]= 0
invariant : 1'P_poll__networl[3968]= 0
invariant : 1'P_network[2971]= 0
invariant : 1'P_network[548]= 0
invariant : 1'P_network[1610]= 0
invariant : 1'P_network[807]= 0
invariant : 1'P_poll__networl[576]= 0
invariant : 1'P_poll__networl[1729]= 0
invariant : 1'P_poll__networl[680]= 0
invariant : 1'P_poll__networl[894]= 0
invariant : 1'P_network[3268]= 0
invariant : 1'P_network[3013]= 0
invariant : 1'P_network[1732]= 0
invariant : 1'P_poll__networl[3611]= 0
invariant : 1'P_poll__networl[3568]= 0
invariant : 1'P_poll__networl[2412]= 0
invariant : 1'P_network[2491]= 0
invariant : 1'P_poll__networl[3879]= 0
invariant : 1'P_network[1538]= 0
invariant : 1'P_negotiation[33] + -1'P_negotiation[36] + 1'P_startNeg__broadcasting[9]= 0
invariant : 1'P_network[2102]= 0
invariant : 1'P_poll__networl[865]= 0
invariant : 1'P_network[2625]= 0
invariant : 1'P_poll__networl[4250]= 0
invariant : 1'P_poll__networl[2574]= 0
invariant : 1'P_network[2585]= 0
invariant : 1'P_network[2863]= 0
invariant : 1'P_network[3101]= 0
invariant : 1'P_poll__networl[1088]= 0
invariant : 1'P_poll__networl[1629]= 0
invariant : 1'P_poll__networl[4247]= 0
invariant : 1'P_poll__networl[691]= 0
invariant : 1'P_network[2787]= 0
invariant : 1'P_poll__networl[3917]= 0
invariant : 1'P_network[3806]= 0
invariant : 1'P_poll__networl[2324]= 0
invariant : 1'P_network[3077]= 0
invariant : 1'P_network[623]= 0
invariant : 1'P_poll__networl[462]= 0
invariant : 1'P_poll__networl[2541]= 0
invariant : 1'P_network[3940]= 0
invariant : 1'P_network[1060]= 0
invariant : 1'P_network[2208]= 0
invariant : 1'P_poll__networl[4362]= 0
invariant : 1'P_poll__networl[300]= 0
invariant : 1'P_poll__networl[1478]= 0
invariant : 1'P_network[2845]= 0
invariant : 1'P_network[2364]= 0
invariant : 1'P_poll__networl[3721]= 0
invariant : 1'P_network[948]= 0
invariant : 1'P_poll__networl[1855]= 0
invariant : 1'P_network[847]= 0
invariant : 1'P_poll__networl[974]= 0
invariant : 1'P_network[238]= 0
invariant : 1'P_poll__networl[1769]= 0
invariant : 1'P_poll__networl[3341]= 0
invariant : 1'P_network[2972]= 0
invariant : 1'P_network[3756]= 0
invariant : 1'P_negotiation[31] + 1'P_negotiation[32]= 1
invariant : 1'P_network[2812]= 0
invariant : 1'P_poll__networl[1706]= 0
invariant : 1'P_network[155]= 0
invariant : 1'P_network[2910]= 0
invariant : 1'P_poll__networl[356]= 0
invariant : 1'P_poll__networl[2115]= 0
invariant : 1'P_network[2685]= 0
invariant : 1'P_poll__networl[2127]= 0
invariant : 1'P_network[2211]= 0
invariant : 1'P_network[1128]= 0
invariant : 1'P_network[2204]= 0
invariant : 1'P_poll__networl[542]= 0
invariant : 1'P_poll__networl[317]= 0
invariant : 1'P_network[763]= 0
invariant : 1'P_network[86]= 0
invariant : 1'P_poll__networl[4181]= 0
invariant : 1'P_poll__networl[591]= 0
invariant : 1'P_poll__networl[2754]= 0
invariant : 1'P_network[1182]= 0
invariant : 1'P_poll__networl[3734]= 0
invariant : 1'P_poll__networl[1300]= 0
invariant : 1'P_poll__networl[2572]= 0
invariant : 1'P_network[2540]= 0
invariant : 1'P_poll__networl[1465]= 0
invariant : 1'P_network[1704]= 0
invariant : 1'P_network[2636]= 0
invariant : 1'P_poll__networl[3033]= 0
invariant : 1'P_poll__networl[3408]= 0
invariant : 1'P_network[732]= 0
invariant : 1'P_network[3930]= 0
invariant : 1'P_poll__networl[915]= 0
invariant : 1'P_poll__networl[2971]= 0
invariant : 1'P_poll__networl[187]= 0
invariant : 1'P_poll__networl[2855]= 0
invariant : 1'P_network[707]= 0
invariant : 1'P_network[507]= 0
invariant : 1'P_network[2612]= 0
invariant : 1'P_poll__networl[4267]= 0
invariant : 1'P_network[841]= 0
invariant : 1'P_network[2626]= 0
invariant : 1'P_network[3770]= 0
invariant : 1'P_poll__networl[1108]= 0
invariant : 1'P_poll__networl[140]= 0
invariant : 1'P_network[2006]= 0
invariant : 1'P_network[1586]= 0
invariant : 1'P_poll__networl[1545]= 0
invariant : 1'P_network[635]= 0
invariant : 1'P_network[3162]= 0
invariant : 1'P_poll__networl[587]= 0
invariant : 1'P_network[3997]= 0
invariant : 1'P_poll__networl[4270]= 0
invariant : 1'P_network[1762]= 0
invariant : 1'P_network[4146]= 0
invariant : 1'P_poll__networl[3329]= 0
invariant : 1'P_poll__networl[1318]= 0
invariant : 1'P_network[2033]= 0
invariant : 1'P_poll__networl[4233]= 0
invariant : 1'P_poll__networl[3236]= 0
invariant : 1'P_network[3193]= 0
invariant : 1'P_network[93]= 0
invariant : 1'P_poll__networl[77]= 0
invariant : 1'P_poll__networl[887]= 0
invariant : 1'P_poll__networl[963]= 0
invariant : 1'P_poll__networl[3788]= 0
invariant : 1'P_poll__networl[3827]= 0
invariant : 1'P_poll__networl[182]= 0
invariant : 1'P_poll__networl[2897]= 0
invariant : 1'P_poll__networl[631]= 0
invariant : 1'P_network[2945]= 0
invariant : 1'P_poll__networl[2482]= 0
invariant : 1'P_poll__networl[3988]= 0
invariant : 1'P_network[1001]= 0
invariant : 1'P_network[2463]= 0
invariant : 1'P_network[397]= 0
invariant : 1'P_network[3776]= 0
invariant : 1'P_poll__networl[1680]= 0
invariant : 1'P_poll__networl[4165]= 0
invariant : 1'P_poll__networl[2815]= 0
invariant : 1'P_poll__networl[1997]= 0
invariant : 1'P_network[3325]= 0
invariant : 1'P_network[4285]= 0
invariant : 1'P_network[2087]= 0
invariant : 1'P_network[1624]= 0
invariant : 1'P_network[2478]= 0
invariant : 1'P_poll__networl[1017]= 0
invariant : 1'P_network[1443]= 0
invariant : 1'P_network[1488]= 0
invariant : 1'P_network[42]= 0
invariant : 1'P_network[573]= 0
invariant : 1'P_poll__networl[2303]= 0
invariant : 1'P_negotiation[39] + -1'P_negotiation[42] + 1'P_startNeg__broadcasting[11]= 0
invariant : 1'P_network[3862]= 0
invariant : 1'P_poll__networl[594]= 0
invariant : 1'P_poll__networl[957]= 0
invariant : 1'P_network[2459]= 0
invariant : 1'P_poll__networl[1662]= 0
invariant : 1'P_poll__networl[2218]= 0
invariant : 1'P_poll__networl[2401]= 0
invariant : 1'P_poll__networl[306]= 0
invariant : 1'P_poll__networl[1643]= 0
invariant : 1'P_network[59]= 0
invariant : 1'P_poll__networl[1934]= 0
invariant : 1'P_poll__networl[4021]= 0
invariant : 1'P_network[3874]= 0
invariant : 1'P_poll__networl[2341]= 0
invariant : 1'P_negotiation[207] + -1'P_negotiation[213] + 1'P_startNeg__broadcasting[62]= 0
invariant : 1'P_poll__networl[3218]= 0
invariant : 1'P_poll__networl[2317]= 0
invariant : 1'P_poll__networl[3547]= 0
invariant : 1'P_network[3518]= 0
invariant : 1'P_network[4324]= 0
invariant : 1'P_network[1929]= 0
invariant : 1'P_network[676]= 0
invariant : 1'P_network[2474]= 0
invariant : 1'P_network[697]= 0
invariant : 1'P_network[2757]= 0
invariant : 1'P_poll__networl[693]= 0
invariant : 1'P_network[1716]= 0
invariant : 1'P_poll__networl[2105]= 0
invariant : 1'P_network[2154]= 0
invariant : 1'P_poll__networl[2126]= 0
invariant : 1'P_network[785]= 0
invariant : 1'P_network[476]= 0
invariant : 1'P_poll__networl[34]= 0
invariant : 1'P_negotiation[48] + 1'P_negotiation[49] + 1'P_negotiation[50]= 1
invariant : 1'P_network[3728]= 0
invariant : 1'P_poll__networl[1234]= 0
invariant : 1'P_poll__networl[2454]= 0
invariant : 1'P_network[1625]= 0
invariant : 1'P_network[3153]= 0
invariant : 1'P_poll__networl[2972]= 0
invariant : 1'P_poll__networl[2996]= 0
invariant : 1'P_poll__networl[851]= 0
invariant : 1'P_network[1894]= 0
invariant : 1'P_poll__networl[2789]= 0
invariant : 1'P_network[2627]= 0
invariant : 1'P_negotiation[28] + 1'P_negotiation[29]= 0
invariant : 1'P_network[3172]= 0
invariant : 1'P_network[1828]= 0
invariant : 1'P_poll__networl[3398]= 0
invariant : 1'P_poll__networl[1457]= 0
invariant : 1'P_poll__networl[3825]= 0
invariant : 1'P_network[3715]= 0
invariant : 1'P_poll__networl[2016]= 0
invariant : 1'P_poll__networl[3994]= 0
invariant : 1'P_poll__networl[2039]= 0
invariant : 1'P_network[817]= 0
invariant : 1'P_network[3822]= 0
invariant : 1'P_poll__networl[2113]= 0
invariant : 1'P_poll__networl[531]= 0
invariant : 1'P_network[101]= 0
invariant : 1'P_network[2899]= 0
invariant : 1'P_network[3457]= 0
invariant : 1'P_poll__networl[2359]= 0
invariant : 1'P_network[2350]= 0
invariant : 1'P_network[867]= 0
invariant : 1'P_network[1807]= 0
invariant : 1'P_poll__networl[3336]= 0
invariant : 1'P_poll__networl[1351]= 0
invariant : 1'P_poll__networl[1510]= 0
invariant : 1'P_network[680]= 0
invariant : 1'P_poll__networl[1287]= 0
invariant : 1'P_poll__networl[688]= 0
invariant : 1'P_network[295]= 0
invariant : 1'P_poll__networl[4100]= 0
invariant : 1'P_poll__networl[2966]= 0
invariant : 1'P_poll__networl[330]= 0
invariant : 1'P_negotiation[141] + 1'P_negotiation[142] + 1'P_negotiation[143]= 1
invariant : 1'P_network[3817]= 0
invariant : 1'P_network[1154]= 0
invariant : 1'P_network[1056]= 0
invariant : 1'P_poll__networl[2995]= 0
invariant : 1'P_poll__networl[4075]= 0
invariant : 1'P_poll__networl[3283]= 0
invariant : 1'P_network[272]= 0
invariant : 1'P_poll__networl[1002]= 0
invariant : 1'P_network[1585]= 0
invariant : 1'P_network[1379]= 0
invariant : 1'P_network[624]= 0
invariant : 1'P_network[800]= 0
invariant : 1'P_poll__networl[698]= 0
invariant : 1'P_poll__networl[2706]= 0
invariant : 1'P_network[3926]= 0
invariant : 1'P_poll__networl[2688]= 0
invariant : 1'P_network[1456]= 0
invariant : 1'P_poll__networl[4098]= 0
invariant : 1'P_network[89]= 0
invariant : 1'P_network[528]= 0
invariant : 1'P_network[1925]= 0
invariant : 1'P_poll__networl[1936]= 0
invariant : 1'P_poll__networl[2488]= 0
invariant : 1'P_poll__networl[832]= 0
invariant : 1'P_poll__networl[3432]= 0
invariant : 1'P_poll__networl[2594]= 0
invariant : 1'P_poll__networl[2384]= 0
invariant : 1'P_poll__networl[1594]= 0
invariant : 1'P_network[492]= 0
invariant : 1'P_network[1870]= 0
invariant : 1'P_poll__networl[451]= 0
invariant : 1'P_network[3075]= 0
invariant : 1'P_network[3353]= 0
invariant : 1'P_poll__networl[3016]= 0
invariant : 1'P_network[4150]= 0
invariant : 1'P_poll__networl[2078]= 0
invariant : 1'P_network[1928]= 0
invariant : 1'P_network[1976]= 0
invariant : 1'P_poll__networl[4110]= 0
invariant : 1'P_network[3269]= 0
invariant : 1'P_network[3719]= 0
invariant : 1'P_network[2912]= 0
invariant : 1'P_poll__networl[516]= 0
invariant : 1'P_poll__networl[3480]= 0
invariant : 1'P_poll__networl[3746]= 0
invariant : 1'P_poll__networl[2396]= 0
invariant : 1'P_poll__networl[1197]= 0
invariant : 1'P_poll__networl[2880]= 0
invariant : 1'P_poll__networl[3893]= 0
invariant : 1'P_poll__networl[1586]= 0
invariant : 1'P_network[2589]= 0
invariant : 1'P_poll__networl[2519]= 0
invariant : 1'P_poll__networl[3457]= 0
invariant : 1'P_poll__networl[3807]= 0
invariant : 1'P_poll__networl[2709]= 0
invariant : 1'P_network[3662]= 0
invariant : 1'P_network[220]= 0
invariant : 1'P_network[4346]= 0
invariant : 1'P_network[2615]= 0
invariant : 1'P_network[2813]= 0
invariant : 1'P_network[3828]= 0
invariant : 1'P_poll__networl[3506]= 0
invariant : 1'P_poll__networl[1879]= 0
invariant : 1'P_poll__networl[368]= 0
invariant : 1'P_poll__networl[585]= 0
invariant : 1'P_network[646]= 0
invariant : 1'P_network[4025]= 0
invariant : 1'P_poll__networl[4137]= 0
invariant : 1'P_network[601]= 0
invariant : 1'P_network[4325]= 0
invariant : 1'P_network[2130]= 0
invariant : 1'P_network[2541]= 0
invariant : 1'P_network[46]= 0
invariant : 1'P_network[1869]= 0
invariant : 1'P_network[2686]= 0
invariant : 1'P_poll__networl[1515]= 0
invariant : 1'P_network[2741]= 0
invariant : 1'P_poll__networl[2747]= 0
invariant : 1'P_poll__networl[3812]= 0
invariant : 1'P_poll__networl[3970]= 0
invariant : 1'P_poll__networl[3996]= 0
invariant : 1'P_masterState[126] + 1'P_masterState[127] + 1'P_masterState[128] + 1'P_masterState[129] + 1'P_masterState[130] + 1'P_masterState[131] + 1'P_masterState[132] + 1'P_masterState[133] + 1'P_masterState[134] + 1'P_masterState[135] + 1'P_masterState[136] + 1'P_masterState[137] + 1'P_masterState[138] + 1'P_masterState[139] + 1'P_masterState[140] + 1'P_masterState[141] + 1'P_masterState[142] + 1'P_masterState[143]= 1
invariant : 1'P_poll__networl[1118]= 0
invariant : 1'P_poll__networl[3244]= 0
invariant : 1'P_poll__networl[653]= 0
invariant : 1'P_network[1731]= 0
invariant : 1'P_poll__networl[2192]= 0
invariant : 1'P_network[3160]= 0
invariant : 1'P_network[582]= 0
invariant : 1'P_poll__networl[411]= 0
invariant : 1'P_poll__networl[1659]= 0
invariant : 1'P_poll__networl[3534]= 0
invariant : 1'P_poll__networl[482]= 0
invariant : 1'P_poll__networl[1007]= 0
invariant : 1'P_poll__networl[92]= 0
invariant : 1'P_network[1946]= 0
invariant : 1'P_poll__networl[3445]= 0
invariant : 1'P_poll__networl[2611]= 0
invariant : 1'P_network[3668]= 0
invariant : 1'P_network[2458]= 0
invariant : 1'P_network[4312]= 0
invariant : 1'P_network[1923]= 0
invariant : 1'P_poll__networl[2802]= 0
invariant : 1'P_network[3858]= 0
invariant : 1'P_poll__networl[3824]= 0
invariant : 1'P_network[275]= 0
invariant : 1'P_network[3592]= 0
invariant : 1'P_poll__networl[3555]= 0
invariant : 1'P_network[3152]= 0
invariant : 1'P_network[996]= 0
invariant : 1'P_network[1574]= 0
invariant : 1'P_network[1034]= 0
invariant : 1'P_network[2030]= 0
invariant : 1'P_network[1168]= 0
invariant : 1'P_poll__networl[909]= 0
invariant : 1'P_poll__networl[3602]= 0
invariant : 1'P_poll__networl[149]= 0
invariant : 1'P_poll__networl[1720]= 0
invariant : 1'P_poll__networl[3288]= 0
invariant : 1'P_poll__networl[3655]= 0
invariant : 1'P_poll__networl[3698]= 0
invariant : 1'P_poll__networl[343]= 0
invariant : 1'P_poll__networl[3227]= 0
invariant : 1'P_network[237]= 0
invariant : 1'P_network[2750]= 0
invariant : 1'P_poll__networl[1456]= 0
invariant : 1'P_network[3164]= 0
invariant : 1'P_poll__networl[1117]= 0
invariant : 1'P_network[265]= 0
invariant : 1'P_network[2072]= 0
invariant : 1'P_network[2801]= 0
invariant : 1'P_poll__networl[3393]= 0
invariant : 1'P_network[3347]= 0
invariant : 1'P_network[3827]= 0
invariant : 1'P_poll__networl[2345]= 0
invariant : 1'P_poll__networl[2449]= 0
invariant : 1'P_poll__networl[2043]= 0
invariant : 1'P_network[1559]= 0
invariant : 1'P_network[3560]= 0
invariant : 1'P_poll__networl[678]= 0
invariant : 1'P_network[848]= 0
invariant : 1'P_negotiation[19] + 1'P_negotiation[20]= 0
invariant : 1'P_poll__networl[3054]= 0
invariant : 1'P_network[3455]= 0
invariant : 1'P_network[669]= 0
invariant : 1'P_poll__networl[61]= 0
invariant : 1'P_network[2740]= 0
invariant : 1'P_network[1479]= 0
invariant : 1'P_network[2074]= 0
invariant : 1'P_network[4301]= 0
invariant : 1'P_network[41]= 0
invariant : 1'P_poll__networl[582]= 0
invariant : 1'P_poll__networl[2167]= 0
invariant : 1'P_network[2539]= 0
invariant : 1'P_poll__networl[4138]= 0
invariant : 1'P_network[3319]= 0
invariant : 1'P_poll__networl[785]= 0
invariant : 1'P_poll__networl[1373]= 0
invariant : 1'P_poll__networl[1057]= 0
invariant : 1'P_network[3873]= 0
invariant : 1'P_network[919]= 0
invariant : 1'P_network[3333]= 0
invariant : 1'P_network[2023]= 0
invariant : 1'P_network[2157]= 0
invariant : 1'P_negotiation[198] + 1'P_negotiation[199] + 1'P_negotiation[200]= 1
invariant : 1'P_poll__networl[1209]= 0
invariant : 1'P_poll__networl[3584]= 0
invariant : 1'P_poll__networl[4295]= 0
invariant : 1'P_poll__networl[2036]= 0
invariant : 1'P_network[3622]= 0
invariant : 1'P_network[453]= 0
invariant : 1'P_network[779]= 0
invariant : 1'P_poll__networl[1967]= 0
invariant : 1'P_poll__networl[1944]= 0
invariant : 1'P_network[3486]= 0
invariant : 1'P_poll__networl[3428]= 0
invariant : 1'P_network[4373]= 0
invariant : 1'P_poll__networl[4325]= 0
invariant : 1'P_network[1612]= 0
invariant : 1'P_network[4044]= 0
invariant : 1'P_network[565]= 0
invariant : 1'P_poll__networl[2612]= 0
invariant : 1'P_poll__networl[3559]= 0
invariant : 1'P_poll__networl[400]= 0
invariant : 1'P_network[2941]= 0
invariant : 1'P_network[806]= 0
invariant : 1'P_poll__networl[580]= 0
invariant : 1'P_poll__networl[3017]= 0
invariant : 1'P_network[1555]= 0
invariant : 1'P_poll__networl[2954]= 0
invariant : 1'P_poll__networl[1390]= 0
invariant : 1'P_network[98]= 0
invariant : 1'P_network[1370]= 0
invariant : 1'P_poll__networl[1946]= 0
invariant : 1'P_network[374]= 0
invariant : 1'P_poll__networl[906]= 0
invariant : 1'P_poll__networl[4073]= 0
invariant : 1'P_network[19]= 0
invariant : 1'P_poll__networl[1623]= 0
invariant : 1'P_network[3241]= 0
invariant : 1'P_network[703]= 0
invariant : 1'P_poll__networl[3183]= 0
invariant : 1'P_poll__networl[3551]= 0
invariant : 1'P_poll__networl[4355]= 0
invariant : 1'P_network[938]= 0
invariant : 1'P_poll__networl[1716]= 0
invariant : 1'P_poll__networl[2348]= 0
invariant : 1'P_poll__networl[1065]= 0
invariant : 1'P_network[2527]= 0
invariant : 1'P_network[1193]= 0
invariant : 1'P_poll__networl[2871]= 0
invariant : 1'P_poll__networl[3475]= 0
invariant : 1'P_poll__networl[2059]= 0
invariant : 1'P_poll__networl[4000]= 0
invariant : 1'P_poll__networl[36]= 0
invariant : 1'P_poll__networl[1059]= 0
invariant : 1'P_network[4201]= 0
invariant : 1'P_network[1751]= 0
invariant : 1'P_poll__networl[1221]= 0
invariant : 1'P_poll__networl[1227]= 0
invariant : 1'P_network[1533]= 0
invariant : 1'P_poll__networl[3882]= 0
invariant : 1'P_poll__networl[3465]= 0
invariant : 1'P_network[2206]= 0
invariant : 1'P_network[1718]= 0
invariant : 1'P_network[1707]= 0
invariant : 1'P_network[294]= 0
invariant : 1'P_network[4133]= 0
invariant : 1'P_poll__networl[2648]= 0
invariant : 1'P_poll__networl[154]= 0
invariant : 1'P_network[1725]= 0
invariant : 1'P_poll__networl[2806]= 0
invariant : 1'P_poll__networl[560]= 0
invariant : 1'P_poll__networl[3838]= 0
invariant : 1'P_network[219]= 0
invariant : 1'P_poll__networl[2644]= 0
invariant : 1'P_network[1880]= 0
invariant : 1'P_poll__networl[2452]= 0
invariant : 1'P_poll__networl[3290]= 0
invariant : 1'P_network[147]= 0
invariant : 1'P_poll__networl[925]= 0
invariant : 1'P_poll__networl[2525]= 0
invariant : 1'P_poll__networl[1502]= 0
invariant : 1'P_network[257]= 0
invariant : 1'P_network[1333]= 0
invariant : 1'P_poll__networl[3939]= 0
invariant : 1'P_poll__networl[364]= 0
invariant : 1'P_poll__networl[4106]= 0
invariant : 1'P_poll__networl[864]= 0
invariant : 1'P_masterState[36] + 1'P_masterState[37] + 1'P_masterState[38] + 1'P_masterState[39] + 1'P_masterState[40] + 1'P_masterState[41] + 1'P_masterState[42] + 1'P_masterState[43] + 1'P_masterState[44] + 1'P_masterState[45] + 1'P_masterState[46] + 1'P_masterState[47] + 1'P_masterState[48] + 1'P_masterState[49] + 1'P_masterState[50] + 1'P_masterState[51] + 1'P_masterState[52] + 1'P_masterState[53]= 1
invariant : 1'P_network[302]= 0
invariant : 1'P_poll__networl[2512]= 0
invariant : 1'P_poll__networl[1854]= 0
invariant : 1'P_network[723]= 0
invariant : 1'P_network[3824]= 0
invariant : 1'P_network[2311]= 0
invariant : 1'P_poll__networl[2937]= 0
invariant : 1'P_network[52]= 0
invariant : 1'P_poll__networl[1878]= 0
invariant : 1'P_network[2147]= 0
invariant : 1'P_network[3299]= 0
invariant : 1'P_poll__networl[777]= 0
invariant : 1'P_poll__networl[850]= 0
invariant : 1'P_network[2542]= 0
invariant : 1'P_poll__networl[1392]= 0
invariant : 1'P_poll__networl[2162]= 0
invariant : 1'P_network[757]= 0
invariant : 1'P_network[4237]= 0
invariant : 1'P_network[2846]= 0
invariant : 1'P_poll__networl[762]= 0
invariant : 1'P_poll__networl[3961]= 0
invariant : 1'P_network[695]= 0
invariant : 1'P_network[2758]= 0
invariant : 1'P_network[3043]= 0
invariant : 1'P_poll__networl[3055]= 0
invariant : 1'P_poll__networl[978]= 0
invariant : 1'P_poll__networl[889]= 0
invariant : 1'P_negotiation[213] + 1'P_negotiation[214] + 1'P_negotiation[215]= 1
invariant : 1'P_negotiation[126] + -1'P_negotiation[129] + 1'P_startNeg__broadcasting[37]= 0
invariant : 1'P_network[3300]= 0
invariant : 1'P_network[566]= 0
invariant : 1'P_network[3178]= 0
invariant : 1'P_poll__networl[1008]= 0
invariant : 1'P_poll__networl[2727]= 0
invariant : 1'P_network[997]= 0
invariant : 1'P_poll__networl[463]= 0
invariant : 1'P_poll__networl[1503]= 0
invariant : 1'P_poll__networl[1553]= 0
invariant : 1'P_poll__networl[1133]= 0
invariant : 1'P_network[670]= 0
invariant : 1'P_poll__networl[3260]= 0
invariant : 1'P_network[3895]= 0
invariant : 1'P_network[908]= 0
invariant : 1'P_network[3407]= 0
invariant : 1'P_poll__networl[1191]= 0
invariant : 1'P_poll__networl[4308]= 0
invariant : 1'P_poll__networl[1913]= 0
invariant : 1'P_poll__networl[3798]= 0
invariant : 1'P_poll__networl[1028]= 0
invariant : 1'P_network[2935]= 0
invariant : 1'P_poll__networl[348]= 0
invariant : 1'P_poll__networl[4189]= 0
invariant : 1'P_network[1829]= 0
invariant : 1'P_poll__networl[2676]= 0
invariant : 1'P_poll__networl[3460]= 0
invariant : 1'P_negotiation[6]= 0
invariant : 1'P_poll__networl[3350]= 0
invariant : 1'P_poll__networl[2615]= 0
invariant : 1'P_poll__networl[1483]= 0
invariant : 1'P_network[2200]= 0
invariant : 1'P_poll__networl[1454]= 0
invariant : 1'P_network[1267]= 0
invariant : 1'P_network[3734]= 0
invariant : 1'P_network[3894]= 0
invariant : 1'P_network[1063]= 0
invariant : 1'P_poll__networl[1435]= 0
invariant : 1'P_network[4273]= 0
invariant : 1'P_network[1176]= 0
invariant : 1'P_poll__networl[4208]= 0
invariant : 1'P_network[798]= 0
invariant : 1'P_poll__networl[3139]= 0
invariant : 1'P_network[1999]= 0
invariant : 1'P_network[251]= 0
invariant : 1'P_network[2099]= 0
invariant : 1'P_network[3224]= 0
invariant : 1'P_poll__networl[1250]= 0
invariant : 1'P_network[3085]= 0
invariant : 1'P_poll__networl[1817]= 0
invariant : 1'P_poll__networl[3106]= 0
invariant : 1'P_poll__networl[168]= 0
invariant : 1'P_poll__networl[3890]= 0
invariant : 1'P_poll__networl[74]= 0
invariant : 1'P_network[4073]= 0
invariant : 1'P_network[167]= 0
invariant : 1'P_network[579]= 0
invariant : 1'P_network[916]= 0
invariant : 1'P_poll__networl[645]= 0
invariant : 1'P_network[2653]= 0
invariant : 1'P_network[1181]= 0
invariant : 1'P_network[1241]= 0
invariant : 1'P_network[1451]= 0
invariant : 1'P_network[4195]= 0
invariant : 1'P_poll__networl[2404]= 0
invariant : 1'P_network[4127]= 0
invariant : 1'P_poll__networl[3356]= 0
invariant : 1'P_poll__networl[249]= 0
invariant : 1'P_negotiation[57] + 1'P_negotiation[58] + 1'P_negotiation[59]= 1
invariant : 1'P_poll__networl[1541]= 0
invariant : 1'P_poll__networl[1064]= 0
invariant : 1'P_poll__networl[2306]= 0
invariant : 1'P_poll__networl[4299]= 0
invariant : 1'P_network[3698]= 0
invariant : 1'P_poll__networl[4142]= 0
invariant : 1'P_poll__networl[3675]= 0
invariant : 1'P_network[3117]= 0
invariant : 1'P_poll__networl[2210]= 0
invariant : 1'P_poll__networl[590]= 0
invariant : 1'P_poll__networl[809]= 0
invariant : 1'P_network[152]= 0
invariant : 1'P_sendAnnPs__broadcasting[4]= 0
invariant : 1'P_poll__networl[3303]= 0
invariant : 1'P_poll__networl[261]= 0
invariant : 1'P_poll__networl[1076]= 0
invariant : 1'P_poll__networl[1656]= 0
invariant : 1'P_network[911]= 0
invariant : 1'P_network[3336]= 0
invariant : 1'P_network[3008]= 0
invariant : 1'P_network[4292]= 0
invariant : 1'P_poll__networl[3061]= 0
invariant : 1'P_poll__networl[579]= 0
invariant : 1'P_poll__networl[784]= 0
invariant : 1'P_poll__networl[1167]= 0
invariant : 1'P_network[1477]= 0
invariant : 1'P_poll__networl[157]= 0
invariant : 1'P_poll__networl[2035]= 0
invariant : 1'P_network[403]= 0
invariant : 1'P_network[3071]= 0
invariant : 1'P_poll__networl[568]= 0
invariant : 1'P_poll__networl[805]= 0
invariant : 1'P_network[289]= 0
invariant : 1'P_network[1142]= 0
invariant : 1'P_network[422]= 0
invariant : 1'P_poll__networl[276]= 0
invariant : 1'P_network[4040]= 0
invariant : 1'P_network[3406]= 0
invariant : 1'P_poll__networl[2424]= 0
invariant : 1'P_network[950]= 0
invariant : 1'P_network[1930]= 0
invariant : 1'P_poll__networl[88]= 0
invariant : 1'P_poll__networl[26]= 0
invariant : 1'P_network[3003]= 0
invariant : 1'P_poll__networl[573]= 0
invariant : 1'P_poll__networl[2189]= 0
invariant : 1'P_network[1327]= 0
invariant : 1'P_poll__networl[1335]= 0
invariant : 1'P_poll__networl[1721]= 0
invariant : 1'P_poll__networl[3295]= 0
invariant : 1'P_network[3080]= 0
invariant : 1'P_poll__networl[105]= 0
invariant : 1'P_network[3072]= 0
invariant : 1'P_poll__networl[1672]= 0
invariant : 1'P_poll__networl[1921]= 0
invariant : 1'P_poll__networl[4080]= 0
invariant : 1'P_poll__networl[1066]= 0
invariant : 1'P_poll__networl[3410]= 0
invariant : 1'P_network[4021]= 0
invariant : 1'P_poll__networl[1824]= 0
invariant : 1'P_network[1549]= 0
invariant : 1'P_network[85]= 0
invariant : 1'P_poll__networl[1089]= 0
invariant : 1'P_poll__networl[3589]= 0
invariant : 1'P_network[1516]= 0
invariant : 1'P_poll__networl[1920]= 0
invariant : 1'P_poll__networl[4134]= 0
invariant : 1'P_network[3081]= 0
invariant : 1'P_poll__networl[3985]= 0
invariant : 1'P_network[3950]= 0
invariant : 1'P_poll__networl[3971]= 0
invariant : 1'P_network[215]= 0
invariant : 1'P_poll__networl[322]= 0
invariant : 1'P_poll__networl[3150]= 0
invariant : 1'P_network[784]= 0
invariant : 1'P_network[3157]= 0
invariant : 1'P_poll__networl[2186]= 0
invariant : 1'P_poll__networl[3223]= 0
invariant : 1'P_network[544]= 0
invariant : 1'P_poll__networl[1674]= 0
invariant : 1'P_poll__networl[3756]= 0
invariant : 1'P_poll__networl[4034]= 0
invariant : 1'P_network[1118]= 0
invariant : 1'P_poll__networl[1232]= 0
invariant : 1'P_network[1085]= 0
invariant : 1'P_poll__networl[3809]= 0
invariant : 1'P_network[1073]= 0
invariant : 1'P_network[2473]= 0
invariant : 1'P_network[1157]= 0
invariant : 1'P_poll__networl[1354]= 0
invariant : 1'P_poll__networl[160]= 0
invariant : 1'P_poll__networl[23]= 0
invariant : 1'P_poll__networl[3942]= 0
invariant : 1'P_poll__networl[2142]= 0
invariant : 1'P_network[636]= 0
invariant : 1'P_network[1329]= 0
invariant : 1'P_network[2793]= 0
invariant : 1'P_negotiation[171] + -1'P_negotiation[174] + 1'P_startNeg__broadcasting[51]= 0
invariant : 1'P_poll__networl[3553]= 0
invariant : 1'P_poll__networl[3609]= 0
invariant : 1'P_poll__networl[1270]= 0
invariant : 1'P_poll__networl[3727]= 0
invariant : 1'P_poll__networl[3822]= 0
invariant : 1'P_poll__networl[1447]= 0
invariant : 1'P_network[1010]= 0
invariant : 1'P_network[2991]= 0
invariant : 1'P_network[1460]= 0
invariant : 1'P_poll__networl[367]= 0
invariant : 1'P_network[740]= 0
invariant : 1'P_poll__networl[2591]= 0
invariant : 1'P_network[2804]= 0
invariant : 1'P_network[3383]= 0
invariant : 1'P_network[3079]= 0
invariant : 1'P_network[3327]= 0
invariant : 1'P_poll__networl[3696]= 0
invariant : 1'P_poll__networl[3400]= 0
invariant : 1'P_poll__networl[1941]= 0
invariant : 1'P_poll__networl[1860]= 0
invariant : 1'P_poll__networl[104]= 0
invariant : 1'P_network[4153]= 0
invariant : 1'P_network[1019]= 0
invariant : 1'P_poll__networl[201]= 0
invariant : 1'P_poll__networl[3854]= 0
invariant : 1'P_poll__networl[1353]= 0
invariant : 1'P_network[377]= 0
invariant : 1'P_network[839]= 0
invariant : 1'P_network[1964]= 0
invariant : 1'P_poll__networl[3165]= 0
invariant : 1'P_poll__networl[807]= 0
invariant : 1'P_network[1448]= 0
invariant : 1'P_network[1550]= 0
invariant : 1'P_poll__networl[2955]= 0
invariant : 1'P_negotiation[117] + 1'P_negotiation[118] + 1'P_negotiation[119]= 1
invariant : 1'P_poll__networl[22]= 0
invariant : 1'P_poll__networl[3495]= 0
invariant : 1'P_poll__networl[3032]= 0
invariant : 1'P_poll__networl[2265]= 0
invariant : 1'P_negotiation[195] + -1'P_negotiation[198] + 1'P_startNeg__broadcasting[58]= 0
invariant : 1'P_network[3535]= 0
invariant : 1'P_network[4082]= 0
invariant : 1'P_poll__networl[632]= 0
invariant : 1'P_poll__networl[3443]= 0
invariant : 1'P_network[3649]= 0
invariant : 1'P_poll__networl[1070]= 0
invariant : 1'P_network[1517]= 0
invariant : 1'P_poll__networl[1352]= 0
invariant : 1'P_poll__networl[415]= 0
invariant : 1'P_network[742]= 0
invariant : 1'P_poll__networl[527]= 0
invariant : 1'P_network[239]= 0
invariant : 1'P_network[3031]= 0
invariant : 1'P_poll__networl[724]= 0
invariant : 1'P_poll__networl[3455]= 0
invariant : 1'P_poll__networl[3787]= 0
invariant : 1'P_network[1121]= 0
invariant : 1'P_poll__networl[3764]= 0
invariant : 1'P_poll__networl[3868]= 0
invariant : 1'P_network[3766]= 0
invariant : 1'P_poll__networl[4161]= 0
invariant : 1'P_network[1231]= 0
invariant : 1'P_network[2080]= 0
invariant : 1'P_network[165]= 0
invariant : 1'P_network[1162]= 0
invariant : 1'P_negotiation[117] + -1'P_negotiation[123] + 1'P_startNeg__broadcasting[35]= 0
invariant : 1'P_poll__networl[2894]= 0
invariant : 1'P_poll__networl[1723]= 0
invariant : 1'P_network[2180]= 0
invariant : 1'P_poll__networl[626]= 0
invariant : 1'P_network[2298]= 0
invariant : 1'P_poll__networl[528]= 0
invariant : 1'P_poll__networl[999]= 0
invariant : 1'P_poll__networl[4020]= 0
invariant : 1'P_poll__networl[1910]= 0
invariant : 1'P_poll__networl[3489]= 0
invariant : 1'P_poll__networl[2580]= 0
invariant : 1'P_poll__networl[4095]= 0
invariant : 1'P_negotiation[120]= 0
invariant : 1'P_poll__networl[812]= 0
invariant : 1'P_poll__networl[3859]= 0
invariant : 1'P_poll__networl[423]= 0
invariant : 1'P_network[1437]= 0
invariant : 1'P_network[4258]= 0
invariant : 1'P_poll__networl[996]= 0
invariant : 1'P_poll__networl[350]= 0
invariant : 1'P_negotiation[75] + -1'P_negotiation[78] + 1'P_startNeg__broadcasting[22]= 0
invariant : 1'P_network[1700]= 0
invariant : 1'P_network[3602]= 0
invariant : 1'P_poll__networl[1464]= 0
invariant : 1'P_poll__networl[2739]= 0
invariant : 1'P_network[2450]= 0
invariant : 1'P_network[667]= 0
invariant : 1'P_network[3965]= 0
invariant : 1'P_network[3289]= 0
invariant : 1'P_poll__networl[1138]= 0
invariant : 1'P_network[2108]= 0
invariant : 1'P_poll__networl[3876]= 0
invariant : 1'P_poll__networl[2808]= 0
invariant : 1'P_poll__networl[2135]= 0
invariant : 1'P_poll__networl[3085]= 0
invariant : 1'P_poll__networl[1437]= 0
invariant : 1'P_network[1897]= 0
invariant : 1'P_poll__networl[2125]= 0
invariant : 1'P_network[645]= 0
invariant : 1'P_negotiation[93] + 1'P_negotiation[94] + 1'P_negotiation[95]= 1
invariant : 1'P_network[1963]= 0
invariant : 1'P_poll__networl[1663]= 0
invariant : 1'P_network[2599]= 0
invariant : 1'P_poll__networl[2075]= 0
invariant : 1'P_poll__networl[1511]= 0
invariant : 1'P_negotiation[138] + 1'P_negotiation[139] + 1'P_negotiation[140]= 1
invariant : 1'P_network[1639]= 0
invariant : 1'P_negotiation[84] + -1'P_negotiation[87] + 1'P_startNeg__broadcasting[25]= 0
invariant : 1'P_poll__networl[2369]= 0
invariant : 1'P_network[3657]= 0
invariant : 1'P_poll__networl[456]= 0
invariant : 1'P_network[303]= 0
invariant : 1'P_network[1734]= 0
invariant : 1'P_poll__networl[200]= 0
invariant : 1'P_poll__networl[294]= 0
invariant : 1'P_network[3670]= 0
invariant : 1'P_poll__networl[1272]= 0
invariant : 1'P_poll__networl[3071]= 0
invariant : 1'P_network[1240]= 0
invariant : 1'P_poll__networl[2266]= 0
invariant : 1'P_network[994]= 0
invariant : 1'P_network[3485]= 0
invariant : 1'P_poll__networl[1184]= 0
invariant : 1'P_poll__networl[507]= 0
invariant : 1'P_poll__networl[1302]= 0
invariant : 1'P_poll__networl[2213]= 0
invariant : 1'P_poll__networl[2780]= 0
invariant : 1'P_poll__networl[2221]= 0
invariant : 1'P_poll__networl[1290]= 0
invariant : 1'P_network[2566]= 0
invariant : 1'P_network[3725]= 0
invariant : 1'P_poll__networl[3312]= 0
invariant : 1'P_poll__networl[3883]= 0
invariant : 1'P_network[452]= 0
invariant : 1'P_network[3700]= 0
invariant : 1'P_network[4004]= 0
invariant : 1'P_poll__networl[1487]= 0
invariant : 1'P_poll__networl[1996]= 0
invariant : 1'P_network[327]= 0
invariant : 1'P_network[2857]= 0
invariant : 1'P_poll__networl[3892]= 0
invariant : 1'P_poll__networl[1786]= 0
invariant : 1'P_poll__networl[740]= 0
invariant : 1'P_poll__networl[2047]= 0
invariant : 1'P_poll__networl[862]= 0
invariant : 1'P_network[2840]= 0
invariant : 1'P_network[3]= 0
invariant : 1'P_network[1481]= 0
invariant : 1'P_network[970]= 0
invariant : 1'P_poll__networl[3317]= 0
invariant : 1'P_network[3610]= 0
invariant : 1'P_poll__networl[3194]= 0
invariant : 1'P_poll__networl[1169]= 0
invariant : 1'P_poll__networl[1329]= 0
invariant : 1'P_poll__networl[2734]= 0
invariant : 1'P_poll__networl[3293]= 0
invariant : 1'P_network[2355]= 0
invariant : 1'P_poll__networl[1931]= 0
invariant : 1'P_network[691]= 0
invariant : 1'P_poll__networl[4326]= 0
invariant : 1'P_poll__networl[2153]= 0
invariant : 1'P_poll__networl[3703]= 0
invariant : 1'P_poll__networl[1023]= 0
invariant : 1'P_network[4306]= 0
invariant : 1'P_poll__networl[2178]= 0
invariant : 1'P_poll__networl[2573]= 0
invariant : 1'P_network[894]= 0
invariant : 1'P_poll__networl[2847]= 0
invariant : 1'P_poll__networl[3624]= 0
invariant : 1'P_poll__networl[4364]= 0
invariant : 1'P_network[2186]= 0
invariant : 1'P_poll__networl[1299]= 0
invariant : 1'P_poll__networl[1979]= 0
invariant : 1'P_network[1412]= 0
invariant : 1'P_poll__networl[3779]= 0
invariant : 1'P_poll__networl[1405]= 0
invariant : 1'P_network[3886]= 0
invariant : 1'P_poll__networl[32]= 0
invariant : 1'P_network[3502]= 0
invariant : 1'P_network[3283]= 0
invariant : 1'P_poll__networl[3936]= 0
invariant : 1'P_network[3533]= 0
invariant : 1'P_poll__networl[117]= 0
invariant : 1'P_poll__networl[1776]= 0
invariant : 1'P_masterState[18] + 1'P_masterState[19] + 1'P_masterState[20] + 1'P_masterState[21] + 1'P_masterState[22] + 1'P_masterState[23] + 1'P_masterState[24] + 1'P_masterState[25] + 1'P_masterState[26] + 1'P_masterState[27] + 1'P_masterState[28] + 1'P_masterState[29] + 1'P_masterState[30] + 1'P_masterState[31] + 1'P_masterState[32] + 1'P_masterState[33] + 1'P_masterState[34] + 1'P_masterState[35]= 1
invariant : 1'P_poll__networl[3062]= 0
invariant : 1'P_poll__networl[2632]= 0
invariant : 1'P_network[269]= 0
invariant : 1'P_network[330]= 0
invariant : 1'P_negotiation[183] + -1'P_negotiation[186] + 1'P_startNeg__broadcasting[54]= 0
invariant : 1'P_poll__networl[4367]= 0
invariant : 1'P_poll__networl[1136]= 0
invariant : 1'P_network[2577]= 0
invariant : 1'P_network[3665]= 0
invariant : 1'P_poll__networl[471]= 0
invariant : 1'P_poll__networl[3837]= 0
invariant : 1'P_network[2128]= 0
invariant : 1'P_poll__networl[3714]= 0
invariant : 1'P_poll__networl[1411]= 0
invariant : 1'P_poll__networl[2521]= 0
invariant : 1'P_poll__networl[2965]= 0
invariant : 1'P_poll__networl[1968]= 0
invariant : 1'P_network[325]= 0
invariant : 1'P_poll__networl[3068]= 0
invariant : 1'P_network[1016]= 0
invariant : 1'P_poll__networl[3261]= 0
invariant : 1'P_poll__networl[2379]= 0
invariant : 1'P_network[2233]= 0
invariant : 1'P_network[466]= 0
invariant : 1'P_poll__networl[262]= 0
invariant : 1'P_network[578]= 0
invariant : 1'P_poll__networl[1822]= 0
invariant : 1'P_network[1931]= 0
invariant : 1'P_poll__networl[2569]= 0
invariant : 1'P_poll__networl[428]= 0
invariant : 1'P_poll__networl[1047]= 0
invariant : 1'P_network[856]= 0
invariant : 1'P_network[1294]= 0
invariant : 1'P_network[2461]= 0
invariant : 1'P_network[2699]= 0
invariant : 1'P_poll__networl[219]= 0
invariant : 1'P_network[1129]= 0
invariant : 1'P_network[3804]= 0
invariant : 1'P_network[402]= 0
invariant : 1'P_poll__networl[357]= 0
invariant : 1'P_network[1514]= 0
invariant : 1'P_poll__networl[2239]= 0
invariant : 1'P_poll__networl[3853]= 0
invariant : 1'P_network[4244]= 0
invariant : 1'P_network[4296]= 0
invariant : 1'P_negotiation[61] + 1'P_negotiation[62]= 1
invariant : 1'P_poll__networl[2104]= 0
invariant : 1'P_poll__networl[3789]= 0
invariant : 1'P_network[365]= 0
invariant : 1'P_poll__networl[4001]= 0
invariant : 1'P_poll__networl[2732]= 0
invariant : 1'P_poll__networl[3439]= 0
invariant : 1'P_network[1536]= 0
invariant : 1'P_poll__networl[162]= 0
invariant : 1'P_poll__networl[1810]= 0
invariant : 1'P_network[1909]= 0
invariant : 1'P_poll__networl[4265]= 0
invariant : 1'P_network[3016]= 0
invariant : 1'P_network[2410]= 0
invariant : 1'P_poll__networl[775]= 0
invariant : 1'P_network[1066]= 0
invariant : 1'P_network[3218]= 0
invariant : 1'P_network[1438]= 0
invariant : 1'P_poll__networl[2154]= 0
invariant : 1'P_network[3459]= 0
invariant : 1'P_poll__networl[3856]= 0
invariant : 1'P_negotiation[141] + -1'P_negotiation[144] + 1'P_startNeg__broadcasting[42]= 0
invariant : 1'P_network[4135]= 0
invariant : 1'P_network[2198]= 0
invariant : 1'P_network[1394]= 0
invariant : 1'P_network[2779]= 0
invariant : 1'P_poll__networl[60]= 0
invariant : 1'P_negotiation[190] + 1'P_negotiation[191]= 0
invariant : 1'P_network[2919]= 0
invariant : 1'P_poll__networl[3855]= 0
invariant : 1'P_network[1597]= 0
invariant : 1'P_poll__networl[126]= 0
invariant : 1'P_poll__networl[2362]= 0
invariant : 1'P_network[3130]= 0
invariant : 1'P_poll__networl[3442]= 0
invariant : 1'P_poll__networl[1383]= 0
invariant : 1'P_poll__networl[3282]= 0
invariant : 1'P_network[3583]= 0
invariant : 1'P_poll__networl[1843]= 0
invariant : 1'P_poll__networl[907]= 0
invariant : 1'P_network[3730]= 0
invariant : 1'P_poll__networl[1120]= 0
invariant : 1'P_poll__networl[3258]= 0
invariant : 1'P_network[205]= 0
invariant : 1'P_poll__networl[2382]= 0
invariant : 1'P_network[3604]= 0
invariant : 1'P_electedPrimary[7] + 1'P_electedSecondary[7] + 1'P_negotiation[213] + 1'P_poll__handlingMessage[7] + 1'P_poll__pollEnd[7] + 1'P_poll__waitingMessage[7] + 1'P_polling[7] + 1'P_sendAnnPs__broadcasting[56] + 1'P_sendAnnPs__broadcasting[57] + 1'P_sendAnnPs__broadcasting[58] + 1'P_sendAnnPs__broadcasting[59] + 1'P_sendAnnPs__broadcasting[60] + 1'P_sendAnnPs__broadcasting[61] + 1'P_sendAnnPs__broadcasting[62] + 1'P_sendAnnPs__broadcasting[63] + 1'P_startNeg__broadcasting[63]= 1
invariant : 1'P_poll__networl[267]= 0
invariant : 1'P_poll__networl[3456]= 0
invariant : 1'P_poll__networl[3659]= 0
invariant : 1'P_poll__networl[904]= 0
invariant : 1'P_poll__networl[2235]= 0
invariant : 1'P_network[896]= 0
invariant : 1'P_poll__networl[1679]= 0
invariant : 1'P_poll__networl[1844]= 0
invariant : 1'P_network[3210]= 0
invariant : 1'P_network[190]= 0
invariant : 1'P_poll__networl[1754]= 0
invariant : 1'P_network[3800]= 0
invariant : 1'P_network[4250]= 0
invariant : 1'P_negotiation[13] + 1'P_negotiation[14]= 0
invariant : 1'P_network[956]= 0
invariant : 1'P_poll__networl[3636]= 0
invariant : 1'P_network[1114]= 0
invariant : 1'P_network[3813]= 0
invariant : 1'P_poll__networl[2347]= 0
invariant : 1'P_network[4319]= 0
invariant : 1'P_network[509]= 0
invariant : 1'P_poll__networl[4048]= 0
invariant : 1'P_poll__networl[194]= 0
invariant : 1'P_poll__networl[3446]= 0
invariant : 1'P_poll__networl[1072]= 0
invariant : 1'P_poll__networl[1915]= 0
invariant : 1'P_negotiation[216]= 0
invariant : 1'P_network[2359]= 0
invariant : 1'P_poll__networl[524]= 0
invariant : 1'P_network[386]= 0
invariant : 1'P_poll__networl[751]= 0
invariant : 1'P_poll__networl[2276]= 0
invariant : 1'P_network[1317]= 0
invariant : 1'P_poll__networl[4184]= 0
invariant : 1'P_poll__networl[1238]= 0
invariant : 1'P_network[154]= 0
invariant : 1'P_network[1770]= 0
invariant : 1'P_poll__networl[3571]= 0
invariant : 1'P_poll__networl[3606]= 0
invariant : 1'P_poll__networl[1098]= 0
invariant : 1'P_network[2202]= 0
invariant : 1'P_network[4190]= 0
invariant : 1'P_network[3120]= 0
invariant : 1'P_poll__networl[572]= 0
invariant : 1'P_network[2735]= 0
invariant : 1'P_network[4134]= 0
invariant : 1'P_poll__networl[3051]= 0
invariant : 1'P_network[3494]= 0
invariant : 1'P_network[3838]= 0
invariant : 1'P_network[3386]= 0
invariant : 1'P_poll__networl[2246]= 0
invariant : 1'P_network[2407]= 0
invariant : 1'P_network[1180]= 0
invariant : 1'P_network[2947]= 0
invariant : 1'P_network[4166]= 0
invariant : 1'P_poll__networl[830]= 0
invariant : 1'P_poll__networl[1700]= 0
invariant : 1'P_network[1000]= 0
invariant : 1'P_poll__networl[2701]= 0
invariant : 1'P_poll__networl[757]= 0
invariant : 1'P_poll__networl[1628]= 0
invariant : 1'P_poll__networl[2881]= 0
invariant : 1'P_poll__networl[2777]= 0
invariant : 1'P_network[3439]= 0
invariant : 1'P_network[263]= 0
invariant : 1'P_network[2950]= 0
invariant : 1'P_network[4152]= 0
invariant : 1'P_negotiation[225] + 1'P_negotiation[226] + 1'P_negotiation[227]= 1
invariant : 1'P_poll__networl[1707]= 0
invariant : 1'P_poll__networl[2041]= 0
invariant : 1'P_network[727]= 0
invariant : 1'P_poll__networl[2837]= 0
invariant : 1'P_poll__networl[151]= 0
invariant : 1'P_network[3914]= 0
invariant : 1'P_poll__networl[203]= 0
invariant : 1'P_poll__networl[1263]= 0
invariant : 1'P_poll__networl[311]= 0
invariant : 1'P_network[1664]= 0
invariant : 1'P_network[545]= 0
invariant : 1'P_network[1531]= 0
invariant : 1'P_poll__networl[128]= 0
invariant : 1'P_poll__networl[3367]= 0
invariant : 1'P_poll__networl[4153]= 0
invariant : 1'P_network[1552]= 0
invariant : 1'P_poll__networl[1642]= 0
invariant : 1'P_network[4079]= 0
invariant : 1'P_poll__networl[2111]= 0
invariant : 1'P_network[842]= 0
invariant : 1'P_network[57]= 0
invariant : 1'P_poll__networl[3492]= 0
invariant : 1'P_poll__networl[3028]= 0
invariant : 1'P_network[2141]= 0
invariant : 1'P_network[2732]= 0
invariant : 1'P_network[3217]= 0
invariant : 1'P_poll__networl[2583]= 0
invariant : 1'P_poll__networl[2328]= 0
invariant : 1'P_poll__networl[2377]= 0
invariant : 1'P_network[560]= 0
invariant : 1'P_network[214]= 0
invariant : 1'P_poll__networl[913]= 0
invariant : 1'P_network[944]= 0
invariant : 1'P_network[2681]= 0
invariant : 1'P_network[1978]= 0
invariant : 1'P_poll__networl[297]= 0
invariant : 1'P_network[3296]= 0
invariant : 1'P_network[4234]= 0
invariant : 1'P_network[4271]= 0
invariant : 1'P_poll__networl[628]= 0
invariant : 1'P_network[2815]= 0
invariant : 1'P_poll__networl[3617]= 0
invariant : 1'P_network[2748]= 0
invariant : 1'P_poll__networl[1207]= 0
invariant : 1'P_poll__networl[2244]= 0
invariant : 1'P_network[159]= 0
invariant : 1'P_poll__networl[1888]= 0
invariant : 1'P_poll__networl[3096]= 0
invariant : 1'P_poll__networl[4148]= 0
invariant : 1'P_network[547]= 0
invariant : 1'P_poll__networl[1763]= 0
invariant : 1'P_network[40]= 0
invariant : 1'P_network[313]= 0
invariant : 1'P_network[3342]= 0
invariant : 1'P_negotiation[222] + 1'P_negotiation[223] + 1'P_negotiation[224]= 1
invariant : 1'P_poll__networl[3216]= 0
invariant : 1'P_network[2483]= 0
invariant : 1'P_network[3014]= 0
invariant : 1'P_poll__networl[2745]= 0
invariant : 1'P_network[1502]= 0
invariant : 1'P_network[1028]= 0
invariant : -1'P_poll__waitingMessage[1] + 1'P_stage[3]= 1
invariant : 1'P_network[2521]= 0
invariant : 1'P_poll__networl[3164]= 0
invariant : 1'P_negotiation[51] + 1'P_negotiation[52] + 1'P_negotiation[53]= 1
invariant : 1'P_network[1033]= 0
invariant : 1'P_poll__networl[2949]= 0
invariant : 1'P_network[1478]= 0
invariant : 1'P_poll__networl[3349]= 0
invariant : 1'P_network[1884]= 0
invariant : 1'P_network[1843]= 0
invariant : 1'P_network[3011]= 0
invariant : 1'P_network[3046]= 0
invariant : 1'P_network[4072]= 0
invariant : 1'P_network[296]= 0
invariant : 1'P_negotiation[111] + 1'P_negotiation[112] + 1'P_negotiation[113]= 1
invariant : 1'P_poll__networl[859]= 0
invariant : 1'P_network[3065]= 0
invariant : 1'P_network[1720]= 0
invariant : 1'P_poll__networl[3298]= 0
invariant : 1'P_poll__networl[2511]= 0
invariant : 1'P_network[2036]= 0
invariant : 1'P_poll__networl[1534]= 0
invariant : 1'P_poll__networl[515]= 0
invariant : 1'P_network[1627]= 0
invariant : 1'P_network[3909]= 0
invariant : 1'P_poll__networl[2403]= 0
invariant : 1'P_poll__networl[1482]= 0
invariant : 1'P_network[458]= 0
invariant : 1'P_poll__networl[3806]= 0
invariant : 1'P_negotiation[219] + 1'P_negotiation[220] + 1'P_negotiation[221]= 1
invariant : 1'P_poll__networl[3909]= 0
invariant : 1'P_network[185]= 0
invariant : 1'P_network[1698]= 0
invariant : 1'P_network[2189]= 0
invariant : 1'P_network[1195]= 0
invariant : 1'P_poll__networl[4017]= 0
invariant : 1'P_network[838]= 0
invariant : 1'P_network[3820]= 0
invariant : 1'P_poll__networl[4111]= 0
invariant : 1'P_network[143]= 0
invariant : 1'P_negotiation[186] + 1'P_negotiation[187] + 1'P_negotiation[188]= 1
invariant : 1'P_poll__networl[2858]= 0
invariant : 1'P_poll__networl[3275]= 0
invariant : 1'P_network[2091]= 0
invariant : 1'P_network[1784]= 0
invariant : 1'P_poll__networl[1602]= 0
invariant : 1'P_poll__networl[3494]= 0
invariant : 1'P_network[2523]= 0
invariant : 1'P_poll__networl[4068]= 0
invariant : 1'P_network[704]= 0
invariant : 1'P_poll__networl[1728]= 0
invariant : 1'P_poll__networl[1425]= 0
invariant : 1'P_network[249]= 0
invariant : 1'P_network[255]= 0
invariant : 1'P_network[3022]= 0
invariant : 1'P_poll__networl[1453]= 0
invariant : 1'P_poll__networl[1507]= 0
invariant : 1'P_poll__networl[2146]= 0
invariant : 1'P_poll__networl[3262]= 0
invariant : -1'P_poll__waitingMessage[0] + 1'P_stage[0]= 0
invariant : 1'P_poll__networl[2181]= 0
invariant : 1'P_network[4206]= 0
invariant : 1'P_poll__networl[2859]= 0
invariant : 1'P_poll__networl[603]= 0
invariant : 1'P_poll__networl[692]= 0
invariant : 1'P_network[2408]= 0
invariant : 1'P_network[651]= 0
invariant : 1'P_poll__networl[2895]= 0
invariant : 1'P_network[4349]= 0
invariant : 1'P_network[1702]= 0
invariant : 1'P_poll__networl[252]= 0
invariant : 1'P_network[1990]= 0
invariant : 1'P_network[2641]= 0
invariant : 1'P_network[1389]= 0
invariant : 1'P_network[3017]= 0
invariant : 1'P_poll__networl[3867]= 0
invariant : 1'P_network[2896]= 0
invariant : 1'P_network[1838]= 0
invariant : 1'P_network[3705]= 0
invariant : 1'P_poll__networl[3137]= 0
invariant : 1'P_network[1169]= 0
invariant : 1'P_poll__networl[3131]= 0
invariant : 1'P_poll__networl[3152]= 0
invariant : 1'P_poll__networl[3972]= 0
invariant : 1'P_poll__networl[495]= 0
invariant : 1'P_poll__networl[2700]= 0
invariant : 1'P_network[278]= 0
invariant : 1'P_network[2858]= 0
invariant : 1'P_network[971]= 0
invariant : 1'P_network[3388]= 0
invariant : 1'P_network[2086]= 0
invariant : 1'P_network[1105]= 0
invariant : 1'P_network[3318]= 0
invariant : 1'P_poll__networl[50]= 0
invariant : 1'P_poll__networl[3130]= 0
invariant : 1'P_network[2611]= 0
invariant : 1'P_network[3242]= 0
invariant : 1'P_network[518]= 0
invariant : 1'P_network[1243]= 0
invariant : 1'P_poll__networl[1570]= 0
invariant : 1'P_poll__networl[3108]= 0
invariant : 1'P_poll__networl[793]= 0
invariant : 1'P_network[1102]= 0
invariant : 1'P_poll__networl[58]= 0
invariant : 1'P_network[3063]= 0
invariant : 1'P_poll__networl[1192]= 0
invariant : 1'P_network[2515]= 0
invariant : 1'P_network[82]= 0
invariant : 1'P_network[8]= 0
invariant : 1'P_poll__networl[3830]= 0
invariant : 1'P_poll__networl[2758]= 0
invariant : 1'P_poll__networl[2634]= 0
invariant : 1'P_poll__networl[2630]= 0
invariant : 1'P_poll__networl[3940]= 0
invariant : 1'P_network[724]= 0
invariant : 1'P_network[3556]= 0
invariant : 1'P_network[2918]= 0
invariant : 1'P_network[3995]= 0
invariant : 1'P_poll__networl[2860]= 0
invariant : 1'P_network[1814]= 0
invariant : 1'P_poll__networl[3411]= 0
invariant : 1'P_network[2273]= 0
invariant : 1'P_network[2110]= 0
invariant : 1'P_network[1537]= 0
invariant : 1'P_poll__networl[540]= 0
invariant : 1'P_electionInit[0] + 1'P_startNeg__broadcasting[0]= 0
invariant : 1'P_poll__networl[2418]= 0
invariant : 1'P_poll__networl[2420]= 0
invariant : 1'P_network[4070]= 0
invariant : 1'P_network[2849]= 0
invariant : 1'P_poll__networl[4105]= 0
invariant : 1'P_poll__networl[634]= 0
invariant : 1'P_network[222]= 0
invariant : 1'P_poll__networl[3122]= 0
invariant : 1'P_poll__networl[895]= 0
invariant : 1'P_network[2264]= 0
invariant : 1'P_poll__networl[2030]= 0
invariant : 1'P_network[314]= 0
invariant : 1'P_network[3028]= 0
invariant : 1'P_network[1607]= 0
invariant : 1'P_network[2545]= 0
invariant : 1'P_poll__networl[4151]= 0
invariant : 1'P_poll__networl[2721]= 0
invariant : 1'P_network[1715]= 0
invariant : 1'P_network[2559]= 0
invariant : 1'P_poll__networl[794]= 0
invariant : 1'P_poll__networl[2051]= 0
invariant : 1'P_network[4327]= 0
invariant : 1'P_poll__networl[2623]= 0
invariant : 1'P_poll__networl[753]= 0
invariant : 1'P_poll__networl[3082]= 0
invariant : 1'P_network[3551]= 0
invariant : 1'P_poll__networl[3507]= 0
invariant : 1'P_network[2329]= 0
invariant : 1'P_poll__networl[1519]= 0
invariant : 1'P_poll__networl[1]= 0
invariant : 1'P_poll__networl[1115]= 0
invariant : 1'P_poll__networl[25]= 0
invariant : 1'P_poll__networl[2811]= 0
invariant : 1'P_poll__networl[329]= 0
invariant : 1'P_network[1668]= 0
invariant : 1'P_poll__networl[2523]= 0
invariant : 1'P_poll__networl[695]= 0
invariant : 1'P_network[2048]= 0
invariant : 1'P_poll__networl[577]= 0
invariant : 1'P_network[1065]= 0
invariant : 1'P_network[3506]= 0
invariant : 1'P_poll__networl[3486]= 0
invariant : 1'P_poll__networl[1119]= 0
invariant : 1'P_poll__networl[2785]= 0
invariant : 1'P_poll__networl[705]= 0
invariant : -1'P_poll__waitingMessage[8] + 1'P_stage[24]= 1
invariant : 1'P_poll__networl[1788]= 0
invariant : 1'P_network[2544]= 0
invariant : 1'P_poll__networl[2493]= 0
invariant : 1'P_network[116]= 0
invariant : 1'P_poll__networl[484]= 0
invariant : 1'P_network[2307]= 0
invariant : 1'P_network[1292]= 0
invariant : 1'P_network[1985]= 0
invariant : 1'P_poll__networl[4033]= 0
invariant : 1'P_network[4094]= 0
invariant : 1'P_network[2996]= 0
invariant : 1'P_network[3563]= 0
invariant : 1'P_poll__networl[2578]= 0
invariant : 1'P_network[3403]= 0
invariant : 1'P_poll__networl[1715]= 0
invariant : 1'P_network[3675]= 0
invariant : 1'P_network[1750]= 0
invariant : 1'P_network[1048]= 0
invariant : 1'P_poll__networl[592]= 0
invariant : 1'P_network[4105]= 0
invariant : 1'P_network[3481]= 0
invariant : 1'P_network[60]= 0
invariant : 1'P_poll__networl[3723]= 0
invariant : 1'P_network[814]= 0
invariant : 1'P_poll__networl[1382]= 0
invariant : 1'P_network[3613]= 0
invariant : 1'P_network[436]= 0
invariant : 1'P_poll__networl[3243]= 0
invariant : 1'P_network[106]= 0
invariant : 1'P_network[3323]= 0
invariant : 1'P_network[2564]= 0
invariant : 1'P_network[2218]= 0
invariant : 1'P_network[3137]= 0
invariant : 1'P_network[865]= 0
invariant : 1'P_poll__networl[2109]= 0
invariant : 1'P_network[1924]= 0
invariant : 1'P_network[2677]= 0
invariant : 1'P_poll__networl[774]= 0
invariant : 1'P_poll__networl[213]= 0
invariant : 1'P_network[3925]= 0
invariant : 1'P_network[2573]= 0
invariant : 1'P_poll__networl[1281]= 0
invariant : 1'P_poll__networl[4211]= 0
invariant : 1'P_network[1286]= 0
invariant : 1'P_poll__networl[2886]= 0
invariant : 1'P_poll__networl[3662]= 0
invariant : 1'P_network[2197]= 0
invariant : 1'P_negotiation[105] + 1'P_negotiation[106] + 1'P_negotiation[107]= 1
invariant : 1'P_network[2019]= 0
invariant : 1'P_poll__networl[1873]= 0
invariant : 1'P_poll__networl[3213]= 0
invariant : 1'P_poll__networl[2215]= 0
invariant : 1'P_poll__networl[1994]= 0
invariant : 1'P_poll__networl[2298]= 0
invariant : 1'P_network[1230]= 0
invariant : 1'P_poll__networl[2002]= 0
invariant : 1'P_poll__networl[2502]= 0
invariant : 1'P_poll__networl[2774]= 0
invariant : 1'P_network[3110]= 0
invariant : 1'P_poll__networl[373]= 0
invariant : 1'P_poll__networl[723]= 0
invariant : 1'P_poll__networl[236]= 0
invariant : 1'P_poll__networl[28]= 0
invariant : 1'P_network[3928]= 0
invariant : 1'P_network[3856]= 0
invariant : 1'P_network[140]= 0
invariant : 1'P_negotiation[228] + -1'P_negotiation[231] + 1'P_startNeg__broadcasting[68]= 0
invariant : 1'P_network[129]= 0
invariant : 1'P_poll__networl[1730]= 0
invariant : 1'P_network[4205]= 0
invariant : 1'P_network[2690]= 0
invariant : 1'P_poll__networl[3874]= 0
invariant : 1'P_network[2058]= 0
invariant : 1'P_poll__networl[3889]= 0
invariant : 1'P_network[1245]= 0
invariant : 1'P_poll__networl[2543]= 0
invariant : 1'P_poll__networl[3086]= 0
invariant : 1'P_poll__networl[2191]= 0
invariant : 1'P_network[4361]= 0
invariant : 1'P_network[1598]= 0
invariant : 1'P_network[1660]= 0
invariant : 1'P_poll__networl[3691]= 0
invariant : 1'P_poll__networl[486]= 0
invariant : 1'P_network[242]= 0
invariant : 1'P_poll__networl[2024]= 0
invariant : 1'P_network[3644]= 0
invariant : 1'P_poll__networl[1982]= 0
invariant : 1'P_network[2803]= 0
invariant : 1'P_network[3988]= 0
invariant : 1'P_poll__networl[1161]= 0
invariant : 1'P_network[493]= 0
invariant : 1'P_network[3755]= 0
invariant : 1'P_poll__networl[1605]= 0
invariant : 1'P_network[1712]= 0
invariant : 1'P_poll__networl[472]= 0
invariant : 1'P_network[2828]= 0
invariant : 1'P_poll__networl[155]= 0
invariant : 1'P_network[4030]= 0
invariant : 1'P_poll__networl[1213]= 0
invariant : 1'P_network[2847]= 0
invariant : 1'P_poll__networl[432]= 0
invariant : 1'P_poll__networl[4264]= 0
invariant : 1'P_network[38]= 0
invariant : 1'P_network[29]= 0
invariant : 1'P_poll__networl[18]= 0
invariant : 1'P_poll__networl[3974]= 0
invariant : 1'P_poll__networl[2222]= 0
invariant : 1'P_network[2528]= 0
invariant : 1'P_network[2132]= 0
invariant : 1'P_network[247]= 0
invariant : 1'P_network[733]= 0
invariant : 1'P_network[1067]= 0
invariant : 1'P_network[2411]= 0
invariant : 1'P_network[2460]= 0
invariant : 1'P_poll__networl[4166]= 0
invariant : 1'P_poll__networl[1998]= 0
invariant : 1'P_network[626]= 0
invariant : 1'P_negotiation[63] + -1'P_negotiation[66] + 1'P_startNeg__broadcasting[18]= 0
invariant : 1'P_network[3385]= 0
invariant : 1'P_poll__networl[2259]= 0
invariant : 1'P_network[3188]= 0
invariant : 1'P_poll__networl[1965]= 0
invariant : 1'P_network[3314]= 0
invariant : 1'P_poll__networl[2091]= 0
invariant : 1'P_network[2738]= 0
invariant : 1'P_network[1222]= 0
invariant : 1'P_poll__networl[1928]= 0
invariant : 1'P_poll__networl[3907]= 0
invariant : 1'P_poll__networl[2048]= 0
invariant : 1'P_network[1672]= 0
invariant : 1'P_network[4262]= 0
invariant : 1'P_poll__networl[3567]= 0
invariant : 1'P_poll__networl[867]= 0
invariant : 1'P_poll__networl[3596]= 0
invariant : 1'P_network[786]= 0
invariant : 1'P_poll__networl[2017]= 0
invariant : 1'P_network[1194]= 0
invariant : 1'P_poll__networl[3444]= 0
invariant : 1'P_poll__networl[3535]= 0
invariant : 1'P_poll__networl[4207]= 0
invariant : 1'P_network[1916]= 0
invariant : 1'P_network[4204]= 0
invariant : 1'P_network[376]= 0
invariant : 1'P_poll__networl[3245]= 0
invariant : 1'P_poll__networl[3585]= 0
invariant : 1'P_network[2101]= 0
invariant : 1'P_network[277]= 0
invariant : 1'P_network[4291]= 0
invariant : 1'P_network[3053]= 0
invariant : 1'P_poll__networl[2163]= 0
invariant : 1'P_poll__networl[3321]= 0
invariant : 1'P_poll__networl[3673]= 0
invariant : 1'P_network[2465]= 0
invariant : 1'P_network[2734]= 0
invariant : 1'P_poll__networl[93]= 0
invariant : 1'P_poll__networl[2432]= 0
invariant : 1'P_network[1100]= 0
invariant : 1'P_network[3759]= 0
invariant : 1'P_network[2648]= 0
invariant : 1'P_poll__networl[2484]= 0
invariant : 1'P_network[2958]= 0
invariant : 1'P_poll__networl[3059]= 0
invariant : 1'P_poll__networl[1836]= 0
invariant : 1'P_network[977]= 0
invariant : 1'P_poll__networl[2003]= 0
invariant : 1'P_poll__networl[4220]= 0
invariant : 1'P_network[1837]= 0
invariant : 1'P_poll__networl[2567]= 0
invariant : 1'P_network[1662]= 0
invariant : 1'P_network[2893]= 0
invariant : 1'P_poll__networl[290]= 0
invariant : 1'P_poll__networl[1035]= 0
invariant : 1'P_poll__networl[4015]= 0
invariant : 1'P_negotiation[129] + 1'P_negotiation[130] + 1'P_negotiation[131]= 1
invariant : 1'P_poll__networl[271]= 0
invariant : 1'P_poll__networl[2019]= 0
invariant : 1'P_network[805]= 0
invariant : 1'P_network[3504]= 0
invariant : 1'P_network[4323]= 0
invariant : 1'P_poll__networl[1709]= 0
invariant : 1'P_negotiation[81]= 0
invariant : 1'P_poll__networl[3532]= 0
invariant : 1'P_network[535]= 0
invariant : 1'P_poll__networl[3388]= 0
invariant : 1'P_network[3066]= 0
invariant : 1'P_poll__networl[3490]= 0
invariant : 1'P_network[2409]= 0
invariant : 1'P_network[318]= 0
invariant : 1'P_network[3111]= 0
invariant : 1'P_poll__networl[1054]= 0
invariant : 1'P_network[1425]= 0
invariant : 1'P_network[2152]= 0
invariant : 1'P_poll__networl[741]= 0
invariant : 1'P_poll__networl[375]= 0
invariant : 1'P_poll__networl[1718]= 0
invariant : 1'P_poll__networl[3536]= 0
invariant : 1'P_poll__networl[2786]= 0
invariant : 1'P_poll__networl[3211]= 0
invariant : 1'P_poll__networl[4231]= 0
invariant : 1'P_network[3444]= 0
invariant : 1'P_network[2633]= 0
invariant : 1'P_poll__networl[1143]= 0
invariant : 1'P_negotiation[163] + 1'P_negotiation[164]= 0
invariant : 1'P_poll__networl[1069]= 0
invariant : 1'P_network[2944]= 0
invariant : 1'P_poll__networl[1952]= 0
invariant : 1'P_poll__networl[1340]= 0
invariant : 1'P_poll__networl[1222]= 0
invariant : 1'P_network[1025]= 0
invariant : 1'P_poll__networl[3558]= 0
invariant : 1'P_poll__networl[3185]= 0
invariant : 1'P_network[2579]= 0
invariant : 1'P_poll__networl[1831]= 0
invariant : 1'P_network[1021]= 0
invariant : 1'P_poll__networl[2719]= 0
invariant : 1'P_poll__networl[4286]= 0
invariant : 1'P_poll__networl[318]= 0
invariant : 1'P_network[3185]= 0
invariant : 1'P_network[114]= 0
invariant : 1'P_poll__networl[1338]= 0
invariant : 1'P_poll__networl[2844]= 0
invariant : 1'P_poll__networl[3121]= 0
invariant : 1'P_network[4261]= 0
invariant : 1'P_poll__networl[2804]= 0
invariant : 1'P_network[1084]= 0
invariant : 1'P_poll__networl[2794]= 0
invariant : 1'P_poll__networl[1087]= 0
invariant : 1'P_poll__networl[2621]= 0
invariant : 1'P_network[512]= 0
invariant : 1'P_poll__networl[3330]= 0
invariant : 1'P_network[4142]= 0
invariant : 1'P_poll__networl[1394]= 0
invariant : 1'P_negotiation[201] + -1'P_negotiation[204] + 1'P_startNeg__broadcasting[60]= 0
invariant : 1'P_network[464]= 0
invariant : 1'P_poll__networl[2792]= 0
invariant : 1'P_network[413]= 0
invariant : 1'P_poll__networl[4200]= 0
invariant : 1'P_negotiation[27]= 0
invariant : 1'P_network[3802]= 0
invariant : 1'P_poll__networl[1950]= 0
invariant : 1'P_network[3475]= 0
invariant : 1'P_network[138]= 0
invariant : 1'P_network[170]= 0
invariant : 1'P_network[888]= 0
invariant : 1'P_poll__networl[1032]= 0
invariant : 1'P_poll__networl[4338]= 0
invariant : 1'P_network[1790]= 0
invariant : 1'P_network[1621]= 0
invariant : 1'P_poll__networl[1981]= 0
invariant : 1'P_network[332]= 0
invariant : 1'P_network[4097]= 0
invariant : 1'P_network[2696]= 0
invariant : 1'P_poll__networl[1877]= 0
invariant : 1'P_network[3194]= 0
invariant : 1'P_poll__networl[2264]= 0
invariant : 1'P_network[1297]= 0
invariant : 1'P_network[3875]= 0
invariant : 1'P_network[2148]= 0
invariant : 1'P_network[1498]= 0
invariant : 1'P_poll__networl[3911]= 0
invariant : 1'P_poll__networl[3014]= 0
invariant : 1'P_poll__networl[4156]= 0
invariant : 1'P_poll__networl[1251]= 0
invariant : 1'P_network[2247]= 0
invariant : 1'P_network[793]= 0
invariant : 1'P_poll__networl[3832]= 0
invariant : 1'P_network[1887]= 0
invariant : 1'P_poll__networl[2124]= 0
invariant : 1'P_poll__networl[1044]= 0
invariant : 1'P_network[1369]= 0
invariant : 1'P_poll__networl[871]= 0
invariant : 1'P_poll__networl[3906]= 0
invariant : 1'P_network[3209]= 0
invariant : 1'P_network[2374]= 0
invariant : 1'P_network[3733]= 0
invariant : 1'P_poll__networl[3437]= 0
invariant : 1'P_poll__networl[4178]= 0
invariant : 1'P_poll__networl[115]= 0
invariant : 1'P_poll__networl[458]= 0
invariant : 1'P_network[1859]= 0
invariant : 1'P_network[4001]= 0
invariant : 1'P_poll__networl[2374]= 0
invariant : 1'P_poll__networl[208]= 0
invariant : 1'P_poll__networl[2751]= 0
invariant : 1'P_poll__networl[3382]= 0
invariant : 1'P_network[709]= 0
invariant : 1'P_network[775]= 0
invariant : 1'P_network[2098]= 0
invariant : 1'P_network[2248]= 0
invariant : 1'P_poll__networl[3162]= 0
invariant : 1'P_network[2219]= 0
invariant : 1'P_poll__networl[4204]= 0
invariant : 1'P_network[364]= 0
invariant : 1'P_startNeg__broadcasting[1]= 0
invariant : 1'P_poll__networl[2034]= 0
invariant : 1'P_network[2882]= 0
invariant : 1'P_network[3189]= 0
invariant : 1'P_poll__networl[969]= 0
invariant : 1'P_network[1571]= 0
invariant : 1'P_poll__networl[588]= 0
invariant : 1'P_poll__networl[4293]= 0
invariant : 1'P_poll__networl[46]= 0
invariant : 1'P_network[51]= 0
invariant : 1'P_poll__networl[1892]= 0
invariant : 1'P_poll__networl[1171]= 0
invariant : 1'P_network[2976]= 0
invariant : 1'P_network[4370]= 0
invariant : 1'P_network[892]= 0
invariant : 1'P_network[2975]= 0
invariant : 1'P_poll__networl[2426]= 0
invariant : 1'P_poll__networl[1107]= 0
invariant : 1'P_poll__networl[264]= 0
invariant : 1'P_network[2739]= 0
invariant : 1'P_poll__networl[589]= 0
invariant : 1'P_poll__networl[3478]= 0
invariant : 1'P_network[3112]= 0
invariant : 1'P_poll__networl[2200]= 0
invariant : 1'P_poll__networl[2045]= 0
invariant : 1'P_network[3655]= 0
invariant : 1'P_poll__networl[711]= 0
invariant : 1'P_network[2436]= 0
invariant : 1'P_poll__networl[926]= 0
invariant : 1'P_poll__networl[3973]= 0
invariant : 1'P_poll__networl[949]= 0
invariant : 1'P_poll__networl[3780]= 0
invariant : 1'P_network[462]= 0
invariant : 1'P_network[3860]= 0
invariant : 1'P_poll__networl[2232]= 0
invariant : 1'P_poll__networl[633]= 0
invariant : 1'P_poll__networl[2179]= 0
invariant : 1'P_poll__networl[314]= 0
invariant : 1'P_poll__networl[1137]= 0
invariant : 1'P_poll__networl[2466]= 0
invariant : 1'P_poll__networl[2439]= 0
invariant : 1'P_poll__networl[3619]= 0
invariant : 1'P_poll__networl[2626]= 0
invariant : 1'P_network[2733]= 0
invariant : 1'P_poll__networl[3281]= 0
invariant : 1'P_poll__networl[3084]= 0
invariant : 1'P_network[3389]= 0
invariant : 1'P_poll__networl[2289]= 0
invariant : 1'P_poll__networl[2169]= 0
invariant : 1'P_poll__networl[2812]= 0
invariant : 1'P_poll__networl[3220]= 0
invariant : 1'P_poll__networl[3380]= 0
invariant : 1'P_network[1246]= 0
invariant : 1'P_network[3720]= 0
invariant : 1'P_network[61]= 0
invariant : 1'P_network[1622]= 0
invariant : 1'P_network[2413]= 0
invariant : 1'P_poll__networl[3941]= 0
invariant : 1'P_poll__networl[2557]= 0
invariant : 1'P_poll__networl[485]= 0
invariant : 1'P_network[3245]= 0
invariant : 1'P_poll__networl[3272]= 0
invariant : 1'P_network[409]= 0
invariant : 1'P_network[2078]= 0
invariant : 1'P_poll__networl[2781]= 0
invariant : 1'P_network[2456]= 0
invariant : 1'P_poll__networl[40]= 0
invariant : 1'P_poll__networl[307]= 0
invariant : 1'P_poll__networl[41]= 0
invariant : 1'P_poll__networl[3189]= 0
invariant : 1'P_network[1264]= 0
invariant : 1'P_network[1079]= 0
invariant : 1'P_poll__networl[2487]= 0
invariant : 1'P_poll__networl[3661]= 0
invariant : 1'P_network[3703]= 0
invariant : 1'P_negotiation[99] + 1'P_negotiation[100] + 1'P_negotiation[101]= 1
invariant : 1'P_network[2131]= 0
invariant : 1'P_poll__networl[657]= 0
invariant : 1'P_network[4344]= 0
invariant : 1'P_poll__networl[2183]= 0
invariant : 1'P_poll__networl[4298]= 0
invariant : 1'P_poll__networl[3658]= 0
invariant : 1'P_poll__networl[3593]= 0
invariant : 1'P_poll__networl[3927]= 0
invariant : 1'P_poll__networl[4102]= 0
invariant : 1'P_network[852]= 0
invariant : 1'P_network[398]= 0
invariant : 1'P_network[151]= 0
invariant : 1'P_network[1986]= 0
invariant : 1'P_network[1399]= 0
invariant : 1'P_poll__networl[3875]= 0
invariant : 1'P_network[3818]= 0
invariant : 1'P_network[3603]= 0
invariant : 1'P_network[2848]= 0
invariant : 1'P_poll__networl[299]= 0
invariant : 1'P_poll__networl[3519]= 0
invariant : 1'P_network[597]= 0
invariant : 1'P_network[2514]= 0
invariant : 1'P_poll__networl[2373]= 0
invariant : 1'P_poll__networl[1436]= 0
invariant : 1'P_poll__networl[3801]= 0
invariant : 1'P_poll__networl[998]= 0
invariant : 1'P_network[2644]= 0
invariant : 1'P_network[2356]= 0
invariant : 1'P_poll__networl[103]= 0
invariant : 1'P_network[849]= 0
invariant : 1'P_poll__networl[1196]= 0
invariant : 1'P_poll__networl[641]= 0
invariant : 1'P_network[88]= 0
invariant : 1'P_poll__networl[1516]= 0
invariant : 1'P_network[1871]= 0
invariant : 1'P_network[461]= 0
invariant : 1'P_network[1106]= 0
invariant : 1'P_network[1587]= 0
invariant : 1'P_poll__networl[852]= 0
invariant : 1'P_network[920]= 0
invariant : 1'P_poll__networl[3603]= 0
invariant : 1'P_network[650]= 0
invariant : 1'P_poll__networl[1377]= 0
invariant : 1'P_poll__networl[3799]= 0
invariant : 1'P_network[1805]= 0
invariant : 1'P_network[2092]= 0
invariant : 1'P_network[4369]= 0
invariant : 1'P_network[872]= 0
invariant : 1'P_network[3128]= 0
invariant : 1'P_network[777]= 0
invariant : 1'P_poll__networl[2863]= 0
invariant : 1'P_network[4108]= 0
invariant : 1'P_network[3866]= 0
invariant : 1'P_poll__networl[1109]= 0
invariant : 1'P_poll__networl[2703]= 0
invariant : 1'P_poll__networl[3043]= 0
invariant : 1'P_poll__networl[520]= 0
invariant : 1'P_poll__networl[972]= 0
invariant : 1'P_poll__networl[251]= 0
invariant : 1'P_network[749]= 0
invariant : 1'P_poll__networl[2314]= 0
invariant : 1'P_network[2406]= 0
invariant : 1'P_network[2827]= 0
invariant : 1'P_poll__networl[361]= 0
invariant : 1'P_poll__networl[1678]= 0
invariant : 1'P_network[75]= 0
invariant : 1'P_network[1648]= 0
invariant : 1'P_poll__networl[2358]= 0
invariant : 1'P_network[2269]= 0
invariant : 1'P_poll__networl[1402]= 0
invariant : 1'P_poll__networl[1694]= 0
invariant : 1'P_poll__networl[2255]= 0
invariant : 1'P_network[2090]= 0
invariant : 1'P_poll__networl[136]= 0
invariant : 1'P_network[2433]= 0
invariant : 1'P_network[383]= 0
invariant : 1'P_network[672]= 0
invariant : 1'P_network[1911]= 0
invariant : 1'P_poll__networl[1194]= 0
invariant : 1'P_network[1133]= 0
invariant : 1'P_network[1334]= 0
invariant : 1'P_poll__networl[2274]= 0
invariant : 1'P_network[739]= 0
invariant : 1'P_network[3923]= 0
invariant : 1'P_poll__networl[3006]= 0
invariant : 1'P_network[4129]= 0
invariant : 1'P_electedPrimary[1] + 1'P_electedSecondary[1] + 1'P_negotiation[51] + 1'P_poll__handlingMessage[1] + 1'P_poll__pollEnd[1] + 1'P_poll__waitingMessage[1] + 1'P_polling[1] + 1'P_sendAnnPs__broadcasting[8] + 1'P_sendAnnPs__broadcasting[9] + 1'P_sendAnnPs__broadcasting[10] + 1'P_sendAnnPs__broadcasting[11] + 1'P_sendAnnPs__broadcasting[12] + 1'P_sendAnnPs__broadcasting[13] + 1'P_sendAnnPs__broadcasting[14] + 1'P_sendAnnPs__broadcasting[15] + 1'P_startNeg__broadcasting[15]= 1
invariant : 1'P_network[1833]= 0
invariant : 1'P_poll__networl[2415]= 0
invariant : 1'P_poll__waitingMessage[6] + 1'P_stage[19] + 1'P_stage[20]= 0
invariant : 1'P_poll__networl[3300]= 0
invariant : 1'P_network[1812]= 0
invariant : 1'P_poll__networl[1547]= 0
invariant : 1'P_poll__networl[3025]= 0
invariant : 1'P_network[686]= 0
invariant : 1'P_poll__networl[2316]= 0
invariant : 1'P_network[3642]= 0
invariant : 1'P_poll__networl[417]= 0
invariant : 1'P_poll__networl[4027]= 0
invariant : 1'P_network[788]= 0
invariant : 1'P_network[1184]= 0
invariant : 1'P_poll__networl[526]= 0
invariant : 1'P_poll__networl[2670]= 0
invariant : 1'P_poll__networl[475]= 0
invariant : 1'P_poll__networl[2935]= 0
invariant : 1'P_network[204]= 0
invariant : 1'P_poll__networl[2090]= 0
invariant : 1'P_network[2570]= 0
invariant : 1'P_poll__networl[803]= 0
invariant : 1'P_poll__networl[782]= 0
invariant : 1'P_negotiation[57] + -1'P_negotiation[63] + 1'P_startNeg__broadcasting[17]= 0
invariant : 1'P_network[2084]= 0
invariant : 1'P_network[1767]= 0
invariant : 1'P_network[782]= 0
invariant : 1'P_network[480]= 0
invariant : 1'P_poll__networl[3601]= 0
invariant : 1'P_poll__networl[3238]= 0
invariant : 1'P_network[761]= 0
invariant : 1'P_network[131]= 0
invariant : 1'P_network[613]= 0
invariant : 1'P_poll__networl[1286]= 0
invariant : 1'P_poll__networl[991]= 0
invariant : 1'P_network[2621]= 0
invariant : 1'P_poll__networl[4284]= 0
invariant : 1'P_network[1915]= 0
invariant : 1'P_poll__networl[99]= 0
invariant : 1'P_poll__networl[1600]= 0
invariant : 1'P_poll__networl[4056]= 0
invariant : 1'P_network[4017]= 0
invariant : 1'P_poll__networl[3726]= 0
invariant : 1'P_poll__networl[2483]= 0
invariant : 1'P_network[346]= 0
invariant : 1'P_poll__networl[1214]= 0
invariant : 1'P_network[2383]= 0
invariant : 1'P_poll__networl[414]= 0
invariant : 1'P_network[371]= 0
invariant : 1'P_network[3511]= 0
invariant : 1'P_poll__networl[2417]= 0
invariant : 1'P_poll__networl[1783]= 0
invariant : 1'P_poll__networl[796]= 0
invariant : 1'P_poll__networl[3570]= 0
invariant : 1'P_negotiation[153] + 1'P_negotiation[154] + 1'P_negotiation[155]= 1
invariant : 1'P_network[2836]= 0
invariant : 1'P_network[1103]= 0
invariant : 1'P_poll__networl[1543]= 0
invariant : 1'P_network[1596]= 0
invariant : 1'P_poll__networl[2610]= 0
invariant : 1'P_poll__networl[421]= 0
invariant : 1'P_poll__networl[3805]= 0
invariant : 1'P_network[2632]= 0
invariant : 1'P_poll__networl[3389]= 0
invariant : 1'P_network[196]= 0
invariant : 1'P_poll__networl[185]= 0
invariant : 1'P_poll__networl[1562]= 0
invariant : 1'P_network[2020]= 0
invariant : 1'P_poll__networl[4349]= 0
invariant : 1'P_network[1223]= 0
invariant : 1'P_network[2974]= 0
invariant : 1'P_poll__networl[2326]= 0
invariant : 1'P_network[2481]= 0
invariant : 1'P_network[776]= 0
invariant : 1'P_negotiation[156] + -1'P_negotiation[159] + 1'P_startNeg__broadcasting[46]= 0
invariant : 1'P_network[1352]= 0
invariant : 1'P_poll__networl[981]= 0
invariant : 1'P_negotiation[72] + -1'P_negotiation[75] + 1'P_startNeg__broadcasting[21]= 0
invariant : 1'P_poll__networl[1442]= 0
invariant : 1'P_poll__networl[1128]= 0
invariant : 1'P_network[1489]= 0
invariant : 1'P_network[2297]= 0
invariant : 1'P_network[4192]= 0
invariant : 1'P_poll__networl[3831]= 0
invariant : 1'P_poll__networl[214]= 0
invariant : 1'P_poll__networl[3843]= 0
invariant : 1'P_network[915]= 0
invariant : 1'P_network[2534]= 0
invariant : 1'P_poll__networl[2689]= 0
invariant : 1'P_network[2190]= 0
invariant : 1'P_network[2811]= 0
invariant : 1'P_poll__networl[3762]= 0
invariant : 1'P_poll__networl[52]= 0
invariant : 1'P_poll__networl[2027]= 0
invariant : 1'P_network[1343]= 0
invariant : 1'P_sendAnnPs__broadcasting[3]= 0
invariant : 1'P_network[2114]= 0
invariant : 1'P_network[3498]= 0
invariant : 1'P_poll__networl[1681]= 0
invariant : 1'P_network[1006]= 0
invariant : -1'P_poll__waitingMessage[2] + 1'P_stage[6]= 1
invariant : 1'P_network[599]= 0
invariant : 1'P_poll__networl[3138]= 0
invariant : 1'P_poll__networl[619]= 0
invariant : 1'P_network[3929]= 0
invariant : 1'P_poll__networl[3119]= 0
invariant : 1'P_poll__networl[1757]= 0
invariant : 1'P_poll__networl[1157]= 0
invariant : 1'P_poll__networl[3381]= 0
invariant : 1'P_poll__networl[4196]= 0
invariant : 1'P_poll__waitingMessage[1] + 1'P_stage[4] + 1'P_stage[5]= 0
invariant : 1'P_poll__networl[2967]= 0
invariant : 1'P_network[1109]= 0
invariant : 1'P_poll__networl[2838]= 0
invariant : 1'P_network[753]= 0
invariant : 1'P_network[3326]= 0
invariant : 1'P_network[3839]= 0
invariant : 1'P_negotiation[198] + -1'P_negotiation[201] + 1'P_startNeg__broadcasting[59]= 0
invariant : 1'P_network[43]= 0
invariant : 1'P_network[1979]= 0
invariant : 1'P_negotiation[168] + -1'P_negotiation[171] + 1'P_startNeg__broadcasting[50]= 0
invariant : 1'P_poll__networl[1645]= 0
invariant : 1'P_network[1806]= 0
invariant : 1'P_poll__networl[3529]= 0
invariant : 1'P_poll__networl[1385]= 0
invariant : 1'P_network[194]= 0
invariant : 1'P_poll__networl[1999]= 0
invariant : 1'P_poll__networl[4167]= 0
invariant : 1'P_network[4181]= 0
invariant : 1'P_poll__networl[2887]= 0
invariant : 1'P_network[348]= 0
invariant : 1'P_poll__networl[2147]= 0
invariant : 1'P_network[368]= 0
invariant : 1'P_poll__networl[3886]= 0
invariant : 1'P_network[1826]= 0
invariant : 1'P_poll__networl[1800]= 0
invariant : 1'P_network[652]= 0
invariant : 1'P_poll__networl[3663]= 0
invariant : 1'P_network[1136]= 0
invariant : 1'P_poll__networl[559]= 0
invariant : 1'P_network[22]= 0
invariant : 1'P_network[1779]= 0
invariant : 1'P_poll__networl[4212]= 0
invariant : 1'P_network[2245]= 0
invariant : 1'P_poll__networl[3373]= 0
invariant : 1'P_poll__networl[1784]= 0
invariant : 1'P_network[3508]= 0
invariant : 1'P_poll__networl[2870]= 0
invariant : 1'P_network[1492]= 0
invariant : 1'P_poll__networl[2094]= 0
invariant : 1'P_network[4197]= 0
invariant : 1'P_poll__networl[4236]= 0
invariant : 1'P_network[2966]= 0
invariant : 1'P_network[2759]= 0
invariant : 1'P_poll__networl[2533]= 0
invariant : 1'P_poll__networl[3056]= 0
invariant : 1'P_network[3586]= 0
invariant : 1'P_poll__networl[107]= 0
invariant : 1'P_network[2617]= 0
invariant : 1'P_poll__networl[2597]= 0
invariant : 1'P_poll__networl[1829]= 0
invariant : 1'P_poll__networl[3065]= 0
invariant : 1'P_poll__networl[3992]= 0
invariant : 1'P_poll__networl[2044]= 0
invariant : 1'P_poll__networl[4268]= 0
invariant : 1'P_network[1879]= 0
invariant : 1'P_poll__networl[4269]= 0
invariant : 1'P_network[3058]= 0
invariant : 1'P_poll__networl[954]= 0
invariant : 1'P_negotiation[36] + 1'P_negotiation[37] + 1'P_negotiation[38]= 1
invariant : 1'P_poll__networl[2205]= 0
invariant : 1'P_network[4055]= 0
invariant : 1'P_poll__networl[1820]= 0
invariant : 1'P_poll__networl[2865]= 0
invariant : 1'P_poll__networl[4077]= 0
invariant : 1'P_network[1617]= 0
invariant : 1'P_network[832]= 0
invariant : 1'P_poll__networl[536]= 0
invariant : 1'P_poll__networl[2467]= 0
invariant : 1'P_poll__networl[1865]= 0
invariant : 1'P_poll__networl[3833]= 0
invariant : 1'P_network[1830]= 0
invariant : 1'P_poll__networl[1111]= 0
invariant : 1'P_network[1373]= 0
invariant : 1'P_poll__networl[561]= 0
invariant : 1'P_poll__networl[2143]= 0
invariant : 1'P_network[3239]= 0
invariant : 1'P_poll__networl[2356]= 0
invariant : 1'P_poll__networl[3327]= 0
invariant : 1'P_poll__networl[3452]= 0
invariant : 1'P_poll__networl[3813]= 0
invariant : 1'P_poll__networl[1178]= 0
invariant : 1'P_network[4287]= 0
invariant : 1'P_poll__networl[3565]= 0
invariant : 1'P_negotiation[121] + 1'P_negotiation[122]= 1
invariant : 1'P_poll__networl[622]= 0
invariant : 1'P_poll__networl[1918]= 0
invariant : 1'P_network[293]= 0
invariant : 1'P_network[156]= 0
invariant : 1'P_poll__networl[686]= 0
invariant : 1'P_network[2320]= 0
invariant : 1'P_poll__networl[1264]= 0
invariant : 1'P_network[1424]= 0
invariant : 1'P_network[1172]= 0
invariant : 1'P_network[1781]= 0
invariant : 1'P_network[1023]= 0
invariant : 1'P_network[3490]= 0
invariant : 1'P_network[1330]= 0
invariant : 1'P_network[1752]= 0
invariant : 1'P_network[2830]= 0
invariant : 1'P_network[655]= 0
invariant : 1'P_poll__networl[3123]= 0
invariant : 1'P_network[2698]= 0
invariant : 1'P_poll__networl[1455]= 0
invariant : 1'P_poll__networl[3878]= 0
invariant : 1'P_poll__networl[2050]= 0
invariant : 1'P_network[758]= 0
invariant : 1'P_negotiation[237] + 1'P_negotiation[238] + 1'P_negotiation[239]= 1
invariant : 1'P_poll__networl[1942]= 0
invariant : 1'P_poll__networl[648]= 0
invariant : 1'P_poll__networl[3450]= 0
invariant : 1'P_network[2503]= 0
invariant : 1'P_network[3124]= 0
invariant : 1'P_network[1876]= 0
invariant : 1'P_poll__networl[1766]= 0
invariant : 1'P_poll__networl[3219]= 0
invariant : 1'P_poll__networl[8]= 0
invariant : 1'P_poll__networl[2697]= 0
invariant : 1'P_poll__networl[3379]= 0
invariant : 1'P_poll__networl[21]= 0
invariant : 1'P_poll__networl[1791]= 0
invariant : 1'P_poll__networl[4262]= 0
invariant : 1'P_poll__networl[744]= 0
invariant : 1'P_network[1261]= 0
invariant : 1'P_poll__networl[1225]= 0
invariant : 1'P_poll__networl[1760]= 0
invariant : 1'P_network[3281]= 0
invariant : 1'P_poll__networl[3541]= 0
invariant : 1'P_poll__networl[2668]= 0
invariant : 1'P_poll__networl[1505]= 0
invariant : 1'P_poll__networl[1933]= 0
invariant : 1'P_network[1070]= 0
invariant : 1'P_poll__networl[1175]= 0
invariant : 1'P_network[939]= 0
invariant : 1'P_poll__networl[1220]= 0
invariant : 1'P_network[2426]= 0
invariant : 1'P_network[1666]= 0
invariant : 1'P_network[355]= 0
invariant : 1'P_poll__networl[1773]= 0
invariant : 1'P_poll__networl[2958]= 0
invariant : 1'P_poll__networl[198]= 0
invariant : 1'P_network[25]= 0
invariant : 1'P_poll__networl[418]= 0
invariant : 1'P_network[1349]= 0
invariant : 1'P_network[44]= 0
invariant : 1'P_poll__networl[3730]= 0
invariant : 1'P_network[1655]= 0
invariant : 1'P_poll__networl[4128]= 0
invariant : 1'P_network[3381]= 0
invariant : 1'P_network[31]= 0
invariant : 1'P_network[3401]= 0
invariant : 1'P_poll__networl[84]= 0
invariant : 1'P_poll__networl[211]= 0
invariant : 1'P_poll__networl[44]= 0
invariant : 1'P_poll__networl[131]= 0
invariant : 1'P_poll__networl[2491]= 0
invariant : 1'P_poll__networl[1433]= 0
invariant : 1'P_network[1776]= 0
invariant : 1'P_network[482]= 0
invariant : 1'P_network[1967]= 0
invariant : 1'P_poll__networl[3301]= 0
invariant : 1'P_network[1569]= 0
invariant : 1'P_network[1783]= 0
invariant : 1'P_poll__networl[1828]= 0
invariant : 1'P_network[474]= 0
invariant : 1'P_poll__networl[976]= 0
invariant : 1'P_poll__networl[63]= 0
invariant : 1'P_network[3287]= 0
invariant : 1'P_poll__networl[3678]= 0
invariant : 1'P_network[687]= 0
invariant : 1'P_poll__networl[1924]= 0
invariant : 1'P_poll__networl[2900]= 0
invariant : 1'P_poll__networl[3700]= 0
invariant : 1'P_poll__networl[3759]= 0
invariant : 1'P_poll__networl[3530]= 0
invariant : 1'P_network[2581]= 0
invariant : 1'P_poll__networl[1189]= 0
invariant : 1'P_network[4350]= 0
invariant : 1'P_poll__networl[2194]= 0
invariant : 1'P_poll__networl[2705]= 0
invariant : 1'P_network[1244]= 0
invariant : 1'P_poll__networl[3454]= 0
invariant : 1'P_poll__networl[2596]= 0
invariant : 1'P_network[3190]= 0
invariant : 1'P_poll__networl[1396]= 0
invariant : 1'P_network[3854]= 0
invariant : 1'P_poll__networl[1155]= 0
invariant : 1'P_poll__networl[351]= 0
invariant : 1'P_poll__networl[1123]= 0
invariant : 1'P_poll__networl[2025]= 0
invariant : 1'P_poll__networl[1842]= 0
invariant : 1'P_poll__networl[3063]= 0
invariant : 1'P_poll__networl[1004]= 0
invariant : 1'P_network[3597]= 0
invariant : 1'P_network[3786]= 0
invariant : 1'P_poll__networl[4160]= 0
invariant : 1'P_network[323]= 0
invariant : 1'P_poll__networl[331]= 0
invariant : 1'P_poll__networl[4352]= 0
invariant : 1'P_poll__networl[1889]= 0
invariant : 1'P_network[4144]= 0
invariant : 1'P_poll__networl[1708]= 0
invariant : 1'P_poll__networl[1939]= 0
invariant : 1'P_network[3614]= 0
invariant : 1'P_network[3243]= 0
invariant : 1'P_poll__networl[3537]= 0
invariant : 1'P_network[3449]= 0
invariant : 1'P_network[3871]= 0
invariant : 1'P_network[3677]= 0
invariant : 1'P_network[2005]= 0
invariant : 1'P_poll__networl[1350]= 0
invariant : 1'P_network[107]= 0
invariant : 1'P_network[2773]= 0
invariant : 1'P_network[2595]= 0
invariant : 1'P_network[3133]= 0
invariant : 1'P_poll__networl[2730]= 0
invariant : 1'P_poll__networl[1112]= 0
invariant : 1'P_poll__networl[3604]= 0
invariant : 1'P_poll__networl[3029]= 0
invariant : 1'P_network[1131]= 0
invariant : 1'P_poll__networl[3217]= 0
invariant : 1'P_network[1232]= 0
invariant : 1'P_poll__networl[992]= 0
invariant : 1'P_network[2704]= 0
invariant : 1'P_network[2270]= 0
invariant : 1'P_poll__networl[3763]= 0
invariant : 1'P_poll__networl[2451]= 0
invariant : 1'P_negotiation[189]= 0
invariant : 1'P_network[1891]= 0
invariant : 1'P_poll__networl[1359]= 0
invariant : 1'P_poll__networl[3508]= 0
invariant : 1'P_network[2155]= 0
invariant : 1'P_poll__networl[726]= 0
invariant : 1'P_network[3097]= 0
invariant : 1'P_poll__networl[2761]= 0
invariant : 1'P_network[1214]= 0
invariant : 1'P_network[1137]= 0
invariant : 1'P_network[2870]= 0
invariant : 1'P_network[4039]= 0
invariant : 1'P_poll__networl[1320]= 0
invariant : -1'P_poll__waitingMessage[6] + 1'P_stage[18]= 1
invariant : 1'P_poll__networl[1805]= 0
invariant : 1'P_poll__networl[3948]= 0
invariant : 1'P_poll__networl[430]= 0
invariant : 1'P_electedPrimary[5] + 1'P_electedSecondary[5] + 1'P_negotiation[159] + 1'P_poll__handlingMessage[5] + 1'P_poll__pollEnd[5] + 1'P_poll__waitingMessage[5] + 1'P_polling[5] + 1'P_sendAnnPs__broadcasting[40] + 1'P_sendAnnPs__broadcasting[41] + 1'P_sendAnnPs__broadcasting[42] + 1'P_sendAnnPs__broadcasting[43] + 1'P_sendAnnPs__broadcasting[44] + 1'P_sendAnnPs__broadcasting[45] + 1'P_sendAnnPs__broadcasting[46] + 1'P_sendAnnPs__broadcasting[47] + 1'P_startNeg__broadcasting[47]= 1
invariant : 1'P_poll__networl[1135]= 0
invariant : 1'P_network[2302]= 0
invariant : 1'P_network[1265]= 0
invariant : 1'P_network[2299]= 0
invariant : 1'P_network[860]= 0
invariant : 1'P_network[399]= 0
invariant : 1'P_network[598]= 0
invariant : 1'P_network[1825]= 0
invariant : 1'P_poll__networl[1156]= 0
invariant : 1'P_poll__networl[1397]= 0
invariant : 1'P_network[199]= 0
invariant : 1'P_poll__networl[3599]= 0
invariant : 1'P_poll__networl[3175]= 0
invariant : 1'P_network[2434]= 0
invariant : 1'P_poll__networl[4373]= 0
invariant : 1'P_poll__networl[2223]= 0
invariant : 1'P_network[2831]= 0
invariant : 1'P_poll__networl[53]= 0
invariant : 1'P_network[751]= 0
invariant : 1'P_network[2192]= 0
invariant : 1'P_network[1435]= 0
invariant : 1'P_poll__networl[1317]= 0
invariant : 1'P_poll__networl[4129]= 0
invariant : 1'P_network[4071]= 0
invariant : 1'P_network[3731]= 0
invariant : 1'P_poll__networl[3592]= 0
invariant : 1'P_poll__networl[4237]= 0
invariant : 1'P_network[418]= 0
invariant : 1'P_poll__networl[3002]= 0
invariant : 1'P_poll__networl[3008]= 0
invariant : 1'P_network[1813]= 0
invariant : 1'P_poll__networl[319]= 0
invariant : 1'P_poll__networl[1751]= 0
invariant : 1'P_poll__networl[2683]= 0
invariant : 1'P_negotiation[12]= 0
invariant : 1'P_network[3437]= 0
invariant : 1'P_network[1968]= 0
invariant : 1'P_network[4029]= 0
invariant : 1'P_poll__networl[4206]= 0
invariant : 1'P_poll__networl[3322]= 0
invariant : 1'P_poll__networl[4050]= 0
invariant : 1'P_poll__networl[1777]= 0
invariant : 1'P_network[1434]= 0
invariant : 1'P_poll__networl[1212]= 0
invariant : 1'P_poll__networl[2288]= 0
invariant : 1'P_network[3561]= 0
invariant : 1'P_network[3754]= 0
invariant : 1'P_network[2942]= 0
invariant : 1'P_network[3151]= 0
invariant : 1'P_poll__networl[4260]= 0
invariant : 1'P_poll__networl[601]= 0
invariant : 1'P_poll__networl[4088]= 0
invariant : 1'P_poll__networl[4180]= 0
invariant : 1'P_network[1983]= 0
invariant : 1'P_poll__networl[2816]= 0
invariant : 1'P_poll__networl[968]= 0
invariant : 1'P_poll__networl[3431]= 0
invariant : 1'P_poll__networl[4140]= 0
invariant : 1'P_network[2347]= 0
invariant : 1'P_poll__networl[672]= 0
invariant : 1'P_poll__networl[2409]= 0
invariant : 1'P_poll__networl[3821]= 0
invariant : 1'P_poll__networl[3744]= 0
invariant : 1'P_network[3777]= 0
invariant : 1'P_network[4200]= 0
invariant : 1'P_network[1972]= 0
invariant : 1'P_network[1609]= 0
invariant : 1'P_network[3781]= 0
invariant : 1'P_network[4155]= 0
invariant : 1'P_poll__networl[1701]= 0
invariant : 1'P_poll__networl[2168]= 0
invariant : 1'P_poll__networl[96]= 0
invariant : 1'P_network[2059]= 0
invariant : 1'P_poll__networl[1624]= 0
invariant : 1'P_network[2125]= 0
invariant : 1'P_network[3012]= 0
invariant : 1'P_network[73]= 0
invariant : 1'P_poll__networl[1245]= 0
invariant : 1'P_network[721]= 0
invariant : 1'P_poll__networl[3668]= 0
invariant : 1'P_network[2507]= 0
invariant : 1'P_poll__networl[2007]= 0
invariant : 1'P_poll__networl[1802]= 0
invariant : 1'P_network[2964]= 0
invariant : 1'P_network[2784]= 0
invariant : 1'P_poll__networl[2204]= 0
invariant : 1'P_poll__networl[470]= 0
invariant : 1'P_poll__networl[4131]= 0
invariant : 1'P_poll__networl[558]= 0
invariant : 1'P_poll__networl[3423]= 0
invariant : 1'P_poll__networl[4319]= 0
invariant : 1'P_network[1535]= 0
invariant : 1'P_poll__networl[683]= 0
invariant : 1'P_network[1442]= 0
invariant : 1'P_network[2416]= 0
invariant : 1'P_poll__networl[2672]= 0
invariant : 1'P_network[1160]= 0
invariant : 1'P_network[34]= 0
invariant : 1'P_poll__networl[750]= 0
invariant : 1'P_poll__networl[1735]= 0
invariant : 1'P_poll__networl[3965]= 0
invariant : 1'P_poll__networl[1314]= 0
invariant : 1'P_poll__networl[3013]= 0
invariant : 1'P_network[2479]= 0
invariant : 1'P_network[2345]= 0
invariant : 1'P_poll__networl[2074]= 0
invariant : 1'P_network[3765]= 0
invariant : 1'P_poll__networl[710]= 0
invariant : 1'P_poll__networl[2349]= 0
invariant : 1'P_network[3442]= 0
invariant : 1'P_network[905]= 0
invariant : 1'P_poll__networl[3333]= 0
invariant : 1'P_poll__networl[3075]= 0
invariant : 1'P_poll__networl[453]= 0
invariant : 1'P_network[1213]= 0
invariant : 1'P_poll__networl[1758]= 0
invariant : 1'P_network[2795]= 0
invariant : 1'P_network[633]= 0
invariant : 1'P_poll__networl[3719]= 0
invariant : 1'P_network[563]= 0
invariant : 1'P_poll__networl[3916]= 0
invariant : 1'P_network[3673]= 0
invariant : 1'P_poll__networl[1899]= 0
invariant : 1'P_network[4254]= 0
invariant : 1'P_network[3329]= 0
invariant : 1'P_network[3709]= 0
invariant : 1'P_poll__networl[3677]= 0
invariant : 1'P_network[3372]= 0
invariant : 1'P_poll__networl[181]= 0
invariant : 1'P_poll__networl[575]= 0
invariant : 1'P_network[430]= 0
invariant : 1'P_network[4053]= 0
invariant : 1'P_poll__networl[3679]= 0
invariant : 1'P_network[4303]= 0
invariant : 1'P_poll__networl[4290]= 0
invariant : 1'P_network[24]= 0
invariant : 1'P_network[3697]= 0
invariant : 1'P_poll__networl[1768]= 0
invariant : 1'P_network[1288]= 0
invariant : 1'P_poll__networl[844]= 0
invariant : 1'P_network[1497]= 0
invariant : 1'P_poll__networl[2268]= 0
invariant : 1'P_network[4326]= 0
invariant : 1'P_network[349]= 0
invariant : 1'P_network[2207]= 0
invariant : 1'P_poll__networl[1568]= 0
invariant : 1'P_network[1447]= 0
invariant : 1'P_poll__networl[2678]= 0
invariant : 1'P_network[2860]= 0
invariant : 1'P_network[1504]= 0
invariant : 1'P_network[491]= 0
invariant : 1'P_poll__networl[473]= 0
invariant : 1'P_poll__networl[1604]= 0
invariant : 1'P_poll__networl[494]= 0
invariant : 1'P_poll__networl[1868]= 0
invariant : 1'P_poll__networl[4042]= 0
invariant : 1'P_poll__networl[408]= 0
invariant : 1'P_poll__networl[3914]= 0
invariant : 1'P_poll__networl[637]= 0
invariant : 1'P_poll__networl[1451]= 0
invariant : 1'P_poll__networl[814]= 0
invariant : 1'P_network[1059]= 0
invariant : 1'P_network[2352]= 0
invariant : 1'P_network[4081]= 0
invariant : 1'P_poll__networl[3881]= 0
invariant : 1'P_network[3821]= 0
invariant : 1'P_poll__networl[2892]= 0
invariant : 1'P_network[4321]= 0
invariant : 1'P_network[308]= 0
invariant : 1'P_network[1778]= 0
invariant : 1'P_poll__networl[2743]= 0
invariant : 1'P_network[4034]= 0
invariant : 1'P_poll__networl[2625]= 0
invariant : 1'P_poll__networl[3608]= 0
invariant : 1'P_network[201]= 0
invariant : 1'P_network[2616]= 0
invariant : 1'P_masterState[144] + 1'P_masterState[145] + 1'P_masterState[146] + 1'P_masterState[147] + 1'P_masterState[148] + 1'P_masterState[149] + 1'P_masterState[150] + 1'P_masterState[151] + 1'P_masterState[152] + 1'P_masterState[153] + 1'P_masterState[154] + 1'P_masterState[155] + 1'P_masterState[156] + 1'P_masterState[157] + 1'P_masterState[158] + 1'P_masterState[159] + 1'P_masterState[160] + 1'P_masterState[161]= 1
invariant : 1'P_poll__networl[3433]= 0
invariant : 1'P_network[2992]= 0
invariant : 1'P_network[4022]= 0
invariant : 1'P_poll__networl[244]= 0
invariant : 1'P_network[3179]= 0
invariant : 1'P_poll__networl[806]= 0
invariant : 1'P_poll__networl[3429]= 0
invariant : 1'P_network[4047]= 0
invariant : 1'P_poll__networl[2575]= 0
invariant : 1'P_network[2137]= 0
invariant : 1'P_poll__networl[3817]= 0
invariant : 1'P_network[1410]= 0
invariant : 1'P_network[4210]= 0
invariant : 1'P_poll__networl[1554]= 0
invariant : 1'P_poll__networl[2077]= 0
invariant : 1'P_network[3805]= 0
invariant : 1'P_network[3877]= 0
invariant : 1'P_poll__networl[1101]= 0
invariant : 1'P_network[3264]= 0
invariant : 1'P_poll__networl[1575]= 0
invariant : 1'P_network[1810]= 0
invariant : 1'P_network[1496]= 0
invariant : 1'P_network[808]= 0
invariant : 1'P_poll__networl[546]= 0
invariant : 1'P_network[4076]= 0
invariant : 1'P_poll__networl[1789]= 0
invariant : 1'P_poll__networl[4311]= 0
invariant : 1'P_network[1122]= 0
invariant : 1'P_poll__networl[1664]= 0
invariant : 1'P_network[1234]= 0
invariant : 1'P_poll__networl[644]= 0
invariant : 1'P_poll__networl[882]= 0
invariant : 1'P_network[1005]= 0
invariant : 1'P_network[3553]= 0
invariant : 1'P_poll__networl[378]= 0
invariant : 1'P_poll__networl[1358]= 0
invariant : 1'P_network[2179]= 0
invariant : 1'P_network[4263]= 0
invariant : 1'P_poll__networl[1033]= 0
invariant : 1'P_poll__networl[946]= 0
invariant : 1'P_poll__networl[2923]= 0
invariant : 1'P_poll__networl[372]= 0
invariant : 1'P_network[1618]= 0
invariant : 1'P_poll__networl[765]= 0
invariant : 1'P_network[505]= 0
invariant : 1'P_network[906]= 0
invariant : 1'P_poll__networl[3804]= 0
invariant : 1'P_negotiation[45] + -1'P_negotiation[48] + 1'P_startNeg__broadcasting[13]= 0
invariant : 1'P_network[1965]= 0
invariant : 1'P_negotiation[114] + 1'P_negotiation[115] + 1'P_negotiation[116]= 1
invariant : 1'P_poll__networl[461]= 0
invariant : 1'P_network[1981]= 0
invariant : 1'P_poll__networl[431]= 0
invariant : 1'P_network[3000]= 0
invariant : 1'P_poll__networl[4263]= 0
invariant : 1'P_poll__networl[3566]= 0
invariant : 1'P_network[1657]= 0
invariant : 1'P_network[347]= 0
invariant : 1'P_network[3867]= 0
invariant : 1'P_network[3656]= 0
invariant : 1'P_network[2832]= 0
invariant : 1'P_network[3534]= 0
invariant : 1'P_network[3620]= 0
invariant : 1'P_network[2369]= 0
invariant : 1'P_network[2026]= 0
invariant : 1'P_network[2085]= 0
invariant : 1'P_network[381]= 0
invariant : 1'P_poll__networl[2907]= 0
invariant : 1'P_network[419]= 0
invariant : 1'P_network[1711]= 0
invariant : 1'P_poll__networl[602]= 0
invariant : 1'P_network[2753]= 0
invariant : 1'P_poll__networl[571]= 0
invariant : 1'P_poll__networl[3182]= 0
invariant : 1'P_network[2957]= 0
invariant : 1'P_poll__networl[2759]= 0
invariant : 1'P_poll__networl[2783]= 0
invariant : 1'P_network[1082]= 0
invariant : 1'P_poll__networl[2817]= 0
invariant : 1'P_poll__networl[108]= 0
invariant : 1'P_network[1029]= 0
invariant : 1'P_poll__networl[199]= 0
invariant : 1'P_poll__networl[2813]= 0
invariant : 1'P_poll__networl[776]= 0
invariant : 1'P_network[2191]= 0
invariant : 1'P_network[2384]= 0
invariant : 1'P_poll__networl[831]= 0
invariant : 1'P_network[4322]= 0
invariant : 1'P_poll__networl[1592]= 0
invariant : 1'P_network[329]= 0
invariant : 1'P_poll__networl[3285]= 0
invariant : 1'P_network[1669]= 0
invariant : 1'P_poll__networl[1618]= 0
invariant : 1'P_poll__networl[302]= 0
invariant : 1'P_poll__networl[429]= 0
invariant : 1'P_negotiation[108]= 0
invariant : 1'P_network[3975]= 0
invariant : 1'P_poll__networl[4164]= 0
invariant : 1'P_poll__networl[4037]= 0
invariant : 1'P_poll__networl[1080]= 0
invariant : 1'P_network[3121]= 0
invariant : 1'P_network[3100]= 0
invariant : 1'P_network[1354]= 0
invariant : 1'P_poll__networl[3786]= 0
invariant : 1'P_poll__networl[2579]= 0
invariant : 1'P_poll__networl[3516]= 0
invariant : 1'P_poll__networl[254]= 0
invariant : 1'P_network[701]= 0
invariant : 1'P_poll__networl[1164]= 0
invariant : 1'P_network[3464]= 0
invariant : 1'P_network[2076]= 0
invariant : 1'P_poll__networl[313]= 0
invariant : 1'P_network[2694]= 0
invariant : 1'P_poll__networl[2999]= 0
invariant : 1'P_poll__networl[1006]= 0
invariant : 1'P_network[4038]= 0
invariant : 1'P_poll__networl[1858]= 0
invariant : 1'P_poll__networl[1347]= 0
invariant : 1'P_poll__networl[1319]= 0
invariant : 1'P_network[3244]= 0
invariant : 1'P_poll__networl[2238]= 0
invariant : 1'P_poll__networl[1368]= 0
invariant : 1'P_network[3548]= 0
invariant : 1'P_poll__networl[505]= 0
invariant : 1'P_network[3158]= 0
invariant : 1'P_poll__networl[2885]= 0
invariant : 1'P_network[4163]= 0
invariant : 1'P_poll__networl[4300]= 0
invariant : 1'P_poll__networl[2038]= 0
invariant : 1'P_network[3004]= 0
invariant : 1'P_network[859]= 0
invariant : 1'P_network[3082]= 0
invariant : 1'P_poll__networl[1722]= 0
invariant : 1'P_poll__networl[192]= 0
invariant : 1'P_poll__networl[1399]= 0
invariant : 1'P_poll__networl[2736]= 0
invariant : 1'P_poll__networl[1895]= 0
invariant : 1'P_poll__networl[708]= 0
invariant : 1'P_network[1706]= 0
invariant : 1'P_poll__networl[4251]= 0
invariant : 1'P_network[3458]= 0
invariant : 1'P_network[1465]= 0
invariant : 1'P_network[1801]= 0
invariant : 1'P_network[2594]= 0
invariant : 1'P_poll__networl[1018]= 0
invariant : 1'P_poll__networl[385]= 0
invariant : 1'P_poll__networl[4022]= 0
invariant : 1'P_network[4124]= 0
invariant : 1'P_negotiation[91] + 1'P_negotiation[92]= 1
invariant : 1'P_network[439]= 0
invariant : 1'P_poll__networl[1049]= 0
invariant : 1'P_network[3278]= 0
invariant : 1'P_poll__networl[1590]= 0
invariant : 1'P_poll__networl[1835]= 0
invariant : 1'P_electionInit[1] + -1'P_negotiation[33] + 1'P_startNeg__broadcasting[8]= 0
invariant : 1'P_network[2488]= 0
invariant : 1'P_poll__networl[2978]= 0
invariant : 1'P_negotiation[136] + 1'P_negotiation[137]= 0
invariant : 1'P_network[2869]= 0
invariant : 1'P_network[1271]= 0
invariant : 1'P_poll__networl[1551]= 0
invariant : 1'P_poll__networl[4361]= 0
invariant : 1'P_poll__networl[2693]= 0
invariant : 1'P_network[2640]= 0
invariant : 1'P_network[1220]= 0
invariant : 1'P_network[28]= 0
invariant : 1'P_network[1919]= 0
invariant : 1'P_poll__networl[2556]= 0
invariant : 1'P_network[2867]= 0
invariant : 1'P_poll__networl[3375]= 0
invariant : 1'P_network[1099]= 0
invariant : 1'P_network[3982]= 0
invariant : 1'P_poll__networl[3947]= 0
invariant : 1'P_poll__networl[455]= 0
invariant : 1'P_poll__networl[2437]= 0
invariant : 1'P_poll__networl[897]= 0
invariant : 1'P_poll__networl[2291]= 0
invariant : 1'P_network[2327]= 0
invariant : 1'P_network[1009]= 0
invariant : 1'P_network[3543]= 0
invariant : 1'P_poll__networl[1598]= 0
invariant : 1'P_poll__networl[3542]= 0
invariant : 1'P_network[457]= 0
invariant : 1'P_poll__networl[1609]= 0
invariant : 1'P_poll__networl[911]= 0
invariant : 1'P_network[1052]= 0
invariant : 1'P_poll__networl[1063]= 0
invariant : 1'P_network[4179]= 0
invariant : 1'P_network[831]= 0
invariant : 1'P_poll__networl[366]= 0
invariant : 1'P_poll__networl[3353]= 0
invariant : 1'P_network[2040]= 0
invariant : 1'P_network[2509]= 0
invariant : 1'P_poll__networl[3653]= 0
invariant : 1'P_network[4052]= 0
invariant : 1'P_network[3920]= 0
invariant : 1'P_poll__networl[990]= 0
invariant : 1'P_poll__networl[1499]= 0
invariant : 1'P_poll__networl[2234]= 0
invariant : 1'P_network[2892]= 0
invariant : 1'P_poll__networl[903]= 0
invariant : 1'P_poll__networl[2197]= 0
invariant : 1'P_network[3001]= 0
invariant : 1'P_network[1393]= 0
invariant : 1'P_network[3567]= 0
invariant : 1'P_poll__networl[942]= 0
invariant : 1'P_poll__networl[3539]= 0
invariant : 1'P_network[4016]= 0
invariant : 1'P_poll__networl[1467]= 0
invariant : 1'P_poll__networl[3249]= 0
invariant : 1'P_network[3799]= 0
invariant : 1'P_poll__networl[3836]= 0
invariant : 1'P_network[1491]= 0
invariant : 1'P_network[2618]= 0
invariant : 1'P_poll__networl[973]= 0
invariant : 1'P_poll__networl[3210]= 0
invariant : 1'P_network[4267]= 0
invariant : 1'P_poll__networl[1501]= 0
invariant : 1'P_network[797]= 0
invariant : 1'P_poll__networl[2639]= 0
invariant : 1'P_poll__networl[2922]= 0
invariant : 1'P_poll__networl[3612]= 0
invariant : 1'P_poll__networl[30]= 0
invariant : 1'P_poll__networl[650]= 0
invariant : 1'P_network[3451]= 0
invariant : 1'P_poll__networl[171]= 0
invariant : 1'P_negotiation[87] + -1'P_negotiation[93] + 1'P_startNeg__broadcasting[26]= 0
invariant : 1'P_network[3557]= 0
invariant : 1'P_network[2267]= 0
invariant : 1'P_network[3497]= 0
invariant : 1'P_network[2902]= 0
invariant : 1'P_network[3763]= 0
invariant : 1'P_poll__networl[2506]= 0
invariant : 1'P_poll__networl[2836]= 0
invariant : 1'P_network[3768]= 0
invariant : 1'P_network[3704]= 0
invariant : 1'P_network[478]= 0
invariant : 1'P_network[2956]= 0
invariant : 1'P_network[55]= 0
invariant : 1'P_network[1210]= 0
invariant : 1'P_network[937]= 0
invariant : 1'P_network[2039]= 0
invariant : 1'P_network[2638]= 0
invariant : 1'P_poll__networl[289]= 0
invariant : 1'P_poll__networl[3496]= 0
invariant : 1'P_network[2647]= 0
invariant : 1'P_network[258]= 0
invariant : 1'P_poll__networl[3048]= 0
invariant : 1'P_poll__networl[4354]= 0
invariant : 1'P_network[1459]= 0
invariant : 1'P_poll__networl[4047]= 0
invariant : 1'P_negotiation[210]= 0
invariant : 1'P_poll__networl[2300]= 0
invariant : 1'P_poll__networl[4255]= 0
invariant : 1'P_network[537]= 0
invariant : 1'P_poll__networl[3401]= 0
invariant : 1'P_poll__networl[89]= 0
invariant : 1'P_poll__networl[810]= 0
invariant : 1'P_poll__networl[3614]= 0
invariant : 1'P_poll__networl[1495]= 0
invariant : 1'P_poll__networl[3181]= 0
invariant : 1'P_network[1729]= 0
invariant : 1'P_poll__networl[2773]= 0
invariant : 1'P_network[868]= 0
invariant : 1'P_negotiation[82] + 1'P_negotiation[83]= 0
invariant : 1'P_network[2900]= 0
invariant : 1'P_network[256]= 0
invariant : 1'P_negotiation[174] + 1'P_negotiation[175] + 1'P_negotiation[176]= 1
invariant : 1'P_network[2816]= 0
invariant : 1'P_network[3422]= 0
invariant : 1'P_network[4028]= 0
invariant : 1'P_poll__networl[1813]= 0
invariant : 1'P_poll__networl[238]= 0
invariant : 1'P_poll__networl[4343]= 0
invariant : 1'P_poll__networl[240]= 0
invariant : 1'P_poll__networl[2691]= 0
invariant : 1'P_poll__networl[3178]= 0
invariant : 1'P_network[1824]= 0
invariant : 1'P_poll__networl[3820]= 0
invariant : 1'P_poll__networl[2884]= 0
invariant : 1'P_poll__networl[545]= 0
invariant : 1'P_network[4372]= 0
invariant : 1'P_poll__networl[2862]= 0
invariant : 1'P_negotiation[150]= 0
invariant : 1'P_poll__networl[630]= 0
invariant : 1'P_poll__networl[2546]= 0
invariant : 1'P_network[2303]= 0
invariant : 1'P_poll__networl[2248]= 0
invariant : 1'P_network[3191]= 0
invariant : 1'P_poll__networl[81]= 0
invariant : 1'P_network[475]= 0
invariant : 1'P_network[1185]= 0
invariant : 1'P_network[1933]= 0
invariant : 1'P_network[568]= 0
invariant : 1'P_network[1466]= 0
invariant : 1'P_poll__networl[2919]= 0
invariant : 1'P_poll__networl[642]= 0
invariant : 1'P_poll__networl[4045]= 0
invariant : 1'P_poll__networl[849]= 0
invariant : 1'P_poll__networl[3154]= 0
invariant : 1'P_poll__networl[4218]= 0
invariant : 1'P_poll__networl[2312]= 0
invariant : 1'P_network[539]= 0
invariant : 1'P_network[2572]= 0
invariant : 1'P_negotiation[132] + 1'P_negotiation[133] + 1'P_negotiation[134]= 1
invariant : 1'P_poll__networl[921]= 0
invariant : 1'P_network[183]= 0
invariant : 1'P_masterState[108] + 1'P_masterState[109] + 1'P_masterState[110] + 1'P_masterState[111] + 1'P_masterState[112] + 1'P_masterState[113] + 1'P_masterState[114] + 1'P_masterState[115] + 1'P_masterState[116] + 1'P_masterState[117] + 1'P_masterState[118] + 1'P_masterState[119] + 1'P_masterState[120] + 1'P_masterState[121] + 1'P_masterState[122] + 1'P_masterState[123] + 1'P_masterState[124] + 1'P_masterState[125]= 1
invariant : 1'P_network[2530]= 0
invariant : 1'P_poll__networl[3597]= 0
invariant : 1'P_network[2271]= 0
invariant : 1'P_poll__networl[2510]= 0
invariant : 1'P_network[1463]= 0
invariant : 1'P_poll__networl[1819]= 0
invariant : 1'P_poll__networl[4136]= 0
invariant : 1'P_network[3569]= 0
invariant : 1'P_poll__networl[2219]= 0
invariant : 1'P_poll__networl[3337]= 0
invariant : 1'P_poll__networl[980]= 0
invariant : 1'P_poll__networl[3638]= 0
invariant : 1'P_poll__networl[2107]= 0
invariant : 1'P_network[3488]= 0
invariant : 1'P_poll__networl[549]= 0
invariant : 1'P_poll__networl[2315]= 0
invariant : 1'P_network[2723]= 0
invariant : 1'P_network[3212]= 0
invariant : 1'P_poll__networl[1129]= 0
invariant : 1'P_poll__networl[997]= 0
invariant : 1'P_poll__networl[4096]= 0
invariant : 1'P_network[730]= 0
invariant : 1'P_network[902]= 0
invariant : 1'P_network[2077]= 0
invariant : 1'P_poll__networl[943]= 0
invariant : 1'P_network[3068]= 0
invariant : 1'P_network[259]= 0
invariant : 1'P_network[640]= 0
invariant : 1'P_network[3619]= 0
invariant : 1'P_poll__networl[2037]= 0
invariant : 1'P_poll__networl[4041]= 0
invariant : 1'P_network[3596]= 0
invariant : 1'P_network[2697]= 0
invariant : 1'P_poll__networl[1610]= 0
invariant : 1'P_network[481]= 0
invariant : 1'P_poll__networl[1676]= 0
invariant : 1'P_network[2518]= 0
invariant : 1'P_network[2791]= 0
invariant : 1'P_network[886]= 0
invariant : 1'P_network[1658]= 0
invariant : 1'P_network[4143]= 0
invariant : 1'P_poll__networl[4249]= 0
invariant : 1'P_network[483]= 0
invariant : 1'P_network[254]= 0
invariant : 1'P_network[2537]= 0
invariant : 1'P_poll__networl[617]= 0
invariant : 1'P_poll__networl[2790]= 0
invariant : 1'P_network[3183]= 0
invariant : 1'P_poll__networl[3426]= 0
invariant : 1'P_poll__networl[3757]= 0
invariant : 1'P_network[975]= 0
invariant : 1'P_network[1787]= 0
invariant : 1'P_network[2292]= 0
invariant : 1'P_poll__waitingMessage[7] + 1'P_stage[22] + 1'P_stage[23]= 0
invariant : 1'P_poll__networl[1400]= 0
invariant : 1'P_network[1653]= 0
invariant : 1'P_network[2807]= 0
invariant : 1'P_network[2701]= 0
invariant : 1'P_poll__networl[490]= 0
invariant : 1'P_poll__networl[1489]= 0
invariant : 1'P_poll__networl[2165]= 0
invariant : 1'P_poll__networl[2649]= 0
invariant : 1'P_network[638]= 0
invariant : 1'P_network[4290]= 0
invariant : 1'P_poll__networl[129]= 0
invariant : 1'P_network[2031]= 0
invariant : 1'P_poll__networl[1152]= 0
invariant : 1'P_poll__networl[1622]= 0
invariant : 1'P_poll__networl[3230]= 0
invariant : 1'P_network[1984]= 0
invariant : 1'P_poll__networl[1891]= 0
invariant : 1'P_poll__networl[3858]= 0
invariant : 1'P_poll__networl[884]= 0
invariant : 1'P_poll__networl[1003]= 0
invariant : 1'P_poll__networl[1154]= 0
invariant : 1'P_network[1840]= 0
invariant : 1'P_network[2042]= 0
invariant : 1'P_network[2287]= 0
invariant : 1'P_network[3566]= 0
invariant : 1'P_network[2028]= 0
invariant : 1'P_negotiation[225] + -1'P_negotiation[228] + 1'P_startNeg__broadcasting[67]= 0
invariant : 1'P_network[4215]= 0
invariant : 1'P_network[562]= 0
invariant : 1'P_poll__networl[1153]= 0
invariant : 1'P_network[976]= 0
invariant : 1'P_network[955]= 0
invariant : 1'P_network[1862]= 0
invariant : 1'P_poll__networl[1275]= 0
invariant : 1'P_network[1789]= 0
invariant : 1'P_poll__networl[1085]= 0
invariant : 1'P_poll__networl[522]= 0
invariant : 1'P_poll__networl[1655]= 0
invariant : 1'P_network[3606]= 0
invariant : 1'P_poll__networl[936]= 0
invariant : 1'P_poll__networl[899]= 0
invariant : 1'P_network[1166]= 0
invariant : 1'P_network[3625]= 0
invariant : 1'P_network[2365]= 0
invariant : 1'P_poll__networl[247]= 0
invariant : 1'P_network[3233]= 0
invariant : 1'P_poll__networl[1379]= 0
invariant : 1'P_poll__networl[3009]= 0
invariant : 1'P_poll__networl[2144]= 0
invariant : 1'P_poll__networl[2190]= 0
invariant : 1'P_poll__networl[2073]= 0
invariant : 1'P_poll__networl[2473]= 0
invariant : 1'P_network[593]= 0
invariant : 1'P_network[949]= 0
invariant : 1'P_network[4358]= 0
invariant : 1'P_startNeg__broadcasting[5]= 0
invariant : 1'P_network[2842]= 0
invariant : 1'P_network[3223]= 0
invariant : 1'P_network[3869]= 0
invariant : 1'P_network[2584]= 0
invariant : 1'P_poll__networl[1863]= 0
invariant : 1'P_poll__networl[3474]= 0
invariant : 1'P_negotiation[171] + 1'P_negotiation[172] + 1'P_negotiation[173]= 1
invariant : 1'P_network[3998]= 0
invariant : 1'P_network[4315]= 0
invariant : 1'P_network[2361]= 0
invariant : 1'P_poll__networl[706]= 0
invariant : 1'P_poll__networl[4307]= 0
invariant : 1'P_network[4298]= 0
invariant : 1'P_poll__networl[387]= 0
invariant : 1'P_poll__networl[2534]= 0
invariant : 1'P_poll__networl[745]= 0
invariant : 1'P_poll__networl[3214]= 0
invariant : 1'P_poll__networl[3299]= 0
invariant : 1'P_network[3971]= 0
invariant : 1'P_network[2643]= 0
invariant : 1'P_poll__networl[1566]= 0
invariant : 1'P_poll__networl[1271]= 0
invariant : 1'P_network[4069]= 0
invariant : 1'P_network[320]= 0
invariant : 1'P_poll__networl[1122]= 0
invariant : 1'P_startNeg__broadcasting[4]= 0
invariant : 1'P_poll__networl[3857]= 0
invariant : 1'P_network[3503]= 0
invariant : 1'P_network[235]= 0
invariant : 1'P_network[2841]= 0
invariant : 1'P_poll__networl[1914]= 0
invariant : 1'P_network[3181]= 0
invariant : 1'P_network[1802]= 0
invariant : 1'P_poll__networl[237]= 0
invariant : 1'P_poll__networl[2070]= 0
invariant : 1'P_network[1135]= 0
invariant : 1'P_poll__networl[2320]= 0
invariant : 1'P_network[4232]= 0
invariant : 1'P_network[3812]= 0
invariant : 1'P_poll__networl[2061]= 0
invariant : 1'P_poll__networl[4238]= 0
invariant : 1'P_network[356]= 0
invariant : 1'P_network[3934]= 0
invariant : 1'P_network[3260]= 0
invariant : 1'P_network[2344]= 0
invariant : 1'P_poll__networl[1966]= 0
invariant : 1'P_network[415]= 0
invariant : 1'P_poll__networl[3615]= 0
invariant : 1'P_poll__networl[31]= 0
invariant : 1'P_poll__networl[2206]= 0
invariant : 1'P_network[2642]= 0
invariant : 1'P_network[2249]= 0
invariant : 1'P_poll__networl[842]= 0
invariant : 1'P_poll__networl[2295]= 0
invariant : 1'P_network[3970]= 0
invariant : 1'P_poll__networl[4094]= 0
invariant : 1'P_network[3808]= 0
invariant : 1'P_poll__networl[1608]= 0
invariant : 1'P_network[2234]= 0
invariant : 1'P_network[616]= 0
invariant : 1'P_poll__networl[621]= 0
invariant : 1'P_poll__networl[3706]= 0
invariant : 1'P_poll__networl[3767]= 0
invariant : 1'P_network[2324]= 0
invariant : 1'P_poll__networl[886]= 0
invariant : 1'P_poll__networl[1058]= 0
invariant : 1'P_poll__networl[2450]= 0
invariant : 1'P_poll__networl[1943]= 0
invariant : 1'P_poll__networl[3829]= 0
invariant : 1'P_network[2883]= 0
invariant : 1'P_poll__networl[2026]= 0
invariant : 1'P_poll__networl[1840]= 0
invariant : 1'P_poll__networl[5]= 0
invariant : 1'P_poll__networl[371]= 0
invariant : 1'P_network[2471]= 0
invariant : 1'P_network[1694]= 0
invariant : 1'P_network[1285]= 0
invariant : 1'P_poll__networl[1564]= 0
invariant : 1'P_poll__networl[4341]= 0
invariant : 1'P_network[2075]= 0
invariant : 1'P_poll__networl[312]= 0
invariant : 1'P_network[1883]= 0
invariant : 1'P_poll__networl[1650]= 0
invariant : 1'P_network[133]= 0
invariant : 1'P_network[1889]= 0
invariant : 1'P_poll__networl[3598]= 0
invariant : 1'P_poll__networl[480]= 0
invariant : 1'P_poll__networl[3319]= 0
invariant : 1'P_network[3317]= 0
invariant : 1'P_poll__networl[2642]= 0
invariant : 1'P_poll__networl[2918]= 0
invariant : 1'P_poll__networl[245]= 0
invariant : 1'P_poll__networl[2071]= 0
invariant : 1'P_poll__networl[3505]= 0
invariant : 1'P_poll__networl[3231]= 0
invariant : 1'P_network[1893]= 0
invariant : 1'P_poll__networl[437]= 0
invariant : 1'P_poll__networl[898]= 0
invariant : 1'P_poll__networl[1991]= 0
invariant : 1'P_poll__networl[1627]= 0
invariant : 1'P_network[3431]= 0
invariant : 1'P_network[1124]= 0
invariant : 1'P_network[1192]= 0
invariant : 1'P_poll__networl[866]= 0
invariant : 1'P_network[2370]= 0
invariant : 1'P_poll__networl[1429]= 0
invariant : 1'P_network[2978]= 0
invariant : 1'P_poll__networl[2535]= 0
invariant : 1'P_network[3539]= 0
invariant : 1'P_poll__networl[901]= 0
invariant : 1'P_poll__networl[962]= 0
invariant : 1'P_poll__networl[239]= 0
invariant : 1'P_network[845]= 0
invariant : 1'P_network[3710]= 0
invariant : 1'P_poll__networl[223]= 0
invariant : 1'P_network[1331]= 0
invariant : 1'P_poll__networl[3124]= 0
invariant : 1'P_poll__networl[811]= 0
invariant : 1'P_poll__networl[401]= 0
invariant : 1'P_network[2597]= 0
invariant : 1'P_network[534]= 0
invariant : 1'P_network[699]= 0
invariant : 1'P_poll__networl[3750]= 0
invariant : 1'P_poll__networl[274]= 0
invariant : 1'P_network[1873]= 0
invariant : 1'P_network[3515]= 0
invariant : 1'P_poll__networl[2741]= 0
invariant : 1'P_poll__networl[3073]= 0
invariant : 1'P_network[1049]= 0
invariant : 1'P_poll__networl[1215]= 0
invariant : 1'P_poll__networl[1334]= 0
invariant : 1'P_network[1785]= 0
invariant : 1'P_poll__networl[2140]= 0
invariant : 1'P_poll__networl[2472]= 0
invariant : 1'P_poll__networl[3385]= 0
invariant : 1'P_network[3593]= 0
invariant : 1'P_poll__networl[3550]= 0
invariant : 1'P_network[1291]= 0
invariant : 1'P_poll__networl[802]= 0
invariant : 1'P_poll__networl[2021]= 0
invariant : 1'P_poll__networl[1945]= 0
invariant : 1'P_poll__networl[1595]= 0
invariant : 1'P_poll__networl[2160]= 0
invariant : 1'P_poll__networl[1182]= 0
invariant : 1'P_negotiation[211] + 1'P_negotiation[212]= 1
invariant : 1'P_network[292]= 0
invariant : 1'P_poll__networl[3022]= 0
invariant : 1'P_poll__networl[1591]= 0
invariant : 1'P_network[1982]= 0
invariant : 1'P_network[2194]= 0
invariant : 1'P_poll__networl[2052]= 0
invariant : 1'P_network[1558]= 0
invariant : 1'P_network[3584]= 0
invariant : 1'P_network[3966]= 0
invariant : 1'P_poll__networl[2809]= 0
invariant : 1'P_network[2146]= 0
invariant : 1'P_poll__networl[2040]= 0
invariant : 1'P_poll__networl[3005]= 0
invariant : 1'P_network[843]= 0
invariant : 1'P_poll__networl[2304]= 0
invariant : 1'P_poll__networl[2475]= 0
invariant : 1'P_network[634]= 0
invariant : 1'P_network[2044]= 0
invariant : 1'P_network[3750]= 0
invariant : 1'P_poll__networl[1274]= 0
invariant : 1'P_network[595]= 0
invariant : 1'P_network[1673]= 0
invariant : 1'P_poll__networl[80]= 0
invariant : 1'P_network[276]= 0
invariant : 1'P_poll__networl[4089]= 0
invariant : 1'P_poll__networl[640]= 0
invariant : 1'P_network[4246]= 0
invariant : 1'P_poll__networl[2924]= 0
invariant : 1'P_network[4342]= 0
invariant : 1'P_poll__networl[478]= 0
invariant : 1'P_network[734]= 0
invariant : 1'P_poll__networl[3420]= 0
invariant : 1'P_network[2695]= 0
invariant : 1'P_network[708]= 0
invariant : 1'P_network[967]= 0
invariant : 1'P_network[1101]= 0
invariant : 1'P_network[755]= 0
invariant : 1'P_poll__networl[2902]= 0
invariant : 1'P_poll__networl[4044]= 0
invariant : 1'P_poll__networl[3343]= 0
invariant : 1'P_network[2582]= 0
invariant : 1'P_poll__networl[731]= 0
invariant : 1'P_poll__networl[3512]= 0
invariant : 1'P_network[1235]= 0
invariant : 1'P_network[1895]= 0
invariant : 1'P_network[2850]= 0
invariant : 1'P_poll__networl[3862]= 0
invariant : 1'P_poll__networl[2839]= 0
invariant : 1'P_network[2199]= 0
invariant : 1'P_poll__networl[152]= 0
invariant : 1'P_poll__networl[1559]= 0
invariant : 1'P_network[2624]= 0
invariant : 1'P_poll__networl[2216]= 0
invariant : 1'P_poll__networl[3324]= 0
invariant : 1'P_poll__networl[4005]= 0
invariant : 1'P_network[3320]= 0
invariant : 1'P_poll__networl[3502]= 0
invariant : 1'P_poll__networl[1024]= 0
invariant : 1'P_poll__networl[1261]= 0
invariant : 1'P_poll__networl[2350]= 0
invariant : 1'P_network[416]= 0
invariant : 1'P_network[1086]= 0
invariant : 1'P_poll__networl[2946]= 0
invariant : 1'P_network[4151]= 0
invariant : 1'P_poll__networl[1752]= 0
invariant : 1'P_poll__networl[3155]= 0
invariant : 1'P_network[1316]= 0
invariant : 1'P_poll__networl[1404]= 0
invariant : 1'P_poll__networl[1476]= 0
invariant : 1'P_poll__networl[1775]= 0
invariant : 1'P_poll__networl[2360]= 0
invariant : 1'P_network[3395]= 0
invariant : 1'P_poll__networl[2406]= 0
invariant : 1'P_network[299]= 0
invariant : 1'P_poll__networl[2257]= 0
invariant : 1'P_network[1726]= 0
invariant : 1'P_network[2719]= 0
invariant : 1'P_network[1140]= 0
invariant : 1'P_poll__networl[2599]= 0
invariant : 1'P_network[1186]= 0
invariant : 1'P_poll__networl[643]= 0
invariant : 1'P_poll__networl[158]= 0
invariant : 1'P_poll__networl[114]= 0
invariant : 1'P_poll__networl[3387]= 0
invariant : 1'P_poll__networl[3372]= 0
invariant : 1'P_negotiation[144] + -1'P_negotiation[147] + 1'P_startNeg__broadcasting[43]= 0
invariant : 1'P_poll__networl[1648]= 0
invariant : 1'P_poll__networl[2977]= 0
invariant : 1'P_poll__networl[3114]= 0
invariant : 1'P_poll__networl[636]= 0
invariant : 1'P_poll__networl[3115]= 0
invariant : 1'P_network[2955]= 0
invariant : 1'P_network[32]= 0
invariant : 1'P_poll__networl[167]= 0
invariant : 1'P_network[3778]= 0
invariant : 1'P_poll__networl[732]= 0
invariant : 1'P_poll__networl[4154]= 0
invariant : 1'P_poll__networl[4309]= 0
invariant : 1'P_network[2851]= 0
invariant : 1'P_poll__networl[1217]= 0
invariant : 1'P_poll__networl[1055]= 0
invariant : 1'P_network[2669]= 0
invariant : 1'P_network[1591]= 0
invariant : 1'P_network[674]= 0
invariant : 1'P_poll__networl[848]= 0
invariant : 1'P_network[2785]= 0
invariant : 1'P_poll__networl[2772]= 0
invariant : 1'P_poll__networl[1223]= 0
invariant : 1'P_poll__networl[3962]= 0
invariant : 1'P_network[2435]= 0
invariant : 1'P_poll__networl[1082]= 0
invariant : 1'P_network[3460]= 0
invariant : 1'P_network[4085]= 0
invariant : 1'P_poll__networl[2861]= 0
invariant : 1'P_network[1540]= 0
invariant : 1'P_network[2381]= 0
invariant : 1'P_poll__networl[896]= 0
invariant : 1'P_network[3032]= 0
invariant : 1'P_network[2522]= 0
invariant : 1'P_network[3830]= 0
invariant : 1'P_poll__networl[1970]= 0
invariant : 1'P_poll__networl[1000]= 0
invariant : 1'P_network[3637]= 0
invariant : 1'P_poll__networl[1603]= 0
invariant : 1'P_poll__networl[1833]= 0
invariant : 1'P_poll__networl[1491]= 0
invariant : 1'P_network[4289]= 0
invariant : 1'P_poll__networl[908]= 0
invariant : 1'P_poll__networl[1897]= 0
invariant : 1'P_poll__networl[2896]= 0
invariant : 1'P_network[3491]= 0
invariant : 1'P_poll__networl[57]= 0
invariant : 1'P_poll__networl[1804]= 0
invariant : 1'P_poll__networl[459]= 0
invariant : 1'P_poll__networl[1305]= 0
invariant : 1'P_network[3062]= 0
invariant : 1'P_poll__networl[3923]= 0
invariant : 1'P_poll__networl[333]= 0
invariant : 1'P_network[1650]= 0
invariant : 1'P_network[3009]= 0
invariant : 1'P_network[1619]= 0
invariant : 1'P_network[2167]= 0
invariant : 1'P_network[2464]= 0
invariant : 1'P_poll__networl[1374]= 0
invariant : 1'P_poll__networl[420]= 0
invariant : 1'P_network[367]= 0
invariant : 1'P_poll__networl[671]= 0
invariant : 1'P_network[1606]= 0
invariant : 1'P_network[3262]= 0
invariant : 1'P_network[3859]= 0
invariant : 1'P_network[2525]= 0
invariant : 1'P_poll__networl[399]= 0
invariant : 1'P_network[1699]= 0
invariant : 1'P_network[3331]= 0
invariant : 1'P_poll__networl[702]= 0
invariant : 1'P_poll__networl[2647]= 0
invariant : 1'P_poll__networl[2137]= 0
invariant : 1'P_poll__networl[436]= 0
invariant : 1'P_poll__networl[2652]= 0
invariant : 1'P_network[2325]= 0
invariant : 1'P_network[1888]= 0
invariant : 1'P_poll__networl[47]= 0
invariant : 1'P_poll__networl[4342]= 0
invariant : 1'P_network[1289]= 0
invariant : 1'P_network[973]= 0
invariant : 1'P_poll__networl[2695]= 0
invariant : 1'P_network[3517]= 0
invariant : 1'P_poll__networl[1449]= 0
invariant : 1'P_poll__networl[4292]= 0
invariant : 1'P_poll__networl[3888]= 0
invariant : 1'P_poll__networl[1653]= 0
invariant : 1'P_poll__networl[55]= 0
invariant : 1'P_poll__networl[1976]= 0
invariant : 1'P_poll__networl[2760]= 0
invariant : 1'P_network[2775]= 0
invariant : 1'P_poll__networl[308]= 0
invariant : 1'P_poll__networl[4176]= 0
invariant : 1'P_poll__networl[3776]= 0
invariant : 1'P_poll__networl[2667]= 0
invariant : 1'P_poll__networl[2585]= 0
invariant : 1'P_network[49]= 0
invariant : 1'P_network[1643]= 0
invariant : 1'P_network[1788]= 0
invariant : 1'P_negotiation[16] + 1'P_negotiation[17]= 0
invariant : 1'P_poll__networl[733]= 0
invariant : 1'P_network[2053]= 0
invariant : 1'P_network[3751]= 0
invariant : 1'P_network[1454]= 0
invariant : 1'P_poll__networl[1050]= 0
invariant : 1'P_poll__networl[3046]= 0
invariant : 1'P_network[1328]= 0
invariant : 1'P_poll__networl[4092]= 0
invariant : 1'P_network[736]= 0
invariant : 1'P_network[3138]= 0
invariant : 1'P_poll__networl[2686]= 0
invariant : 1'P_poll__networl[190]= 0
invariant : 1'P_poll__networl[1283]= 0
invariant : 1'P_negotiation[231] + -1'P_negotiation[234] + 1'P_startNeg__broadcasting[69]= 0
invariant : 1'P_network[1462]= 0
invariant : 1'P_poll__networl[2750]= 0
invariant : 1'P_network[1400]= 0
invariant : 1'P_negotiation[217] + 1'P_negotiation[218]= 0
invariant : 1'P_network[268]= 0
invariant : 1'P_network[250]= 0
invariant : 1'P_poll__networl[699]= 0
invariant : 1'P_poll__networl[3664]= 0
invariant : 1'P_network[1713]= 0
invariant : 1'P_network[3479]= 0
invariant : 1'P_poll__networl[1673]= 0
invariant : 1'P_poll__networl[450]= 0
invariant : 1'P_network[1446]= 0
invariant : 1'P_poll__networl[2738]= 0
invariant : 1'P_poll__networl[2943]= 0
invariant : 1'P_network[790]= 0
invariant : 1'P_poll__networl[87]= 0
invariant : 1'P_poll__networl[2622]= 0
invariant : 1'P_network[4074]= 0
invariant : 1'P_electedPrimary[0] + 1'P_electedSecondary[0] + 1'P_poll__handlingMessage[0] + 1'P_poll__pollEnd[0] + 1'P_poll__waitingMessage[0] + 1'P_polling[0] + 1'P_sendAnnPs__broadcasting[0] + 1'P_sendAnnPs__broadcasting[7] + 1'P_startNeg__broadcasting[7]= 0
invariant : 1'P_poll__networl[1345]= 0
invariant : 1'P_network[3099]= 0
invariant : 1'P_poll__networl[2101]= 0
invariant : 1'P_network[1608]= 0
invariant : 1'P_poll__networl[2694]= 0
invariant : 1'P_poll__networl[3564]= 0
invariant : 1'P_network[20]= 0
invariant : 1'P_network[1229]= 0
invariant : 1'P_poll__networl[2453]= 0
invariant : 1'P_network[2543]= 0
invariant : 1'P_poll__networl[1521]= 0
invariant : 1'P_poll__networl[3461]= 0
invariant : 1'P_poll__networl[1746]= 0
invariant : 1'P_poll__networl[3922]= 0
invariant : 1'P_network[1302]= 0
invariant : 1'P_poll__networl[2155]= 0
invariant : 1'P_network[688]= 0
invariant : 1'P_network[532]= 0
invariant : 1'P_poll__networl[725]= 0
invariant : 1'P_poll__networl[2375]= 0
invariant : 1'P_negotiation[4] + 1'P_negotiation[5]= 0
invariant : 1'P_network[1922]= 0
invariant : 1'P_network[1207]= 0
invariant : 1'P_network[1120]= 0
invariant : 1'P_poll__networl[1927]= 0
invariant : 1'P_poll__networl[1431]= 0
invariant : 1'P_poll__networl[3803]= 0
invariant : 1'P_poll__networl[4123]= 0
invariant : 1'P_poll__networl[2814]= 0
invariant : 1'P_network[2676]= 0
invariant : 1'P_network[2000]= 0
invariant : 1'P_network[1444]= 0
invariant : 1'P_network[3772]= 0
invariant : 1'P_poll__networl[4101]= 0
invariant : 1'P_poll__networl[4069]= 0
invariant : 1'P_network[649]= 0
invariant : 1'P_network[1708]= 0
invariant : 1'P_network[1714]= 0
invariant : 1'P_network[50]= 0
invariant : 1'P_network[3616]= 0
invariant : 1'P_poll__networl[3650]= 0
invariant : 1'P_poll__networl[4310]= 0
invariant : 1'P_negotiation[39] + 1'P_negotiation[40] + 1'P_negotiation[41]= 1
invariant : 1'P_network[2296]= 0
invariant : 1'P_network[1775]= 0
invariant : 1'P_poll__networl[3729]= 0
invariant : 1'P_poll__networl[3171]= 0
invariant : 1'P_network[4177]= 0
invariant : 1'P_poll__networl[1322]= 0
invariant : 1'P_poll__networl[2208]= 0
invariant : 1'P_poll__networl[2558]= 0
invariant : 1'P_poll__networl[4135]= 0
invariant : 1'P_poll__networl[2185]= 0
invariant : 1'P_poll__networl[3928]= 0
invariant : 1'P_poll__networl[3190]= 0
invariant : 1'P_network[1295]= 0
invariant : 1'P_network[4235]= 0
invariant : 1'P_poll__networl[3151]= 0
invariant : 1'P_electionInit[7] + -1'P_negotiation[192] + 1'P_startNeg__broadcasting[56]= 0
invariant : 1'P_poll__networl[3237]= 0
invariant : 1'P_network[689]= 0
invariant : 1'P_poll__networl[788]= 0
invariant : 1'P_poll__networl[3132]= 0
invariant : 1'P_network[3542]= 0
invariant : 1'P_network[1401]= 0
invariant : 1'P_network[2654]= 0
invariant : 1'P_poll__networl[2826]= 0
invariant : 1'P_network[1380]= 0
invariant : 1'P_poll__networl[49]= 0
invariant : 1'P_network[910]= 0
invariant : 1'P_network[3434]= 0
invariant : 1'P_poll__networl[917]= 0
invariant : 1'P_poll__networl[3657]= 0
invariant : 1'P_poll__networl[3728]= 0
invariant : 1'P_poll__networl[646]= 0
invariant : 1'P_network[2373]= 0
invariant : 1'P_network[3044]= 0
invariant : 1'P_network[1992]= 0
invariant : 1'P_poll__networl[2159]= 0
invariant : 1'P_poll__networl[2471]= 0
invariant : 1'P_poll__networl[618]= 0
invariant : 1'P_poll__networl[3067]= 0
invariant : 1'P_poll__networl[614]= 0
invariant : 1'P_poll__networl[4198]= 0
invariant : 1'P_network[3948]= 0
invariant : 1'P_network[1050]= 0
invariant : 1'P_network[2260]= 0
invariant : 1'P_network[3516]= 0
invariant : 1'P_poll__networl[2423]= 0
invariant : 1'P_network[1321]= 0
invariant : 1'P_poll__networl[4130]= 0
invariant : 1'P_network[1832]= 0
invariant : 1'P_network[112]= 0
invariant : 1'P_poll__networl[4312]= 0
invariant : 1'P_network[917]= 0
invariant : 1'P_poll__networl[260]= 0
invariant : 1'P_poll__networl[2079]= 0
invariant : 1'P_poll__networl[270]= 0
invariant : 1'P_network[3782]= 0
invariant : 1'P_network[4260]= 0
invariant : 1'P_poll__networl[2095]= 0
invariant : 1'P_electedPrimary[8] + 1'P_electedSecondary[8] + 1'P_negotiation[237] + 1'P_poll__handlingMessage[8] + 1'P_poll__pollEnd[8] + 1'P_poll__waitingMessage[8] + 1'P_polling[8] + 1'P_sendAnnPs__broadcasting[64] + 1'P_sendAnnPs__broadcasting[65] + 1'P_sendAnnPs__broadcasting[66] + 1'P_sendAnnPs__broadcasting[67] + 1'P_sendAnnPs__broadcasting[68] + 1'P_sendAnnPs__broadcasting[69] + 1'P_sendAnnPs__broadcasting[70] + 1'P_sendAnnPs__broadcasting[71] + 1'P_startNeg__broadcasting[71]= 1
invariant : 1'P_poll__networl[2953]= 0
invariant : 1'P_poll__networl[1596]= 0
invariant : 1'P_network[4352]= 0
invariant : 1'P_poll__networl[2529]= 0
invariant : 1'P_network[4111]= 0
invariant : 1'P_poll__networl[42]= 0
invariant : 1'P_poll__networl[3451]= 0
invariant : 1'P_poll__networl[2148]= 0
invariant : 1'P_poll__networl[2457]= 0
invariant : 1'P_network[2708]= 0
invariant : 1'P_network[3571]= 0
invariant : 1'P_poll__networl[1861]= 0
invariant : 1'P_network[853]= 0
invariant : 1'P_poll__networl[2476]= 0
invariant : 1'P_network[1594]= 0
invariant : 1'P_network[3064]= 0
invariant : 1'P_poll__networl[3945]= 0
invariant : 1'P_poll__networl[2539]= 0
invariant : 1'P_network[3964]= 0
invariant : 1'P_network[1678]= 0
invariant : 1'P_network[1649]= 0
invariant : 1'P_network[2275]= 0
invariant : 1'P_poll__networl[1661]= 0
invariant : 1'P_poll__networl[1356]= 0
invariant : 1'P_poll__networl[1974]= 0
invariant : 1'P_network[1045]= 0
invariant : 1'P_network[2396]= 0
invariant : 1'P_poll__networl[1845]= 0
invariant : 1'P_network[4189]= 0
invariant : 1'P_poll__networl[4328]= 0
invariant : 1'P_poll__networl[1882]= 0
invariant : 1'P_negotiation[165] + 1'P_negotiation[166] + 1'P_negotiation[167]= 1
invariant : 1'P_network[1532]= 0
invariant : 1'P_poll__networl[2637]= 0
invariant : 1'P_poll__networl[2889]= 0
invariant : 1'P_network[4297]= 0
invariant : 1'P_network[2729]= 0
invariant : 1'P_network[1515]= 0
invariant : 1'P_network[710]= 0
invariant : 1'P_network[4354]= 0
invariant : 1'P_network[818]= 0
invariant : 1'P_network[2201]= 0
invariant : 1'P_network[1705]= 0
invariant : 1'P_network[1771]= 0
invariant : 1'P_poll__networl[1332]= 0
invariant : 1'P_network[637]= 0
invariant : 1'P_network[681]= 0
invariant : 1'P_poll__networl[2503]= 0
invariant : 1'P_poll__networl[3404]= 0
invariant : 1'P_poll__networl[3180]= 0
invariant : 1'P_poll__networl[1296]= 0
invariant : 1'P_poll__networl[1298]= 0
invariant : 1'P_network[4193]= 0
invariant : 1'P_network[2666]= 0
invariant : 1'P_network[2451]= 0
invariant : 1'P_poll__networl[2601]= 0
invariant : 1'P_network[844]= 0
invariant : 1'P_poll__networl[3620]= 0
invariant : 1'P_poll__networl[82]= 0
invariant : 1'P_poll__networl[1327]= 0
invariant : 1'P_poll__networl[1387]= 0
invariant : 1'P_poll__networl[3045]= 0
invariant : 1'P_network[3991]= 0
invariant : 1'P_network[3691]= 0
invariant : 1'P_network[789]= 0
invariant : 1'P_network[3993]= 0
invariant : 1'P_network[2103]= 0
invariant : 1'P_poll__networl[2788]= 0
invariant : 1'P_network[2051]= 0
invariant : 1'P_network[2780]= 0
invariant : 1'P_network[83]= 0
invariant : 1'P_network[2890]= 0
invariant : 1'P_network[3570]= 0
invariant : 1'P_poll__networl[4235]= 0
invariant : 1'P_poll__networl[3933]= 0
invariant : 1'P_network[3298]= 0
invariant : 1'P_poll__networl[839]= 0
invariant : 1'P_network[372]= 0
invariant : 1'P_network[4367]= 0
invariant : 1'P_negotiation[7] + 1'P_negotiation[8]= 0
invariant : 1'P_poll__networl[4313]= 0
invariant : 1'P_network[1831]= 0
invariant : 1'P_poll__networl[2941]= 0
invariant : 1'P_poll__networl[3328]= 0
invariant : 1'P_network[1994]= 0
invariant : 1'P_network[2035]= 0
invariant : 1'P_network[3129]= 0
invariant : 1'P_poll__networl[565]= 0
invariant : 1'P_poll__networl[656]= 0
invariant : 1'P_poll__networl[855]= 0
invariant : 1'P_network[625]= 0
invariant : 1'P_network[1441]= 0
invariant : 1'P_network[1453]= 0
invariant : 1'P_network[2238]= 0
invariant : 1'P_poll__networl[184]= 0
invariant : 1'P_network[490]= 0
invariant : 1'P_poll__networl[783]= 0
invariant : 1'P_network[3109]= 0
invariant : 1'P_poll__networl[2425]= 0
invariant : 1'P_network[1387]= 0
invariant : 1'P_network[590]= 0
invariant : 1'P_network[2291]= 0
invariant : 1'P_network[3057]= 0
invariant : 1'P_network[3391]= 0
invariant : 1'P_poll__networl[1357]= 0
invariant : 1'P_network[2288]= 0
invariant : -1'P_poll__waitingMessage[5] + 1'P_stage[15]= 1
invariant : 1'P_network[1104]= 0
invariant : 1'P_poll__networl[1277]= 0
invariant : 1'P_network[3127]= 0
invariant : 1'P_network[1335]= 0
invariant : 1'P_poll__networl[353]= 0
invariant : 1'P_poll__networl[1262]= 0
invariant : 1'P_network[511]= 0
invariant : 1'P_network[1110]= 0
invariant : 1'P_network[2477]= 0
invariant : 1'P_network[3235]= 0
invariant : 1'P_poll__networl[377]= 0
invariant : 1'P_poll__networl[3325]= 0
invariant : 1'P_network[428]= 0
invariant : 1'P_poll__networl[1426]= 0
invariant : 1'P_poll__networl[29]= 0
invariant : 1'P_poll__networl[3670]= 0
invariant : 1'P_network[3107]= 0
invariant : 1'P_network[840]= 0
invariant : 1'P_network[1695]= 0
invariant : 1'P_electedPrimary[3] + 1'P_electedSecondary[3] + 1'P_negotiation[105] + 1'P_poll__handlingMessage[3] + 1'P_poll__pollEnd[3] + 1'P_poll__waitingMessage[3] + 1'P_polling[3] + 1'P_sendAnnPs__broadcasting[24] + 1'P_sendAnnPs__broadcasting[25] + 1'P_sendAnnPs__broadcasting[26] + 1'P_sendAnnPs__broadcasting[27] + 1'P_sendAnnPs__broadcasting[28] + 1'P_sendAnnPs__broadcasting[29] + 1'P_sendAnnPs__broadcasting[30] + 1'P_sendAnnPs__broadcasting[31] + 1'P_startNeg__broadcasting[31]= 1
invariant : 1'P_poll__networl[856]= 0
invariant : 1'P_network[1299]= 0
invariant : 1'P_poll__networl[939]= 0
invariant : 1'P_network[3478]= 0
invariant : 1'P_poll__networl[1389]= 0
invariant : 1'P_network[3840]= 0
invariant : 1'P_network[3896]= 0
invariant : 1'P_poll__networl[1585]= 0
invariant : 1'P_poll__networl[374]= 0
invariant : 1'P_poll__networl[977]= 0
invariant : 1'P_poll__networl[2053]= 0
invariant : 1'P_poll__networl[597]= 0
invariant : 1'P_poll__networl[1444]= 0
invariant : 1'P_network[3021]= 0
invariant : 1'P_poll__networl[2950]= 0
invariant : 1'P_poll__networl[2072]= 0
invariant : 1'P_network[3507]= 0
invariant : 1'P_network[3667]= 0
invariant : 1'P_poll__networl[1029]= 0
invariant : 1'P_network[2920]= 0
invariant : 1'P_poll__networl[277]= 0
invariant : 1'P_poll__networl[3720]= 0
invariant : 1'P_poll__networl[4018]= 0
invariant : 1'P_network[1156]= 0
invariant : 1'P_poll__networl[3406]= 0
invariant : 1'P_network[647]= 0
invariant : 1'P_poll__networl[1699]= 0
invariant : 1'P_network[2266]= 0
invariant : 1'P_network[1604]= 0
invariant : 1'P_poll__networl[2438]= 0
invariant : 1'P_network[2163]= 0
invariant : 1'P_poll__networl[2974]= 0
invariant : 1'P_negotiation[123] + -1'P_negotiation[126] + 1'P_startNeg__broadcasting[36]= 0
invariant : 1'P_electedPrimary[6] + 1'P_electedSecondary[6] + 1'P_negotiation[186] + 1'P_poll__handlingMessage[6] + 1'P_poll__pollEnd[6] + 1'P_poll__waitingMessage[6] + 1'P_polling[6] + 1'P_sendAnnPs__broadcasting[48] + 1'P_sendAnnPs__broadcasting[49] + 1'P_sendAnnPs__broadcasting[50] + 1'P_sendAnnPs__broadcasting[51] + 1'P_sendAnnPs__broadcasting[52] + 1'P_sendAnnPs__broadcasting[53] + 1'P_sendAnnPs__broadcasting[54] + 1'P_sendAnnPs__broadcasting[55] + 1'P_startNeg__broadcasting[55]= 1
invariant : 1'P_network[182]= 0
invariant : 1'P_poll__networl[3841]= 0
invariant : 1'P_network[3694]= 0
invariant : 1'P_poll__networl[4049]= 0
invariant : 1'P_network[2965]= 0
invariant : 1'P_network[4371]= 0
invariant : 1'P_network[2634]= 0
invariant : 1'P_network[2056]= 0
invariant : 1'P_negotiation[201] + 1'P_negotiation[202] + 1'P_negotiation[203]= 1
invariant : 1'P_poll__networl[1880]= 0
invariant : 1'P_network[3291]= 0
invariant : 1'P_network[2093]= 0
invariant : 1'P_network[1500]= 0
invariant : 1'P_poll__networl[142]= 0
invariant : 1'P_poll__networl[1173]= 0
invariant : 1'P_poll__networl[492]= 0
invariant : 1'P_network[4092]= 0
invariant : 1'P_poll__networl[3103]= 0
invariant : 1'P_network[1975]= 0
invariant : 1'P_network[3855]= 0
invariant : 1'P_poll__networl[3692]= 0
invariant : 1'P_network[3676]= 0
invariant : 1'P_poll__networl[1801]= 0
invariant : 1'P_network[203]= 0
invariant : 1'P_network[2104]= 0
invariant : 1'P_poll__networl[1051]= 0
invariant : 1'P_network[2516]= 0
invariant : 1'P_negotiation[147] + 1'P_negotiation[148] + 1'P_negotiation[149]= 1
invariant : 1'P_poll__networl[402]= 0
invariant : 1'P_poll__networl[1514]= 0
invariant : 1'P_network[3972]= 0
invariant : 1'P_network[1113]= 0
invariant : 1'P_network[3842]= 0
invariant : 1'P_network[3612]= 0
invariant : 1'P_network[373]= 0
invariant : 1'P_network[3166]= 0
invariant : 1'P_poll__networl[2893]= 0
invariant : 1'P_network[197]= 0
invariant : 1'P_poll__networl[1166]= 0
invariant : 1'P_poll__networl[3060]= 0
invariant : 1'P_poll__networl[3484]= 0
invariant : 1'P_poll__networl[3642]= 0
invariant : 1'P_network[668]= 0
invariant : 1'P_poll__networl[1273]= 0
invariant : 1'P_poll__networl[4253]= 0
invariant : 1'P_network[2472]= 0
invariant : 1'P_poll__networl[2835]= 0
invariant : 1'P_poll__networl[1242]= 0
invariant : 1'P_poll__networl[1218]= 0
invariant : 1'P_poll__networl[2505]= 0
invariant : 1'P_poll__networl[91]= 0
invariant : 1'P_poll__networl[3488]= 0
invariant : 1'P_network[1937]= 0
invariant : 1'P_poll__networl[2914]= 0
invariant : 1'P_network[3601]= 0
invariant : 1'P_negotiation[33] + 1'P_negotiation[34] + 1'P_negotiation[35]= 1
invariant : 1'P_network[3549]= 0
invariant : 1'P_negotiation[204] + 1'P_negotiation[205] + 1'P_negotiation[206]= 1
invariant : 1'P_poll__networl[425]= 0
invariant : 1'P_poll__networl[349]= 0
invariant : 1'P_poll__networl[3769]= 0
invariant : 1'P_poll__networl[1574]= 0
invariant : 1'P_poll__networl[170]= 0
invariant : 1'P_poll__networl[3573]= 0
invariant : 1'P_network[2884]= 0
invariant : 1'P_network[2786]= 0
invariant : 1'P_poll__networl[3680]= 0
invariant : 1'P_network[187]= 0
invariant : 1'P_network[2353]= 0
invariant : 1'P_network[700]= 0
invariant : 1'P_network[3653]= 0
invariant : 1'P_poll__networl[4240]= 0
invariant : 1'P_poll__networl[3712]= 0
invariant : 1'P_poll__networl[1778]= 0
invariant : 1'P_network[2379]= 0
invariant : 1'P_poll__networl[4324]= 0
invariant : 1'P_network[1932]= 0
invariant : 1'P_poll__networl[4019]= 0
invariant : 1'P_network[526]= 0
invariant : 1'P_poll__networl[2399]= 0
invariant : 1'P_network[3135]= 0
invariant : 1'P_network[1564]= 0
invariant : 1'P_poll__networl[4195]= 0
invariant : 1'P_network[3761]= 0
invariant : 1'P_poll__networl[1268]= 0
invariant : 1'P_network[354]= 0
invariant : 1'P_poll__networl[815]= 0
invariant : 1'P_poll__networl[2099]= 0
invariant : 1'P_poll__networl[3174]= 0
invariant : 1'P_network[1014]= 0
invariant : 1'P_network[2911]= 0
invariant : 1'P_network[1803]= 0
invariant : 1'P_network[1353]= 0
invariant : 1'P_poll__networl[3113]= 0
invariant : 1'P_poll__networl[905]= 0
invariant : 1'P_poll__networl[2479]= 0
invariant : 1'P_network[1175]= 0
invariant : 1'P_poll__networl[1100]= 0
invariant : 1'P_poll__networl[2904]= 0
invariant : 1'P_network[3070]= 0
invariant : 1'P_poll__networl[1011]= 0
invariant : 1'P_poll__networl[1612]= 0
invariant : 1'P_network[3946]= 0
invariant : 1'P_network[3237]= 0
invariant : 1'P_poll__networl[2241]= 0
invariant : 1'P_poll__networl[780]= 0
invariant : 1'P_poll__networl[2699]= 0
invariant : 1'P_poll__networl[4214]= 0
invariant : 1'P_network[4249]= 0
invariant : 1'P_poll__networl[4144]= 0
invariant : 1'P_poll__networl[1827]= 0
invariant : 1'P_poll__networl[3610]= 0
invariant : 1'P_poll__networl[3435]= 0
invariant : 1'P_network[2805]= 0
invariant : 1'P_network[4106]= 0
invariant : 1'P_network[589]= 0
invariant : 1'P_poll__networl[3869]= 0
invariant : 1'P_poll__networl[1669]= 0
invariant : 1'P_network[2622]= 0
invariant : 1'P_poll__networl[2357]= 0
invariant : 1'P_poll__networl[1267]= 0
invariant : 1'P_network[2725]= 0
invariant : 1'P_poll__networl[1216]= 0
invariant : 1'P_poll__networl[1932]= 0
invariant : 1'P_network[4318]= 0
invariant : 1'P_poll__networl[2964]= 0
invariant : 1'P_network[850]= 0
invariant : 1'P_network[1057]= 0
invariant : 1'P_network[1506]= 0
invariant : 1'P_network[4364]= 0
invariant : 1'P_poll__networl[3077]= 0
invariant : 1'P_network[1276]= 0
invariant : 1'P_negotiation[241] + 1'P_negotiation[242]= 1
invariant : 1'P_network[455]= 0
invariant : 1'P_poll__networl[1243]= 0
invariant : 1'P_poll__networl[2463]= 0
invariant : 1'P_network[429]= 0
invariant : 1'P_network[1346]= 0
invariant : 1'P_network[4353]= 0
invariant : 1'P_poll__networl[1278]= 0
invariant : 1'P_network[1072]= 0
invariant : 1'P_network[4138]= 0
invariant : 1'P_network[115]= 0
invariant : 1'P_poll__networl[3]= 0
invariant : 1'P_network[1344]= 0
invariant : 1'P_network[2737]= 0
invariant : 1'P_network[2908]= 0
invariant : 1'P_poll__networl[2731]= 0
invariant : 1'P_network[2060]= 0
invariant : 1'P_poll__networl[3591]= 0
invariant : 1'P_network[1117]= 0
invariant : 1'P_network[3562]= 0
invariant : 1'P_network[3809]= 0
invariant : 1'P_poll__networl[2462]= 0
invariant : 1'P_poll__networl[3368]= 0
invariant : 1'P_poll__networl[3052]= 0
invariant : 1'P_poll__networl[39]= 0
invariant : 1'P_poll__networl[1532]= 0
invariant : 1'P_network[2004]= 0
invariant : 1'P_network[3020]= 0
invariant : 1'P_poll__networl[1533]= 0
invariant : 1'P_poll__networl[20]= 0
invariant : 1'P_network[2420]= 0
invariant : 1'P_poll__networl[3286]= 0
invariant : 1'P_poll__networl[3271]= 0
invariant : 1'P_negotiation[18]= 0
invariant : 1'P_poll__networl[1179]= 0
invariant : 1'P_poll__networl[75]= 0
invariant : 1'P_poll__networl[1821]= 0
invariant : 1'P_poll__networl[209]= 0
invariant : 1'P_network[1709]= 0
invariant : 1'P_network[1991]= 0
invariant : 1'P_poll__networl[1343]= 0
invariant : 1'P_network[2156]= 0
invariant : 1'P_network[4024]= 0
invariant : 1'P_network[3425]= 0
invariant : 1'P_poll__networl[1170]= 0
invariant : 1'P_network[754]= 0
invariant : 1'P_network[683]= 0
invariant : 1'P_network[4360]= 0
invariant : 1'P_network[1153]= 0
invariant : 1'P_poll__networl[3069]= 0
invariant : 1'P_network[592]= 0
invariant : 1'P_network[895]= 0
invariant : 1'P_poll__networl[2998]= 0
invariant : 1'P_poll__networl[2207]= 0
invariant : 1'P_poll__networl[4086]= 0
invariant : 1'P_poll__networl[326]= 0
invariant : 1'P_poll__networl[3766]= 0
invariant : 1'P_network[3833]= 0
invariant : 1'P_network[267]= 0
invariant : 1'P_poll__networl[278]= 0
invariant : 1'P_poll__networl[4318]= 0
invariant : 1'P_poll__networl[4139]= 0
invariant : 1'P_poll__networl[493]= 0
invariant : 1'P_poll__networl[3396]= 0
invariant : 1'P_poll__networl[3493]= 0
invariant : 1'P_poll__networl[234]= 0
invariant : 1'P_poll__networl[3747]= 0
invariant : 1'P_network[2560]= 0
invariant : 1'P_network[3729]= 0
invariant : 1'P_poll__networl[1210]= 0
invariant : 1'P_poll__networl[3561]= 0
invariant : 1'P_network[3913]= 0
invariant : 1'P_poll__networl[956]= 0
invariant : 1'P_poll__networl[1657]= 0
invariant : 1'P_network[1281]= 0
invariant : 1'P_poll__networl[3528]= 0
invariant : 1'P_network[291]= 0
invariant : 1'P_network[3986]= 0
invariant : 1'P_poll__networl[2853]= 0
invariant : 1'P_poll__networl[1756]= 0
invariant : 1'P_network[2747]= 0
invariant : 1'P_poll__networl[256]= 0
invariant : 1'P_poll__networl[3070]= 0
invariant : 1'P_poll__networl[2292]= 0
invariant : 1'P_poll__networl[1381]= 0
invariant : 1'P_poll__networl[2468]= 0
invariant : 1'P_network[3936]= 0
invariant : 1'P_poll__networl[38]= 0
invariant : 1'P_poll__networl[2410]= 0
invariant : 1'P_network[1342]= 0
invariant : 1'P_network[1432]= 0
invariant : 1'P_network[2778]= 0
invariant : 1'P_poll__networl[1371]= 0
invariant : 1'P_network[3423]= 0
invariant : 1'P_network[494]= 0
invariant : 1'P_network[4213]= 0
invariant : 1'P_network[1820]= 0
invariant : 1'P_network[3387]= 0
invariant : 1'P_poll__networl[3205]= 0
invariant : 1'P_network[1221]= 0
invariant : 1'P_network[3639]= 0
invariant : 1'P_network[4198]= 0
invariant : 1'P_network[4269]= 0
invariant : 1'P_network[1543]= 0
invariant : 1'P_poll__networl[747]= 0
invariant : 1'P_poll__networl[3816]= 0
invariant : 1'P_network[1054]= 0
invariant : 1'P_poll__networl[3704]= 0
invariant : 1'P_network[95]= 0
invariant : 1'P_poll__networl[1326]= 0
invariant : 1'P_network[887]= 0
invariant : 1'P_poll__networl[3188]= 0
invariant : 1'P_poll__networl[4368]= 0
invariant : 1'P_startNeg__broadcasting[2]= 0
invariant : 1'P_poll__networl[4205]= 0
invariant : 1'P_network[542]= 0
invariant : 1'P_negotiation[181] + 1'P_negotiation[182]= 1
invariant : 1'P_network[4093]= 0
invariant : 1'P_poll__networl[3097]= 0
invariant : 1'P_network[343]= 0
invariant : 1'P_poll__networl[2277]= 0
invariant : 1'P_network[437]= 0
invariant : 1'P_network[2852]= 0
invariant : 1'P_poll__networl[1046]= 0
invariant : 1'P_network[3370]= 0
invariant : 1'P_poll__networl[3583]= 0
invariant : 1'P_network[3356]= 0
invariant : 1'P_network[1303]= 0
invariant : 1'P_network[3048]= 0
invariant : 1'P_poll__networl[3066]= 0
invariant : 1'P_poll__networl[4194]= 0
invariant : 1'P_network[2962]= 0
invariant : 1'P_network[206]= 0
invariant : 1'P_network[1407]= 0
invariant : 1'P_network[925]= 0
invariant : 1'P_poll__networl[2311]= 0
invariant : 1'P_poll__networl[547]= 0
invariant : 1'P_poll__networl[4232]= 0
invariant : 1'P_network[642]= 0
invariant : 1'P_network[2362]= 0
invariant : 1'P_network[4031]= 0
invariant : 1'P_poll__networl[2055]= 0
invariant : 1'P_poll__networl[3587]= 0
invariant : 1'P_poll__networl[1460]= 0
invariant : 1'P_poll__networl[2962]= 0
invariant : 1'P_poll__networl[139]= 0
invariant : 1'P_poll__networl[3749]= 0
invariant : 1'P_poll__networl[2]= 0
invariant : 1'P_poll__networl[1749]= 0
invariant : 1'P_poll__networl[2720]= 0
invariant : 1'P_network[2096]= 0
invariant : 1'P_network[1816]= 0
invariant : 1'P_poll__networl[677]= 0
invariant : 1'P_network[3648]= 0
invariant : 1'P_poll__networl[667]= 0
invariant : 1'P_poll__networl[1485]= 0
invariant : 1'P_network[1988]= 0
invariant : 1'P_poll__networl[266]= 0
invariant : 1'P_network[914]= 0
invariant : 1'P_poll__networl[2299]= 0
invariant : 1'P_poll__networl[2381]= 0
invariant : 1'P_network[966]= 0
invariant : 1'P_network[3881]= 0
invariant : 1'P_poll__networl[195]= 0
invariant : 1'P_poll__networl[4124]= 0
invariant : 1'P_network[940]= 0
invariant : 1'P_network[1272]= 0
invariant : 1'P_network[160]= 0
invariant : 1'P_poll__networl[346]= 0
invariant : 1'P_poll__networl[3605]= 0
invariant : 1'P_poll__networl[3020]= 0
invariant : 1'P_poll__networl[3386]= 0
invariant : 1'P_network[4083]= 0
invariant : 1'P_poll__networl[1408]= 0
invariant : 1'P_poll__networl[3247]= 0
invariant : 1'P_negotiation[177] + 1'P_negotiation[178] + 1'P_negotiation[179]= 1
invariant : 1'P_network[1301]= 0
invariant : 1'P_poll__networl[383]= 0
invariant : 1'P_poll__networl[3491]= 0
invariant : 1'P_network[253]= 0
invariant : 1'P_poll__networl[2313]= 0
invariant : 1'P_poll__networl[1816]= 0
invariant : 1'P_poll__networl[4359]= 0
invariant : 1'P_poll__networl[513]= 0
invariant : 1'P_poll__networl[1535]= 0
invariant : 1'P_poll__networl[241]= 0
invariant : 1'P_network[322]= 0
invariant : 1'P_poll__networl[3910]= 0
invariant : 1'P_poll__networl[1284]= 0
invariant : 1'P_network[883]= 0
invariant : 1'P_poll__networl[1737]= 0
invariant : 1'P_network[3707]= 0
invariant : 1'P_poll__networl[2395]= 0
invariant : 1'P_network[1938]= 0
invariant : 1'P_network[4075]= 0
invariant : 1'P_network[4186]= 0
invariant : 1'P_poll__networl[354]= 0
invariant : 1'P_network[4314]= 0
invariant : 1'P_network[2973]= 0
invariant : 1'P_network[1511]= 0
invariant : 1'P_poll__networl[3588]= 0
invariant : 1'P_network[3050]= 0
invariant : 1'P_network[1196]= 0
invariant : 1'P_network[2274]= 0
invariant : 1'P_poll__networl[517]= 0
invariant : 1'P_network[3103]= 0
invariant : 1'P_network[100]= 0
invariant : 1'P_poll__networl[2617]= 0
invariant : 1'P_network[959]= 0
invariant : 1'P_network[1974]= 0
invariant : 1'P_poll__networl[457]= 0
invariant : 1'P_network[1696]= 0
invariant : 1'P_network[3941]= 0
invariant : 1'P_network[2423]= 0
invariant : 1'P_poll__networl[786]= 0
invariant : 1'P_poll__networl[945]= 0
invariant : 1'P_network[2571]= 0
invariant : 1'P_poll__networl[2507]= 0
invariant : 1'P_poll__networl[3104]= 0
invariant : 1'P_network[1461]= 0
invariant : 1'P_poll__networl[1962]= 0
invariant : 1'P_poll__networl[2798]= 0
invariant : 1'P_network[913]= 0
invariant : 1'P_network[2258]= 0
invariant : 1'P_poll__networl[1947]= 0
invariant : 1'P_network[3788]= 0
invariant : 1'P_poll__networl[477]= 0
invariant : 1'P_poll__networl[2408]= 0
invariant : 1'P_poll__networl[2952]= 0
invariant : 1'P_network[2774]= 0
invariant : 1'P_network[3454]= 0
invariant : 1'P_network[2949]= 0
invariant : 1'P_network[2185]= 0
invariant : 1'P_poll__networl[2150]= 0
invariant : 1'P_network[4368]= 0
invariant : 1'P_poll__networl[970]= 0
invariant : 1'P_network[193]= 0
invariant : 1'P_network[2094]= 0
invariant : 1'P_poll__networl[4306]= 0
invariant : 1'P_poll__networl[1187]= 0
invariant : 1'P_poll__networl[1494]= 0
invariant : 1'P_network[472]= 0
invariant : 1'P_poll__networl[2830]= 0
invariant : 1'P_network[1211]= 0
invariant : 1'P_network[2183]= 0
invariant : 1'P_network[2243]= 0
invariant : 1'P_poll__networl[370]= 0
invariant : 1'P_poll__networl[2515]= 0
invariant : 1'P_poll__networl[2991]= 0
invariant : 1'P_poll__networl[2429]= 0
invariant : 1'P_network[506]= 0
invariant : 1'P_network[2143]= 0
invariant : 1'P_poll__networl[3064]= 0
invariant : 1'P_network[2885]= 0
invariant : 1'P_network[366]= 0
invariant : 1'P_network[3621]= 0
invariant : 1'P_poll__networl[3438]= 0
invariant : 1'P_poll__networl[3895]= 0
invariant : 1'P_network[4096]= 0
invariant : 1'P_poll__networl[1241]= 0
invariant : 1'P_poll__networl[3136]= 0
invariant : 1'P_network[1388]= 0
invariant : 1'P_poll__networl[3448]= 0
invariant : 1'P_network[2021]= 0
invariant : 1'P_poll__networl[218]= 0
invariant : 1'P_poll__networl[833]= 0
invariant : 1'P_poll__networl[135]= 0
invariant : 1'P_poll__networl[704]= 0
invariant : 1'P_network[2782]= 0
invariant : 1'P_poll__networl[3269]= 0
invariant : 1'P_poll__networl[4087]= 0
invariant : 1'P_poll__networl[2942]= 0
invariant : 1'P_network[2037]= 0
invariant : 1'P_poll__networl[1315]= 0
invariant : 1'P_network[1174]= 0
invariant : 1'P_network[4191]= 0
invariant : 1'P_network[2342]= 0
invariant : 1'P_poll__networl[1370]= 0
invariant : 1'P_network[1855]= 0
invariant : 1'P_poll__networl[2049]= 0
invariant : 1'P_poll__networl[3320]= 0
invariant : 1'P_negotiation[204] + -1'P_negotiation[207] + 1'P_startNeg__broadcasting[61]= 0
invariant : 1'P_poll__networl[2166]= 0
invariant : 1'P_poll__networl[3732]= 0
invariant : 1'P_poll__networl[323]= 0
invariant : 1'P_poll__networl[2461]= 0
invariant : 1'P_network[2082]= 0
invariant : 1'P_poll__networl[3024]= 0
invariant : 1'P_poll__networl[2848]= 0
invariant : 1'P_poll__networl[4294]= 0
invariant : 1'P_network[3219]= 0
invariant : 1'P_poll__networl[728]= 0
invariant : 1'P_poll__networl[2845]= 0
invariant : 1'P_network[1064]= 0
invariant : 1'P_poll__networl[3053]= 0
invariant : 1'P_poll__networl[918]= 0
invariant : 1'P_network[530]= 0
invariant : 1'P_network[4160]= 0
invariant : 1'P_poll__networl[2913]= 0
invariant : 1'P_network[1815]= 0
invariant : 1'P_network[262]= 0
invariant : 1'P_network[3773]= 0
invariant : 1'P_network[2341]= 0
invariant : 1'P_poll__networl[3884]= 0
invariant : 1'P_poll__networl[1567]= 0
invariant : 1'P_network[2366]= 0
invariant : 1'P_network[3374]= 0
invariant : 1'P_network[974]= 0
invariant : 1'P_poll__networl[407]= 0
invariant : 1'P_poll__networl[960]= 0
invariant : 1'P_poll__networl[263]= 0
invariant : 1'P_poll__networl[1393]= 0
invariant : 1'P_poll__networl[3548]= 0
invariant : 1'P_network[2382]= 0
invariant : 1'P_poll__networl[1975]= 0
invariant : 1'P_network[2378]= 0
invariant : 1'P_poll__networl[4159]= 0
invariant : 1'P_poll__networl[530]= 0
invariant : 1'P_poll__networl[2084]= 0
invariant : 1'P_poll__networl[2633]= 0
invariant : 1'P_poll__networl[669]= 0
invariant : 1'P_poll__networl[2800]= 0
invariant : 1'P_network[2587]= 0
invariant : 1'P_network[260]= 0
invariant : 1'P_poll__networl[813]= 0
invariant : 1'P_poll__networl[2430]= 0
invariant : 1'P_poll__networl[798]= 0
invariant : 1'P_network[2251]= 0
invariant : 1'P_poll__networl[2970]= 0
invariant : 1'P_poll__networl[379]= 0
invariant : 1'P_network[3938]= 0
invariant : 1'P_poll__networl[3622]= 0
invariant : 1'P_network[80]= 0
invariant : 1'P_network[3530]= 0
invariant : 1'P_poll__networl[347]= 0
invariant : 1'P_poll__networl[1403]= 0
invariant : 1'P_network[1428]= 0
invariant : 1'P_poll__networl[4351]= 0
invariant : 1'P_poll__networl[1386]= 0
invariant : 1'P_network[836]= 0
invariant : 1'P_poll__networl[1993]= 0
invariant : 1'P_poll__networl[2351]= 0
invariant : 1'P_poll__networl[2427]= 0
invariant : 1'P_network[4099]= 0
invariant : 1'P_network[3552]= 0
invariant : 1'P_network[2100]= 0
invariant : 1'P_network[3399]= 0
invariant : 1'P_poll__networl[1427]= 0
invariant : 1'P_poll__networl[1668]= 0
invariant : 1'P_network[2761]= 0
invariant : 1'P_poll__networl[2397]= 0
invariant : 1'P_poll__networl[2989]= 0
invariant : 1'P_network[4209]= 0
invariant : 1'P_network[3891]= 0
invariant : 1'P_poll__networl[3645]= 0
invariant : 1'P_network[3949]= 0
invariant : 1'P_network[3664]= 0
invariant : 1'P_poll__networl[2645]= 0
invariant : 1'P_poll__networl[4052]= 0
invariant : 1'P_network[353]= 0
invariant : 1'P_poll__networl[2129]= 0
invariant : 1'P_poll__networl[1177]= 0
invariant : 1'P_poll__networl[2624]= 0
invariant : 1'P_network[3211]= 0
invariant : 1'P_poll__networl[504]= 0
invariant : 1'P_poll__networl[45]= 0
invariant : 1'P_poll__networl[3934]= 0
invariant : 1'P_poll__networl[2536]= 0
invariant : 1'P_poll__networl[1440]= 0
invariant : 1'P_poll__networl[298]= 0
invariant : 1'P_network[3156]= 0
invariant : 1'P_poll__networl[2976]= 0
invariant : 1'P_network[2969]= 0
invariant : 1'P_network[109]= 0
invariant : 1'P_network[1173]= 0
invariant : 1'P_poll__networl[3772]= 0
invariant : 1'P_poll__networl[2486]= 0
invariant : 1'P_poll__networl[1785]= 0
invariant : 1'P_network[2705]= 0
invariant : 1'P_network[1614]= 0
invariant : 1'P_poll__networl[1589]= 0
invariant : 1'P_negotiation[228] + 1'P_negotiation[229] + 1'P_negotiation[230]= 1
invariant : 1'P_poll__networl[3625]= 0
invariant : 1'P_network[3373]= 0
invariant : 1'P_network[3547]= 0
invariant : 1'P_poll__networl[4104]= 0
invariant : 1'P_network[3409]= 0
invariant : 1'P_poll__networl[1705]= 0
invariant : 1'P_poll__networl[359]= 0
invariant : 1'P_poll__networl[1422]= 0
invariant : 1'P_poll__networl[1747]= 0
invariant : 1'P_network[384]= 0
invariant : 1'P_network[1088]= 0
invariant : 1'P_poll__networl[3010]= 0
invariant : 1'P_poll__networl[4122]= 0
invariant : 1'P_network[3205]= 0
invariant : 1'P_network[2999]= 0
invariant : 1'P_network[3531]= 0
invariant : 1'P_network[3882]= 0
invariant : 1'P_poll__networl[1782]= 0
invariant : 1'P_poll__networl[1963]= 0
invariant : 1'P_poll__networl[235]= 0
invariant : 1'P_network[2222]= 0
invariant : 1'P_network[3207]= 0
invariant : 1'P_poll__networl[2152]= 0
invariant : 1'P_poll__networl[3752]= 0
invariant : 1'P_poll__networl[596]= 0
invariant : 1'P_network[1864]= 0
invariant : 1'P_network[127]= 0
invariant : 1'P_poll__networl[163]= 0
invariant : 1'P_poll__networl[959]= 0
invariant : 1'P_poll__networl[3436]= 0
invariant : 1'P_network[748]= 0
invariant : 1'P_poll__networl[2956]= 0
invariant : 1'P_poll__networl[1856]= 0
invariant : 1'P_network[2513]= 0
invariant : 1'P_poll__networl[3031]= 0
invariant : 1'P_network[510]= 0
invariant : 1'P_poll__networl[2547]= 0
invariant : 1'P_network[3626]= 0
invariant : 1'P_network[4037]= 0
invariant : 1'P_poll__networl[888]= 0
invariant : 1'P_poll__networl[2098]= 0
invariant : 1'P_poll__networl[164]= 0
invariant : 1'P_poll__networl[491]= 0
invariant : 1'P_network[570]= 0
invariant : 1'P_poll__networl[1339]= 0
invariant : 1'P_network[1433]= 0
invariant : 1'P_poll__networl[1142]= 0
invariant : 1'P_network[166]= 0
invariant : 1'P_network[4238]= 0
invariant : 1'P_poll__networl[3943]= 0
invariant : 1'P_network[1939]= 0
invariant : 1'P_network[4139]= 0
invariant : 1'P_network[804]= 0
invariant : 1'P_poll__networl[3775]= 0
invariant : 1'P_poll__networl[3982]= 0
invariant : 1'P_poll__networl[1131]= 0
invariant : 1'P_poll__networl[1925]= 0
invariant : 1'P_network[4123]= 0
invariant : 1'P_network[1896]= 0
invariant : 1'P_network[2476]= 0
invariant : 1'P_poll__networl[2321]= 0
invariant : 1'P_poll__networl[3302]= 0
invariant : 1'P_network[1397]= 0
invariant : 1'P_network[3787]= 0
invariant : 1'P_network[1659]= 0
invariant : 1'P_poll__networl[655]= 0
invariant : 1'P_poll__networl[255]= 0
invariant : 1'P_poll__networl[4245]= 0
invariant : 1'P_network[2843]= 0
invariant : 1'P_network[2959]= 0
invariant : 1'P_network[706]= 0
invariant : 1'P_network[4295]= 0
invariant : 1'P_network[2854]= 0
invariant : 1'P_network[2532]= 0
invariant : 1'P_network[2003]= 0
invariant : 1'P_poll__networl[2202]= 0
invariant : 1'P_poll__networl[2456]= 0
invariant : 1'P_network[217]= 0
invariant : 1'P_poll__networl[3192]= 0
invariant : 1'P_poll__networl[539]= 0
invariant : 1'P_poll__networl[321]= 0
invariant : 1'P_poll__networl[4149]= 0
invariant : 1'P_network[3443]= 0
invariant : 1'P_poll__networl[638]= 0
invariant : 1'P_poll__networl[1990]= 0
invariant : 1'P_network[246]= 0
invariant : 1'P_poll__networl[1378]= 0
invariant : 1'P_poll__networl[3279]= 0
invariant : 1'P_poll__networl[2097]= 0
invariant : 1'P_network[3216]= 0
invariant : 1'P_poll__networl[3866]= 0
invariant : 1'P_poll__networl[4258]= 0
invariant : 1'P_network[3659]= 0
invariant : 1'P_network[3814]= 0
invariant : 1'P_network[2017]= 0
invariant : 1'P_poll__networl[3268]= 0
invariant : 1'P_poll__networl[1677]= 0
invariant : 1'P_poll__networl[1808]= 0
invariant : 1'P_poll__networl[720]= 0
invariant : 1'P_poll__networl[1126]= 0
invariant : 1'P_poll__networl[3172]= 0
invariant : 1'P_network[3126]= 0
invariant : 1'P_network[200]= 0
invariant : 1'P_poll__networl[3949]= 0
invariant : 1'P_poll__networl[1331]= 0
invariant : 1'P_negotiation[42] + -1'P_negotiation[45] + 1'P_startNeg__broadcasting[12]= 0
invariant : 1'P_network[4247]= 0
invariant : 1'P_network[2598]= 0
invariant : 1'P_poll__networl[2969]= 0
invariant : 1'P_network[629]= 0
invariant : 1'P_poll__networl[2527]= 0
invariant : 1'P_poll__networl[4230]= 0
invariant : 1'P_poll__networl[4035]= 0
invariant : 1'P_poll__networl[3811]= 0
invariant : 1'P_poll__networl[3081]= 0
invariant : 1'P_network[890]= 0
invariant : 1'P_poll__networl[533]= 0
invariant : 1'P_poll__networl[995]= 0
invariant : 1'P_network[4300]= 0
invariant : 1'P_poll__networl[1736]= 0
invariant : 1'P_network[1519]= 0
invariant : 1'P_poll__networl[3405]= 0
invariant : 1'P_network[2693]= 0
invariant : 1'P_network[3916]= 0
invariant : 1'P_network[2915]= 0
invariant : 1'P_network[4154]= 0
invariant : 1'P_poll__networl[3503]= 0
invariant : 1'P_poll__networl[3157]= 0
invariant : 1'P_poll__networl[1693]= 0
invariant : 1'P_poll__networl[2211]= 0
invariant : 1'P_poll__networl[2309]= 0
invariant : 1'P_network[2940]= 0
invariant : 1'P_negotiation[129] + -1'P_negotiation[132] + 1'P_startNeg__broadcasting[38]= 0
invariant : 1'P_network[1885]= 0
invariant : 1'P_poll__networl[1937]= 0
invariant : 1'P_poll__networl[384]= 0
invariant : 1'P_poll__networl[1481]= 0
invariant : 1'P_poll__networl[3206]= 0
invariant : 1'P_poll__networl[3397]= 0
invariant : 1'P_poll__networl[3969]= 0
invariant : 1'P_poll__networl[792]= 0
invariant : 1'P_network[3907]= 0
invariant : 1'P_poll__networl[1027]= 0
invariant : 1'P_poll__networl[1342]= 0
invariant : 1'P_poll__networl[3995]= 0
invariant : 1'P_poll__networl[3344]= 0
invariant : 1'P_poll__networl[703]= 0
invariant : 1'P_negotiation[123] + 1'P_negotiation[124] + 1'P_negotiation[125]= 1
invariant : 1'P_poll__networl[2286]= 0
invariant : 1'P_negotiation[0]= 0
invariant : 1'P_network[2236]= 0
invariant : 1'P_poll__networl[3693]= 0
invariant : 1'P_network[2237]= 0
invariant : 1'P_poll__networl[3978]= 0
invariant : 1'P_network[1703]= 0
invariant : 1'P_poll__networl[534]= 0
invariant : 1'P_network[3994]= 0
invariant : 1'P_network[1680]= 0
invariant : 1'P_poll__networl[212]= 0
invariant : 1'P_poll__networl[4320]= 0
invariant : 1'P_network[3706]= 0
invariant : 1'P_network[2692]= 0
invariant : 1'P_network[2308]= 0
invariant : 1'P_network[4089]= 0
invariant : 1'P_poll__networl[242]= 0
invariant : 1'P_network[1754]= 0
invariant : 1'P_poll__networl[3544]= 0
invariant : 1'P_network[1429]= 0
invariant : 1'P_network[3427]= 0
invariant : 1'P_poll__networl[922]= 0
invariant : 1'P_network[569]= 0
invariant : 1'P_poll__networl[652]= 0
invariant : 1'P_network[488]= 0
invariant : 1'P_poll__networl[362]= 0
invariant : 1'P_poll__networl[3274]= 0
invariant : 1'P_network[410]= 0
invariant : 1'P_network[1640]= 0
invariant : 1'P_network[3785]= 0
invariant : 1'P_poll__networl[1919]= 0
invariant : 1'P_poll__networl[2182]= 0
invariant : 1'P_poll__networl[790]= 0
invariant : 1'P_network[1951]= 0
invariant : 1'P_network[1452]= 0
invariant : 1'P_network[2951]= 0
invariant : 1'P_poll__networl[2060]= 0
invariant : 1'P_poll__networl[2944]= 0
invariant : 1'P_network[4156]= 0
invariant : 1'P_poll__networl[2018]= 0
invariant : 1'P_network[1326]= 0
invariant : 1'P_network[722]= 0
invariant : 1'P_poll__networl[3511]= 0
invariant : 1'P_network[2145]= 0
invariant : 1'P_poll__networl[1621]= 0
invariant : 1'P_poll__networl[2959]= 0
invariant : 1'P_network[1262]= 0
invariant : 1'P_network[3554]= 0
invariant : 1'P_poll__networl[1552]= 0
invariant : 1'P_network[586]= 0
invariant : 1'P_network[1227]= 0
invariant : 1'P_poll__networl[90]= 0
invariant : 1'P_poll__networl[1158]= 0
invariant : 1'P_poll__networl[835]= 0
invariant : 1'P_poll__networl[947]= 0
invariant : 1'P_network[3884]= 0
invariant : 1'P_poll__networl[2353]= 0
invariant : 1'P_network[2593]= 0
invariant : 1'P_poll__networl[1671]= 0
invariant : 1'P_network[654]= 0
invariant : 1'P_poll__networl[583]= 0
invariant : 1'P_poll__networl[1787]= 0
invariant : 1'P_network[1304]= 0
invariant : 1'P_poll__networl[3294]= 0
invariant : 1'P_network[4137]= 0
invariant : 1'P_network[1464]= 0
invariant : 1'P_poll__networl[4210]= 0
invariant : 1'P_poll__networl[2252]= 0
invariant : 1'P_network[1284]= 0
invariant : 1'P_network[426]= 0
invariant : 1'P_poll__networl[2901]= 0
invariant : 1'P_network[1163]= 0
invariant : 1'P_poll__networl[1614]= 0
invariant : 1'P_negotiation[96] + -1'P_negotiation[99] + 1'P_startNeg__broadcasting[28]= 0
invariant : 1'P_network[2330]= 0
invariant : 1'P_network[1402]= 0
invariant : 1'P_poll__networl[952]= 0
invariant : 1'P_network[998]= 0
invariant : 1'P_poll__networl[134]= 0
invariant : 1'P_poll__networl[2322]= 0
invariant : 1'P_poll__networl[3116]= 0
invariant : 1'P_negotiation[21]= 0
invariant : 1'P_network[2810]= 0
invariant : 1'P_network[1020]= 0
invariant : 1'P_poll__networl[3357]= 0
invariant : 1'P_network[3758]= 0
invariant : 1'P_poll__networl[581]= 0
invariant : 1'P_poll__networl[3058]= 0
invariant : 1'P_poll__networl[1542]= 0
invariant : 1'P_poll__networl[2613]= 0
invariant : 1'P_network[4286]= 0
invariant : 1'P_poll__networl[3963]= 0
invariant : 1'P_poll__networl[2136]= 0
invariant : 1'P_network[3979]= 0
invariant : 1'P_poll__networl[1160]= 0
invariant : 1'P_poll__networl[3224]= 0
invariant : 1'P_poll__networl[257]= 0
invariant : 1'P_network[3961]= 0
invariant : 1'P_poll__networl[101]= 0
invariant : 1'P_network[1681]= 0
invariant : 1'P_poll__networl[2963]= 0
invariant : 1'P_poll__networl[2031]= 0
invariant : 1'P_poll__networl[3447]= 0
invariant : 1'P_poll__networl[3477]= 0
invariant : 1'P_poll__networl[460]= 0
invariant : 1'P_poll__networl[1294]= 0
invariant : 1'P_network[244]= 0
invariant : 1'P_poll__networl[3976]= 0
invariant : 1'P_network[3493]= 0
invariant : 1'P_poll__networl[800]= 0
invariant : 1'P_network[2629]= 0
invariant : 1'P_poll__networl[3887]= 0
invariant : 1'P_network[1495]= 0
invariant : 1'P_poll__networl[1930]= 0
invariant : 1'P_poll__networl[4177]= 0
invariant : 1'P_poll__networl[4285]= 0
invariant : 1'P_poll__networl[1917]= 0
invariant : 1'P_poll__networl[2114]= 0
invariant : 1'P_network[2246]= 0
invariant : 1'P_network[1187]= 0
invariant : 1'P_network[3266]= 0
invariant : 1'P_network[4112]= 0
invariant : 1'P_network[4265]= 0
invariant : 1'P_poll__networl[2267]= 0
invariant : 1'P_poll__networl[629]= 0
invariant : 1'P_poll__networl[1874]= 0
invariant : 1'P_network[2239]= 0
invariant : 1'P_network[2217]= 0
invariant : 1'P_network[1408]= 0
invariant : 1'P_poll__networl[2464]= 0
invariant : 1'P_poll__networl[3156]= 0
invariant : 1'P_network[312]= 0
invariant : 1'P_network[169]= 0
invariant : 1'P_network[2265]= 0
invariant : 1'P_poll__networl[1025]= 0
invariant : 1'P_network[1228]= 0
invariant : 1'P_poll__networl[2849]= 0
invariant : 1'P_network[1012]= 0
invariant : 1'P_network[3378]= 0
invariant : 1'P_network[137]= 0
invariant : 1'P_poll__networl[1113]= 0
invariant : 1'P_poll__networl[684]= 0
invariant : 1'P_network[3405]= 0
invariant : 1'P_network[1382]= 0
invariant : 1'P_network[2469]= 0
invariant : 1'P_poll__networl[2753]= 0
invariant : 1'P_poll__networl[4371]= 0
invariant : 1'P_network[3732]= 0
invariant : 1'P_poll__networl[1280]= 0
invariant : 1'P_poll__networl[1972]= 0
invariant : 1'P_network[752]= 0
invariant : 1'P_network[1934]= 0
invariant : 1'P_poll__networl[2746]= 0
invariant : 1'P_network[2856]= 0
invariant : 1'P_poll__networl[2028]= 0
invariant : 1'P_network[4087]= 0
invariant : 1'P_poll__networl[406]= 0
invariant : 1'P_network[3271]= 0
invariant : 1'P_poll__networl[2308]= 0
invariant : 1'P_poll__networl[2685]= 0
invariant : 1'P_poll__networl[2951]= 0
invariant : 1'P_network[2903]= 0
invariant : 1'P_network[1123]= 0
invariant : 1'P_network[2321]= 0
invariant : 1'P_negotiation[1] + 1'P_negotiation[2]= 0
invariant : 1'P_network[2113]= 0
invariant : 1'P_poll__networl[3993]= 0
invariant : 1'P_network[3477]= 0
invariant : 1'P_network[3108]= 0
invariant : 1'P_poll__networl[3754]= 0
invariant : 1'P_poll__networl[4339]= 0
invariant : 1'P_network[2939]= 0
invariant : 1'P_network[1445]= 0
invariant : 1'P_poll__networl[914]= 0
invariant : 1'P_poll__networl[4322]= 0
invariant : 1'P_poll__networl[2275]= 0
invariant : 1'P_poll__networl[1341]= 0
invariant : 1'P_poll__networl[4254]= 0
invariant : 1'P_network[3976]= 0
invariant : 1'P_poll__networl[3613]= 0
invariant : 1'P_network[319]= 0
invariant : 1'P_poll__networl[838]= 0
invariant : 1'P_poll__networl[3870]= 0
invariant : 1'P_network[3446]= 0
invariant : 1'P_network[926]= 0
invariant : 1'P_poll__networl[2628]= 0
invariant : 1'P_masterState[0] + 1'P_masterState[1] + 1'P_masterState[2] + 1'P_masterState[3] + 1'P_masterState[4] + 1'P_masterState[5] + 1'P_masterState[6] + 1'P_masterState[7] + 1'P_masterState[8] + 1'P_masterState[9] + 1'P_masterState[10] + 1'P_masterState[11] + 1'P_masterState[12] + 1'P_masterState[13] + 1'P_masterState[14] + 1'P_masterState[15] + 1'P_masterState[16] + 1'P_masterState[17]= 0
invariant : 1'P_poll__networl[424]= 0
invariant : 1'P_poll__networl[797]= 0
invariant : 1'P_network[524]= 0
invariant : 1'P_network[533]= 0
invariant : 1'P_poll__networl[3765]= 0
invariant : 1'P_network[1423]= 0
invariant : 1'P_network[2348]= 0
invariant : 1'P_poll__networl[1459]= 0
invariant : 1'P_network[901]= 0
invariant : 1'P_poll__networl[3259]= 0
invariant : 1'P_network[2022]= 0
invariant : 1'P_poll__networl[102]= 0
invariant : 1'P_poll__networl[2513]= 0
invariant : 1'P_network[3293]= 0
invariant : 1'P_poll__networl[4327]= 0
invariant : 1'P_poll__networl[4363]= 0
invariant : 1'P_poll__networl[791]= 0
invariant : 1'P_network[1074]= 0
invariant : 1'P_network[1457]= 0
invariant : 1'P_network[1886]= 0
invariant : 1'P_poll__networl[327]= 0
invariant : 1'P_poll__networl[2960]= 0
invariant : 1'P_poll__networl[3699]= 0
invariant : 1'P_poll__networl[2402]= 0
invariant : 1'P_network[421]= 0
invariant : 1'P_network[2454]= 0
invariant : 1'P_network[2486]= 0
invariant : 1'P_poll__networl[4030]= 0
invariant : 1'P_poll__networl[1923]= 0
invariant : 1'P_poll__networl[1660]= 0
invariant : 1'P_network[2512]= 0
invariant : 1'P_network[1822]= 0
invariant : 1'P_network[1977]= 0
invariant : 1'P_network[2913]= 0
invariant : 1'P_poll__networl[360]= 0
invariant : 1'P_network[3332]= 0
invariant : 1'P_poll__networl[2778]= 0
invariant : 1'P_network[1141]= 0
invariant : 1'P_poll__networl[3140]= 0
invariant : 1'P_poll__networl[2489]= 0
invariant : 1'P_poll__networl[2992]= 0
invariant : 1'P_network[2438]= 0
invariant : 1'P_poll__networl[4234]= 0
invariant : 1'P_poll__networl[3270]= 0
invariant : 1'P_poll__networl[2022]= 0
invariant : 1'P_network[2427]= 0
invariant : 1'P_poll__networl[2917]= 0
invariant : 1'P_network[4256]= 0
invariant : 1'P_poll__networl[4029]= 0
invariant : 1'P_poll__networl[4133]= 0
invariant : 1'P_network[473]= 0
invariant : 1'P_poll__networl[191]= 0
invariant : 1'P_network[1817]= 0
invariant : 1'P_poll__networl[293]= 0
invariant : 1'P_network[815]= 0
invariant : 1'P_poll__networl[1557]= 0
invariant : 1'P_network[212]= 0
invariant : 1'P_poll__networl[3135]= 0
invariant : 1'P_poll__networl[426]= 0
invariant : 1'P_poll__networl[169]= 0
invariant : 1'P_network[1501]= 0
invariant : 1'P_network[3721]= 0
invariant : 1'P_network[2261]= 0
invariant : 1'P_poll__networl[2586]= 0
invariant : 1'P_poll__networl[422]= 0
invariant : 1'P_poll__networl[764]= 0
invariant : 1'P_poll__networl[4046]= 0
invariant : 1'P_network[3171]= 0
invariant : 1'P_poll__networl[4345]= 0
invariant : 1'P_poll__networl[3459]= 0
invariant : 1'P_network[2895]= 0
invariant : 1'P_network[2672]= 0
invariant : 1'P_network[4341]= 0
invariant : 1'P_poll__networl[564]= 0
invariant : 1'P_network[2255]= 0
invariant : 1'P_poll__networl[4003]= 0
invariant : 1'P_poll__networl[819]= 0
invariant : 1'P_poll__networl[4079]= 0
invariant : 1'P_poll__networl[193]= 0
invariant : 1'P_network[1652]= 0
invariant : 1'P_network[600]= 0
invariant : 1'P_poll__networl[2675]= 0
invariant : 1'P_poll__networl[967]= 0
invariant : 1'P_network[1835]= 0
invariant : 1'P_network[3397]= 0
invariant : 1'P_network[1436]= 0
invariant : 1'P_poll__networl[1702]= 0
invariant : 1'P_poll__networl[2735]= 0
invariant : 1'P_network[3030]= 0
invariant : 1'P_network[2901]= 0
invariant : 1'P_network[2272]= 0
invariant : 1'P_network[2861]= 0
invariant : 1'P_poll__networl[779]= 0
invariant : 1'P_network[316]= 0
invariant : 1'P_network[37]= 0
invariant : 1'P_network[2596]= 0
invariant : 1'P_network[2404]= 0
invariant : 1'P_poll__networl[54]= 0
invariant : 1'P_poll__networl[3540]= 0
invariant : 1'P_poll__networl[1841]= 0
invariant : 1'P_poll__networl[4266]= 0
invariant : 1'P_poll__networl[183]= 0
invariant : 1'P_network[104]= 0
invariant : 1'P_network[4049]= 0
invariant : 1'P_network[1171]= 0
invariant : 1'P_poll__networl[1372]= 0
invariant : 1'P_poll__networl[1983]= 0
invariant : 1'P_poll__networl[2240]= 0
invariant : 1'P_poll__networl[2302]= 0
invariant : 1'P_network[2756]= 0
invariant : 1'P_poll__networl[1733]= 0
invariant : 1'P_network[1748]= 0
invariant : 1'P_network[2905]= 0
invariant : 1'P_poll__networl[2394]= 0
invariant : 1'P_network[678]= 0
invariant : 1'P_network[132]= 0
invariant : 1'P_network[564]= 0
invariant : 1'P_poll__networl[3979]= 0
invariant : 1'P_network[223]= 0
invariant : 1'P_poll__networl[2020]= 0
invariant : 1'P_poll__networl[3586]= 0
invariant : 1'P_poll__networl[1698]= 0
invariant : 1'P_network[3229]= 0
invariant : 1'P_network[1645]= 0
invariant : 1'P_network[4020]= 0
invariant : 1'P_network[2240]= 0
invariant : 1'P_poll__networl[2581]= 0
invariant : 1'P_network[2561]= 0
invariant : 1'P_poll__networl[1651]= 0
invariant : 1'P_poll__networl[2413]= 0
invariant : 1'P_network[816]= 0
invariant : 1'P_poll__networl[3545]= 0
invariant : 1'P_network[2453]= 0
invariant : 1'P_network[2256]= 0
invariant : 1'P_poll__networl[512]= 0
invariant : 1'P_network[829]= 0
invariant : 1'P_poll__networl[1504]= 0
invariant : 1'P_negotiation[96] + 1'P_negotiation[97] + 1'P_negotiation[98]= 1
invariant : 1'P_network[2809]= 0
invariant : 1'P_poll__networl[2262]= 0
invariant : 1'P_poll__networl[2850]= 0
invariant : 1'P_poll__networl[836]= 0
invariant : 1'P_poll__networl[1103]= 0
invariant : 1'P_network[741]= 0
invariant : 1'P_poll__networl[2592]= 0
invariant : 1'P_sendAnnPs__broadcasting[2]= 0
invariant : 1'P_poll__networl[3707]= 0
invariant : 1'P_network[3174]= 0
invariant : 1'P_poll__networl[1409]= 0
invariant : 1'P_poll__networl[4219]= 0
invariant : 1'P_poll__networl[2635]= 0
invariant : 1'P_poll__networl[3980]= 0
invariant : 1'P_poll__networl[95]= 0
invariant : 1'P_poll__networl[2997]= 0
invariant : 1'P_poll__networl[2363]= 0
invariant : 1'P_poll__networl[2537]= 0
invariant : 1'P_poll__networl[3722]= 0
invariant : 1'P_poll__networl[3012]= 0
invariant : 1'P_poll__networl[1692]= 0
invariant : 1'P_network[858]= 0
invariant : 1'P_poll__networl[3371]= 0
invariant : 1'P_poll__networl[1324]= 0
invariant : 1'P_poll__networl[1388]= 0
invariant : 1'P_poll__networl[138]= 0
invariant : 1'P_poll__networl[476]= 0
invariant : 1'P_network[584]= 0
invariant : 1'P_network[4101]= 0
invariant : 1'P_poll__networl[51]= 0
invariant : 1'P_poll__networl[2756]= 0
invariant : 1'P_poll__networl[2376]= 0
invariant : 1'P_poll__networl[600]= 0
invariant : 1'P_poll__networl[1823]= 0
invariant : 1'P_network[4217]= 0
invariant : 1'P_network[3599]= 0
invariant : 1'P_poll__networl[56]= 0
invariant : 1'P_poll__networl[3232]= 0
invariant : 1'P_network[425]= 0
invariant : 1'P_poll__networl[2565]= 0
invariant : 1'P_network[3367]= 0
invariant : 1'P_poll__networl[993]= 0
invariant : 1'P_network[2897]= 0
invariant : 1'P_poll__networl[259]= 0
invariant : 1'P_poll__networl[132]= 0
invariant : 1'P_poll__networl[3101]= 0
invariant : 1'P_network[420]= 0
invariant : 1'P_network[4345]= 0
invariant : 1'P_network[3286]= 0
invariant : 1'P_poll__networl[2249]= 0
invariant : 1'P_poll__networl[220]= 0
invariant : 1'P_network[2432]= 0
invariant : 1'P_poll__networl[3497]= 0
invariant : 1'P_network[3390]= 0
invariant : 1'P_network[407]= 0
invariant : 1'P_poll__networl[707]= 0
invariant : 1'P_network[84]= 0
invariant : 1'P_network[4362]= 0
invariant : 1'P_network[2489]= 0
invariant : 1'P_network[923]= 0
invariant : 1'P_network[3115]= 0
invariant : 1'P_poll__networl[3057]= 0
invariant : 1'P_poll__networl[4187]= 0
invariant : 1'P_network[618]= 0
invariant : 1'P_poll__networl[4244]= 0
invariant : 1'P_poll__networl[627]= 0
invariant : 1'P_poll__networl[4085]= 0
invariant : 1'P_network[1159]= 0
invariant : 1'P_network[3074]= 0
invariant : 1'P_network[588]= 0
invariant : 1'P_masterState[72] + 1'P_masterState[73] + 1'P_masterState[74] + 1'P_masterState[75] + 1'P_masterState[76] + 1'P_masterState[77] + 1'P_masterState[78] + 1'P_masterState[79] + 1'P_masterState[80] + 1'P_masterState[81] + 1'P_masterState[82] + 1'P_masterState[83] + 1'P_masterState[84] + 1'P_masterState[85] + 1'P_masterState[86] + 1'P_masterState[87] + 1'P_masterState[88] + 1'P_masterState[89]= 1
invariant : 1'P_poll__networl[1712]= 0
invariant : 1'P_network[520]= 0
invariant : 1'P_network[587]= 0
invariant : 1'P_network[2687]= 0
invariant : 1'P_poll__networl[2212]= 0
invariant : 1'P_network[4188]= 0
invariant : 1'P_network[516]= 0
invariant : 1'P_poll__networl[694]= 0
invariant : 1'P_poll__networl[145]= 0
invariant : 1'P_poll__networl[2032]= 0
invariant : 1'P_poll__networl[3873]= 0
invariant : 1'P_network[1183]= 0
invariant : 1'P_poll__networl[439]= 0
invariant : 1'P_network[969]= 0
invariant : 1'P_poll__networl[2571]= 0
invariant : 1'P_network[2047]= 0
invariant : 1'P_poll__networl[3626]= 0
invariant : 1'P_network[1249]= 0
invariant : 1'P_poll__networl[3326]= 0
invariant : 1'P_poll__networl[566]= 0
invariant : 1'P_network[1546]= 0
invariant : 1'P_network[3436]= 0
invariant : 1'P_poll__networl[4296]= 0
invariant : 1'P_poll__networl[1079]= 0
invariant : 1'P_poll__networl[3782]= 0
invariant : 1'P_network[3829]= 0
invariant : 1'P_network[3590]= 0
invariant : 1'P_network[628]= 0
invariant : 1'P_poll__networl[2102]= 0
invariant : 1'P_network[3248]= 0
invariant : 1'P_poll__networl[1446]= 0
invariant : 1'P_network[2888]= 0
invariant : 1'P_network[3335]= 0
invariant : 1'P_poll__networl[328]= 0
invariant : 1'P_poll__networl[1479]= 0
invariant : 1'P_poll__networl[1490]= 0
invariant : 1'P_poll__networl[130]= 0
invariant : 1'P_network[357]= 0
invariant : 1'P_network[2395]= 0
invariant : 1'P_network[1190]= 0
invariant : 1'P_poll__networl[3647]= 0
invariant : 1'P_poll__networl[3168]= 0
invariant : 1'P_poll__networl[3676]= 0
invariant : 1'P_network[2371]= 0
invariant : 1'P_network[615]= 0
invariant : 1'P_network[2380]= 0
invariant : 1'P_poll__networl[479]= 0
invariant : 1'P_network[3461]= 0
invariant : 1'P_poll__networl[481]= 0
invariant : 1'P_network[2168]= 0
invariant : 1'P_poll__networl[4358]= 0
invariant : 1'P_poll__networl[3556]= 0
invariant : 1'P_poll__networl[3421]= 0
invariant : 1'P_poll__networl[1450]= 0
invariant : 1'P_network[3275]= 0
invariant : 1'P_network[4241]= 0
invariant : 1'P_negotiation[48] + -1'P_negotiation[51] + 1'P_startNeg__broadcasting[14]= 0
invariant : 1'P_network[1736]= 0
invariant : 1'P_network[2839]= 0
invariant : 1'P_poll__networl[1759]= 0
invariant : 1'P_poll__networl[2250]= 0
invariant : 1'P_poll__networl[1666]= 0
invariant : 1'P_negotiation[183] + 1'P_negotiation[184] + 1'P_negotiation[185]= 1
invariant : 1'P_network[1209]= 0
invariant : 1'P_network[3392]= 0
invariant : 1'P_network[643]= 0
invariant : 1'P_network[1867]= 0
invariant : 1'P_poll__networl[1896]= 0
invariant : 1'P_network[3346]= 0
invariant : 1'P_poll__networl[2478]= 0
invariant : 1'P_network[1055]= 0
invariant : 1'P_network[1821]= 0
invariant : 1'P_network[3426]= 0
invariant : 1'P_network[2144]= 0
invariant : 1'P_network[3678]= 0
invariant : 1'P_electedPrimary[0] + 1'P_poll__waitingMessage[0] + 1'P_sendAnnPs__broadcasting[0] + 1'P_stage[2]= 0
invariant : 1'P_network[3746]= 0
invariant : 1'P_network[3760]= 0
invariant : 1'P_network[434]= 0
invariant : 1'P_network[3783]= 0
invariant : 1'P_network[1216]= 0
invariant : 1'P_network[1856]= 0
invariant : 1'P_poll__networl[535]= 0
invariant : 1'P_poll__networl[3430]= 0
invariant : 1'P_network[3917]= 0
invariant : 1'P_network[241]= 0
invariant : 1'P_poll__networl[3030]= 0
invariant : 1'P_poll__networl[2651]= 0
invariant : 1'P_poll__networl[97]= 0
invariant : 1'P_poll__networl[801]= 0
invariant : 1'P_network[591]= 0
invariant : 1'P_poll__networl[1606]= 0
invariant : 1'P_poll__networl[1951]= 0
invariant : 1'P_poll__networl[3239]= 0
invariant : 1'P_network[957]= 0
invariant : 1'P_poll__networl[1265]= 0
invariant : 1'P_poll__networl[1235]= 0
invariant : 1'P_network[163]= 0
invariant : 1'P_poll__networl[3637]= 0
invariant : 1'P_network[743]= 0
invariant : 1'P_network[4125]= 0
invariant : 1'P_network[3086]= 0
invariant : 1'P_poll__networl[303]= 0
invariant : 1'P_poll__networl[2570]= 0
invariant : 1'P_poll__networl[3476]= 0
invariant : 1'P_poll__networl[1911]= 0
invariant : 1'P_network[3650]= 0
invariant : 1'P_network[3611]= 0
invariant : 1'P_network[487]= 0
invariant : 1'P_poll__networl[4256]= 0
invariant : 1'P_network[3445]= 0
invariant : 1'P_poll__networl[1185]= 0
invariant : 1'P_network[2881]= 0
invariant : 1'P_poll__networl[883]= 0
invariant : 1'P_network[3872]= 0
invariant : 1'P_poll__networl[1395]= 0
invariant : 1'P_network[2829]= 0
invariant : 1'P_network[4141]= 0
invariant : 1'P_poll__networl[1398]= 0
invariant : 1'P_poll__networl[4259]= 0
invariant : 1'P_poll__networl[3894]= 0
invariant : 1'P_network[794]= 0
invariant : 1'P_poll__networl[3026]= 0
invariant : 1'P_network[866]= 0
invariant : 1'P_poll__networl[2233]= 0
invariant : 1'P_poll__networl[2671]= 0
invariant : 1'P_poll__networl[2184]= 0
invariant : 1'P_network[3315]= 0
invariant : 1'P_network[1663]= 0
invariant : 1'P_network[1615]= 0
invariant : 1'P_poll__networl[3800]= 0
invariant : 1'P_network[885]= 0
invariant : 1'P_network[1646]= 0
invariant : 1'P_network[2674]= 0
invariant : 1'P_poll__networl[3117]= 0
invariant : 1'P_poll__networl[2616]= 0
invariant : 1'P_poll__networl[1601]= 0
invariant : 1'P_network[2517]= 0
invariant : 1'P_network[1426]= 0
invariant : 1'P_network[1013]= 0
invariant : 1'P_network[411]= 0
invariant : 1'P_poll__networl[2638]= 0
invariant : 1'P_poll__networl[868]= 0
invariant : 1'P_poll__networl[2805]= 0
invariant : 1'P_network[321]= 0
invariant : 1'P_network[3598]= 0
invariant : 1'P_poll__networl[1208]= 0
invariant : 1'P_network[536]= 0
invariant : 1'P_network[762]= 0
invariant : 1'P_network[2377]= 0
invariant : 1'P_poll__networl[438]= 0
invariant : 1'P_network[62]= 0
invariant : 1'P_network[2797]= 0
invariant : 1'P_poll__networl[1030]= 0
invariant : 1'P_poll__networl[1859]= 0
invariant : 1'P_poll__networl[1181]= 0
invariant : 1'P_poll__networl[837]= 0
invariant : 1'P_poll__networl[2530]= 0
invariant : 1'P_poll__networl[3407]= 0
invariant : 1'P_poll__networl[1550]= 0
invariant : 1'P_network[451]= 0
invariant : 1'P_poll__networl[1375]= 0
invariant : 1'P_poll__networl[1898]= 0
invariant : 1'P_poll__networl[3161]= 0
invariant : 1'P_network[1003]= 0
invariant : 1'P_poll__networl[1883]= 0
invariant : 1'P_poll__networl[3018]= 0
invariant : 1'P_poll__networl[3207]= 0
invariant : 1'P_poll__networl[419]= 0
invariant : 1'P_network[128]= 0
invariant : 1'P_network[1355]= 0
invariant : 1'P_network[830]= 0
invariant : 1'P_poll__networl[3840]= 0
invariant : 1'P_network[3944]= 0
invariant : 1'P_poll__networl[1172]= 0
invariant : 1'P_network[1372]= 0
invariant : 1'P_network[2112]= 0
invariant : 1'P_poll__networl[1771]= 0
invariant : 1'P_network[134]= 0
invariant : 1'P_network[596]= 0
invariant : 1'P_network[3176]= 0
invariant : 1'P_poll__networl[3120]= 0
invariant : 1'P_poll__networl[2273]= 0
invariant : 1'P_poll__networl[595]= 0
invariant : 1'P_poll__networl[754]= 0
invariant : 1'P_poll__networl[3221]= 0
invariant : 1'P_negotiation[168] + 1'P_negotiation[169] + 1'P_negotiation[170]= 1
invariant : 1'P_network[2855]= 0
invariant : 1'P_network[2346]= 0
invariant : 1'P_network[47]= 0
invariant : 1'P_negotiation[192] + -1'P_negotiation[195] + 1'P_startNeg__broadcasting[57]= 0
invariant : 1'P_poll__networl[3111]= 0
invariant : 1'P_poll__networl[2436]= 0
invariant : 1'P_network[1613]= 0
invariant : 1'P_network[2868]= 0
invariant : 1'P_poll__networl[3323]= 0
invariant : 1'P_network[2731]= 0
invariant : 1'P_poll__networl[1114]= 0
invariant : 1'P_network[546]= 0
invariant : 1'P_poll__networl[3163]= 0
invariant : 1'P_network[2129]= 0
invariant : 1'P_poll__networl[2042]= 0
invariant : 1'P_network[2531]= 0
invariant : 1'P_network[696]= 0
invariant : 1'P_poll__networl[1641]= 0
invariant : 1'P_network[1950]= 0
invariant : 1'P_network[575]= 0
invariant : 1'P_network[4003]= 0
invariant : 1'P_network[148]= 0
invariant : 1'P_poll__networl[3332]= 0
invariant : 1'P_poll__networl[574]= 0
invariant : 1'P_network[3890]= 0
invariant : 1'P_poll__networl[1266]= 0
invariant : 1'P_poll__networl[3112]= 0
invariant : 1'P_network[3344]= 0
invariant : 1'P_poll__networl[1711]= 0
invariant : 1'P_network[2162]= 0
invariant : 1'P_network[271]= 0
invariant : 1'P_poll__networl[1140]= 0
invariant : 1'P_poll__networl[1127]= 0
invariant : 1'P_poll__networl[1713]= 0
invariant : 1'P_poll__networl[3316]= 0
invariant : 1'P_poll__networl[73]= 0
invariant : 1'P_poll__networl[3098]= 0
invariant : 1'P_network[1589]= 0
invariant : 1'P_poll__networl[2851]= 0
invariant : 1'P_network[404]= 0
invariant : 1'P_poll__networl[2912]= 0
invariant : 1'P_poll__networl[3826]= 0
invariant : 1'P_poll__networl[1780]= 0
invariant : 1'P_network[1868]= 0
invariant : 1'P_poll__networl[1561]= 0
invariant : 1'P_network[2490]= 0
invariant : 1'P_network[3341]= 0
invariant : 1'P_poll__networl[1062]= 0
invariant : 1'P_poll__networl[2188]= 0
invariant : 1'P_poll__networl[2237]= 0
invariant : 1'P_network[4033]= 0
invariant : 1'P_network[2651]= 0
invariant : 1'P_poll__networl[748]= 0
invariant : 1'P_poll__networl[2365]= 0
invariant : 1'P_network[3892]= 0
invariant : 1'P_poll__networl[685]= 0
invariant : 1'P_poll__networl[2089]= 0
invariant : 1'P_poll__networl[1289]= 0
invariant : 1'P_network[3922]= 0
invariant : 1'P_network[3428]= 0
invariant : 1'P_network[2150]= 0
invariant : 1'P_network[4078]= 0
invariant : 1'P_poll__networl[2957]= 0
invariant : 1'P_network[2045]= 0
invariant : 1'P_poll__networl[584]= 0
invariant : 1'P_network[952]= 0
invariant : 1'P_network[3811]= 0
invariant : 1'P_poll__networl[325]= 0
invariant : 1'P_poll__networl[1887]= 0
invariant : 1'P_poll__networl[72]= 0
invariant : 1'P_network[158]= 0
invariant : 1'P_poll__networl[506]= 0
invariant : 1'P_network[2254]= 0
invariant : 1'P_network[871]= 0
invariant : 1'P_network[3540]= 0
invariant : 1'P_poll__networl[2784]= 0
invariant : 1'P_network[3990]= 0
invariant : 1'P_poll__networl[2518]= 0
invariant : 1'P_network[862]= 0
invariant : 1'P_poll__networl[891]= 0
invariant : 1'P_poll__networl[1565]= 0
invariant : 1'P_poll__networl[2474]= 0
invariant : 1'P_poll__networl[2920]= 0
invariant : 1'P_network[2318]= 0
invariant : 1'P_network[359]= 0
invariant : 1'P_network[3140]= 0
invariant : 1'P_network[4208]= 0
invariant : 1'P_network[2032]= 0
invariant : 1'P_poll__networl[4273]= 0
invariant : 1'P_poll__networl[2903]= 0
invariant : 1'P_poll__networl[4246]= 0
invariant : 1'P_network[1493]= 0
invariant : 1'P_network[2276]= 0
invariant : 1'P_poll__networl[2939]= 0
invariant : 1'P_network[87]= 0
invariant : 1'P_network[1677]= 0
invariant : 1'P_masterState[90] + 1'P_masterState[91] + 1'P_masterState[92] + 1'P_masterState[93] + 1'P_masterState[94] + 1'P_masterState[95] + 1'P_masterState[96] + 1'P_masterState[97] + 1'P_masterState[98] + 1'P_masterState[99] + 1'P_masterState[100] + 1'P_masterState[101] + 1'P_masterState[102] + 1'P_masterState[103] + 1'P_masterState[104] + 1'P_masterState[105] + 1'P_masterState[106] + 1'P_masterState[107]= 1
invariant : 1'P_network[759]= 0
invariant : 1'P_network[1178]= 0
invariant : 1'P_poll__networl[2696]= 0
invariant : 1'P_network[979]= 0
invariant : 1'P_network[3214]= 0
invariant : 1'P_poll__networl[435]= 0
invariant : 1'P_network[484]= 0
invariant : 1'P_poll__networl[2829]= 0
invariant : 1'P_network[3226]= 0
invariant : 1'P_network[2924]= 0
invariant : 1'P_poll__networl[761]= 0
invariant : 1'P_network[3049]= 0
invariant : 1'P_poll__networl[4053]= 0
invariant : 1'P_network[209]= 0
invariant : 1'P_network[3500]= 0
invariant : 1'P_poll__networl[3562]= 0
invariant : 1'P_poll__networl[3047]= 0
invariant : 1'P_network[4162]= 0
invariant : 1'P_poll__networl[4353]= 0
invariant : 1'P_network[2437]= 0
invariant : 1'P_poll__networl[3007]= 0
invariant : 1'P_poll__networl[2110]= 0
invariant : 1'P_poll__networl[3235]= 0
invariant : 1'P_network[4054]= 0
invariant : 1'P_network[2305]= 0
invariant : 1'P_network[2235]= 0
invariant : 1'P_poll__networl[1269]= 0
invariant : 1'P_poll__networl[161]= 0
invariant : 1'P_network[3889]= 0
invariant : 1'P_poll__networl[4145]= 0
invariant : 1'P_poll__networl[2540]= 0
invariant : 1'P_poll__networl[3166]= 0
invariant : 1'P_network[3568]= 0
invariant : 1'P_network[3280]= 0
invariant : 1'P_network[1339]= 0
invariant : 1'P_poll__networl[1625]= 0
invariant : 1'P_poll__networl[2193]= 0
invariant : 1'P_poll__networl[4023]= 0
invariant : 1'P_poll__networl[1714]= 0
invariant : 1'P_poll__networl[3273]= 0
invariant : 1'P_poll__networl[2588]= 0
invariant : 1'P_network[2149]= 0
invariant : 1'P_network[1551]= 0
invariant : 1'P_poll__networl[1995]= 0
invariant : 1'P_network[1556]= 0
invariant : 1'P_network[3180]= 0
invariant : 1'P_network[139]= 0
invariant : 1'P_poll__networl[1121]= 0
invariant : 1'P_poll__networl[2669]= 0
invariant : 1'P_network[1075]= 0
invariant : 1'P_poll__networl[4152]= 0
invariant : 1'P_poll__networl[3745]= 0
invariant : 1'P_network[3343]= 0
invariant : 1'P_poll__networl[3109]= 0
invariant : 1'P_network[328]= 0
invariant : 1'P_poll__networl[2793]= 0
invariant : 1'P_poll__networl[4201]= 0
invariant : 1'P_network[248]= 0
invariant : 1'P_network[1682]= 0
invariant : 1'P_network[1644]= 0
invariant : 1'P_network[1599]= 0
invariant : 1'P_negotiation[99] + -1'P_negotiation[102] + 1'P_startNeg__broadcasting[29]= 0
invariant : 1'P_poll__networl[85]= 0
invariant : 1'P_poll__networl[3701]= 0
invariant : 1'P_poll__networl[3964]= 0
invariant : 1'P_network[240]= 0
invariant : 1'P_network[3674]= 0
invariant : 1'P_network[1927]= 0
invariant : 1'P_poll__networl[1195]= 0
invariant : 1'P_poll__networl[2459]= 0
invariant : 1'P_network[4088]= 0
invariant : 1'P_poll__networl[2269]= 0
invariant : 1'P_poll__networl[3997]= 0
invariant : 1'P_poll__networl[2076]= 0
invariant : 1'P_poll__networl[2915]= 0
invariant : 1'P_poll__networl[3074]= 0
invariant : 1'P_negotiation[151] + 1'P_negotiation[152]= 1
invariant : 1'P_network[440]= 0
invariant : 1'P_poll__networl[1613]= 0
invariant : 1'P_network[690]= 0
invariant : 1'P_poll__networl[2803]= 0
invariant : 1'P_poll__networl[1980]= 0
invariant : 1'P_network[4317]= 0
invariant : 1'P_network[694]= 0
invariant : 1'P_poll__networl[207]= 0
invariant : 1'P_network[2210]= 0
invariant : 1'P_network[2998]= 0
invariant : 1'P_poll__networl[3758]= 0
invariant : 1'P_network[1882]= 0
invariant : 1'P_poll__networl[2001]= 0
invariant : 1'P_poll__networl[3464]= 0
invariant : 1'P_poll__networl[2868]= 0
invariant : 1'P_network[1878]= 0
invariant : 1'P_poll__networl[817]= 0
invariant : 1'P_network[3400]= 0
invariant : 1'P_poll__networl[2725]= 0
invariant : 1'P_network[3595]= 0
invariant : 1'P_poll__networl[3569]= 0
invariant : 1'P_network[4036]= 0
invariant : 1'P_poll__networl[3291]= 0
invariant : 1'P_network[2482]= 0
invariant : 1'P_network[2792]= 0
invariant : 1'P_network[1391]= 0
invariant : 1'P_network[1047]= 0
invariant : 1'P_network[964]= 0
invariant : 1'P_network[4015]= 0
invariant : 1'P_network[3810]= 0
invariant : 1'P_poll__networl[1053]= 0
invariant : 1'P_poll__networl[1247]= 0
invariant : 1'P_network[2161]= 0
invariant : 1'P_poll__networl[1333]= 0
invariant : 1'P_network[2665]= 0
invariant : 1'P_network[1605]= 0
invariant : 1'P_network[2684]= 0
invariant : 1'P_poll__networl[1518]= 0
invariant : 1'P_network[344]= 0
invariant : 1'P_poll__networl[2748]= 0
invariant : 1'P_poll__networl[3011]= 0
invariant : 1'P_poll__networl[3549]= 0
invariant : 1'P_poll__networl[2990]= 0
invariant : 1'P_poll__networl[525]= 0
invariant : 1'P_poll__networl[2270]= 0
invariant : 1'P_network[4366]= 0
invariant : 1'P_network[3723]= 0
invariant : 1'P_network[2343]= 0
invariant : 1'P_poll__networl[2799]= 0
invariant : 1'P_poll__networl[3960]= 0
invariant : 1'P_network[3292]= 0
invariant : 1'P_poll__networl[466]= 0
invariant : 1'P_network[2315]= 0
invariant : 1'P_network[515]= 0
invariant : 1'P_poll__networl[2319]= 0
invariant : 1'P_poll__networl[829]= 0
invariant : 1'P_network[3541]= 0
invariant : 1'P_network[3410]= 0
invariant : 1'P_poll__networl[1236]= 0
invariant : 1'P_poll__networl[2385]= 0
invariant : 1'P_poll__networl[2664]= 0
invariant : 1'P_network[460]= 0
invariant : 1'P_poll__networl[3169]= 0
invariant : 1'P_poll__networl[3991]= 0
invariant : 1'P_poll__networl[1486]= 0
invariant : 1'P_poll__networl[1536]= 0
invariant : 1'P_poll__networl[1376]= 0
invariant : 1'P_poll__networl[4190]= 0
invariant : 1'P_negotiation[9]= 0
invariant : 1'P_network[760]= 0
invariant : 1'P_poll__networl[4059]= 0
invariant : 1'P_poll__networl[787]= 0
invariant : 1'P_network[2212]= 0
invariant : 1'P_network[1381]= 0
invariant : 1'P_network[1568]= 0
invariant : 1'P_poll__networl[1839]= 0
invariant : 1'P_negotiation[195] + 1'P_negotiation[196] + 1'P_negotiation[197]= 1
invariant : 1'P_poll__networl[2940]= 0
invariant : 1'P_poll__networl[1894]= 0
invariant : 1'P_network[305]= 0
invariant : 1'P_network[2886]= 0
invariant : 1'P_poll__networl[2650]= 0
invariant : 1'P_poll__networl[4040]= 0
invariant : 1'P_poll__networl[144]= 0
invariant : 1'P_poll__networl[1772]= 0
invariant : 1'P_poll__networl[3179]= 0
invariant : 1'P_poll__networl[2620]= 0
invariant : 1'P_poll__networl[4032]= 0
invariant : 1'P_network[1865]= 0
invariant : 1'P_network[2689]= 0
invariant : 1'P_poll__networl[1174]= 0
invariant : 1'P_poll__networl[316]= 0
invariant : 1'P_network[454]= 0
invariant : 1'P_network[1277]= 0
invariant : 1'P_poll__networl[2085]= 0
invariant : 1'P_network[2354]= 0
invariant : 1'P_poll__networl[2509]= 0
invariant : 1'P_poll__networl[3498]= 0
invariant : 1'P_network[2922]= 0
invariant : 1'P_network[382]= 0
invariant : 1'P_poll__networl[1973]= 0
invariant : 1'P_poll__networl[3753]= 0
invariant : 1'P_poll__networl[3531]= 0
invariant : 1'P_network[2963]= 0
invariant : 1'P_poll__networl[2936]= 0
invariant : 1'P_poll__networl[2791]= 0
invariant : 1'P_network[3615]= 0
invariant : 1'P_network[1819]= 0
invariant : 1'P_network[4216]= 0
invariant : 1'P_network[370]= 0
invariant : 1'P_network[2326]= 0
invariant : 1'P_poll__networl[1807]= 0
invariant : 1'P_network[943]= 0
invariant : 1'P_poll__networl[3735]= 0
invariant : 1'P_poll__networl[3346]= 0
invariant : 1'P_poll__networl[3403]= 0
invariant : 1'P_network[317]= 0
invariant : 1'P_network[2487]= 0
invariant : 1'P_network[3272]= 0
invariant : 1'P_network[3589]= 0
invariant : 1'P_network[3880]= 0
invariant : 1'P_network[1486]= 0
invariant : 1'P_network[1513]= 0
invariant : 1'P_network[3724]= 0
invariant : 1'P_network[2135]= 0
invariant : 1'P_poll__networl[2564]= 0
invariant : 1'P_poll__networl[79]= 0
invariant : 1'P_poll__networl[1125]= 0
invariant : 1'P_network[851]= 0
invariant : 1'P_network[1510]= 0
invariant : 1'P_network[1920]= 0
invariant : 1'P_network[2519]= 0
invariant : 1'P_network[4109]= 0
invariant : 1'P_poll__networl[1244]= 0
invariant : 1'P_network[4057]= 0
invariant : 1'P_poll__networl[3049]= 0
invariant : 1'P_poll__networl[2755]= 0
invariant : 1'P_poll__networl[3755]= 0
invariant : 1'P_network[780]= 0
invariant : 1'P_poll__networl[3717]= 0
invariant : 1'P_poll__networl[1293]= 0
invariant : 1'P_network[56]= 0
invariant : 1'P_network[2328]= 0
invariant : 1'P_network[4231]= 0
invariant : 1'P_poll__networl[2398]= 0
invariant : 1'P_poll__networl[3509]= 0
invariant : 1'P_poll__networl[1019]= 0
invariant : 1'P_poll__networl[1104]= 0
invariant : 1'P_poll__networl[3204]= 0
invariant : 1'P_poll__networl[778]= 0
invariant : 1'P_network[2480]= 0
invariant : 1'P_negotiation[30]= 0
invariant : 1'P_poll__networl[1048]= 0
invariant : 1'P_poll__networl[3331]= 0
invariant : 1'P_network[3369]= 0
invariant : 1'P_poll__networl[1953]= 0
invariant : 1'P_network[857]= 0
invariant : 1'P_network[1505]= 0
invariant : 1'P_network[3529]= 0
invariant : 1'P_poll__networl[127]= 0
invariant : 1'P_network[1811]= 0
invariant : 1'P_poll__networl[529]= 0
invariant : 1'P_poll__networl[2198]= 0
invariant : 1'P_poll__networl[3296]= 0
invariant : 1'P_poll__networl[4112]= 0
invariant : 1'P_poll__waitingMessage[8] + 1'P_stage[25] + 1'P_stage[26]= 0
invariant : 1'P_network[213]= 0
invariant : 1'P_network[3666]= 0
invariant : 1'P_poll__networl[3276]= 0
invariant : 1'P_network[2814]= 0
invariant : 1'P_network[3098]= 0
invariant : 1'P_poll__networl[3975]= 0
invariant : 1'P_network[3495]= 0
invariant : 1'P_network[2300]= 0
invariant : 1'P_poll__networl[3087]= 0
invariant : 1'P_poll__networl[2866]= 0
invariant : 1'P_network[309]= 0
invariant : 1'P_poll__networl[1412]= 0
invariant : 1'P_poll__networl[649]= 0
invariant : 1'P_poll__networl[474]= 0
invariant : 1'P_network[2375]= 0
invariant : 1'P_network[4351]= 0
invariant : 1'P_network[2073]= 0
invariant : 1'P_network[2806]= 0
invariant : 1'P_poll__networl[352]= 0
invariant : 1'P_poll__networl[1767]= 0
invariant : 1'P_poll__networl[742]= 0
invariant : 1'P_poll__networl[3340]= 0
invariant : 1'P_network[3819]= 0
invariant : 1'P_poll__networl[1544]= 0
invariant : 1'P_poll__networl[3440]= 0
invariant : 1'P_poll__networl[808]= 0
invariant : 1'P_poll__networl[1814]= 0
invariant : 1'P_network[311]= 0
invariant : 1'P_poll__networl[508]= 0
invariant : 1'P_poll__networl[3483]= 0
invariant : 1'P_network[3643]= 0
invariant : 1'P_poll__networl[186]= 0
invariant : 1'P_poll__networl[955]= 0
invariant : 1'P_poll__networl[109]= 0
invariant : 1'P_network[3617]= 0
invariant : 1'P_network[2166]= 0
invariant : 1'P_poll__networl[1530]= 0
invariant : 1'P_network[202]= 0
invariant : 1'P_network[2050]= 0
invariant : 1'P_poll__networl[1323]= 0
invariant : 1'P_network[2783]= 0
invariant : 1'P_network[2506]= 0
invariant : 1'P_network[3544]= 0
invariant : 1'P_network[3076]= 0
invariant : 1'P_network[4218]= 0
invariant : 1'P_poll__networl[2407]= 0
invariant : 1'P_poll__networl[3872]= 0
invariant : 1'P_poll__networl[269]= 0
invariant : 1'P_poll__networl[2640]= 0
invariant : 1'P_poll__networl[2742]= 0
invariant : 1'P_network[417]= 0
invariant : 1'P_poll__networl[3751]= 0
invariant : 1'P_network[2055]= 0
invariant : 1'P_network[4343]= 0
invariant : 1'P_poll__networl[518]= 0
invariant : 1'P_poll__networl[2840]= 0
invariant : 1'P_poll__networl[1086]= 0
invariant : 1'P_poll__networl[2787]= 0
invariant : 1'P_poll__networl[563]= 0
invariant : 1'P_network[4233]= 0
invariant : 1'P_poll__networl[1219]= 0
invariant : 1'P_network[1058]= 0
invariant : 1'P_poll__networl[1078]= 0
invariant : 1'P_poll__networl[893]= 0
invariant : 1'P_network[2193]= 0
invariant : 1'P_network[1772]= 0
invariant : 1'P_poll__networl[2318]= 0
invariant : 1'P_network[2668]= 0
invariant : 1'P_poll__networl[2145]= 0
invariant : 1'P_poll__networl[2737]= 0
invariant : 1'P_poll__networl[3572]= 0
invariant : 1'P_poll__networl[1045]= 0
invariant : 1'P_network[802]= 0
invariant : 1'P_network[2153]= 0
invariant : 1'P_network[2635]= 0
invariant : 1'P_poll__networl[86]= 0
invariant : 1'P_poll__networl[3998]= 0
invariant : 1'P_poll__networl[3021]= 0
invariant : 1'P_poll__networl[4113]= 0
invariant : 1'P_poll__networl[1563]= 0
invariant : 1'P_poll__networl[3709]= 0
invariant : 1'P_network[2575]= 0
invariant : 1'P_network[1358]= 0
invariant : 1'P_network[897]= 0
invariant : 1'P_network[3999]= 0
invariant : 1'P_poll__networl[2108]= 0
invariant : 1'P_poll__networl[3222]= 0
invariant : 1'P_network[4268]= 0
invariant : 1'P_network[632]= 0
invariant : 1'P_poll__networl[1803]= 0
invariant : 1'P_sendAnnPs__broadcasting[1]= 0
invariant : 1'P_network[1111]= 0
invariant : 1'P_poll__networl[4305]= 0
invariant : 1'P_network[2914]= 0
invariant : 1'P_network[4183]= 0
invariant : 1'P_network[224]= 0
invariant : 1'P_network[363]= 0
invariant : 1'P_poll__networl[1935]= 0
invariant : 1'P_poll__networl[3187]= 0
invariant : 1'P_network[1430]= 0
invariant : 1'P_poll__networl[2916]= 0
invariant : 1'P_negotiation[135]= 0
invariant : 1'P_poll__networl[2852]= 0
invariant : 1'P_network[3338]= 0
invariant : 1'P_poll__networl[106]= 0
invariant : 1'P_poll__networl[2364]= 0
invariant : 1'P_poll__networl[412]= 0
invariant : 1'P_network[3496]= 0
invariant : 1'P_network[4043]= 0
invariant : 1'P_poll__networl[2528]= 0
invariant : 1'P_poll__networl[3228]= 0
invariant : 1'P_poll__networl[567]= 0
invariant : 1'P_network[1675]= 0
invariant : 1'P_network[965]= 0
invariant : 1'P_poll__networl[1413]= 0
invariant : 1'P_poll__networl[4024]= 0
invariant : 1'P_poll__networl[1912]= 0
invariant : 1'P_poll__networl[2832]= 0
invariant : 1'P_network[3322]= 0
invariant : 1'P_poll__networl[4248]= 0
invariant : 1'P_poll__networl[4193]= 0
invariant : 1'P_poll__networl[1697]= 0
invariant : 1'P_network[2485]= 0
invariant : 1'P_poll__networl[440]= 0
invariant : 1'P_poll__networl[1607]= 0
invariant : 1'P_poll__networl[3462]= 0
invariant : 1'P_poll__networl[1513]= 0
invariant : 1'P_network[3441]= 0
invariant : 1'P_poll__networl[1885]= 0
invariant : 1'P_poll__networl[789]= 0
invariant : 1'P_poll__networl[951]= 0
invariant : 1'P_network[2312]= 0
invariant : 1'P_poll__networl[4275]= 0
invariant : 1'P_poll__networl[3666]= 0
invariant : 1'P_network[1545]= 0
invariant : 1'P_poll__networl[2899]= 0
invariant : 1'P_poll__networl[2619]= 0
invariant : 1'P_poll__networl[3623]= 0
invariant : 1'P_poll__networl[3315]= 0
invariant : 1'P_network[2967]= 0
invariant : 1'P_network[3835]= 0
invariant : 1'P_poll__networl[2294]= 0
invariant : 1'P_poll__networl[4209]= 0
invariant : 1'P_network[2071]= 0
invariant : -1'P_poll__waitingMessage[4] + 1'P_stage[12]= 1
invariant : 1'P_poll__networl[1110]= 0
invariant : 1'P_poll__networl[3434]= 0
invariant : 1'P_poll__networl[1061]= 0
invariant : 1'P_poll__networl[3225]= 0
invariant : 1'P_network[2138]= 0
invariant : 1'P_network[583]= 0
invariant : 1'P_poll__networl[2708]= 0
invariant : 1'P_network[1409]= 0
invariant : 1'P_poll__networl[4356]= 0
invariant : 1'P_poll__networl[4031]= 0
invariant : 1'P_network[307]= 0
invariant : 1'P_poll__networl[4304]= 0
invariant : 1'P_network[1061]= 0
invariant : 1'P_poll__networl[441]= 0
invariant : 1'P_network[3192]= 0
invariant : 1'P_poll__networl[2562]= 0
invariant : 1'P_poll__networl[1639]= 0
invariant : 1'P_poll__networl[147]= 0
invariant : 1'P_poll__networl[4317]= 0
invariant : 1'P_poll__networl[1926]= 0
invariant : 1'P_network[145]= 0
invariant : 1'P_network[3774]= 0
invariant : 1'P_network[764]= 0
invariant : 1'P_network[2253]= 0
invariant : 1'P_poll__networl[2692]= 0
invariant : 1'P_poll__networl[2682]= 0
invariant : 1'P_network[2762]= 0
invariant : 1'P_poll__networl[1124]= 0
invariant : 1'P_poll__waitingMessage[2] + 1'P_stage[7] + 1'P_stage[8]= 0
invariant : 1'P_network[3376]= 0
invariant : 1'P_network[1667]= 0
invariant : 1'P_poll__networl[950]= 0
invariant : 1'P_network[2109]= 0
invariant : 1'P_poll__networl[1304]= 0
invariant : 1'P_poll__networl[355]= 0
invariant : 1'P_poll__networl[3390]= 0
invariant : 1'P_network[3340]= 0
invariant : 1'P_poll__networl[2220]= 0
invariant : 1'P_network[3713]= 0
invariant : 1'P_poll__networl[624]= 0
invariant : 1'P_poll__networl[1809]= 0
invariant : 1'P_poll__networl[1432]= 0
invariant : 1'P_poll__networl[3864]= 0
invariant : 1'P_network[3499]= 0
invariant : 1'P_network[4084]= 0
invariant : 1'P_network[2425]= 0
invariant : 1'P_network[1910]= 0
invariant : 1'P_network[3509]= 0
invariant : 1'P_network[3023]= 0
invariant : 1'P_poll__networl[1732]= 0
invariant : 1'P_poll__networl[3600]= 0
invariant : 1'P_poll__networl[416]= 0
invariant : 1'P_network[4026]= 0
invariant : 1'P_poll__networl[1506]= 0
invariant : 1'P_network[4245]= 0
invariant : 1'P_poll__networl[324]= 0
invariant : 1'P_network[2467]= 0
invariant : 1'P_poll__networl[912]= 0
invariant : 1'P_poll__networl[3076]= 0
invariant : 1'P_network[2639]= 0
invariant : 1'P_poll__networl[33]= 0
invariant : 1'P_poll__networl[3015]= 0
invariant : 1'P_network[2755]= 0
invariant : 1'P_network[463]= 0
invariant : 1'P_poll__waitingMessage[4] + 1'P_stage[13] + 1'P_stage[14]= 0
invariant : 1'P_network[3977]= 0
invariant : 1'P_network[514]= 0
invariant : 1'P_poll__networl[927]= 0
invariant : 1'P_poll__networl[2744]= 0
invariant : 1'P_poll__networl[2526]= 0
invariant : 1'P_poll__networl[35]= 0
invariant : 1'P_network[1844]= 0
invariant : 1'P_network[1918]= 0
invariant : 1'P_network[4136]= 0
invariant : 1'P_poll__networl[3479]= 0
invariant : 1'P_poll__networl[1139]= 0
invariant : 1'P_poll__networl[1176]= 0
invariant : 1'P_poll__networl[3042]= 0
invariant : 1'P_network[1753]= 0
invariant : 1'P_poll__networl[2046]= 0
invariant : 1'P_poll__networl[2236]= 0
invariant : 1'P_network[2837]= 0
invariant : 1'P_network[141]= 0
invariant : 1'P_negotiation[147] + -1'P_negotiation[153] + 1'P_startNeg__broadcasting[44]= 0
invariant : 1'P_network[519]= 0
invariant : 1'P_poll__networl[2516]= 0
invariant : 1'P_poll__networl[1249]= 0
invariant : 1'P_poll__networl[872]= 0
invariant : 1'P_poll__networl[156]= 0
invariant : 1'P_network[1670]= 0
invariant : 1'P_poll__networl[3669]= 0
invariant : 1'P_poll__networl[315]= 0
invariant : 1'P_network[1078]= 0
invariant : 1'P_network[993]= 0
invariant : 1'P_network[3749]= 0
invariant : 1'P_poll__networl[1301]= 0
invariant : 1'P_network[191]= 0
invariant : 1'P_poll__networl[9]= 0
invariant : 1'P_network[1786]= 0
invariant : 1'P_network[1913]= 0
invariant : 1'P_network[3823]= 0
invariant : 1'P_poll__networl[612]= 0
invariant : 1'P_poll__networl[1704]= 0
invariant : 1'P_poll__networl[3926]= 0
invariant : 1'P_network[559]= 0
invariant : 1'P_network[3259]= 0
invariant : 1'P_network[3837]= 0
invariant : 1'P_poll__networl[919]= 0
invariant : 1'P_poll__networl[3694]= 0
invariant : 1'P_poll__networl[3395]= 0
invariant : 1'P_poll__networl[2492]= 0
invariant : 1'P_poll__networl[2888]= 0
invariant : 1'P_poll__networl[1830]= 0
invariant : 1'P_poll__networl[1560]= 0
invariant : 1'P_poll__networl[2355]= 0
invariant : 1'P_network[3764]= 0
invariant : 1'P_poll__networl[4103]= 0
invariant : 1'P_network[1966]= 0
invariant : 1'P_poll__networl[599]= 0
invariant : 1'P_network[2309]= 0
invariant : 1'P_poll__networl[310]= 0
invariant : 1'P_network[1336]= 0
invariant : 1'P_network[1747]= 0
invariant : 1'P_poll__networl[2910]= 0
invariant : 1'P_poll__networl[3815]= 0
invariant : 1'P_poll__networl[2655]= 0
invariant : 1'P_poll__networl[1348]= 0
invariant : 1'P_network[3693]= 0
invariant : 1'P_poll__networl[2636]= 0
invariant : 1'P_network[4313]= 0
invariant : 1'P_poll__networl[647]= 0
invariant : 1'P_poll__networl[1864]= 0
invariant : 1'P_poll__networl[4199]= 0
invariant : 1'P_poll__networl[4340]= 0
invariant : 1'P_poll__networl[975]= 0
invariant : 1'P_poll__networl[150]= 0
invariant : 1'P_network[4056]= 0
invariant : 1'P_poll__networl[3773]= 0
invariant : 1'P_poll__networl[4302]= 0
invariant : 1'P_negotiation[153] + -1'P_negotiation[156] + 1'P_startNeg__broadcasting[45]= 0
invariant : 1'P_negotiation[75] + 1'P_negotiation[76] + 1'P_negotiation[77]= 1
invariant : 1'P_network[2399]= 0
invariant : 1'P_poll__networl[2372]= 0
invariant : 1'P_network[3893]= 0
invariant : 1'P_network[2923]= 0
invariant : 1'P_network[1542]= 0
invariant : 1'P_poll__networl[2296]= 0
invariant : 1'P_network[3712]= 0
invariant : 1'P_poll__networl[1893]= 0
invariant : 1'P_network[746]= 0
invariant : 1'P_network[2213]= 0
invariant : 1'P_poll__networl[3877]= 0
invariant : 1'P_poll__networl[1838]= 0
invariant : 1'P_poll__networl[3912]= 0
invariant : 1'P_network[3170]= 0
invariant : 1'P_poll__networl[1717]= 0
invariant : 1'P_network[4294]= 0
invariant : 1'P_network[1480]= 0
invariant : 1'P_poll__networl[2367]= 0
invariant : 1'P_network[3334]= 0
invariant : 1'P_network[3640]= 0
invariant : 1'P_poll__networl[76]= 0
invariant : 1'P_poll__networl[1441]= 0
invariant : 1'P_poll__networl[4360]= 0
invariant : 1'P_poll__networl[2161]= 0
invariant : 1'P_network[3154]= 0
invariant : 1'P_negotiation[66] + 1'P_negotiation[67] + 1'P_negotiation[68]= 1
invariant : 1'P_network[3711]= 0
invariant : 1'P_network[4199]= 0
invariant : 1'P_poll__networl[3265]= 0
invariant : 1'P_network[91]= 0
invariant : 1'P_poll__networl[4084]= 0
invariant : 1'P_network[2095]= 0
invariant : 1'P_poll__networl[1163]= 0
invariant : 1'P_network[1081]= 0
invariant : 1'P_network[3019]= 0
invariant : 1'P_poll__networl[2681]= 0
invariant : 1'P_poll__networl[2833]= 0
invariant : 1'P_network[4274]= 0
invariant : 1'P_poll__networl[3897]= 0
invariant : 1'P_poll__networl[3277]= 0
invariant : 1'P_negotiation[3]= 0
invariant : 1'P_poll__networl[682]= 0
invariant : 1'P_poll__networl[3377]= 0
invariant : 1'P_poll__networl[966]= 0
invariant : 1'P_network[1263]= 0
invariant : 1'P_network[1520]= 0
invariant : 1'P_network[470]= 0
invariant : 1'P_network[3175]= 0
invariant : 1'P_poll__networl[2810]= 0
invariant : 1'P_poll__networl[4274]= 0
invariant : 1'P_poll__networl[1328]= 0
invariant : 1'P_network[149]= 0
invariant : 1'P_poll__networl[2948]= 0
invariant : 1'P_poll__networl[3671]= 0
invariant : 1'P_poll__networl[1539]= 0
invariant : 1'P_poll__networl[1168]= 0
invariant : 1'P_poll__networl[4217]= 0
invariant : 1'P_network[2954]= 0
invariant : 1'P_poll__networl[2082]= 0
invariant : 1'P_poll__networl[2869]= 0
invariant : 1'P_poll__networl[3771]= 0
invariant : 1'P_poll__networl[2033]= 0
invariant : 1'P_network[2724]= 0
invariant : 1'P_poll__networl[4155]= 0
invariant : 1'P_poll__networl[2718]= 0
invariant : 1'P_poll__networl[885]= 0
invariant : 1'P_network[4019]= 0
invariant : 1'P_poll__networl[143]= 0
invariant : 1'P_poll__networl[4257]= 0
invariant : 1'P_poll__networl[2749]= 0
invariant : 1'P_poll__networl[2654]= 0
invariant : 1'P_poll__networl[840]= 0
invariant : 1'P_network[1921]= 0
invariant : 1'P_poll__networl[2687]= 0
invariant : 1'P_negotiation[36] + -1'P_negotiation[39] + 1'P_startNeg__broadcasting[10]= 0
invariant : 1'P_negotiation[180]= 0
invariant : 1'P_poll__networl[3654]= 0
invariant : 1'P_network[2]= 0
invariant : 1'P_network[4253]= 0
invariant : 1'P_poll__networl[1682]= 0
invariant : 1'P_poll__networl[3990]= 0
invariant : 1'P_poll__networl[3001]= 0
invariant : 1'P_poll__networl[1881]= 0
invariant : 1'P_poll__networl[2776]= 0
invariant : 1'P_poll__networl[3621]= 0
invariant : 1'P_network[673]= 0
invariant : 1'P_poll__networl[3921]= 0
invariant : 1'P_network[2937]= 0
invariant : 1'P_network[3836]= 0
invariant : 1'P_poll__networl[1876]= 0
invariant : 1'P_poll__networl[2979]= 0
invariant : -1'P_electedPrimary[0] + -1'P_sendAnnPs__broadcasting[0] + 1'P_stage[1]= 0
invariant : 1'P_network[812]= 0
invariant : 1'P_poll__networl[405]= 0
invariant : 1'P_poll__networl[1971]= 0
invariant : 1'P_poll__networl[2290]= 0
invariant : 1'P_poll__networl[3378]= 0
invariant : 1'P_poll__networl[2782]= 0
invariant : 1'P_network[3865]= 0
invariant : 1'P_network[1768]= 0
invariant : 1'P_poll__networl[2857]= 0
invariant : 1'P_poll__networl[1517]= 0
invariant : 1'P_network[3118]= 0
invariant : 1'P_poll__networl[2431]= 0
invariant : 1'P_poll__networl[4127]= 0
invariant : 1'P_network[1626]= 0
invariant : 1'P_network[3104]= 0
invariant : 1'P_poll__networl[2856]= 0
invariant : 1'P_poll__networl[273]= 0
invariant : 1'P_poll__networl[1675]= 0
invariant : 1'P_network[3559]= 0
invariant : 1'P_network[1858]= 0
invariant : 1'P_network[103]= 0
invariant : 1'P_network[3692]= 0
invariant : 1'P_poll__networl[2590]= 0
invariant : 1'P_poll__networl[1246]= 0
invariant : 1'P_network[4045]= 0
invariant : 1'P_network[3394]= 0
invariant : 1'P_network[3452]= 0
invariant : 1'P_network[4000]= 0
invariant : 1'P_poll__networl[2576]= 0
invariant : 1'P_network[1427]= 0
invariant : 1'P_network[2968]= 0
invariant : 1'P_poll__networl[676]= 0
invariant : 1'P_poll__networl[146]= 0
invariant : 1'P_network[5]= 0
invariant : 1'P_network[3055]= 0
invariant : 1'P_network[4270]= 0
invariant : 1'P_network[2866]= 0
invariant : 1'P_network[2419]= 0
invariant : 1'P_poll__networl[1480]= 0
invariant : 1'P_network[1158]= 0
invariant : 1'P_network[4102]= 0
invariant : 1'P_poll__networl[3226]= 0
invariant : 1'P_poll__networl[398]= 0
invariant : 1'P_network[3935]= 0
invariant : 1'P_poll__networl[2251]= 0
invariant : 1'P_network[1499]= 0
invariant : 1'P_poll__networl[24]= 0
invariant : 1'P_poll__networl[3370]= 0
invariant : 1'P_poll__networl[4186]= 0
invariant : 1'P_poll__networl[739]= 0
invariant : 1'P_network[113]= 0
invariant : 1'P_network[3215]= 0
invariant : 1'P_network[3084]= 0
invariant : 1'P_network[3161]= 0
invariant : 1'P_network[1340]= 0
invariant : 1'P_network[489]= 0
invariant : 1'P_poll__networl[153]= 0
invariant : 1'P_poll__networl[427]= 0
invariant : 1'P_poll__networl[509]= 0
invariant : 1'P_network[3270]= 0
invariant : 1'P_network[1534]= 0
invariant : 1'P_network[1866]= 0
invariant : 1'P_poll__networl[3828]= 0
invariant : 1'P_network[1208]= 0
invariant : 1'P_poll__networl[910]= 0
invariant : 1'P_network[3669]= 0
invariant : 1'P_electionInit[6] + -1'P_negotiation[165] + 1'P_startNeg__broadcasting[48]= 0
invariant : 1'P_poll__networl[1734]= 0
invariant : 1'P_poll__networl[3264]= 0
invariant : 1'P_network[30]= 0
invariant : 1'P_network[1697]= 0
invariant : 1'P_network[1661]= 0
invariant : 1'P_network[408]= 0
invariant : 1'P_poll__networl[2846]= 0
invariant : 1'P_poll__networl[1875]= 0
invariant : 1'P_electionInit[5] + -1'P_negotiation[138] + 1'P_startNeg__broadcasting[40]= 0
invariant : 1'P_network[1127]= 0
invariant : 1'P_network[1076]= 0
invariant : 1'P_poll__networl[1750]= 0
invariant : 1'P_network[3277]= 0
invariant : 1'P_poll__networl[2757]= 0
invariant : 1'P_poll__networl[2973]= 0
invariant : 1'P_network[1572]= 0
invariant : 1'P_network[35]= 0
invariant : 1'P_poll__networl[729]= 0
invariant : 1'P_poll__networl[1546]= 0
invariant : 1'P_network[1126]= 0
invariant : 1'P_network[53]= 0
invariant : 1'P_poll__networl[4043]= 0
invariant : 1'P_poll__networl[2029]= 0
invariant : 1'P_network[4182]= 0
invariant : 1'P_network[946]= 0
invariant : 1'P_network[3864]= 0
invariant : 1'P_poll__networl[2679]= 0
invariant : 1'P_poll__networl[113]= 0
invariant : 1'P_network[3476]= 0
invariant : 1'P_network[538]= 0
invariant : 1'P_network[3608]= 0
invariant : 1'P_network[2953]= 0
invariant : 1'P_network[427]= 0
invariant : 1'P_network[3801]= 0
invariant : 1'P_poll__networl[141]= 0
invariant : 1'P_poll__networl[4221]= 0
invariant : 1'P_poll__networl[1599]= 0
invariant : 1'P_poll__networl[4125]= 0
invariant : 1'P_network[3295]= 0
invariant : 1'P_network[130]= 0
invariant : 1'P_network[1544]= 0
invariant : 1'P_network[2563]= 0
invariant : 1'P_network[3297]= 0
invariant : 1'P_network[3921]= 0
invariant : 1'P_poll__networl[3725]= 0
invariant : 1'P_poll__networl[3318]= 0
invariant : 1'P_network[3767]= 0
invariant : 1'P_poll__networl[1406]= 0
invariant : 1'P_network[2293]= 0
invariant : 1'P_poll__networl[2702]= 0
invariant : 1'P_network[1279]= 0
invariant : 1'P_network[1484]= 0
invariant : 1'P_network[4211]= 0
invariant : 1'P_poll__networl[759]= 0
invariant : 1'P_network[2360]= 0
invariant : 1'P_negotiation[55] + 1'P_negotiation[56]= 0
invariant : 1'P_network[1357]= 0
invariant : 1'P_poll__networl[409]= 0
invariant : 1'P_poll__networl[3674]= 0
invariant : 1'P_poll__networl[4329]= 0
invariant : 1'P_network[74]= 0
invariant : 1'P_network[2126]= 0
invariant : 1'P_network[2578]= 0
invariant : 1'P_negotiation[102] + 1'P_negotiation[103] + 1'P_negotiation[104]= 1
invariant : 1'P_network[1507]= 0
invariant : 1'P_poll__networl[3424]= 0
invariant : 1'P_network[401]= 0
invariant : 1'P_poll__networl[845]= 0
invariant : 1'P_poll__networl[403]= 0
invariant : 1'P_poll__networl[272]= 0
invariant : 1'P_network[1724]= 0
invariant : 1'P_network[2721]= 0
invariant : 1'P_network[1384]= 0
invariant : 1'P_poll__networl[3173]= 0
invariant : 1'P_poll__networl[3651]= 0
invariant : 1'P_poll__networl[804]= 0
invariant : 1'P_poll__networl[2330]= 0
invariant : 1'P_negotiation[174] + -1'P_negotiation[177] + 1'P_startNeg__broadcasting[52]= 0
invariant : 1'P_network[1987]= 0
invariant : 1'P_poll__networl[4287]= 0
invariant : 1'P_poll__networl[1291]= 0
invariant : 1'P_poll__networl[1719]= 0
invariant : 1'P_network[2057]= 0
invariant : 1'P_poll__networl[2834]= 0
invariant : 1'P_network[796]= 0
invariant : 1'P_poll__networl[1665]= 0
invariant : 1'P_network[1756]= 0
invariant : 1'P_network[1376]= 0
invariant : 1'P_network[2680]= 0
invariant : 1'P_network[3647]= 0
invariant : 1'P_poll__networl[1765]= 0
invariant : 1'P_network[1733]= 0
invariant : 1'P_poll__networl[4350]= 0
invariant : 1'P_network[1068]= 0
invariant : 1'P_poll__networl[730]= 0
invariant : 1'P_poll__networl[3938]= 0
invariant : 1'P_network[1969]= 0
invariant : 1'P_poll__networl[2195]= 0
invariant : 1'P_network[737]= 0
invariant : 1'P_network[1588]= 0
invariant : 1'P_poll__networl[3774]= 0
invariant : 1'P_network[2904]= 0
invariant : 1'P_poll__networl[396]= 0
invariant : 1'P_poll__networl[4076]= 0
invariant : 1'P_network[2164]= 0
invariant : 1'P_poll__networl[4055]= 0
invariant : 1'P_poll__networl[1978]= 0
invariant : 1'P_poll__networl[3510]= 0
invariant : 1'P_poll__networl[2366]= 0
invariant : 1'P_poll__networl[2890]= 0
invariant : 1'P_poll__networl[1916]= 0
invariant : 1'P_network[76]= 0
invariant : 1'P_poll__networl[4315]= 0
invariant : 1'P_network[3968]= 0
invariant : 1'P_electedPrimary[2] + 1'P_electedSecondary[2] + 1'P_negotiation[78] + 1'P_poll__handlingMessage[2] + 1'P_poll__pollEnd[2] + 1'P_poll__waitingMessage[2] + 1'P_polling[2] + 1'P_sendAnnPs__broadcasting[16] + 1'P_sendAnnPs__broadcasting[17] + 1'P_sendAnnPs__broadcasting[18] + 1'P_sendAnnPs__broadcasting[19] + 1'P_sendAnnPs__broadcasting[20] + 1'P_sendAnnPs__broadcasting[21] + 1'P_sendAnnPs__broadcasting[22] + 1'P_sendAnnPs__broadcasting[23] + 1'P_startNeg__broadcasting[23]= 1
invariant : 1'P_network[2027]= 0
invariant : 1'P_network[2257]= 0
invariant : 1'P_network[3779]= 0
invariant : 1'P_poll__networl[2327]= 0
invariant : 1'P_network[3585]= 0
invariant : 1'P_poll__networl[6]= 0
invariant : 1'P_network[2046]= 0
invariant : 1'P_poll__networl[532]= 0
invariant : 1'P_poll__networl[4]= 0
invariant : 1'P_poll__networl[1834]= 0
invariant : 1'P_poll__networl[2807]= 0
invariant : 1'P_network[3745]= 0
invariant : 1'P_network[1270]= 0
invariant : 1'P_network[2422]= 0
invariant : 1'P_network[3408]= 0
invariant : 1'P_network[1403]= 0
invariant : 1'P_network[685]= 0
invariant : 1'P_poll__networl[4347]= 0
invariant : 1'P_poll__networl[4070]= 0
invariant : 1'P_poll__networl[344]= 0
invariant : 1'P_network[236]= 0
invariant : 1'P_negotiation[165] + -1'P_negotiation[168] + 1'P_startNeg__broadcasting[49]= 0
invariant : 1'P_poll__networl[1031]= 0
invariant : 1'P_poll__networl[2560]= 0
invariant : 1'P_network[4355]= 0
invariant : 1'P_network[947]= 0
invariant : 1'P_network[2424]= 0
invariant : 1'P_poll__networl[3695]= 0
invariant : 1'P_poll__networl[743]= 0
invariant : 1'P_poll__networl[3989]= 0
invariant : 1'P_network[631]= 0
invariant : 1'P_network[438]= 0
invariant : 1'P_network[2368]= 0
invariant : 1'P_poll__networl[1439]= 0
invariant : 1'P_network[1212]= 0
invariant : 1'P_network[581]= 0
invariant : 1'P_poll__networl[3004]= 0
invariant : 1'P_poll__networl[148]= 0
invariant : 1'P_network[2864]= 0
invariant : 1'P_poll__networl[3667]= 0
invariant : 1'P_poll__networl[2132]= 0
invariant : 1'P_network[274]= 0
invariant : 1'P_network[1087]= 0
invariant : 1'P_poll__networl[2141]= 0
invariant : 1'P_poll__networl[2843]= 0
invariant : 1'P_network[962]= 0
invariant : 1'P_poll__networl[3233]= 0
invariant : 1'P_poll__networl[2156]= 0
invariant : 1'P_network[2400]= 0
invariant : 1'P_poll__networl[189]= 0
invariant : 1'P_poll__networl[2891]= 0
invariant : 1'P_network[2139]= 0
invariant : 1'P_network[2777]= 0
invariant : 1'P_network[1914]= 0
invariant : 1'P_poll__networl[3616]= 0
invariant : 1'P_network[4252]= 0
invariant : 1'P_network[4359]= 0
invariant : 1'P_poll__networl[3643]= 0
invariant : 1'P_poll__networl[3865]= 0
invariant : 1'P_network[4091]= 0
invariant : 1'P_poll__networl[857]= 0
invariant : 1'P_poll__networl[3932]= 0
invariant : 1'P_network[1654]= 0
invariant : 1'P_network[2029]= 0
invariant : 1'P_poll__networl[304]= 0
invariant : 1'P_poll__networl[1620]= 0
invariant : 1'P_poll__networl[1337]= 0
invariant : 1'P_network[1406]= 0
invariant : 1'P_poll__networl[386]= 0
invariant : 1'P_network[898]= 0
invariant : 1'P_poll__networl[4261]= 0
invariant : 1'P_poll__networl[2680]= 0
invariant : 1'P_network[1046]= 0
invariant : 1'P_poll__networl[749]= 0
invariant : 1'P_network[7]= 0
invariant : 1'P_network[1567]= 0
invariant : 1'P_network[2536]= 0
invariant : 1'P_poll__networl[510]= 0
invariant : 1'P_network[1274]= 0
invariant : 1'P_network[1875]= 0
invariant : 1'P_network[3784]= 0
invariant : 1'P_poll__networl[1237]= 0
invariant : 1'P_network[644]= 0
invariant : 1'P_poll__networl[3543]= 0
invariant : 1'P_poll__networl[4126]= 0
invariant : 1'P_network[1226]= 0
invariant : 1'P_poll__networl[2531]= 0
invariant : 1'P_poll__networl[2532]= 0
invariant : 1'P_network[671]= 0
invariant : 1'P_poll__networl[83]= 0
invariant : 1'P_network[1947]= 0
invariant : 1'P_network[1024]= 0
invariant : 1'P_network[1573]= 0
invariant : 1'P_poll__networl[452]= 0
invariant : 1'P_network[1325]= 0
invariant : 1'P_negotiation[54]= 0
invariant : 1'P_poll__networl[1761]= 0
invariant : 1'P_network[725]= 0
invariant : 1'P_poll__networl[892]= 0
invariant : 1'P_poll__networl[853]= 0
invariant : 1'P_poll__networl[3292]= 0
invariant : 1'P_poll__networl[4242]= 0
invariant : 1'P_negotiation[156] + 1'P_negotiation[157] + 1'P_negotiation[158]= 1
invariant : 1'P_network[1857]= 0
invariant : 1'P_poll__networl[1430]= 0
invariant : 1'P_poll__networl[2485]= 0
invariant : 1'P_poll__networl[2775]= 0
invariant : 1'P_poll__networl[3099]= 0
invariant : 1'P_poll__networl[1423]= 0
invariant : 1'P_poll__networl[2112]= 0
invariant : 1'P_network[3349]= 0
invariant : 1'P_poll__networl[3839]= 0
invariant : 1'P_network[1177]= 0
invariant : 1'P_network[1248]= 0
invariant : 1'P_network[3380]= 0
invariant : 1'P_poll__networl[3267]= 0
invariant : 1'P_poll__networl[1832]= 0
invariant : 1'P_poll__networl[2975]= 0
invariant : 1'P_network[1320]= 0
invariant : 1'P_network[803]= 0
invariant : 1'P_network[2576]= 0
invariant : 1'P_negotiation[72] + 1'P_negotiation[73] + 1'P_negotiation[74]= 1
invariant : 1'P_poll__networl[2795]= 0
invariant : 1'P_network[456]= 0
invariant : 1'P_network[924]= 0
invariant : 1'P_network[3803]= 0
invariant : 1'P_poll__networl[2740]= 0
invariant : 1'P_network[3433]= 0
invariant : 1'P_poll__networl[1640]= 0
invariant : 1'P_poll__networl[3860]= 0
invariant : 1'P_network[2631]= 0
invariant : 1'P_network[3550]= 0
invariant : 1'P_poll__networl[3639]= 0
invariant : 1'P_network[1051]= 0
invariant : 1'P_network[1322]= 0
invariant : 1'P_network[3163]= 0
invariant : 1'P_poll__networl[1410]= 0
invariant : 1'P_network[2751]= 0
invariant : 1'P_network[2613]= 0
invariant : 1'P_poll__networl[2203]= 0
invariant : 1'P_network[3937]= 0
invariant : 1'P_network[2859]= 0
invariant : 1'P_poll__networl[668]= 0
invariant : 1'P_network[1018]= 0
invariant : 1'P_poll__networl[4097]= 0
invariant : -1'P_poll__waitingMessage[3] + 1'P_stage[9]= 1
invariant : 1'P_network[3398]= 0
invariant : 1'P_poll__networl[369]= 0
invariant : 1'P_poll__networl[2323]= 0
invariant : 1'P_poll__networl[342]= 0
invariant : 1'P_network[479]= 0
invariant : 1'P_network[4130]= 0
invariant : 1'P_network[4240]= 0
invariant : 1'P_negotiation[219] + -1'P_negotiation[222] + 1'P_startNeg__broadcasting[65]= 0
invariant : 1'P_network[3018]= 0
invariant : 1'P_network[3878]= 0
invariant : 1'P_poll__networl[3842]= 0
invariant : 1'P_poll__networl[1646]= 0
invariant : 1'P_network[1765]= 0
invariant : 1'P_network[2749]= 0
invariant : 1'P_network[1115]= 0
invariant : 1'P_network[2351]= 0
invariant : 1'P_poll__networl[37]= 0
invariant : 1'P_poll__networl[3072]= 0
invariant : 1'P_poll__networl[3924]= 0
invariant : 1'P_network[580]= 0
invariant : 1'P_poll__networl[2882]= 0
invariant : 1'P_network[3328]= 0
invariant : 1'P_poll__networl[1724]= 0
invariant : 1'P_poll__networl[2522]= 0
invariant : 1'P_poll__networl[1276]= 0
invariant : 1'P_network[2936]= 0
invariant : 1'P_network[400]= 0
invariant : 1'P_poll__networl[2134]= 0
invariant : 1'P_poll__networl[2752]= 0
invariant : 1'P_poll__networl[180]= 0
invariant : 1'P_network[4048]= 0
invariant : 1'P_poll__networl[4301]= 0
invariant : 1'P_network[1874]= 0
invariant : 1'P_poll__networl[1193]= 0
invariant : 1'P_poll__networl[2434]= 0
invariant : 1'P_poll__networl[4158]= 0
invariant : 1'P_poll__networl[3966]= 0
invariant : 1'P_poll__networl[4183]= 0
invariant : 1'P_poll__networl[288]= 0
invariant : 1'P_poll__networl[746]= 0
invariant : 1'P_network[4340]= 0
invariant : 1'P_network[904]= 0
invariant : 1'P_network[1970]= 0
invariant : 1'P_network[3324]= 0
invariant : 1'P_poll__networl[3852]= 0
invariant : 1'P_network[1518]= 0
invariant : 1'P_poll__networl[3538]= 0
invariant : 1'P_poll__networl[3802]= 0
invariant : 1'P_network[1757]= 0
invariant : 1'P_poll__networl[295]= 0
invariant : 1'P_network[2865]= 0
invariant : 1'P_network[1266]= 0
invariant : 1'P_poll__networl[1015]= 0
invariant : 1'P_network[4178]= 0
invariant : 1'P_poll__networl[1279]= 0
invariant : 1'P_poll__networl[2400]= 0
invariant : 1'P_poll__networl[2242]= 0
invariant : 1'P_network[2262]= 0
invariant : 1'P_poll__networl[3278]= 0
invariant : 1'P_poll__networl[4107]= 0
invariant : 1'P_network[2620]= 0
invariant : 1'P_poll__networl[111]= 0
invariant : 1'P_poll__networl[2004]= 0
invariant : 1'P_poll__networl[3209]= 0
invariant : 1'P_poll__networl[3925]= 0
invariant : 1'P_poll__networl[3248]= 0
invariant : 1'P_poll__networl[3930]= 0
invariant : 1'P_network[1952]= 0
invariant : 1'P_network[3910]= 0
invariant : 1'P_poll__networl[697]= 0
invariant : 1'P_network[1943]= 0
invariant : 1'P_poll__networl[4093]= 0
invariant : 1'P_poll__networl[3648]= 0
invariant : 1'P_poll__networl[4058]= 0
invariant : 1'P_poll__networl[265]= 0
invariant : 1'P_poll__networl[465]= 0
invariant : 1'P_network[3261]= 0
invariant : 1'P_poll__networl[2797]= 0
invariant : 1'P_network[2887]= 0
invariant : 1'P_poll__networl[250]= 0
invariant : 1'P_poll__networl[1497]= 0
invariant : 1'P_network[2679]= 0
invariant : 1'P_poll__networl[2414]= 0
invariant : 1'P_poll__networl[1012]= 0
invariant : 1'P_network[3722]= 0
invariant : 1'P_poll__networl[3351]= 0
invariant : 1'P_poll__networl[3458]= 0
invariant : 1'P_network[79]= 0
invariant : 1'P_poll__networl[944]= 0
invariant : 1'P_network[4126]= 0
invariant : 1'P_network[2289]= 0
invariant : 1'P_network[617]= 0
invariant : 1'P_network[3932]= 0
invariant : 1'P_poll__networl[670]= 0
invariant : 1'P_poll__networl[1509]= 0
invariant : 1'P_network[1592]= 0
invariant : 1'P_poll__networl[1099]= 0
invariant : 1'P_network[97]= 0
invariant : 1'P_poll__networl[1748]= 0
invariant : 1'P_poll__networl[2733]= 0
invariant : 1'P_poll__networl[2629]= 0
invariant : 1'P_network[1945]= 0
invariant : 1'P_poll__networl[4323]= 0
invariant : 1'P_network[1237]= 0
invariant : 1'P_network[4161]= 0
invariant : 1'P_network[978]= 0
invariant : 1'P_poll__waitingMessage[5] + 1'P_stage[16] + 1'P_stage[17]= 0
invariant : 1'P_network[1378]= 0
invariant : 1'P_poll__networl[1779]= 0
invariant : 1'P_network[2323]= 0
invariant : 1'P_poll__networl[2086]= 0
invariant : 1'P_poll__networl[2618]= 0
invariant : 1'P_negotiation[111] + -1'P_negotiation[114] + 1'P_startNeg__broadcasting[33]= 0
invariant : 1'P_network[3073]= 0
invariant : 1'P_poll__networl[3929]= 0
invariant : 1'P_negotiation[177] + -1'P_negotiation[183] + 1'P_startNeg__broadcasting[53]= 0
invariant : 1'P_poll__networl[3100]= 0
invariant : 1'P_network[2317]= 0
invariant : 1'P_negotiation[45] + 1'P_negotiation[46] + 1'P_negotiation[47]= 1
invariant : 1'P_poll__networl[3352]= 0
invariant : 1'P_poll__networl[1617]= 0
invariant : 1'P_poll__networl[4071]= 0
invariant : 1'P_poll__networl[217]= 0
invariant : 1'P_poll__networl[4025]= 0
invariant : 1'P_network[2670]= 0
invariant : 1'P_poll__networl[3485]= 0
invariant : 1'P_poll__networl[3582]= 0
invariant : 1'P_network[2468]= 0
invariant : 1'P_network[3696]= 0
invariant : 1'P_poll__networl[4370]= 0
invariant : 1'P_poll__networl[3027]= 0
invariant : 1'P_poll__networl[598]= 0
invariant : 1'P_network[1759]= 0
invariant : 1'P_network[1450]= 0
invariant : 1'P_poll__networl[2088]= 0
invariant : 1'P_network[362]= 0
invariant : 1'P_network[3623]= 0
invariant : 1'P_network[136]= 0
invariant : 1'P_poll__networl[1870]= 0
invariant : 1'P_poll__networl[3560]= 0
invariant : 1'P_poll__networl[2545]= 0
invariant : 1'P_poll__networl[3967]= 0
invariant : 1'P_poll__networl[48]= 0
invariant : 1'P_network[1600]= 0
invariant : 1'P_network[1031]= 0
invariant : 1'P_poll__networl[3702]= 0
invariant : 1'P_poll__networl[1016]= 0
invariant : 1'P_network[3274]= 0
invariant : 1'P_network[3967]= 0
invariant : 1'P_poll__networl[736]= 0
invariant : 1'P_network[980]= 0
invariant : 1'P_poll__networl[1611]= 0
invariant : 1'P_poll__networl[3784]= 0
invariant : 1'P_poll__networl[3215]= 0
invariant : 1'P_poll__networl[1762]= 0
invariant : 1'P_poll__networl[3557]= 0
invariant : 1'P_poll__networl[755]= 0
invariant : 1'P_poll__networl[1725]= 0
invariant : 1'P_poll__networl[3931]= 0
invariant : 1'P_poll__networl[1083]= 0
invariant : 1'P_poll__networl[869]= 0
invariant : 1'P_network[2569]= 0
invariant : 1'P_poll__networl[43]= 0
invariant : 1'P_network[572]= 0
invariant : 1'P_network[2402]= 0
invariant : 1'P_network[3396]= 0
invariant : 1'P_network[4308]= 0
invariant : 1'P_poll__networl[828]= 0
invariant : 1'P_network[3624]= 0
invariant : 1'P_poll__networl[916]= 0
invariant : 1'P_poll__networl[635]= 0
invariant : 1'P_network[1315]= 0
invariant : 1'P_poll__networl[4157]= 0
invariant : 1'P_poll__networl[3229]= 0
invariant : 1'P_network[2650]= 0
invariant : 1'P_network[3747]= 0
invariant : 1'P_network[1]= 0
invariant : 1'P_poll__networl[4243]= 0
invariant : 1'P_poll__networl[2103]= 0
invariant : 1'P_poll__networl[2100]= 0
invariant : 1'P_network[3981]= 0
invariant : 1'P_network[1735]= 0
invariant : 1'P_poll__networl[863]= 0
invariant : 1'P_network[922]= 0
invariant : 1'P_network[4305]= 0
invariant : 1'P_poll__networl[4289]= 0
invariant : 1'P_poll__networl[3823]= 0
invariant : 1'P_network[2752]= 0
invariant : 1'P_poll__networl[586]= 0
invariant : 1'P_network[3139]= 0
invariant : 1'P_network[3482]= 0
invariant : 1'P_poll__networl[1985]= 0
invariant : 1'P_poll__networl[2130]= 0
invariant : 1'P_network[4328]= 0
invariant : 1'P_poll__networl[3590]= 0
invariant : 1'P_network[577]= 0
invariant : 1'P_poll__networl[3184]= 0
invariant : 1'P_network[4090]= 0
invariant : 1'P_network[3927]= 0
invariant : 1'P_poll__networl[3345]= 0
invariant : 1'P_poll__networl[27]= 0
invariant : 1'P_poll__networl[2340]= 0
invariant : 1'P_poll__networl[2538]= 0
invariant : 1'P_poll__networl[2643]= 0
invariant : 1'P_poll__networl[2307]= 0
invariant : 1'P_network[4196]= 0
invariant : 1'P_poll__networl[1652]= 0
invariant : 1'P_network[3513]= 0
invariant : 1'P_network[3939]= 0
invariant : 1'P_network[1250]= 0
invariant : 1'P_network[1273]= 0
invariant : 1'P_poll__networl[3944]= 0
invariant : 1'P_network[3379]= 0
invariant : 1'P_poll__networl[1285]= 0
invariant : 1'P_poll__networl[3937]= 0
invariant : 1'P_network[2994]= 0
invariant : 1'P_network[3247]= 0
invariant : 1'P_poll__networl[2677]= 0
invariant : 1'P_poll__networl[2589]= 0
invariant : 1'P_poll__networl[3554]= 0
invariant : 1'P_masterState[54] + 1'P_masterState[55] + 1'P_masterState[56] + 1'P_masterState[57] + 1'P_masterState[58] + 1'P_masterState[59] + 1'P_masterState[60] + 1'P_masterState[61] + 1'P_masterState[62] + 1'P_masterState[63] + 1'P_masterState[64] + 1'P_masterState[65] + 1'P_masterState[66] + 1'P_masterState[67] + 1'P_masterState[68] + 1'P_masterState[69] + 1'P_masterState[70] + 1'P_masterState[71]= 1
invariant : 1'P_poll__networl[2827]= 0
invariant : 1'P_network[1439]= 0
invariant : 1'P_poll__networl[3501]= 0
invariant : 1'P_poll__networl[3023]= 0
invariant : 1'P_poll__networl[3242]= 0
invariant : 1'P_network[995]= 0
invariant : 1'P_poll__networl[2058]= 0
invariant : 1'P_network[2314]= 0
invariant : 1'P_network[352]= 0
invariant : 1'P_network[1318]= 0
invariant : 1'P_network[656]= 0
invariant : 1'P_network[26]= 0
invariant : 1'P_poll__networl[0]= 0
invariant : 1'P_network[195]= 0
invariant : 1'P_poll__networl[2593]= 0
invariant : 1'P_poll__networl[2508]= 0
invariant : 1'P_network[3352]= 0
invariant : 1'P_network[2089]= 0
invariant : 1'P_network[3558]= 0
invariant : 1'P_poll__networl[1969]= 0
invariant : 1'P_poll__networl[225]= 0
invariant : 1'P_poll__networl[2253]= 0
invariant : 1'P_network[1490]= 0
invariant : 1'P_poll__networl[3915]= 0
invariant : 1'P_poll__networl[365]= 0
invariant : 1'P_poll__networl[3818]= 0
invariant : 1'P_poll__networl[1116]= 0
invariant : 1'P_network[4180]= 0
invariant : 1'P_poll__networl[2524]= 0
invariant : 1'P_network[2760]= 0
invariant : 1'P_poll__networl[1593]= 0
invariant : 1'P_network[23]= 0
invariant : 1'P_network[1834]= 0
invariant : 1'P_poll__networl[345]= 0
invariant : 1'P_poll__networl[666]= 0
invariant : 1'P_poll__networl[854]= 0
invariant : 1'P_network[326]= 0
invariant : 1'P_poll__networl[1695]= 0
invariant : 1'P_network[2181]= 0
invariant : 1'P_network[1623]= 0
invariant : 1'P_network[3005]= 0
invariant : 1'P_poll__networl[3234]= 0
invariant : 1'P_poll__networl[781]= 0
invariant : 1'P_network[1411]= 0
invariant : 1'P_network[3184]= 0
invariant : 1'P_network[2726]= 0
invariant : 1'P_network[3382]= 0
invariant : 1'P_poll__networl[222]= 0
invariant : 1'P_poll__networl[204]= 0
invariant : 1'P_network[1839]= 0
invariant : 1'P_poll__networl[1520]= 0
invariant : 1'P_poll__networl[2684]= 0
invariant : 1'P_poll__networl[3003]= 0
invariant : 1'P_network[2744]= 0
invariant : 1'P_network[1032]= 0
invariant : 1'P_poll__networl[4002]= 0
invariant : 1'P_poll__networl[3552]= 0
invariant : 1'P_poll__networl[1188]= 0
invariant : 1'P_poll__networl[3946]= 0
invariant : 1'P_poll__networl[4241]= 0
invariant : 1'P_network[157]= 0
invariant : 1'P_network[2018]= 0
invariant : 1'P_poll__networl[4215]= 0
invariant : 1'P_network[3025]= 0
invariant : 1'P_poll__networl[4054]= 0
invariant : 1'P_network[3236]= 0
invariant : 1'P_network[1167]= 0
invariant : 1'P_poll__networl[248]= 0
invariant : 1'P_network[3463]= 0
invariant : 1'P_network[2794]= 0
invariant : 1'P_network[186]= 0
invariant : 1'P_poll__networl[489]= 0
invariant : 1'P_network[3775]= 0
invariant : 1'P_poll__networl[1292]= 0
invariant : 1'P_poll__networl[2722]= 0
invariant : 1'P_network[3067]= 0
invariant : 1'P_network[2508]= 0
invariant : 1'P_poll__networl[924]= 0
invariant : 1'P_poll__networl[1811]= 0
invariant : 1'P_negotiation[66] + -1'P_negotiation[69] + 1'P_startNeg__broadcasting[19]= 0
invariant : 1'P_poll__networl[3425]= 0
invariant : 1'P_network[2470]= 0
invariant : 1'P_poll__networl[4141]= 0
invariant : 1'P_poll__networl[2343]= 0
invariant : 1'P_poll__networl[4074]= 0
invariant : 1'P_poll__networl[2961]= 0
invariant : 1'P_network[3355]= 0
invariant : 1'P_poll__networl[2595]= 0
invariant : 1'P_network[102]= 0
invariant : 1'P_poll__networl[681]= 0
invariant : 1'P_network[523]= 0
invariant : 1'P_poll__networl[2728]= 0
invariant : 1'P_network[105]= 0
invariant : 1'P_poll__networl[2460]= 0
invariant : 1'P_network[6]= 0
invariant : 1'P_poll__networl[799]= 0
invariant : 1'P_poll__networl[3896]= 0
invariant : 1'P_poll__networl[3835]= 0
invariant : 1'P_poll__networl[4091]= 0
invariant : 1'P_poll__networl[3342]= 0
invariant : 1'P_poll__networl[3394]= 0
invariant : 1'P_network[4187]= 0
invariant : 1'P_poll__networl[258]= 0
invariant : 1'P_network[799]= 0
invariant : 1'P_poll__networl[2582]= 0
invariant : 1'P_network[951]= 0
invariant : 1'P_poll__networl[1818]= 0
invariant : 1'P_negotiation[240]= 0
invariant : 1'P_network[3404]= 0
invariant : 1'P_network[2730]= 0
invariant : 1'P_network[1487]= 0
invariant : 1'P_poll__networl[4202]= 0
invariant : 1'P_network[1761]= 0
invariant : 1'P_poll__networl[98]= 0
invariant : 1'P_poll__networl[2354]= 0
invariant : 1'P_poll__networl[3768]= 0
invariant : 1'P_poll__networl[1022]= 0
invariant : 1'P_network[273]= 0
invariant : 1'P_poll__networl[3134]= 0
invariant : 1'P_poll__networl[3713]= 0
invariant : 1'P_poll__networl[3019]= 0
invariant : 1'P_poll__networl[467]= 0
invariant : 1'P_poll__networl[2561]= 0
invariant : 1'P_poll__networl[2905]= 0
invariant : 1'P_network[899]= 0
invariant : 1'P_network[1508]= 0
invariant : 1'P_network[3232]= 0
invariant : 1'P_network[870]= 0
invariant : 1'P_network[2990]= 0
invariant : 1'P_poll__networl[3366]= 0
invariant : 1'P_poll__networl[2435]= 0
invariant : 1'P_network[1164]= 0
invariant : 1'P_network[2623]= 0
invariant : 1'P_network[2720]= 0
invariant : 1'P_poll__networl[1477]= 0
invariant : 1'P_poll__networl[2243]= 0
invariant : 1'P_network[3155]= 0
invariant : 1'P_poll__networl[2080]= 0
invariant : 1'P_poll__networl[2428]= 0
invariant : 1'P_poll__networl[4147]= 0
invariant : 1'P_poll__networl[1538]= 0
invariant : 1'P_poll__networl[1498]= 0
invariant : 1'P_poll__networl[3652]= 0
invariant : 1'P_poll__networl[454]= 0
invariant : 1'P_poll__networl[3563]= 0
invariant : 1'P_network[2431]= 0
invariant : 1'P_negotiation[207] + 1'P_negotiation[208] + 1'P_negotiation[209]= 1
invariant : 1'P_network[1730]= 0
invariant : 1'P_network[2702]= 0
invariant : 1'P_poll__networl[727]= 0
invariant : 1'P_poll__networl[818]= 0
invariant : 1'P_poll__networl[2272]= 0
invariant : 1'P_network[869]= 0
invariant : 1'P_poll__networl[4146]= 0
invariant : 1'P_network[1693]= 0
invariant : 1'P_network[2989]= 0
invariant : 1'P_poll__networl[4303]= 0
invariant : 1'P_network[2675]= 0
invariant : 1'P_network[3484]= 0
invariant : 1'P_poll__networl[3354]= 0
invariant : 1'P_poll__networl[1010]= 0
invariant : 1'P_poll__networl[3649]= 0
invariant : 1'P_network[813]= 0
invariant : 1'P_network[2054]= 0
invariant : 1'P_network[2127]= 0
invariant : 1'P_network[4018]= 0
invariant : 1'P_poll__networl[296]= 0
invariant : 1'P_poll__networl[2796]= 0
invariant : 1'P_network[1069]= 0
invariant : 1'P_network[48]= 0
invariant : 1'P_network[641]= 0
invariant : 1'P_poll__networl[2352]= 0
invariant : 1'P_network[218]= 0
invariant : 1'P_poll__networl[548]= 0
invariant : 1'P_poll__networl[937]= 0
invariant : 1'P_network[2372]= 0
invariant : 1'P_network[3671]= 0
invariant : 1'P_network[2776]= 0
invariant : 1'P_poll__networl[1355]= 0
invariant : 1'P_poll__networl[3080]= 0
invariant : 1'P_poll__networl[2779]= 0
invariant : 1'P_network[181]= 0
invariant : 1'P_network[527]= 0
invariant : 1'P_poll__networl[1240]= 0
invariant : 1'P_poll__networl[2245]= 0
invariant : 1'P_poll__networl[488]= 0
invariant : 1'P_network[3377]= 0
invariant : 1'P_network[4299]= 0
invariant : 1'P_poll__networl[1548]= 0
invariant : 1'P_network[3029]= 0
invariant : 1'P_network[2158]= 0
invariant : 1'P_poll__networl[2704]= 0
invariant : 1'P_poll__networl[3778]= 0
invariant : 1'P_network[1628]= 0
invariant : 1'P_poll__networl[1183]= 0
invariant : 1'P_negotiation[138] + -1'P_negotiation[141] + 1'P_startNeg__broadcasting[41]= 0
invariant : 1'P_poll__networl[3280]= 0
invariant : 1'P_network[1651]= 0
invariant : 1'P_poll__networl[847]= 0
invariant : 1'P_poll__networl[3697]= 0
invariant : 1'P_poll__networl[2346]= 0
invariant : 1'P_poll__networl[964]= 0
invariant : 1'P_poll__networl[3627]= 0
invariant : 1'P_poll__networl[654]= 0
invariant : 1'P_network[361]= 0
invariant : 1'P_network[433]= 0
invariant : 1'P_poll__networl[4143]= 0
invariant : 1'P_poll__networl[2297]= 0
invariant : 1'P_poll__networl[413]= 0
invariant : 1'P_poll__networl[593]= 0
invariant : 1'P_poll__networl[2481]= 0
invariant : 1'P_poll__networl[4083]= 0
invariant : 1'P_poll__networl[3919]= 0
invariant : 1'P_network[1011]= 0
invariant : 1'P_poll__networl[689]= 0
invariant : 1'P_poll__networl[3880]= 0
invariant : 1'P_negotiation[231] + 1'P_negotiation[232] + 1'P_negotiation[233]= 1
invariant : 1'P_poll__networl[2947]= 0
invariant : 1'P_network[1338]= 0
invariant : 1'P_poll__networl[2455]= 0
invariant : 1'P_network[4051]= 0
invariant : 1'P_poll__networl[1461]= 0
invariant : 1'P_poll__networl[3987]= 0
invariant : 1'P_network[184]= 0
invariant : 1'P_poll__networl[620]= 0
invariant : 1'P_negotiation[24]= 0
invariant : 1'P_poll__networl[3690]= 0
invariant : 1'P_poll__networl[1445]= 0
invariant : 1'P_network[2242]= 0
invariant : 1'P_network[3919]= 0
invariant : 1'P_poll__networl[3681]= 0
invariant : 1'P_poll__networl[1710]= 0
invariant : 1'P_poll__networl[3126]= 0
invariant : 1'P_poll__networl[309]= 0
invariant : 1'P_network[4307]= 0
invariant : 1'P_poll__networl[1573]= 0
invariant : 1'P_network[3963]= 0
invariant : 1'P_network[4316]= 0
invariant : 1'P_poll__networl[2092]= 0
invariant : 1'P_network[1030]= 0
invariant : 1'P_network[380]= 0
invariant : 1'P_network[1842]= 0
invariant : 1'P_poll__networl[3374]= 0
invariant : 1'P_network[1283]= 0
invariant : 1'P_negotiation[22] + 1'P_negotiation[23]= 0
invariant : 1'P_network[3010]= 0
invariant : 1'P_poll__networl[752]= 0
invariant : 1'P_network[3125]= 0
invariant : 1'P_network[2414]= 0
invariant : 1'P_network[33]= 0
invariant : 1'P_poll__networl[1764]= 0
invariant : 1'P_electionInit[2] + -1'P_negotiation[57] + 1'P_startNeg__broadcasting[16]= 0
invariant : 1'P_poll__networl[2254]= 0
invariant : 1'P_poll__networl[1619]= 0
invariant : 1'P_network[1027]= 0
invariant : 1'P_poll__networl[2828]= 0
invariant : 1'P_poll__networl[1260]= 0
invariant : 1'P_poll__networl[1452]= 0
invariant : 1'P_poll__networl[1081]= 0
invariant : 1'P_poll__networl[3376]= 0
invariant : 1'P_poll__networl[3195]= 0
invariant : 1'P_poll__networl[1496]= 0
invariant : 1'P_poll__networl[3000]= 0
invariant : 1'P_poll__networl[2674]= 0
invariant : 1'P_poll__networl[4213]= 0
invariant : 1'P_poll__networl[615]= 0
invariant : 1'P_network[2948]= 0
invariant : 1'P_poll__networl[900]= 0
invariant : 1'P_poll__networl[2149]= 0
invariant : 1'P_poll__networl[3748]= 0
invariant : 1'P_poll__networl[2909]= 0
invariant : 1'P_network[1155]= 0
invariant : 1'P_poll__networl[2698]= 0
invariant : 1'P_poll__networl[3313]= 0
invariant : 1'P_poll__networl[2433]= 0
invariant : 1'P_network[2363]= 0
invariant : 1'P_poll__networl[841]= 0
invariant : 1'P_poll__networl[1162]= 0
invariant : 1'P_poll__networl[291]= 0
invariant : 1'P_network[3054]= 0
invariant : 1'P_negotiation[87] + 1'P_negotiation[88] + 1'P_negotiation[89]= 1
invariant : 1'P_poll__networl[2587]= 0
invariant : 1'P_poll__networl[2673]= 0
invariant : 1'P_poll__networl[3186]= 0
invariant : 1'P_poll__networl[2164]= 0
invariant : 1'P_network[3680]= 0
invariant : 1'P_network[2301]= 0
invariant : 1'P_network[627]= 0
invariant : 1'P_network[2418]= 0
invariant : 1'P_network[3857]= 0
invariant : 1'P_poll__networl[2260]= 0
invariant : 1'P_poll__networl[2005]= 0
invariant : 1'P_network[1225]= 0
invariant : 1'P_network[1595]= 0
invariant : 1'P_poll__networl[2209]= 0
invariant : 1'P_poll__networl[1492]= 0
invariant : 1'P_network[1717]= 0
invariant : 1'P_poll__networl[2945]= 0
invariant : 1'P_network[2591]= 0
invariant : 1'P_network[406]= 0
invariant : 1'P_network[2184]= 0
invariant : 1'P_network[1641]= 0
invariant : 1'P_poll__networl[3289]= 0
invariant : 1'P_network[1324]= 0
invariant : 1'P_poll__networl[1060]= 0
invariant : 1'P_poll__networl[1588]= 0
invariant : 1'P_network[3116]= 0
invariant : 1'P_poll__networl[221]= 0
invariant : 1'P_poll__networl[464]= 0
invariant : 1'P_poll__networl[210]= 0
invariant : 1'P_network[469]= 0
invariant : 1'P_network[682]= 0
invariant : 1'P_network[3337]= 0
invariant : 1'P_network[2405]= 0
invariant : 1'P_network[4132]= 0
invariant : 1'P_poll__networl[2514]= 0
invariant : 1'P_network[941]= 0
invariant : 1'P_network[1392]= 0
invariant : 1'P_poll__networl[3158]= 0
invariant : 1'P_network[4251]= 0
invariant : 1'P_poll__networl[701]= 0
invariant : 1'P_poll__networl[675]= 0
invariant : 1'P_network[3234]= 0
invariant : 1'P_poll__waitingMessage[3] + 1'P_stage[10] + 1'P_stage[11]= 0
invariant : 1'P_poll__networl[1812]= 0
invariant : 1'P_poll__networl[4188]= 0
invariant : 1'P_poll__networl[2504]= 0
invariant : 1'P_poll__networl[197]= 0
invariant : 1'P_poll__networl[1165]= 0
invariant : 1'P_network[4309]= 0
invariant : 1'P_negotiation[159] + 1'P_negotiation[160] + 1'P_negotiation[161]= 1
invariant : 1'P_poll__networl[700]= 0
invariant : 1'P_poll__networl[292]= 0
invariant : 1'P_network[1189]= 0
invariant : 1'P_network[1877]= 0
invariant : 1'P_poll__networl[1940]= 0
invariant : 1'P_poll__networl[3711]= 0
invariant : 1'P_network[188]= 0
invariant : 1'P_network[1509]= 0
invariant : 1'P_poll__networl[2158]= 0
invariant : 1'P_network[2398]= 0
invariant : 1'P_network[4363]= 0
invariant : 1'P_poll__networl[1909]= 0
invariant : 1'P_network[2562]= 0
invariant : 1'P_poll__networl[1727]= 0
invariant : 1'P_network[1861]= 0
invariant : 1'P_poll__networl[1649]= 0
invariant : 1'P_poll__networl[1989]= 0
invariant : 1'P_poll__networl[4288]= 0
invariant : 1'P_network[677]= 0
invariant : 1'P_network[2722]= 0
invariant : 1'P_poll__networl[3913]= 0
invariant : 1'P_network[2220]= 0
invariant : 1'P_poll__networl[2993]= 0
invariant : 1'P_poll__networl[2841]= 0
invariant : 1'P_network[574]= 0
invariant : 1'P_poll__networl[953]= 0
invariant : 1'P_network[2546]= 0
invariant : 1'P_network[561]= 0
invariant : 1'P_poll__networl[1391]= 0
invariant : 1'P_poll__networl[737]= 0
invariant : 1'P_poll__networl[4272]= 0
invariant : 1'P_poll__networl[758]= 0
invariant : 1'P_network[2159]= 0
invariant : 1'P_network[731]= 0
invariant : 1'P_poll__networl[1186]= 0
invariant : 1'P_network[4164]= 0
invariant : 1'P_network[521]= 0
invariant : 1'P_poll__networl[4057]= 0
invariant : 1'P_poll__networl[1071]= 0
invariant : 1'P_poll__networl[690]= 0
invariant : 1'P_poll__networl[1512]= 0
invariant : 1'P_poll__networl[2938]= 0
invariant : 1'P_poll__networl[3167]= 0
invariant : 1'P_poll__networl[2726]= 0
invariant : 1'P_poll__networl[4372]= 0
invariant : 1'P_network[1590]= 0
invariant : 1'P_poll__networl[3715]= 0
invariant : 1'P_network[2678]= 0
invariant : 1'P_poll__networl[625]= 0
invariant : 1'P_poll__networl[1815]= 0
invariant : 1'P_network[4264]= 0
invariant : 1'P_network[2796]= 0
invariant : 1'P_network[221]= 0
invariant : 1'P_network[4207]= 0
invariant : 1'P_poll__networl[541]= 0
invariant : 1'P_poll__networl[858]= 0
invariant : 1'P_network[2209]= 0
invariant : 1'P_poll__networl[2419]= 0
invariant : 1'P_poll__networl[3908]= 0
invariant : 1'P_network[2263]= 0
invariant : 1'P_network[3301]= 0
invariant : 1'P_poll__networl[4182]= 0
invariant : 1'P_poll__networl[1073]= 0
invariant : 1'P_poll__networl[3517]= 0
invariant : 1'P_poll__networl[100]= 0
invariant : 1'P_poll__networl[2568]= 0
invariant : 1'P_poll__networl[538]= 0
invariant : 1'P_poll__networl[958]= 0
invariant : 1'P_poll__networl[674]= 0
invariant : 1'P_poll__networl[1540]= 0
invariant : 1'P_poll__networl[2563]= 0
invariant : 1'P_network[358]= 0
invariant : 1'P_network[1482]= 0
invariant : 1'P_network[2290]= 0
invariant : 1'P_poll__networl[1013]= 0
invariant : 1'P_poll__networl[3128]= 0
invariant : 1'P_poll__networl[1407]= 0
invariant : 1'P_poll__networl[1336]= 0
invariant : 1'P_network[2894]= 0
invariant : 1'P_negotiation[162]= 0
invariant : 1'P_poll__networl[1325]= 0
invariant : 1'P_network[942]= 0
invariant : 1'P_poll__networl[3770]= 0
invariant : 1'P_poll__networl[4197]= 0
invariant : 1'P_poll__networl[78]= 0
invariant : 1'P_poll__networl[2598]= 0
invariant : 1'P_negotiation[69] + -1'P_negotiation[72] + 1'P_startNeg__broadcasting[20]= 0
invariant : 1'P_poll__networl[1077]= 0
invariant : 1'P_poll__networl[1009]= 0
invariant : 1'P_poll__networl[1493]= 0
invariant : 1'P_network[3227]= 0
invariant : 1'P_network[2800]= 0
invariant : 1'P_network[2136]= 0
invariant : 1'P_poll__networl[2584]= 0
invariant : 1'P_network[1671]= 0
invariant : 1'P_poll__networl[3078]= 0
invariant : 1'P_network[3208]= 0
invariant : 1'P_poll__networl[3885]= 0
invariant : 1'P_poll__networl[116]= 0
invariant : 1'P_poll__networl[1248]= 0
invariant : 1'P_poll__networl[3338]= 0
invariant : 1'P_poll__networl[4344]= 0
invariant : 1'P_poll__networl[570]= 0
invariant : 1'P_network[903]= 0
invariant : 1'P_poll__networl[2666]= 0
invariant : 1'P_network[2105]= 0
invariant : 1'P_network[3238]= 0
invariant : 1'P_network[3885]= 0
invariant : 1'P_network[1300]= 0
invariant : 1'P_poll__networl[2898]= 0
invariant : 1'P_network[3122]= 0
invariant : 1'P_poll__networl[2310]= 0
invariant : 1'P_poll__networl[4072]= 0
invariant : 1'P_network[2703]= 0
invariant : 1'P_poll__networl[2690]= 0
invariant : 1'P_poll__networl[3355]= 0
invariant : 1'P_network[1562]= 0
invariant : 1'P_network[3748]= 0
invariant : 1'P_network[809]= 0
invariant : 1'P_network[811]= 0
invariant : 1'P_network[4128]= 0
invariant : 1'P_poll__networl[3141]= 0
invariant : 1'P_network[111]= 0
invariant : 1'P_network[2535]= 0
invariant : 1'P_network[1823]= 0
invariant : 1'P_poll__networl[2854]= 0
invariant : 1'P_startNeg__broadcasting[3]= 0
invariant : 1'P_poll__networl[1683]= 0
invariant : 1'P_electionInit[3] + -1'P_negotiation[84] + 1'P_startNeg__broadcasting[24]= 0
invariant : 1'P_poll__networl[2293]= 0
invariant : 1'P_network[4202]= 0
invariant : 1'P_network[726]= 0
invariant : 1'P_poll__networl[1770]= 0
invariant : 1'P_poll__networl[979]= 0
invariant : 1'P_poll__networl[3810]= 0
invariant : 1'P_network[3027]= 0
invariant : 1'P_network[3989]= 0
invariant : 1'P_poll__networl[941]= 0
invariant : 1'P_poll__networl[3487]= 0
invariant : 1'P_poll__networl[4179]= 0
invariant : 1'P_network[1371]= 0
invariant : 1'P_network[3984]= 0
invariant : 1'P_network[424]= 0
invariant : 1'P_poll__networl[2370]= 0
invariant : 1'P_network[953]= 0
invariant : 1'P_poll__networl[397]= 0
invariant : 1'P_network[705]= 0
invariant : 1'P_negotiation[42] + 1'P_negotiation[43] + 1'P_negotiation[44]= 1
invariant : 1'P_network[2452]= 0
invariant : 1'P_network[92]= 0
invariant : 1'P_network[1898]= 0
invariant : 1'P_negotiation[60]= 0
invariant : 1'P_network[3462]= 0
invariant : 1'P_poll__networl[613]= 0
invariant : 1'P_poll__networl[1026]= 0
invariant : 1'P_network[795]= 0
invariant : 1'P_network[2049]= 0
invariant : 1'P_network[4272]= 0
invariant : 1'P_poll__networl[2271]= 0
invariant : 1'P_network[2510]= 0
invariant : 1'P_network[4]= 0
invariant : 1'P_network[3536]= 0
invariant : 1'P_poll__networl[268]= 0
invariant : 1'P_network[4242]= 0
invariant : 1'P_network[1777]= 0
invariant : 1'P_network[3284]= 0
invariant : 1'P_poll__networl[1806]= 0
invariant : 1'P_poll__networl[3463]= 0
invariant : 1'P_network[3059]= 0
invariant : 1'P_network[1405]= 0
invariant : 1'P_poll__networl[2344]= 0
invariant : 1'P_poll__networl[569]= 0
invariant : 1'P_network[1298]= 0
invariant : 1'P_poll__networl[3646]= 0
invariant : 1'P_poll__networl[2641]= 0
invariant : 1'P_poll__networl[4051]= 0
invariant : 1'P_poll__networl[2968]= 0
invariant : 1'P_network[1763]= 0
invariant : 1'P_poll__networl[3935]= 0
invariant : 1'P_network[4214]= 0
invariant : 1'P_network[2960]= 0
invariant : 1'P_poll__networl[3287]= 0
invariant : 1'P_poll__networl[1424]= 0
invariant : 1'P_network[1077]= 0
invariant : 1'P_network[4103]= 0
invariant : 1'P_network[1554]= 0
invariant : 1'P_network[4110]= 0
invariant : 1'P_poll__networl[3453]= 0
invariant : 1'P_network[4027]= 0
invariant : 1'P_poll__networl[487]= 0
invariant : 1'P_poll__networl[2325]= 0
invariant : 1'P_poll__networl[1862]= 0
invariant : 1'P_network[467]= 0
invariant : 1'P_poll__networl[3399]= 0
invariant : 1'P_poll__networl[3656]= 0
invariant : 1'P_network[1973]= 0
invariant : 1'P_poll__networl[1074]= 0
invariant : 1'P_poll__networl[1537]= 0
invariant : 1'P_network[3246]= 0
invariant : 1'P_poll__networl[738]= 0
invariant : 1'P_poll__networl[3314]= 0
invariant : 1'P_network[3718]= 0
invariant : 1'P_poll__networl[2305]= 0
invariant : 1'P_poll__networl[3482]= 0
invariant : 1'P_poll__networl[3920]= 0
invariant : 1'P_network[3985]= 0
invariant : 1'P_poll__networl[1908]= 0
invariant : 1'P_network[2415]= 0
invariant : 1'P_poll__networl[1549]= 0
invariant : 1'P_network[2182]= 0
invariant : 1'P_network[4220]= 0
invariant : 1'P_network[3943]= 0
invariant : 1'P_poll__networl[734]= 0
invariant : 1'P_poll__networl[3177]= 0
invariant : 1'P_network[3351]= 0
invariant : 1'P_network[834]= 0
invariant : 1'P_network[4310]= 0
invariant : 1'P_negotiation[234] + 1'P_negotiation[235] + 1'P_negotiation[236]= 1
invariant : 1'P_poll__networl[2465]= 0
invariant : 1'P_network[3841]= 0
invariant : 1'P_network[3228]= 0
invariant : 1'P_poll__networl[2470]= 0
invariant : 1'P_network[2568]= 0
invariant : 1'P_network[3594]= 0
invariant : 1'P_network[1948]= 0
invariant : 1'P_poll__networl[3984]= 0
invariant : 1'P_poll__networl[523]= 0
invariant : 1'P_network[2645]= 0
invariant : 1'P_network[4159]= 0
invariant : 1'P_poll__networl[3672]= 0
invariant : 1'P_poll__networl[544]= 0
invariant : 1'P_network[1993]= 0
invariant : 1'P_network[1942]= 0
invariant : 1'P_poll__networl[3427]= 0
invariant : 1'P_poll__networl[469]= 0
invariant : 1'P_poll__networl[3369]= 0
invariant : 1'P_poll__networl[1297]= 0
invariant : 1'P_poll__networl[834]= 0
invariant : 1'P_network[2083]= 0
invariant : 1'P_poll__networl[1584]= 0
invariant : 1'P_poll__networl[3160]= 0
invariant : 1'P_poll__networl[320]= 0
invariant : 1'P_network[301]= 0
invariant : 1'P_network[1108]= 0
invariant : 1'P_poll__networl[994]= 0
invariant : 1'P_network[3430]= 0
invariant : 1'P_poll__networl[2000]= 0
invariant : 1'P_network[1936]= 0
invariant : 1'P_network[3605]= 0
invariant : 1'P_negotiation[78] + 1'P_negotiation[79] + 1'P_negotiation[80]= 1
invariant : 1'P_network[1396]= 0
invariant : 1'P_poll__networl[3513]= 0
invariant : 1'P_poll__networl[1964]= 0
invariant : 1'P_network[1268]= 0
invariant : 1'P_poll__networl[2405]= 0
invariant : 1'P_poll__networl[3618]= 0
invariant : 1'P_poll__networl[3384]= 0
invariant : 1'P_network[1995]= 0
invariant : 1'P_network[960]= 0
invariant : 1'P_network[1676]= 0
invariant : 1'P_poll__networl[1781]= 0
invariant : 1'P_poll__networl[873]= 0
invariant : 1'P_sendAnnPs__broadcasting[5]= 0
invariant : 1'P_network[2567]= 0
invariant : 1'P_network[3440]= 0
invariant : 1'P_network[210]= 0
invariant : 1'P_network[2134]= 0
invariant : 1'P_poll__networl[1922]= 0
invariant : 1'P_network[3908]= 0
invariant : 1'P_poll__networl[2087]= 0
invariant : 1'P_network[1191]= 0
invariant : 1'P_network[304]= 0
invariant : 1'P_poll__networl[4321]= 0
invariant : 1'P_network[3532]= 0
invariant : 1'P_poll__networl[2665]= 0
invariant : 1'P_network[692]= 0
invariant : 1'P_network[3290]= 0
invariant : 1'P_network[2524]= 0
invariant : 1'P_network[571]= 0
invariant : 1'P_poll__networl[196]= 0
invariant : 1'P_poll__networl[2762]= 0
invariant : 1'P_negotiation[90]= 0
invariant : 1'P_network[529]= 0
invariant : 1'P_poll__networl[133]= 0
invariant : 1'P_network[192]= 0
invariant : 1'P_network[2357]= 0
invariant : 1'P_poll__networl[562]= 0
invariant : 1'P_network[471]= 0
invariant : 1'P_network[4002]= 0
invariant : 1'P_network[781]= 0
invariant : 1'P_poll__networl[1316]= 0
invariant : 1'P_network[3106]= 0
invariant : 1'P_network[1642]= 0
invariant : 1'P_network[2244]= 0
invariant : 1'P_network[3026]= 0
invariant : 1'P_network[2216]= 0
invariant : 1'P_network[2706]= 0
invariant : 1'P_poll__networl[1084]= 0
invariant : 1'P_poll__networl[1229]= 0
invariant : 1'P_network[1385]= 0
invariant : 1'P_poll__networl[721]= 0
invariant : 1'P_poll__networl[2707]= 0
invariant : 1'P_poll__networl[1654]= 0
invariant : 1'P_poll__networl[4082]= 0
invariant : 1'P_network[21]= 0
invariant : 1'P_poll__networl[1638]= 0
invariant : 1'P_network[2614]= 0
invariant : 1'P_poll__networl[2138]= 0
invariant : 1'P_poll__networl[1001]= 0
invariant : 1'P_network[2417]= 0
invariant : 1'P_network[4259]= 0
invariant : 1'P_network[2652]= 0
invariant : 1'P_poll__networl[4357]= 0
invariant : 1'P_network[2252]= 0
invariant : 1'P_poll__networl[2842]= 0
invariant : 1'P_network[1383]= 0
invariant : 1'P_network[3679]= 0
invariant : 1'P_poll__networl[2469]= 0
invariant : 1'P_network[431]= 0
invariant : 1'P_poll__networl[2371]= 0
invariant : 1'P_network[266]= 0
invariant : 1'P_network[2802]= 0
invariant : 1'P_poll__networl[1703]= 0
invariant : 1'P_poll__networl[3500]= 0
invariant : 1'P_network[4357]= 0
invariant : 1'P_poll__networl[1230]= 0
invariant : 1'P_poll__networl[2600]= 0
invariant : 1'P_poll__networl[735]= 0
invariant : 1'P_poll__networl[2139]= 0
invariant : 1'P_poll__networl[3834]= 0
invariant : 1'P_poll__networl[1466]= 0
invariant : 1'P_network[3052]= 0
invariant : 1'P_poll__networl[3504]= 0
invariant : 1'P_poll__networl[1344]= 0
invariant : 1'P_network[3652]= 0
invariant : 1'P_network[1348]= 0
invariant : 1'P_network[3421]= 0
invariant : 1'P_network[2505]= 0
invariant : 1'P_poll__networl[4239]= 0
invariant : 1'P_network[2165]= 0
invariant : 1'P_poll__networl[4163]= 0
invariant : 1'P_network[912]= 0
invariant : 1'P_network[168]= 0
invariant : 1'P_poll__networl[2934]= 0
invariant : 1'P_poll__networl[1984]= 0
invariant : 1'P_poll__networl[3871]= 0
invariant : 1'P_poll__networl[404]= 0
invariant : 1'P_poll__networl[3102]= 0
invariant : 1'P_network[39]= 0
invariant : 1'P_network[2428]= 0
invariant : 1'P_network[1601]= 0
invariant : 1'P_network[4157]= 0
invariant : 1'P_poll__networl[2056]= 0
invariant : 1'P_poll__networl[4038]= 0
invariant : 1'P_poll__networl[1159]= 0
invariant : 1'P_poll__networl[3861]= 0
invariant : 1'P_network[735]= 0
invariant : 1'P_negotiation[234] + -1'P_negotiation[237] + 1'P_startNeg__broadcasting[70]= 0
invariant : 1'P_poll__networl[4078]= 0
invariant : 1'P_poll__networl[1056]= 0
invariant : 1'P_poll__networl[1774]= 0
invariant : 1'P_network[1892]= 0
invariant : 1'P_poll__networl[3716]= 0
invariant : 1'P_poll__networl[1626]= 0
invariant : 1'P_poll__networl[1597]= 0
invariant : 1'P_poll__networl[2096]= 0
invariant : 1'P_poll__networl[2831]= 0
invariant : 1'P_network[614]= 0
invariant : 1'P_network[2707]= 0
invariant : 1'P_network[750]= 0
invariant : 1'P_network[3345]= 0
invariant : 1'P_poll__networl[1790]= 0
invariant : 1'P_poll__networl[1369]= 0
invariant : 1'P_poll__networl[816]= 0
invariant : 1'P_network[3641]= 0
invariant : 1'P_poll__networl[1667]= 0
invariant : 1'P_poll__networl[1869]= 0
invariant : 1'P_poll__networl[2023]= 0
invariant : 1'P_network[889]= 0
invariant : 1'P_poll__networl[2287]= 0
invariant : 1'P_poll__networl[3819]= 0
invariant : 1'P_poll__networl[4026]= 0
invariant : 1'P_network[787]= 0
invariant : 1'P_poll__networl[2631]= 0
invariant : 1'P_network[331]= 0
invariant : 1'P_network[517]= 0
invariant : 1'P_poll__networl[3983]= 0
invariant : 1'P_network[1356]= 0
invariant : 1'P_network[3931]= 0
invariant : 1'P_network[3273]= 0
invariant : 1'P_poll__networl[2378]= 0
invariant : 1'P_poll__networl[709]= 0
invariant : 1'P_poll__networl[3640]= 0
invariant : 1'P_network[3658]= 0
invariant : 1'P_poll__networl[3391]= 0
invariant : 1'P_network[146]= 0
invariant : 1'P_network[2401]= 0
invariant : 1'P_poll__networl[3783]= 0
invariant : 1'P_poll__networl[4316]= 0
invariant : 1'P_poll__networl[2263]= 0
invariant : 1'P_network[541]= 0
invariant : 1'P_electionInit[4] + -1'P_negotiation[111] + 1'P_startNeg__broadcasting[32]= 0
invariant : 1'P_network[298]= 0
invariant : 1'P_network[2492]= 0
invariant : 1'P_network[1769]= 0
invariant : 1'P_network[94]= 0
invariant : 1'P_poll__networl[1872]= 0
invariant : 1'P_poll__networl[2801]= 0
invariant : 1'P_network[150]= 0
invariant : 1'P_network[245]= 0
invariant : 1'P_network[1398]= 0
invariant : 1'P_network[1996]= 0
invariant : 1'P_poll__networl[2422]= 0
invariant : 1'P_poll__networl[2925]= 0
invariant : 1'P_poll__networl[4090]= 0
invariant : 1'P_network[3131]= 0
invariant : 1'P_sendAnnPs__broadcasting[6]= 0
invariant : 1'P_network[2533]= 0
invariant : 1'P_poll__networl[1508]= 0
invariant : 1'P_poll__networl[301]= 0
invariant : 1'P_poll__networl[1075]= 0
invariant : 1'P_poll__networl[521]= 0
invariant : 1'P_network[1616]= 0
invariant : 1'P_poll__networl[2081]= 0
invariant : 1'P_network[2580]= 0
invariant : 1'P_poll__networl[1134]= 0
invariant : 1'P_startNeg__broadcasting[6]= 0
invariant : 1'P_network[3727]= 0
invariant : 1'P_network[1841]= 0
invariant : 1'P_network[3514]= 0
invariant : 1'P_network[3538]= 0
invariant : 1'P_poll__networl[1448]= 0
invariant : 1'P_poll__networl[380]= 0
invariant : 1'P_network[1290]= 0
invariant : 1'P_network[619]= 0
invariant : 1'P_poll__networl[1434]= 0
invariant : 1'P_network[3983]= 0
invariant : 1'P_poll__networl[4014]= 0
invariant : 1'P_network[4165]= 0
invariant : 1'P_poll__networl[1130]= 0
invariant : 1'P_poll__networl[1014]= 0
invariant : 1'P_poll__networl[4366]= 0
invariant : 1'P_network[385]= 0
invariant : 1'P_network[833]= 0
invariant : 1'P_poll__networl[2006]= 0
invariant : 1'P_network[3974]= 0
invariant : 1'P_poll__networl[1992]= 0
invariant : 1'P_poll__networl[1443]= 0
invariant : 1'P_poll__networl[1462]= 0
invariant : 1'P_network[1083]= 0
invariant : 1'P_network[2788]= 0
invariant : 1'P_poll__networl[3546]= 0
invariant : 1'P_network[1997]= 0
invariant : 1'P_poll__networl[166]= 0
invariant : 1'P_poll__networl[3718]= 0
invariant : 1'P_poll__networl[1463]= 0
invariant : 1'P_poll__networl[3999]= 0
invariant : 1'P_poll__networl[3347]= 0
invariant : 1'P_poll__networl[1977]= 0
invariant : 1'P_poll__networl[940]= 0
invariant : 1'P_network[2449]= 0
invariant : 1'P_network[3661]= 0
invariant : 1'P_poll__networl[2921]= 0
invariant : 1'P_network[3714]= 0
invariant : 1'P_network[264]= 0
invariant : 1'P_network[3221]= 0
invariant : 1'P_poll__networl[3392]= 0
invariant : 1'P_poll__networl[3731]= 0
invariant : 1'P_poll__networl[843]= 0
invariant : 1'P_network[465]= 0
invariant : 1'P_poll__networl[1288]= 0
invariant : 1'P_poll__networl[2342]= 0
invariant : 1'P_network[58]= 0
invariant : 1'P_network[2743]= 0
invariant : 1'P_network[653]= 0
invariant : 1'P_network[1374]= 0
invariant : 1'P_poll__networl[1886]= 0
invariant : 1'P_poll__networl[2093]= 0
invariant : 1'P_poll__networl[4108]= 0
invariant : 1'P_network[485]= 0
invariant : 1'P_network[508]= 0
invariant : 1'P_poll__networl[3977]= 0
invariant : 1'P_network[1390]= 0
invariant : 1'P_poll__networl[3083]= 0
invariant : 1'P_network[602]= 0
invariant : 1'P_network[1138]= 0
invariant : 1'P_poll__networl[1330]= 0
invariant : 1'P_network[2504]= 0
invariant : 1'P_poll__networl[965]= 0
invariant : 1'P_network[3279]= 0
invariant : 1'P_network[1002]= 0
invariant : 1'P_poll__networl[1890]= 0
invariant : 1'P_poll__networl[1884]= 0
invariant : 1'P_poll__networl[3208]= 0
invariant : 1'P_network[2310]= 0
invariant : 1'P_network[3225]= 0
invariant : 1'P_poll__networl[3118]= 0
invariant : 1'P_poll__networl[468]= 0
invariant : 1'P_poll__networl[3918]= 0
invariant : 1'P_network[3047]= 0
invariant : 1'P_network[698]= 0
invariant : 1'P_poll__networl[1500]= 0
invariant : 1'P_poll__networl[1226]= 0
invariant : 1'P_poll__networl[948]= 0
invariant : 1'P_poll__networl[3760]= 0
invariant : 1'P_network[2838]= 0
invariant : 1'P_poll__networl[1615]= 0
invariant : 1'P_network[2921]= 0
invariant : 1'P_electionInit[8] + -1'P_negotiation[219] + 1'P_startNeg__broadcasting[64]= 0
invariant : 1'P_poll__networl[2247]= 0
invariant : 1'P_poll__networl[2421]= 0
invariant : 1'P_poll__networl[363]= 0
invariant : 1'P_poll__networl[2196]= 0
invariant : 1'P_poll__networl[1670]= 0
invariant : 1'P_poll__networl[4016]= 0
invariant : 1'P_network[2429]= 0
invariant : 1'P_network[3588]= 0
invariant : 1'P_poll__networl[206]= 0
invariant : 1'P_network[3638]= 0
invariant : 1'P_network[3119]= 0
invariant : 1'P_poll__networl[2627]= 0
invariant : 1'P_poll__networl[3863]= 0
invariant : 1'P_network[3350]= 0
invariant : 1'P_poll__networl[2201]= 0
invariant : 1'P_poll__networl[159]= 0
invariant : 1'P_network[1565]= 0
invariant : 1'P_negotiation[126] + 1'P_negotiation[127] + 1'P_negotiation[128]= 1
invariant : 1'P_poll__networl[1346]= 0
invariant : 1'P_poll__networl[165]= 0
invariant : 1'P_network[1112]= 0
invariant : 1'P_poll__networl[2368]= 0
invariant : 1'P_network[3002]= 0
invariant : 1'P_poll__networl[3176]= 0
invariant : 1'P_poll__networl[2057]= 0
invariant : 1'P_poll__networl[2458]= 0
invariant : 1'P_poll__networl[1228]= 0
invariant : 1'P_poll__networl[763]= 0
invariant : 1'P_poll__networl[3159]= 0
invariant : 1'P_network[3912]= 0
invariant : 1'P_poll__networl[1484]= 0
invariant : 1'P_poll__networl[2566]= 0
invariant : 1'P_poll__networl[1034]= 0
invariant : 1'P_poll__networl[3514]= 0
invariant : 1'P_poll__networl[2994]= 0
invariant : 1'P_network[1912]= 0
invariant : 1'P_poll__networl[246]= 0
invariant : 1'P_poll__networl[1555]= 0
invariant : 1'P_poll__networl[2723]= 0
invariant : 1'P_poll__networl[3241]= 0
invariant : 1'P_network[835]= 0
invariant : 1'P_network[1804]= 0
invariant : 1'P_network[3113]= 0
invariant : 1'P_network[3265]= 0
invariant : 1'P_poll__networl[279]= 0
invariant : 1'P_poll__networl[4028]= 0
invariant : 1'P_network[2995]= 0
invariant : 1'P_poll__networl[1558]= 0
invariant : 1'P_poll__networl[1616]= 0
invariant : 1'P_network[3354]= 0
invariant : 1'P_poll__networl[2199]= 0
invariant : 1'P_poll__networl[687]= 0
invariant : 1'P_poll__networl[3191]= 0
invariant : 1'P_poll__networl[2517]= 0
invariant : 1'P_poll__networl[3044]= 0
invariant : 1'P_poll__networl[2763]= 0
invariant : 1'P_poll__networl[2480]= 0
invariant : 1'P_network[3206]= 0
invariant : 1'P_poll__networl[1105]= 0
invariant : 1'P_poll__networl[2151]= 0
invariant : 1'P_poll__networl[3641]= 0
invariant : 1'P_poll__networl[4203]= 0
invariant : 1'P_poll__networl[1556]= 0
invariant : 1'P_poll__networl[2724]= 0
invariant : 1'P_poll__networl[3348]= 0
invariant : 1'P_poll__networl[1239]= 0
invariant : 1'P_poll__networl[3607]= 0
invariant : 1'P_network[2834]= 0
invariant : 1'P_poll__networl[1295]= 0
invariant : 1'P_poll__networl[3710]= 0
invariant : 1'P_poll__networl[696]= 0
invariant : 1'P_poll__networl[1233]= 0
invariant : 1'P_network[1165]= 0
invariant : 1'P_network[3651]= 0
invariant : 1'P_network[3230]= 0
invariant : 1'P_network[1766]= 0
invariant : 1'P_poll__networl[188]= 0
invariant : 1'P_network[3918]= 0
invariant : 1'P_poll__networl[2131]= 0
invariant : 1'P_network[1004]= 0
invariant : 1'P_network[744]= 0
invariant : 1'P_poll__networl[2646]= 0
invariant : 1'P_network[2600]= 0
invariant : 1'P_poll__networl[2448]= 0
invariant : 1'P_network[3887]= 0
invariant : 1'P_poll__networl[2329]= 0
invariant : 1'P_poll__networl[2380]= 0
invariant : 1'P_poll__networl[3781]= 0
invariant : 1'P_network[4080]= 0
invariant : 1'P_poll__networl[3263]= 0
invariant : 1'P_poll__networl[1866]= 0
invariant : 1'P_network[2688]= 0
invariant : 1'P_poll__networl[3110]= 0
invariant : 1'P_poll__networl[2908]= 0
invariant : 1'P_network[2038]= 0
invariant : 1'P_network[2316]= 0
invariant : 1'P_network[211]= 0
invariant : 1'P_poll__networl[2614]= 0
invariant : 1'P_network[3045]= 0
invariant : 1'P_poll__networl[110]= 0
invariant : 1'P_poll__networl[4271]= 0
invariant : 1'P_network[2667]= 0
invariant : 1'P_poll__networl[2883]= 0
invariant : 1'P_poll__networl[4099]= 0
invariant : 1'P_negotiation[69] + 1'P_negotiation[70] + 1'P_negotiation[71]= 1
invariant : 1'P_poll__networl[514]= 0
invariant : 1'P_network[2203]= 0
invariant : 1'P_network[2917]= 0
invariant : 1'P_poll__networl[4150]= 0
invariant : 1'P_poll__networl[2867]= 0
invariant : 1'P_network[2462]= 0
invariant : -1'P_poll__waitingMessage[7] + 1'P_stage[21]= 1
invariant : 1'P_poll__networl[4297]= 0
invariant : 1'P_network[3282]= 0
invariant : 1'P_poll__networl[2128]= 0
invariant : 1'P_network[4148]= 0
invariant : 1'P_poll__networl[332]= 0
invariant : 1'P_poll__networl[1190]= 0
invariant : 1'P_network[1132]= 0
invariant : 1'P_network[2024]= 0
invariant : 1'P_network[2111]= 0
invariant : 1'P_poll__networl[376]= 0
invariant : 1'P_poll__networl[679]= 0
invariant : 1'P_poll__networl[3449]= 0
invariant : 1'P_network[3962]= 0
invariant : 1'P_network[4145]= 0
invariant : 1'P_network[3453]= 0
invariant : 1'P_network[2742]= 0
invariant : 1'P_negotiation[114] + -1'P_negotiation[117] + 1'P_startNeg__broadcasting[34]= 0
invariant : 1'P_poll__networl[2490]= 0
invariant : 1'P_poll__networl[3105]= 0
invariant : 1'P_network[4304]= 0
invariant : 1'P_network[3769]= 0
invariant : 1'P_network[4035]= 0
invariant : 1'P_poll__networl[305]= 0
invariant : 1'P_poll__networl[4216]= 0
invariant : 1'P_network[2294]= 0
invariant : 1'P_network[3187]= 0
invariant : 1'P_network[4255]= 0
invariant : 1'P_network[2833]= 0
invariant : 1'P_network[1774]= 0
invariant : 1'P_network[3701]= 0
invariant : 1'P_network[1758]= 0
invariant : 1'P_network[4098]= 0
invariant : 1'P_poll__networl[1231]= 0
invariant : 1'P_poll__networl[1948]= 0
invariant : 1'P_poll__networl[3079]= 0
invariant : 1'P_network[1282]= 0
invariant : 1'P_network[2891]= 0
invariant : 1'P_poll__networl[216]= 0
invariant : 1'P_poll__networl[4191]= 0
invariant : 1'P_network[3424]= 0
invariant : 1'P_network[1239]= 0
invariant : 1'P_poll__networl[795]= 0
invariant : 1'P_poll__networl[1428]= 0
invariant : 1'P_poll__networl[381]= 0
invariant : 1'P_poll__networl[1052]= 0
invariant : 1'P_network[2649]= 0
invariant : 1'P_poll__networl[3212]= 0
invariant : 1'P_poll__networl[3951]= 0
invariant : 1'P_poll__networl[4192]= 0
invariant : 1'P_network[1280]= 0
invariant : 1'P_poll__networl[1282]= 0
invariant : 1'P_poll__networl[2301]= 0
invariant : 1'P_network[1375]= 0
invariant : 1'P_network[1570]= 0
invariant : 1'P_network[1347]= 0
invariant : 1'P_poll__networl[1211]= 0
invariant : 1'P_poll__networl[3170]= 0
invariant : 1'P_network[3545]= 0
invariant : 1'P_poll__networl[2256]= 0
invariant : 1'P_network[3716]= 0
invariant : 1'P_poll__networl[1401]= 0
invariant : 1'P_poll__networl[4369]= 0
invariant : 1'P_poll__networl[3777]= 0
invariant : 1'P_poll__networl[2361]= 0
invariant : 1'P_network[3883]= 0
invariant : 1'P_poll__networl[2157]= 0
invariant : 1'P_poll__networl[3814]= 0
invariant : 1'P_network[2588]= 0
invariant : 1'P_poll__networl[4162]= 0
invariant : 1'P_network[622]= 0
invariant : 1'P_poll__networl[3107]= 0
invariant : 1'P_poll__networl[870]= 0
invariant : 1'P_network[3134]= 0
invariant : 1'P_network[543]= 0
invariant : 1'P_network[3083]= 0
invariant : 1'P_poll__networl[890]= 0
invariant : 1'P_poll__networl[2906]= 0
invariant : 1'P_network[2041]= 0
invariant : 1'P_poll__networl[1837]= 0
invariant : 1'P_poll__networl[1986]= 0
invariant : 1'P_poll__networl[3533]= 0
invariant : 1'P_network[1940]= 0
invariant : 1'P_network[2558]= 0
invariant : 1'P_poll__networl[1929]= 0
invariant : 1'P_poll__networl[1857]= 0
invariant : 1'P_network[1722]= 0
invariant : 1'P_network[3173]= 0
invariant : 1'P_network[3316]= 0
invariant : 1'P_poll__networl[1569]= 0
invariant : 1'P_network[3660]= 0
invariant : 1'P_network[863]= 0
invariant : 1'P_network[728]= 0
invariant : 1'P_network[2107]= 0
invariant : 1'P_poll__networl[3284]= 0
invariant : 1'P_network[2789]= 0
invariant : 1'P_poll__networl[2258]= 0
invariant : 1'P_network[1561]= 0
invariant : 1'P_network[3061]= 0
invariant : 1'P_poll__networl[137]= 0
invariant : 1'P_poll__networl[253]= 0
invariant : 1'P_network[961]= 0
invariant : 1'P_poll__networl[2411]= 0
invariant : 1'P_poll__networl[3665]= 0
invariant : 1'P_negotiation[93] + -1'P_negotiation[96] + 1'P_startNeg__broadcasting[27]= 0
invariant : 1'P_network[3702]= 0
invariant : 1'P_poll__networl[3733]= 0
invariant : 1'P_network[2630]= 0
invariant : 1'P_network[4219]= 0
invariant : 1'P_network[412]= 0
invariant : 1'P_network[2215]= 0
invariant : 1'P_poll__networl[4314]= 0
invariant : 1'P_negotiation[102] + -1'P_negotiation[105] + 1'P_startNeg__broadcasting[30]= 0
invariant : 1'P_poll__networl[2383]= 0
invariant : 1'P_network[3263]= 0
invariant : 1'P_network[1139]= 0
invariant : 1'P_poll__networl[4291]= 0
invariant : 1'P_network[3489]= 0
invariant : 1'P_poll__networl[902]= 0
invariant : 1'P_network[893]= 0
invariant : 1'P_poll__networl[3595]= 0
invariant : 1'P_poll__networl[3644]= 0
invariant : 1'P_poll__networl[3481]= 0
invariant : 1'P_poll__networl[1102]= 0
invariant : 1'P_poll__networl[760]= 0
invariant : 1'P_network[2188]= 0
invariant : 1'P_poll__networl[1825]= 0
invariant : 1'P_poll__networl[4081]= 0
invariant : 1'P_poll__networl[2187]= 0
invariant : 1'P_poll__networl[410]= 0
invariant : 1'P_poll__networl[4132]= 0
invariant : 1'P_poll__networl[2331]= 0
invariant : 1'P_poll__networl[1726]= 0
invariant : 1'P_network[861]= 0
invariant : 1'P_network[3572]= 0
invariant : 1'P_poll__networl[1867]= 0
invariant : 1'P_poll__networl[215]= 0
invariant : 1'P_poll__networl[4109]= 0
invariant : 1'P_network[2946]= 0
invariant : 1'P_network[1808]= 0
invariant : 1'P_poll__networl[1753]= 0
invariant : 1'P_poll__networl[2653]= 0
invariant : 1'P_network[3432]= 0
invariant : 1'P_network[2526]= 0
invariant : 1'P_poll__networl[3339]= 0
invariant : 1'P_poll__networl[3515]= 0
invariant : 1'P_network[1275]= 0
invariant : 1'P_poll__networl[3660]= 0
invariant : 1'P_network[2977]= 0
invariant : 1'P_network[3607]= 0
invariant : 1'P_network[3313]= 0
invariant : 1'P_poll__networl[19]= 0
invariant : 1'P_negotiation[192] + 1'P_negotiation[193] + 1'P_negotiation[194]= 1
invariant : 1'P_network[1679]= 0
invariant : 1'P_network[3587]= 0
invariant : 1'P_poll__networl[1987]= 0
invariant : 1'P_network[854]= 0
invariant : 1'P_network[4243]= 0
invariant : 1'P_network[1563]= 0
invariant : 1'P_network[992]= 0
invariant : 1'P_network[1015]= 0
invariant : 1'P_network[3853]= 0
invariant : 1'P_network[1723]= 0
invariant : 1'P_poll__networl[578]= 0
invariant : 1'P_network[3973]= 0
invariant : 1'P_poll__networl[1988]= 0
invariant : 1'P_poll__networl[3125]= 0
invariant : 1'P_poll__networl[3129]= 0
invariant : 1'P_network[1483]= 0
invariant : 1'P_poll__networl[3785]= 0
invariant : 1'P_network[4100]= 0
invariant : 1'P_poll__networl[1303]= 0
invariant : 1'P_network[791]= 0
invariant : 1'P_network[1351]= 0
invariant : 1'P_network[2002]= 0
invariant : 1'P_network[1238]= 0
invariant : 1'P_network[1727]= 0
invariant : 1'P_poll__networl[1571]= 0
invariant : 1'P_poll__networl[860]= 0
invariant : 1'P_network[1319]= 0
invariant : 1'P_poll__networl[923]= 0
invariant : 1'P_network[2906]= 0
invariant : 1'P_poll__networl[4346]= 0
invariant : 1'P_poll__networl[938]= 0
invariant : 1'P_network[907]= 0
invariant : 1'P_poll__networl[3402]= 0
invariant : 1'P_network[3007]= 0
invariant : 1'P_poll__networl[2864]= 0
invariant : 1'P_poll__networl[2214]= 0
invariant : 1'P_poll__networl[1488]= 0
invariant : 1'P_poll__networl[358]= 0
invariant : 1'P_network[3487]= 0
invariant : 1'P_poll__networl[1696]= 0
invariant : 1'P_poll__networl[3499]= 0
invariant : 1'P_network[161]= 0
invariant : 1'P_poll__networl[2520]= 0
invariant : 1'P_network[1219]= 0
invariant : 1'P_poll__networl[4185]= 0
invariant : 1'P_poll__networl[112]= 0
invariant : 1'P_network[78]= 0
invariant : 1'P_poll__networl[3050]= 0
invariant : 1'P_poll__networl[1658]= 0
invariant : 1'P_network[1293]= 0
invariant : 1'P_poll__networl[433]= 0
invariant : 1'P_poll__networl[2544]= 0
invariant : 1'P_network[745]= 0
invariant : 1'P_network[3435]= 0
invariant : 1'P_poll__networl[1349]= 0
invariant : 1'P_poll__networl[3383]= 0
invariant : 1'P_network[3136]= 0
invariant : 1'P_poll__networl[1949]= 0
invariant : 1'P_network[164]= 0
invariant : 1'P_network[3947]= 0
invariant : 1'P_poll__networl[205]= 0
invariant : 1'P_poll__networl[434]= 0
invariant : 1'P_network[1345]= 0
invariant : 1'P_poll__networl[2729]= 0
invariant : 1'P_network[3832]= 0
invariant : 1'P_poll__networl[2133]= 0
invariant : 1'P_poll__networl[275]= 0
invariant : 1'P_network[1547]= 0
invariant : 1'P_poll__networl[623]= 0
invariant : 1'P_network[1941]= 0
invariant : 1'P_network[2397]= 0
invariant : 1'P_poll__networl[1020]= 0
invariant : 1'P_network[3863]= 0
invariant : 1'P_poll__networl[2577]= 0
invariant : 1'P_poll__networl[846]= 0
invariant : 1'P_poll__networl[971]= 0
invariant : 1'P_network[2938]= 0
invariant : 1'P_poll__networl[2083]= 0
invariant : 1'P_poll__networl[2542]= 0
invariant : 1'P_network[3102]= 0
invariant : 1'P_poll__networl[382]= 0
invariant : 1'P_poll__networl[920]= 0
invariant : 1'P_poll__networl[3193]= 0
invariant : 1'P_network[1007]= 0
invariant : 1'P_poll__networl[537]= 0
invariant : 1'P_poll__networl[1132]= 0
invariant : 1'P_network[4288]= 0
invariant : 1'P_network[4042]= 0
invariant : 1'P_poll__networl[3708]= 0
invariant : 1'P_poll__networl[961]= 0
invariant : 1'P_network[2001]= 0
invariant : 1'P_network[1119]= 0
invariant : 1'P_network[2671]= 0
invariant : 1'P_poll__networl[4036]= 0
invariant : 1'P_poll__networl[673]= 0
invariant : 1'P_network[2590]= 0
invariant : 1'P_network[1553]= 0
invariant : 1'P_poll__networl[243]= 0
invariant : 1'P_network[1949]= 0
invariant : 1'P_network[1721]= 0
invariant : 1'P_poll__networl[1021]= 0
invariant : 1'P_network[3448]= 0
invariant : 1'P_poll__networl[1005]= 0
invariant : 1'P_network[1217]= 0
invariant : 1'P_poll__networl[2911]= 0
invariant : 1'P_network[2221]= 0
invariant : 1'P_network[1022]= 0
invariant : 1'P_network[2081]= 0
invariant : 1'P_negotiation[144] + 1'P_negotiation[145] + 1'P_negotiation[146]= 1
invariant : 1'P_poll__networl[3335]= 0
invariant : 1'P_network[96]= 0
invariant : 1'P_network[3056]= 0
invariant : 1'P_poll__networl[3705]= 0
invariant : 1'P_poll__networl[3422]= 0
invariant : 1'P_network[1860]= 0
invariant : 1'P_network[2683]= 0
invariant : 1'P_poll__networl[1384]= 0
invariant : 1'P_negotiation[109] + 1'P_negotiation[110]= 0
invariant : 1'P_network[3368]= 0
invariant : 1'P_network[1337]= 0
invariant : 1'P_network[375]= 0
invariant : 1'P_poll__networl[519]= 0
invariant : 1'P_poll__networl[3808]= 0
invariant : 1'P_network[3992]= 0
invariant : 1'P_network[3165]= 0
invariant : 1'P_network[4058]= 0
invariant : 1'P_network[3752]= 0
invariant : 1'P_network[620]= 0
invariant : 1'P_poll__networl[59]= 0
invariant : 1'P_poll__networl[3724]= 0
invariant : 1'P_poll__networl[1321]= 0
invariant : 1'P_poll__networl[3153]= 0
invariant : 1'P_poll__networl[4004]= 0
invariant : 1'P_poll__networl[4039]= 0
invariant : 1'P_poll__networl[62]= 0
invariant : 1'P_poll__networl[1731]= 0
invariant : 1'P_poll__networl[3246]= 0
invariant : 1'P_poll__networl[3297]= 0
invariant : 1'P_poll__networl[861]= 0
invariant : 1'P_poll__networl[2217]= 0
invariant : 1'P_network[968]= 0
invariant : 1'P_poll__networl[1141]= 0
invariant : 1'P_poll__networl[1180]= 0
invariant : 1'P_network[1130]= 0
invariant : 1'P_poll__networl[2988]= 0
invariant : 1'P_network[3302]= 0
invariant : 1'P_network[2746]= 0
invariant : 1'P_network[1247]= 0
invariant : 1'P_network[1218]= 0
invariant : 1'P_poll__networl[2416]= 0
invariant : 1'P_network[778]= 0
invariant : 1'P_network[884]= 0
invariant : 1'P_network[77]= 0
invariant : 1'P_network[3288]= 0
invariant : 1'P_network[3826]= 0
invariant : 1'P_network[3815]= 0
invariant : 1'P_network[2140]= 0
invariant : 1'P_poll__networl[543]= 0
invariant : 1'P_network[3757]= 0
invariant : 1'P_network[142]= 0
invariant : 1'P_poll__networl[756]= 0
invariant : 1'P_network[3980]= 0
invariant : 1'P_network[350]= 0
invariant : 1'P_network[2195]= 0
invariant : 1'P_network[3565]= 0
invariant : 1'P_network[4236]= 0
invariant : 1'P_poll__networl[3133]= 0
invariant : 1'P_poll__networl[3127]= 0
invariant : 1'P_network[679]= 0
invariant : 1'P_network[3480]= 0
invariant : 1'P_network[345]= 0
invariant : 1'P_network[991]= 0
invariant : 1'P_network[4107]= 0
invariant : 1'P_poll__networl[7]= 0
invariant : 1'P_poll__networl[1380]= 0
invariant : 1'P_network[435]= 0
invariant : 1'P_poll__networl[1647]= 0
invariant : 1'P_network[4184]= 0
invariant : 1'P_poll__networl[202]= 0
invariant : 1'P_network[4046]= 0
invariant : 1'P_network[208]= 0
invariant : 1'P_network[3945]= 0
invariant : 1'P_electedPrimary[4] + 1'P_electedSecondary[4] + 1'P_negotiation[132] + 1'P_poll__handlingMessage[4] + 1'P_poll__pollEnd[4] + 1'P_poll__waitingMessage[4] + 1'P_polling[4] + 1'P_sendAnnPs__broadcasting[32] + 1'P_sendAnnPs__broadcasting[33] + 1'P_sendAnnPs__broadcasting[34] + 1'P_sendAnnPs__broadcasting[35] + 1'P_sendAnnPs__broadcasting[36] + 1'P_sendAnnPs__broadcasting[37] + 1'P_sendAnnPs__broadcasting[38] + 1'P_sendAnnPs__broadcasting[39] + 1'P_startNeg__broadcasting[39]= 1
invariant : 1'P_network[2798]= 0
invariant : 1'P_poll__networl[1438]= 0
invariant : 1'P_poll__networl[3240]= 0
invariant : 1'P_poll__networl[4252]= 0
invariant : 1'P_poll__networl[3518]= 0
invariant : 1'P_poll__networl[1224]= 0
invariant : 1'P_network[379]= 0
invariant : 1'P_negotiation[10] + 1'P_negotiation[11]= 0
invariant : 1'P_network[310]= 0
invariant : 1'P_network[1603]= 0
invariant : 1'P_network[2306]= 0
invariant : 1'P_poll__networl[3334]= 0
invariant : 1'P_poll__networl[1755]= 0
invariant : 1'P_network[4339]= 0
invariant : 1'P_poll__networl[2477]= 0
invariant : 1'P_poll__networl[2261]= 0
invariant : 1'P_poll__networl[1826]= 0
invariant : 1'P_network[300]= 0
invariant : 1'P_network[1760]= 0
invariant : 1'P_poll__networl[616]= 0
invariant : 1'P_network[3868]= 0
invariant : 1'P_network[3371]= 0
invariant : 1'P_network[3695]= 0
invariant : 1'P_network[921]= 0
invariant : 1'P_network[958]= 0
invariant : 1'P_poll__networl[2180]= 0
invariant : 1'P_poll__networl[3266]= 0
invariant : 1'P_network[2557]= 0
invariant : 1'P_poll__networl[3594]= 0
invariant : 1'P_network[290]= 0
invariant : 1'P_network[3450]= 0
invariant : 1'P_network[2993]= 0
invariant : 1'P_poll__networl[639]= 0
invariant : 1'P_poll__networl[1068]= 0
invariant : 1'P_negotiation[15]= 0
invariant : 1'P_poll__networl[1531]= 0
invariant : 1'P_network[1560]= 0
invariant : 1'P_poll__networl[3950]= 0
invariant : 1'P_network[2455]= 0
invariant : 1'P_poll__networl[2559]= 0
invariant : 1'P_poll__networl[1644]= 0
invariant : 1'P_poll__networl[1572]= 0
invariant : 1'P_poll__networl[722]= 0
invariant : 1'P_network[525]= 0
invariant : 1'P_poll__networl[224]= 0
invariant : 1'P_network[110]= 0
invariant : 1'P_poll__networl[3761]= 0
invariant : 1'P_poll__networl[1587]= 0
invariant : 1'P_negotiation[63] + 1'P_negotiation[64] + 1'P_negotiation[65]= 1
invariant : 1'P_network[3512]= 0
invariant : 1'P_network[3831]= 0
invariant : 1'P_poll__networl[2054]= 0
invariant : 1'P_poll__networl[3441]= 0
invariant : 1'P_network[2586]= 0
invariant : 1'P_network[3220]= 0
invariant : 1'P_network[1780]= 0
invariant : 1'P_poll__networl[1067]= 0
invariant : 1'P_network[3505]= 0
invariant : 1'P_network[2319]= 0
invariant : 1'P_network[1236]= 0
invariant : 1'P_network[3167]= 0
invariant : 1'P_poll__networl[94]= 0
invariant : 1'P_poll__networl[3981]= 0
invariant : 1'P_poll__networl[1106]= 0
invariant : 1'P_network[1749]= 0
invariant : 1'P_network[3169]= 0
invariant : 1'P_network[4348]= 0
invariant : 1'P_negotiation[25] + 1'P_negotiation[26]= 0
invariant : 1'P_network[1455]= 0
invariant : 1'P_network[1541]= 0
invariant : 1'P_poll__networl[1458]= 0
invariant : 1'P_poll__networl[3891]= 0
invariant : 1'P_network[4147]= 0
invariant : 1'P_poll__networl[483]= 0
invariant : 1'P_negotiation[222] + -1'P_negotiation[225] + 1'P_startNeg__broadcasting[66]= 0
invariant : 1'P_network[3646]= 0
invariant : 1'P_poll__networl[4365]= 0
invariant : 1'P_network[2728]= 0
invariant : 1'P_network[3182]= 0
invariant : 1'P_poll__networl[2106]= 0
invariant : 1'P_poll__networl[3986]= 0
invariant : 1'P_poll__networl[1206]= 0
invariant : 1'P_poll__networl[3409]= 0
invariant : 1'P_negotiation[84] + 1'P_negotiation[85] + 1'P_negotiation[86]= 1
invariant : 1'P_network[3876]= 0
invariant : 1'P_poll__networl[511]= 0
invariant : 1'P_poll__networl[4348]= 0
invariant : 1'P_poll__networl[1938]= 0
invariant : 1'P_poll__networl[651]= 0
invariant : 1'P_network[2909]= 0
invariant : 1'P_network[3911]= 0
invariant : 1'P_poll__networl[1871]= 0
invariant : 1'P_poll__networl[3968]= 0
invariant : 1'P_network[2971]= 0
invariant : 1'P_network[548]= 0
invariant : 1'P_network[1610]= 0
invariant : 1'P_network[807]= 0
invariant : 1'P_poll__networl[576]= 0
invariant : 1'P_poll__networl[1729]= 0
invariant : 1'P_poll__networl[680]= 0
invariant : 1'P_poll__networl[894]= 0
invariant : 1'P_network[3268]= 0
invariant : 1'P_network[3013]= 0
invariant : 1'P_network[1732]= 0
invariant : 1'P_poll__networl[3611]= 0
invariant : 1'P_poll__networl[3568]= 0
invariant : 1'P_poll__networl[2412]= 0
invariant : 1'P_network[2491]= 0
invariant : 1'P_poll__networl[3879]= 0
invariant : 1'P_network[1538]= 0
invariant : 1'P_negotiation[33] + -1'P_negotiation[36] + 1'P_startNeg__broadcasting[9]= 0
invariant : 1'P_network[2102]= 0
invariant : 1'P_poll__networl[865]= 0
invariant : 1'P_network[2625]= 0
invariant : 1'P_poll__networl[4250]= 0
invariant : 1'P_poll__networl[2574]= 0
invariant : 1'P_network[2585]= 0
invariant : 1'P_network[2863]= 0
invariant : 1'P_network[3101]= 0
invariant : 1'P_poll__networl[1088]= 0
invariant : 1'P_poll__networl[1629]= 0
invariant : 1'P_poll__networl[4247]= 0
invariant : 1'P_poll__networl[691]= 0
invariant : 1'P_network[2787]= 0
invariant : 1'P_poll__networl[3917]= 0
invariant : 1'P_network[3806]= 0
invariant : 1'P_poll__networl[2324]= 0
invariant : 1'P_network[3077]= 0
invariant : 1'P_network[623]= 0
invariant : 1'P_poll__networl[462]= 0
invariant : 1'P_poll__networl[2541]= 0
invariant : 1'P_network[3940]= 0
invariant : 1'P_network[1060]= 0
invariant : 1'P_network[2208]= 0
invariant : 1'P_poll__networl[4362]= 0
invariant : 1'P_poll__networl[300]= 0
invariant : 1'P_poll__networl[1478]= 0
invariant : 1'P_network[2845]= 0
invariant : 1'P_network[2364]= 0
invariant : 1'P_poll__networl[3721]= 0
invariant : 1'P_network[948]= 0
invariant : 1'P_poll__networl[1855]= 0
invariant : 1'P_network[847]= 0
invariant : 1'P_poll__networl[974]= 0
invariant : 1'P_network[238]= 0
invariant : 1'P_poll__networl[1769]= 0
invariant : 1'P_poll__networl[3341]= 0
invariant : 1'P_network[2972]= 0
invariant : 1'P_network[3756]= 0
invariant : 1'P_negotiation[31] + 1'P_negotiation[32]= 1
invariant : 1'P_network[2812]= 0
invariant : 1'P_poll__networl[1706]= 0
invariant : 1'P_network[155]= 0
invariant : 1'P_network[2910]= 0
invariant : 1'P_poll__networl[356]= 0
invariant : 1'P_poll__networl[2115]= 0
invariant : 1'P_network[2685]= 0
invariant : 1'P_poll__networl[2127]= 0
invariant : 1'P_network[2211]= 0
invariant : 1'P_network[1128]= 0
invariant : 1'P_network[2204]= 0
invariant : 1'P_poll__networl[542]= 0
invariant : 1'P_poll__networl[317]= 0
invariant : 1'P_network[763]= 0
invariant : 1'P_network[86]= 0
invariant : 1'P_poll__networl[4181]= 0
invariant : 1'P_poll__networl[591]= 0
invariant : 1'P_poll__networl[2754]= 0
invariant : 1'P_network[1182]= 0
invariant : 1'P_poll__networl[3734]= 0
invariant : 1'P_poll__networl[1300]= 0
invariant : 1'P_poll__networl[2572]= 0
invariant : 1'P_network[2540]= 0
invariant : 1'P_poll__networl[1465]= 0
invariant : 1'P_network[1704]= 0
invariant : 1'P_network[2636]= 0
invariant : 1'P_poll__networl[3033]= 0
invariant : 1'P_poll__networl[3408]= 0
invariant : 1'P_network[732]= 0
invariant : 1'P_network[3930]= 0
invariant : 1'P_poll__networl[915]= 0
invariant : 1'P_poll__networl[2971]= 0
invariant : 1'P_poll__networl[187]= 0
invariant : 1'P_poll__networl[2855]= 0
invariant : 1'P_network[707]= 0
invariant : 1'P_network[507]= 0
invariant : 1'P_network[2612]= 0
invariant : 1'P_poll__networl[4267]= 0
invariant : 1'P_network[841]= 0
invariant : 1'P_network[2626]= 0
invariant : 1'P_network[3770]= 0
invariant : 1'P_poll__networl[1108]= 0
invariant : 1'P_poll__networl[140]= 0
invariant : 1'P_network[2006]= 0
invariant : 1'P_network[1586]= 0
invariant : 1'P_poll__networl[1545]= 0
invariant : 1'P_network[635]= 0
invariant : 1'P_network[3162]= 0
invariant : 1'P_poll__networl[587]= 0
invariant : 1'P_network[3997]= 0
invariant : 1'P_poll__networl[4270]= 0
invariant : 1'P_network[1762]= 0
invariant : 1'P_network[4146]= 0
invariant : 1'P_poll__networl[3329]= 0
invariant : 1'P_poll__networl[1318]= 0
invariant : 1'P_network[2033]= 0
invariant : 1'P_poll__networl[4233]= 0
invariant : 1'P_poll__networl[3236]= 0
invariant : 1'P_network[3193]= 0
invariant : 1'P_network[93]= 0
invariant : 1'P_poll__networl[77]= 0
invariant : 1'P_poll__networl[887]= 0
invariant : 1'P_poll__networl[963]= 0
invariant : 1'P_poll__networl[3788]= 0
invariant : 1'P_poll__networl[3827]= 0
invariant : 1'P_poll__networl[182]= 0
invariant : 1'P_poll__networl[2897]= 0
invariant : 1'P_poll__networl[631]= 0
invariant : 1'P_network[2945]= 0
invariant : 1'P_poll__networl[2482]= 0
invariant : 1'P_poll__networl[3988]= 0
invariant : 1'P_network[1001]= 0
invariant : 1'P_network[2463]= 0
invariant : 1'P_network[397]= 0
invariant : 1'P_network[3776]= 0
invariant : 1'P_poll__networl[1680]= 0
invariant : 1'P_poll__networl[4165]= 0
invariant : 1'P_poll__networl[2815]= 0
invariant : 1'P_poll__networl[1997]= 0
invariant : 1'P_network[3325]= 0
invariant : 1'P_network[4285]= 0
invariant : 1'P_network[2087]= 0
invariant : 1'P_network[1624]= 0
invariant : 1'P_network[2478]= 0
invariant : 1'P_poll__networl[1017]= 0
invariant : 1'P_network[1443]= 0
invariant : 1'P_network[1488]= 0
invariant : 1'P_network[42]= 0
invariant : 1'P_network[573]= 0
invariant : 1'P_poll__networl[2303]= 0
invariant : 1'P_negotiation[39] + -1'P_negotiation[42] + 1'P_startNeg__broadcasting[11]= 0
invariant : 1'P_network[3862]= 0
invariant : 1'P_poll__networl[594]= 0
invariant : 1'P_poll__networl[957]= 0
invariant : 1'P_network[2459]= 0
invariant : 1'P_poll__networl[1662]= 0
invariant : 1'P_poll__networl[2218]= 0
invariant : 1'P_poll__networl[2401]= 0
invariant : 1'P_poll__networl[306]= 0
invariant : 1'P_poll__networl[1643]= 0
invariant : 1'P_network[59]= 0
invariant : 1'P_poll__networl[1934]= 0
invariant : 1'P_poll__networl[4021]= 0
invariant : 1'P_network[3874]= 0
invariant : 1'P_poll__networl[2341]= 0
invariant : 1'P_negotiation[207] + -1'P_negotiation[213] + 1'P_startNeg__broadcasting[62]= 0
invariant : 1'P_poll__networl[3218]= 0
invariant : 1'P_poll__networl[2317]= 0
invariant : 1'P_poll__networl[3547]= 0
invariant : 1'P_network[3518]= 0
invariant : 1'P_network[4324]= 0
invariant : 1'P_network[1929]= 0
invariant : 1'P_network[676]= 0
invariant : 1'P_network[2474]= 0
invariant : 1'P_network[697]= 0
invariant : 1'P_network[2757]= 0
invariant : 1'P_poll__networl[693]= 0
invariant : 1'P_network[1716]= 0
invariant : 1'P_poll__networl[2105]= 0
invariant : 1'P_network[2154]= 0
invariant : 1'P_poll__networl[2126]= 0
invariant : 1'P_network[785]= 0
invariant : 1'P_network[476]= 0
invariant : 1'P_poll__networl[34]= 0
invariant : 1'P_negotiation[48] + 1'P_negotiation[49] + 1'P_negotiation[50]= 1
invariant : 1'P_network[3728]= 0
invariant : 1'P_poll__networl[1234]= 0
invariant : 1'P_poll__networl[2454]= 0
invariant : 1'P_network[1625]= 0
invariant : 1'P_network[3153]= 0
invariant : 1'P_poll__networl[2972]= 0
invariant : 1'P_poll__networl[2996]= 0
invariant : 1'P_poll__networl[851]= 0
invariant : 1'P_network[1894]= 0
invariant : 1'P_poll__networl[2789]= 0
invariant : 1'P_network[2627]= 0
invariant : 1'P_negotiation[28] + 1'P_negotiation[29]= 0
invariant : 1'P_network[3172]= 0
invariant : 1'P_network[1828]= 0
invariant : 1'P_poll__networl[3398]= 0
invariant : 1'P_poll__networl[1457]= 0
invariant : 1'P_poll__networl[3825]= 0
invariant : 1'P_network[3715]= 0
invariant : 1'P_poll__networl[2016]= 0
invariant : 1'P_poll__networl[3994]= 0
invariant : 1'P_poll__networl[2039]= 0
invariant : 1'P_network[817]= 0
invariant : 1'P_network[3822]= 0
invariant : 1'P_poll__networl[2113]= 0
invariant : 1'P_poll__networl[531]= 0
invariant : 1'P_network[101]= 0
invariant : 1'P_network[2899]= 0
invariant : 1'P_network[3457]= 0
invariant : 1'P_poll__networl[2359]= 0
invariant : 1'P_network[2350]= 0
invariant : 1'P_network[867]= 0
invariant : 1'P_network[1807]= 0
invariant : 1'P_poll__networl[3336]= 0
invariant : 1'P_poll__networl[1351]= 0
invariant : 1'P_poll__networl[1510]= 0
invariant : 1'P_network[680]= 0
invariant : 1'P_poll__networl[1287]= 0
invariant : 1'P_poll__networl[688]= 0
invariant : 1'P_network[295]= 0
invariant : 1'P_poll__networl[4100]= 0
invariant : 1'P_poll__networl[2966]= 0
invariant : 1'P_poll__networl[330]= 0
invariant : 1'P_negotiation[141] + 1'P_negotiation[142] + 1'P_negotiation[143]= 1
invariant : 1'P_network[3817]= 0
invariant : 1'P_network[1154]= 0
invariant : 1'P_network[1056]= 0
invariant : 1'P_poll__networl[2995]= 0
invariant : 1'P_poll__networl[4075]= 0
invariant : 1'P_poll__networl[3283]= 0
invariant : 1'P_network[272]= 0
invariant : 1'P_poll__networl[1002]= 0
invariant : 1'P_network[1585]= 0
invariant : 1'P_network[1379]= 0
invariant : 1'P_network[624]= 0
invariant : 1'P_network[800]= 0
invariant : 1'P_poll__networl[698]= 0
invariant : 1'P_poll__networl[2706]= 0
invariant : 1'P_network[3926]= 0
invariant : 1'P_poll__networl[2688]= 0
invariant : 1'P_network[1456]= 0
invariant : 1'P_poll__networl[4098]= 0
invariant : 1'P_network[89]= 0
invariant : 1'P_network[528]= 0
invariant : 1'P_network[1925]= 0
invariant : 1'P_poll__networl[1936]= 0
invariant : 1'P_poll__networl[2488]= 0
invariant : 1'P_poll__networl[832]= 0
invariant : 1'P_poll__networl[3432]= 0
invariant : 1'P_poll__networl[2594]= 0
invariant : 1'P_poll__networl[2384]= 0
invariant : 1'P_poll__networl[1594]= 0
invariant : 1'P_network[492]= 0
invariant : 1'P_network[1870]= 0
invariant : 1'P_poll__networl[451]= 0
invariant : 1'P_network[3075]= 0
invariant : 1'P_network[3353]= 0
invariant : 1'P_poll__networl[3016]= 0
invariant : 1'P_network[4150]= 0
invariant : 1'P_poll__networl[2078]= 0
invariant : 1'P_network[1928]= 0
invariant : 1'P_network[1976]= 0
invariant : 1'P_poll__networl[4110]= 0
invariant : 1'P_network[3269]= 0
invariant : 1'P_network[3719]= 0
invariant : 1'P_network[2912]= 0
invariant : 1'P_poll__networl[516]= 0
invariant : 1'P_poll__networl[3480]= 0
invariant : 1'P_poll__networl[3746]= 0
invariant : 1'P_poll__networl[2396]= 0
invariant : 1'P_poll__networl[1197]= 0
invariant : 1'P_poll__networl[2880]= 0
invariant : 1'P_poll__networl[3893]= 0
invariant : 1'P_poll__networl[1586]= 0
invariant : 1'P_network[2589]= 0
invariant : 1'P_poll__networl[2519]= 0
invariant : 1'P_poll__networl[3457]= 0
invariant : 1'P_poll__networl[3807]= 0
invariant : 1'P_poll__networl[2709]= 0
invariant : 1'P_network[3662]= 0
invariant : 1'P_network[220]= 0
invariant : 1'P_network[4346]= 0
invariant : 1'P_network[2615]= 0
invariant : 1'P_network[2813]= 0
invariant : 1'P_network[3828]= 0
invariant : 1'P_poll__networl[3506]= 0
invariant : 1'P_poll__networl[1879]= 0
invariant : 1'P_poll__networl[368]= 0
invariant : 1'P_poll__networl[585]= 0
invariant : 1'P_network[646]= 0
invariant : 1'P_network[4025]= 0
invariant : 1'P_poll__networl[4137]= 0
invariant : 1'P_network[601]= 0
invariant : 1'P_network[4325]= 0
invariant : 1'P_network[2130]= 0
invariant : 1'P_network[2541]= 0
invariant : 1'P_network[46]= 0
invariant : 1'P_network[1869]= 0
invariant : 1'P_network[2686]= 0
invariant : 1'P_poll__networl[1515]= 0
invariant : 1'P_network[2741]= 0
invariant : 1'P_poll__networl[2747]= 0
invariant : 1'P_poll__networl[3812]= 0
invariant : 1'P_poll__networl[3970]= 0
invariant : 1'P_poll__networl[3996]= 0
invariant : 1'P_masterState[126] + 1'P_masterState[127] + 1'P_masterState[128] + 1'P_masterState[129] + 1'P_masterState[130] + 1'P_masterState[131] + 1'P_masterState[132] + 1'P_masterState[133] + 1'P_masterState[134] + 1'P_masterState[135] + 1'P_masterState[136] + 1'P_masterState[137] + 1'P_masterState[138] + 1'P_masterState[139] + 1'P_masterState[140] + 1'P_masterState[141] + 1'P_masterState[142] + 1'P_masterState[143]= 1
invariant : 1'P_poll__networl[1118]= 0
invariant : 1'P_poll__networl[3244]= 0
invariant : 1'P_poll__networl[653]= 0
invariant : 1'P_network[1731]= 0
invariant : 1'P_poll__networl[2192]= 0
invariant : 1'P_network[3160]= 0
invariant : 1'P_network[582]= 0
invariant : 1'P_poll__networl[411]= 0
invariant : 1'P_poll__networl[1659]= 0
invariant : 1'P_poll__networl[3534]= 0
invariant : 1'P_poll__networl[482]= 0
invariant : 1'P_poll__networl[1007]= 0
invariant : 1'P_poll__networl[92]= 0
invariant : 1'P_network[1946]= 0
invariant : 1'P_poll__networl[3445]= 0
invariant : 1'P_poll__networl[2611]= 0
invariant : 1'P_network[3668]= 0
invariant : 1'P_network[2458]= 0
invariant : 1'P_network[4312]= 0
invariant : 1'P_network[1923]= 0
invariant : 1'P_poll__networl[2802]= 0
invariant : 1'P_network[3858]= 0
invariant : 1'P_poll__networl[3824]= 0
invariant : 1'P_network[275]= 0
invariant : 1'P_network[3592]= 0
invariant : 1'P_poll__networl[3555]= 0
invariant : 1'P_network[3152]= 0
invariant : 1'P_network[996]= 0
invariant : 1'P_network[1574]= 0
invariant : 1'P_network[1034]= 0
invariant : 1'P_network[2030]= 0
invariant : 1'P_network[1168]= 0
invariant : 1'P_poll__networl[909]= 0
invariant : 1'P_poll__networl[3602]= 0
invariant : 1'P_poll__networl[149]= 0
invariant : 1'P_poll__networl[1720]= 0
invariant : 1'P_poll__networl[3288]= 0
invariant : 1'P_poll__networl[3655]= 0
invariant : 1'P_poll__networl[3698]= 0
invariant : 1'P_poll__networl[343]= 0
invariant : 1'P_poll__networl[3227]= 0
invariant : 1'P_network[237]= 0
invariant : 1'P_network[2750]= 0
invariant : 1'P_poll__networl[1456]= 0
invariant : 1'P_network[3164]= 0
invariant : 1'P_poll__networl[1117]= 0
invariant : 1'P_network[265]= 0
invariant : 1'P_network[2072]= 0
invariant : 1'P_network[2801]= 0
invariant : 1'P_poll__networl[3393]= 0
invariant : 1'P_network[3347]= 0
invariant : 1'P_network[3827]= 0
invariant : 1'P_poll__networl[2345]= 0
invariant : 1'P_poll__networl[2449]= 0
invariant : 1'P_poll__networl[2043]= 0
invariant : 1'P_network[1559]= 0
invariant : 1'P_network[3560]= 0
invariant : 1'P_poll__networl[678]= 0
invariant : 1'P_network[848]= 0
invariant : 1'P_negotiation[19] + 1'P_negotiation[20]= 0
invariant : 1'P_poll__networl[3054]= 0
invariant : 1'P_network[3455]= 0
invariant : 1'P_network[669]= 0
invariant : 1'P_poll__networl[61]= 0
invariant : 1'P_network[2740]= 0
invariant : 1'P_network[1479]= 0
invariant : 1'P_network[2074]= 0
invariant : 1'P_network[4301]= 0
invariant : 1'P_network[41]= 0
invariant : 1'P_poll__networl[582]= 0
invariant : 1'P_poll__networl[2167]= 0
invariant : 1'P_network[2539]= 0
invariant : 1'P_poll__networl[4138]= 0
invariant : 1'P_network[3319]= 0
invariant : 1'P_poll__networl[785]= 0
invariant : 1'P_poll__networl[1373]= 0
invariant : 1'P_poll__networl[1057]= 0
invariant : 1'P_network[3873]= 0
invariant : 1'P_network[919]= 0
invariant : 1'P_network[3333]= 0
invariant : 1'P_network[2023]= 0
invariant : 1'P_network[2157]= 0
invariant : 1'P_negotiation[198] + 1'P_negotiation[199] + 1'P_negotiation[200]= 1
invariant : 1'P_poll__networl[1209]= 0
invariant : 1'P_poll__networl[3584]= 0
invariant : 1'P_poll__networl[4295]= 0
invariant : 1'P_poll__networl[2036]= 0
invariant : 1'P_network[3622]= 0
invariant : 1'P_network[453]= 0
invariant : 1'P_network[779]= 0
invariant : 1'P_poll__networl[1967]= 0
invariant : 1'P_poll__networl[1944]= 0
invariant : 1'P_network[3486]= 0
invariant : 1'P_poll__networl[3428]= 0
invariant : 1'P_network[4373]= 0
invariant : 1'P_poll__networl[4325]= 0
invariant : 1'P_network[1612]= 0
invariant : 1'P_network[4044]= 0
invariant : 1'P_network[565]= 0
invariant : 1'P_poll__networl[2612]= 0
invariant : 1'P_poll__networl[3559]= 0
invariant : 1'P_poll__networl[400]= 0
invariant : 1'P_network[2941]= 0
invariant : 1'P_network[806]= 0
invariant : 1'P_poll__networl[580]= 0
invariant : 1'P_poll__networl[3017]= 0
invariant : 1'P_network[1555]= 0
invariant : 1'P_poll__networl[2954]= 0
invariant : 1'P_poll__networl[1390]= 0
invariant : 1'P_network[98]= 0
invariant : 1'P_network[1370]= 0
invariant : 1'P_poll__networl[1946]= 0
invariant : 1'P_network[374]= 0
invariant : 1'P_poll__networl[906]= 0
invariant : 1'P_poll__networl[4073]= 0
invariant : 1'P_network[19]= 0
invariant : 1'P_poll__networl[1623]= 0
invariant : 1'P_network[3241]= 0
invariant : 1'P_network[703]= 0
invariant : 1'P_poll__networl[3183]= 0
invariant : 1'P_poll__networl[3551]= 0
invariant : 1'P_poll__networl[4355]= 0
invariant : 1'P_network[938]= 0
invariant : 1'P_poll__networl[1716]= 0
invariant : 1'P_poll__networl[2348]= 0
invariant : 1'P_poll__networl[1065]= 0
invariant : 1'P_network[2527]= 0
invariant : 1'P_network[1193]= 0
invariant : 1'P_poll__networl[2871]= 0
invariant : 1'P_poll__networl[3475]= 0
invariant : 1'P_poll__networl[2059]= 0
invariant : 1'P_poll__networl[4000]= 0
invariant : 1'P_poll__networl[36]= 0
invariant : 1'P_poll__networl[1059]= 0
invariant : 1'P_network[4201]= 0
invariant : 1'P_network[1751]= 0
invariant : 1'P_poll__networl[1221]= 0
invariant : 1'P_poll__networl[1227]= 0
invariant : 1'P_network[1533]= 0
invariant : 1'P_poll__networl[3882]= 0
invariant : 1'P_poll__networl[3465]= 0
invariant : 1'P_network[2206]= 0
invariant : 1'P_network[1718]= 0
invariant : 1'P_network[1707]= 0
invariant : 1'P_network[294]= 0
invariant : 1'P_network[4133]= 0
invariant : 1'P_poll__networl[2648]= 0
invariant : 1'P_poll__networl[154]= 0
invariant : 1'P_network[1725]= 0
invariant : 1'P_poll__networl[2806]= 0
invariant : 1'P_poll__networl[560]= 0
invariant : 1'P_poll__networl[3838]= 0
invariant : 1'P_network[219]= 0
invariant : 1'P_poll__networl[2644]= 0
invariant : 1'P_network[1880]= 0
invariant : 1'P_poll__networl[2452]= 0
invariant : 1'P_poll__networl[3290]= 0
invariant : 1'P_network[147]= 0
invariant : 1'P_poll__networl[925]= 0
invariant : 1'P_poll__networl[2525]= 0
invariant : 1'P_poll__networl[1502]= 0
invariant : 1'P_network[257]= 0
invariant : 1'P_network[1333]= 0
invariant : 1'P_poll__networl[3939]= 0
invariant : 1'P_poll__networl[364]= 0
invariant : 1'P_poll__networl[4106]= 0
invariant : 1'P_poll__networl[864]= 0
invariant : 1'P_masterState[36] + 1'P_masterState[37] + 1'P_masterState[38] + 1'P_masterState[39] + 1'P_masterState[40] + 1'P_masterState[41] + 1'P_masterState[42] + 1'P_masterState[43] + 1'P_masterState[44] + 1'P_masterState[45] + 1'P_masterState[46] + 1'P_masterState[47] + 1'P_masterState[48] + 1'P_masterState[49] + 1'P_masterState[50] + 1'P_masterState[51] + 1'P_masterState[52] + 1'P_masterState[53]= 1
invariant : 1'P_network[302]= 0
invariant : 1'P_poll__networl[2512]= 0
invariant : 1'P_poll__networl[1854]= 0
invariant : 1'P_network[723]= 0
invariant : 1'P_network[3824]= 0
invariant : 1'P_network[2311]= 0
invariant : 1'P_poll__networl[2937]= 0
invariant : 1'P_network[52]= 0
invariant : 1'P_poll__networl[1878]= 0
invariant : 1'P_network[2147]= 0
invariant : 1'P_network[3299]= 0
invariant : 1'P_poll__networl[777]= 0
invariant : 1'P_poll__networl[850]= 0
invariant : 1'P_network[2542]= 0
invariant : 1'P_poll__networl[1392]= 0
invariant : 1'P_poll__networl[2162]= 0
invariant : 1'P_network[757]= 0
invariant : 1'P_network[4237]= 0
invariant : 1'P_network[2846]= 0
invariant : 1'P_poll__networl[762]= 0
invariant : 1'P_poll__networl[3961]= 0
invariant : 1'P_network[695]= 0
invariant : 1'P_network[2758]= 0
invariant : 1'P_network[3043]= 0
invariant : 1'P_poll__networl[3055]= 0
invariant : 1'P_poll__networl[978]= 0
invariant : 1'P_poll__networl[889]= 0
invariant : 1'P_negotiation[213] + 1'P_negotiation[214] + 1'P_negotiation[215]= 1
invariant : 1'P_negotiation[126] + -1'P_negotiation[129] + 1'P_startNeg__broadcasting[37]= 0
invariant : 1'P_network[3300]= 0
invariant : 1'P_network[566]= 0
invariant : 1'P_network[3178]= 0
invariant : 1'P_poll__networl[1008]= 0
invariant : 1'P_poll__networl[2727]= 0
invariant : 1'P_network[997]= 0
invariant : 1'P_poll__networl[463]= 0
invariant : 1'P_poll__networl[1503]= 0
invariant : 1'P_poll__networl[1553]= 0
invariant : 1'P_poll__networl[1133]= 0
invariant : 1'P_network[670]= 0
invariant : 1'P_poll__networl[3260]= 0
invariant : 1'P_network[3895]= 0
invariant : 1'P_network[908]= 0
invariant : 1'P_network[3407]= 0
invariant : 1'P_poll__networl[1191]= 0
invariant : 1'P_poll__networl[4308]= 0
invariant : 1'P_poll__networl[1913]= 0
invariant : 1'P_poll__networl[3798]= 0
invariant : 1'P_poll__networl[1028]= 0
invariant : 1'P_network[2935]= 0
invariant : 1'P_poll__networl[348]= 0
invariant : 1'P_poll__networl[4189]= 0
invariant : 1'P_network[1829]= 0
invariant : 1'P_poll__networl[2676]= 0
invariant : 1'P_poll__networl[3460]= 0
invariant : 1'P_negotiation[6]= 0
invariant : 1'P_poll__networl[3350]= 0
invariant : 1'P_poll__networl[2615]= 0
invariant : 1'P_poll__networl[1483]= 0
invariant : 1'P_network[2200]= 0
invariant : 1'P_poll__networl[1454]= 0
invariant : 1'P_network[1267]= 0
invariant : 1'P_network[3734]= 0
invariant : 1'P_network[3894]= 0
invariant : 1'P_network[1063]= 0
invariant : 1'P_poll__networl[1435]= 0
invariant : 1'P_network[4273]= 0
invariant : 1'P_network[1176]= 0
invariant : 1'P_poll__networl[4208]= 0
invariant : 1'P_network[798]= 0
invariant : 1'P_poll__networl[3139]= 0
invariant : 1'P_network[1999]= 0
invariant : 1'P_network[251]= 0
invariant : 1'P_network[2099]= 0
invariant : 1'P_network[3224]= 0
invariant : 1'P_poll__networl[1250]= 0
invariant : 1'P_network[3085]= 0
invariant : 1'P_poll__networl[1817]= 0
invariant : 1'P_poll__networl[3106]= 0
invariant : 1'P_poll__networl[168]= 0
invariant : 1'P_poll__networl[3890]= 0
invariant : 1'P_poll__networl[74]= 0
invariant : 1'P_network[4073]= 0
invariant : 1'P_network[167]= 0
invariant : 1'P_network[579]= 0
invariant : 1'P_network[916]= 0
invariant : 1'P_poll__networl[645]= 0
invariant : 1'P_network[2653]= 0
invariant : 1'P_network[1181]= 0
invariant : 1'P_network[1241]= 0
invariant : 1'P_network[1451]= 0
invariant : 1'P_network[4195]= 0
invariant : 1'P_poll__networl[2404]= 0
invariant : 1'P_network[4127]= 0
invariant : 1'P_poll__networl[3356]= 0
invariant : 1'P_poll__networl[249]= 0
invariant : 1'P_negotiation[57] + 1'P_negotiation[58] + 1'P_negotiation[59]= 1
invariant : 1'P_poll__networl[1541]= 0
invariant : 1'P_poll__networl[1064]= 0
invariant : 1'P_poll__networl[2306]= 0
invariant : 1'P_poll__networl[4299]= 0
invariant : 1'P_network[3698]= 0
invariant : 1'P_poll__networl[4142]= 0
invariant : 1'P_poll__networl[3675]= 0
invariant : 1'P_network[3117]= 0
invariant : 1'P_poll__networl[2210]= 0
invariant : 1'P_poll__networl[590]= 0
invariant : 1'P_poll__networl[809]= 0
invariant : 1'P_network[152]= 0
invariant : 1'P_sendAnnPs__broadcasting[4]= 0
invariant : 1'P_poll__networl[3303]= 0
invariant : 1'P_poll__networl[261]= 0
invariant : 1'P_poll__networl[1076]= 0
invariant : 1'P_poll__networl[1656]= 0
invariant : 1'P_network[911]= 0
invariant : 1'P_network[3336]= 0
invariant : 1'P_network[3008]= 0
invariant : 1'P_network[4292]= 0
invariant : 1'P_poll__networl[3061]= 0
invariant : 1'P_poll__networl[579]= 0
invariant : 1'P_poll__networl[784]= 0
invariant : 1'P_poll__networl[1167]= 0
invariant : 1'P_network[1477]= 0
invariant : 1'P_poll__networl[157]= 0
invariant : 1'P_poll__networl[2035]= 0
invariant : 1'P_network[403]= 0
invariant : 1'P_network[3071]= 0
invariant : 1'P_poll__networl[568]= 0
invariant : 1'P_poll__networl[805]= 0
invariant : 1'P_network[289]= 0
invariant : 1'P_network[1142]= 0
invariant : 1'P_network[422]= 0
invariant : 1'P_poll__networl[276]= 0
invariant : 1'P_network[4040]= 0
invariant : 1'P_network[3406]= 0
invariant : 1'P_poll__networl[2424]= 0
invariant : 1'P_network[950]= 0
invariant : 1'P_network[1930]= 0
invariant : 1'P_poll__networl[88]= 0
invariant : 1'P_poll__networl[26]= 0
invariant : 1'P_network[3003]= 0
invariant : 1'P_poll__networl[573]= 0
invariant : 1'P_poll__networl[2189]= 0
invariant : 1'P_network[1327]= 0
invariant : 1'P_poll__networl[1335]= 0
invariant : 1'P_poll__networl[1721]= 0
invariant : 1'P_poll__networl[3295]= 0
invariant : 1'P_network[3080]= 0
invariant : 1'P_poll__networl[105]= 0
invariant : 1'P_network[3072]= 0
invariant : 1'P_poll__networl[1672]= 0
invariant : 1'P_poll__networl[1921]= 0
invariant : 1'P_poll__networl[4080]= 0
invariant : 1'P_poll__networl[1066]= 0
invariant : 1'P_poll__networl[3410]= 0
invariant : 1'P_network[4021]= 0
invariant : 1'P_poll__networl[1824]= 0
invariant : 1'P_network[1549]= 0
invariant : 1'P_network[85]= 0
invariant : 1'P_poll__networl[1089]= 0
invariant : 1'P_poll__networl[3589]= 0
invariant : 1'P_network[1516]= 0
invariant : 1'P_poll__networl[1920]= 0
invariant : 1'P_poll__networl[4134]= 0
invariant : 1'P_network[3081]= 0
invariant : 1'P_poll__networl[3985]= 0
invariant : 1'P_network[3950]= 0
invariant : 1'P_poll__networl[3971]= 0
invariant : 1'P_network[215]= 0
invariant : 1'P_poll__networl[322]= 0
invariant : 1'P_poll__networl[3150]= 0
invariant : 1'P_network[784]= 0
invariant : 1'P_network[3157]= 0
invariant : 1'P_poll__networl[2186]= 0
invariant : 1'P_poll__networl[3223]= 0
invariant : 1'P_network[544]= 0
invariant : 1'P_poll__networl[1674]= 0
invariant : 1'P_poll__networl[3756]= 0
invariant : 1'P_poll__networl[4034]= 0
invariant : 1'P_network[1118]= 0
invariant : 1'P_poll__networl[1232]= 0
invariant : 1'P_network[1085]= 0
invariant : 1'P_poll__networl[3809]= 0
invariant : 1'P_network[1073]= 0
invariant : 1'P_network[2473]= 0
invariant : 1'P_network[1157]= 0
invariant : 1'P_poll__networl[1354]= 0
invariant : 1'P_poll__networl[160]= 0
invariant : 1'P_poll__networl[23]= 0
invariant : 1'P_poll__networl[3942]= 0
invariant : 1'P_poll__networl[2142]= 0
invariant : 1'P_network[636]= 0
invariant : 1'P_network[1329]= 0
invariant : 1'P_network[2793]= 0
invariant : 1'P_negotiation[171] + -1'P_negotiation[174] + 1'P_startNeg__broadcasting[51]= 0
invariant : 1'P_poll__networl[3553]= 0
invariant : 1'P_poll__networl[3609]= 0
invariant : 1'P_poll__networl[1270]= 0
invariant : 1'P_poll__networl[3727]= 0
invariant : 1'P_poll__networl[3822]= 0
invariant : 1'P_poll__networl[1447]= 0
invariant : 1'P_network[1010]= 0
invariant : 1'P_network[2991]= 0
invariant : 1'P_network[1460]= 0
invariant : 1'P_poll__networl[367]= 0
invariant : 1'P_network[740]= 0
invariant : 1'P_poll__networl[2591]= 0
invariant : 1'P_network[2804]= 0
invariant : 1'P_network[3383]= 0
invariant : 1'P_network[3079]= 0
invariant : 1'P_network[3327]= 0
invariant : 1'P_poll__networl[3696]= 0
invariant : 1'P_poll__networl[3400]= 0
invariant : 1'P_poll__networl[1941]= 0
invariant : 1'P_poll__networl[1860]= 0
invariant : 1'P_poll__networl[104]= 0
invariant : 1'P_network[4153]= 0
invariant : 1'P_network[1019]= 0
Exit code :137

BK_TIME_CONFINEMENT_REACHED

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

+ export BINDIR=/home/mcc/BenchKit/
+ BINDIR=/home/mcc/BenchKit/
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ ReachabilityCardinality = StateSpace ]]
+ /home/mcc/BenchKit//runeclipse.sh /home/mcc/execution ReachabilityCardinality -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -smt
+ ulimit -s 65536
+ java -Dosgi.requiredJavaVersion=1.6 -Xss8m -Xms40m -Xmx8192m -Declipse.pde.launch=true -Dfile.encoding=UTF-8 -classpath /home/mcc/BenchKit//eclipse/plugins/org.eclipse.equinox.launcher_1.3.201.v20161025-1711.jar org.eclipse.equinox.launcher.Main -application fr.lip6.move.gal.application.pnmcc -data /home/mcc/BenchKit//workspace -os linux -ws gtk -arch x86_64 -nl en_US -consoleLog -pnfolder /home/mcc/execution -examination ReachabilityCardinality -yices2path /home/mcc/BenchKit//yices/bin/yices -its -ltsminpath /home/mcc/BenchKit//lts_install_dir/ -smt
Jun 02, 2017 10:13:34 PM fr.lip6.move.gal.application.MccTranslator transformPNML
INFO: Parsing pnml file : /home/mcc/execution/model.pnml
Jun 02, 2017 10:13:34 PM fr.lip6.move.gal.pnml.togal.PnmlToGalTransformer transform
INFO: Detected file is not PT type :http://www.pnml.org/version-2009/grammar/symmetricnet
Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.PnmlToGalTransformer transform
INFO: Load time of PNML (colored model parsed with PNMLFW) : 1587 ms
Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.HLGALTransformer handlePage
INFO: Transformed 18 places.
Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.HLGALTransformer handlePage
INFO: Computed order using colors.
Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.HLGALTransformer handlePage
INFO: sort/places :M * POS->P-sendAnnPs__broadcasting,P-startNeg__broadcasting,
M * STAGE->P-stage,
M * M * MT * M->P-network,P-poll__networl,
M * POS * M->P-masterList,
M * BOOL * M->P-masterState,
M->P-crashed,dead,P-electedPrimary,P-electedSecondary,P-electionFailed,P-electionInit,P-poll__handlingMessage,P-poll__pollEnd,P-poll__waitingMessage,P-polling,
M * M * NEGSTEP->P-negotiation,

Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.HLGALTransformer handlePage
INFO: Transformed 22 transitions.
Jun 02, 2017 10:13:36 PM fr.lip6.move.gal.pnml.togal.PnmlToGalTransformer transform
INFO: Computed order based on color domains.
Jun 02, 2017 10:13:38 PM fr.lip6.move.gal.instantiate.Instantiator instantiateParameters
INFO: On-the-fly reduction of False transitions avoided exploring 393 instantiations of transitions. Total transitions/syncs built is 16650
Jun 02, 2017 10:13:38 PM fr.lip6.move.gal.instantiate.Instantiator normalizeCalls
INFO: Calls to non existing labels (possibly due to false guards) leads to 18 abort statements.
Jun 02, 2017 10:13:39 PM fr.lip6.move.gal.instantiate.DomainAnalyzer computeVariableDomains
INFO: Found a total of 4 fixed domain variables (out of 10062 variables) in GAL type NeoElection_COL_8
Jun 02, 2017 10:13:39 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Found a total of 7641 constant array cells/variables (out of 10062 variables) in type NeoElection_COL_8
Jun 02, 2017 10:13:39 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: P_masterList[0-647], P_electionFailed[0-8], P_crashed[0-8], dead[0-8], P_network[1-8,19-26,28-35,37-44,46-53,55-62,73-80,82-89,91-98,100-107,109-116,127-134,136-143,145-152,154-161,163-170,181-188,190-197,199-206,208-215,217-224,235-242,244-251,253-260,262-269,271-278,289-296,298-305,307-314,316-323,325-332,343-350,352-359,361-368,370-377,379-386,397-404,406-413,415-422,424-431,433-440,451-458,460-467,469-476,478-485,487-494,505-512,514-521,523-530,532-539,541-548,559-566,568-575,577-584,586-593,595-602,613-620,622-629,631-638,640-647,649-656,667-674,676-683,685-692,694-701,703-710,721-728,730-737,739-746,748-755,757-764,775-782,784-791,793-800,802-809,811-818,829-836,838-845,847-854,856-863,865-872,883-890,892-899,901-908,910-917,919-926,937-944,946-953,955-962,964-971,973-980,991-998,1000-1007,1009-1016,1018-1025,1027-1034,1045-1052,1054-1061,1063-1070,1072-1079,1081-1088,1099-1106,1108-1115,1117-1124,1126-1133,1135-1142,1153-1160,1162-1169,1171-1178,1180-1187,1189-1196,1207-1214,1216-1223,1225-1232,1234-1241,1243-1250,1261-1268,1270-1277,1279-1286,1288-1295,1297-1304,1315-1322,1324-1331,1333-1340,1342-1349,1351-1358,1369-1376,1378-1385,1387-1394,1396-1403,1405-1412,1423-1430,1432-1439,1441-1448,1450-1457,1459-1466,1477-1484,1486-1493,1495-1502,1504-1511,1513-1520,1531-1538,1540-1547,1549-1556,1558-1565,1567-1574,1585-1592,1594-1601,1603-1610,1612-1619,1621-1628,1639-1646,1648-1655,1657-1664,1666-1673,1675-1682,1693-1700,1702-1709,1711-1718,1720-1727,1729-1736,1747-1754,1756-1763,1765-1772,1774-1781,1783-1790,1801-1808,1810-1817,1819-1826,1828-1835,1837-1844,1855-1862,1864-1871,1873-1880,1882-1889,1891-1898,1909-1916,1918-1925,1927-1934,1936-1943,1945-1952,1963-1970,1972-1979,1981-1988,1990-1997,1999-2006,2017-2024,2026-2033,2035-2042,2044-2051,2053-2060,2071-2078,2080-2087,2089-2096,2098-2105,2107-2114,2125-2132,2134-2141,2143-2150,2152-2159,2161-2168,2179-2186,2188-2195,2197-2204,2206-2213,2215-2222,2233-2240,2242-2249,2251-2258,2260-2267,2269-2276,2287-2294,2296-2303,2305-2312,2314-2321,2323-2330,2341-2348,2350-2357,2359-2366,2368-2375,2377-2384,2395-2402,2404-2411,2413-2420,2422-2429,2431-2438,2449-2456,2458-2465,2467-2474,2476-2483,2485-2492,2503-2510,2512-2519,2521-2528,2530-2537,2539-2546,2557-2564,2566-2573,2575-2582,2584-2591,2593-2600,2611-2618,2620-2627,2629-2636,2638-2645,2647-2654,2665-2672,2674-2681,2683-2690,2692-2699,2701-2708,2719-2726,2728-2735,2737-2744,2746-2753,2755-2762,2773-2780,2782-2789,2791-2798,2800-2807,2809-2816,2827-2834,2836-2843,2845-2852,2854-2861,2863-2870,2881-2888,2890-2897,2899-2906,2908-2915,2917-2924,2935-2942,2944-2951,2953-2960,2962-2969,2971-2978,2989-2996,2998-3005,3007-3014,3016-3023,3025-3032,3043-3050,3052-3059,3061-3068,3070-3077,3079-3086,3097-3104,3106-3113,3115-3122,3124-3131,3133-3140,3151-3158,3160-3167,3169-3176,3178-3185,3187-3194,3205-3212,3214-3221,3223-3230,3232-3239,3241-3248,3259-3266,3268-3275,3277-3284,3286-3293,3295-3302,3313-3320,3322-3329,3331-3338,3340-3347,3349-3356,3367-3374,3376-3383,3385-3392,3394-3401,3403-3410,3421-3428,3430-3437,3439-3446,3448-3455,3457-3464,3475-3482,3484-3491,3493-3500,3502-3509,3511-3518,3529-3536,3538-3545,3547-3554,3556-3563,3565-3572,3583-3590,3592-3599,3601-3608,3610-3617,3619-3626,3637-3644,3646-3653,3655-3662,3664-3671,3673-3680,3691-3698,3700-3707,3709-3716,3718-3725,3727-3734,3745-3752,3754-3761,3763-3770,3772-3779,3781-3788,3799-3806,3808-3815,3817-3824,3826-3833,3835-3842,3853-3860,3862-3869,3871-3878,3880-3887,3889-3896,3907-3914,3916-3923,3925-3932,3934-3941,3943-3950,3961-3968,3970-3977,3979-3986,3988-3995,3997-4004,4015-4022,4024-4031,4033-4040,4042-4049,4051-4058,4069-4076,4078-4085,4087-4094,4096-4103,4105-4112,4123-4130,4132-4139,4141-4148,4150-4157,4159-4166,4177-4184,4186-4193,4195-4202,4204-4211,4213-4220,4231-4238,4240-4247,4249-4256,4258-4265,4267-4274,4285-4292,4294-4301,4303-4310,4312-4319,4321-4328,4339-4346,4348-4355,4357-4364,4366-4373], P_poll__networl[0-9,18-63,72-117,126-171,180-225,234-279,288-333,342-387,396-441,450-495,504-549,558-603,612-657,666-711,720-765,774-819,828-873,882-927,936-981,990-1035,1044-1089,1098-1143,1152-1197,1206-1251,1260-1305,1314-1359,1368-1413,1422-1467,1476-1521,1530-1575,1584-1629,1638-1683,1692-1737,1746-1791,1800-1845,1854-1899,1908-1953,1962-2007,2016-2061,2070-2115,2124-2169,2178-2223,2232-2277,2286-2331,2340-2385,2394-2439,2448-2493,2502-2547,2556-2601,2610-2655,2664-2709,2718-2763,2772-2817,2826-2871,2880-2925,2934-2979,2988-3033,3042-3087,3096-3141,3150-3195,3204-3249,3258-3303,3312-3357,3366-3411,3420-3465,3474-3519,3528-3573,3582-3627,3636-3681,3690-3735,3744-3789,3798-3843,3852-3897,3906-3951,3960-4005,4014-4059,4068-4113,4122-4167,4176-4221,4230-4275,4284-4329,4338-4373],
Jun 02, 2017 10:13:41 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Simplified 25974 expressions due to constant valuations.
Jun 02, 2017 10:13:42 PM fr.lip6.move.gal.instantiate.Simplifier simplifyFalseTransitions
INFO: Removed 1184 false transitions.
Jun 02, 2017 10:13:42 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Found a total of 7003 constant array cells/variables (out of 9387 variables) in type NeoElection_COL_8
Jun 02, 2017 10:13:42 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: P_startNeg__broadcasting[1-6], P_negotiation[0,3,6,9,12,15,18,21,24,27,30,54,60,81,90,108,120,135,150,162,180,189,210,216,240], P_network[1-8,19-26,28-35,37-44,46-53,55-62,73-80,82-89,91-98,100-107,109-116,127-134,136-143,145-152,154-161,163-170,181-188,190-197,199-206,208-215,217-224,235-242,244-251,253-260,262-269,271-278,289-296,298-305,307-314,316-323,325-332,343-350,352-359,361-368,370-377,379-386,397-404,406-413,415-422,424-431,433-440,451-458,460-467,469-476,478-485,487-494,505-512,514-521,523-530,532-539,541-548,559-566,568-575,577-584,586-593,595-602,613-620,622-629,631-638,640-647,649-656,667-674,676-683,685-692,694-701,703-710,721-728,730-737,739-746,748-755,757-764,775-782,784-791,793-800,802-809,811-818,829-836,838-845,847-854,856-863,865-872,883-890,892-899,901-908,910-917,919-926,937-944,946-953,955-962,964-971,973-980,991-998,1000-1007,1009-1016,1018-1025,1027-1034,1045-1052,1054-1061,1063-1070,1072-1079,1081-1088,1099-1106,1108-1115,1117-1124,1126-1133,1135-1142,1153-1160,1162-1169,1171-1178,1180-1187,1189-1196,1207-1214,1216-1223,1225-1232,1234-1241,1243-1250,1261-1268,1270-1277,1279-1286,1288-1295,1297-1304,1315-1322,1324-1331,1333-1340,1342-1349,1351-1358,1369-1376,1378-1385,1387-1394,1396-1403,1405-1412,1423-1430,1432-1439,1441-1448,1450-1457,1459-1466,1477-1484,1486-1493,1495-1502,1504-1511,1513-1520,1531-1538,1540-1547,1549-1556,1558-1565,1567-1574,1585-1592,1594-1601,1603-1610,1612-1619,1621-1628,1639-1646,1648-1655,1657-1664,1666-1673,1675-1682,1693-1700,1702-1709,1711-1718,1720-1727,1729-1736,1747-1754,1756-1763,1765-1772,1774-1781,1783-1790,1801-1808,1810-1817,1819-1826,1828-1835,1837-1844,1855-1862,1864-1871,1873-1880,1882-1889,1891-1898,1909-1916,1918-1925,1927-1934,1936-1943,1945-1952,1963-1970,1972-1979,1981-1988,1990-1997,1999-2006,2017-2024,2026-2033,2035-2042,2044-2051,2053-2060,2071-2078,2080-2087,2089-2096,2098-2105,2107-2114,2125-2132,2134-2141,2143-2150,2152-2159,2161-2168,2179-2186,2188-2195,2197-2204,2206-2213,2215-2222,2233-2240,2242-2249,2251-2258,2260-2267,2269-2276,2287-2294,2296-2303,2305-2312,2314-2321,2323-2330,2341-2348,2350-2357,2359-2366,2368-2375,2377-2384,2395-2402,2404-2411,2413-2420,2422-2429,2431-2438,2449-2456,2458-2465,2467-2474,2476-2483,2485-2492,2503-2510,2512-2519,2521-2528,2530-2537,2539-2546,2557-2564,2566-2573,2575-2582,2584-2591,2593-2600,2611-2618,2620-2627,2629-2636,2638-2645,2647-2654,2665-2672,2674-2681,2683-2690,2692-2699,2701-2708,2719-2726,2728-2735,2737-2744,2746-2753,2755-2762,2773-2780,2782-2789,2791-2798,2800-2807,2809-2816,2827-2834,2836-2843,2845-2852,2854-2861,2863-2870,2881-2888,2890-2897,2899-2906,2908-2915,2917-2924,2935-2942,2944-2951,2953-2960,2962-2969,2971-2978,2989-2996,2998-3005,3007-3014,3016-3023,3025-3032,3043-3050,3052-3059,3061-3068,3070-3077,3079-3086,3097-3104,3106-3113,3115-3122,3124-3131,3133-3140,3151-3158,3160-3167,3169-3176,3178-3185,3187-3194,3205-3212,3214-3221,3223-3230,3232-3239,3241-3248,3259-3266,3268-3275,3277-3284,3286-3293,3295-3302,3313-3320,3322-3329,3331-3338,3340-3347,3349-3356,3367-3374,3376-3383,3385-3392,3394-3401,3403-3410,3421-3428,3430-3437,3439-3446,3448-3455,3457-3464,3475-3482,3484-3491,3493-3500,3502-3509,3511-3518,3529-3536,3538-3545,3547-3554,3556-3563,3565-3572,3583-3590,3592-3599,3601-3608,3610-3617,3619-3626,3637-3644,3646-3653,3655-3662,3664-3671,3673-3680,3691-3698,3700-3707,3709-3716,3718-3725,3727-3734,3745-3752,3754-3761,3763-3770,3772-3779,3781-3788,3799-3806,3808-3815,3817-3824,3826-3833,3835-3842,3853-3860,3862-3869,3871-3878,3880-3887,3889-3896,3907-3914,3916-3923,3925-3932,3934-3941,3943-3950,3961-3968,3970-3977,3979-3986,3988-3995,3997-4004,4015-4022,4024-4031,4033-4040,4042-4049,4051-4058,4069-4076,4078-4085,4087-4094,4096-4103,4105-4112,4123-4130,4132-4139,4141-4148,4150-4157,4159-4166,4177-4184,4186-4193,4195-4202,4204-4211,4213-4220,4231-4238,4240-4247,4249-4256,4258-4265,4267-4274,4285-4292,4294-4301,4303-4310,4312-4319,4321-4328,4339-4346,4348-4355,4357-4364,4366-4373], P_sendAnnPs__broadcasting[1-6], P_poll__networl[0-9,18-63,72-117,126-171,180-225,234-279,288-333,342-387,396-441,450-495,504-549,558-603,612-657,666-711,720-765,774-819,828-873,882-927,936-981,990-1035,1044-1089,1098-1143,1152-1197,1206-1251,1260-1305,1314-1359,1368-1413,1422-1467,1476-1521,1530-1575,1584-1629,1638-1683,1692-1737,1746-1791,1800-1845,1854-1899,1908-1953,1962-2007,2016-2061,2070-2115,2124-2169,2178-2223,2232-2277,2286-2331,2340-2385,2394-2439,2448-2493,2502-2547,2556-2601,2610-2655,2664-2709,2718-2763,2772-2817,2826-2871,2880-2925,2934-2979,2988-3033,3042-3087,3096-3141,3150-3195,3204-3249,3258-3303,3312-3357,3366-3411,3420-3465,3474-3519,3528-3573,3582-3627,3636-3681,3690-3735,3744-3789,3798-3843,3852-3897,3906-3951,3960-4005,4014-4059,4068-4113,4122-4167,4176-4221,4230-4275,4284-4329,4338-4373],
Jun 02, 2017 10:13:42 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Simplified 80 expressions due to constant valuations.
Jun 02, 2017 10:13:43 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Found a total of 7003 constant array cells/variables (out of 9387 variables) in type NeoElection_COL_8
Jun 02, 2017 10:13:43 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: P_startNeg__broadcasting[1-6], P_negotiation[0,3,6,9,12,15,18,21,24,27,30,54,60,81,90,108,120,135,150,162,180,189,210,216,240], P_network[1-8,19-26,28-35,37-44,46-53,55-62,73-80,82-89,91-98,100-107,109-116,127-134,136-143,145-152,154-161,163-170,181-188,190-197,199-206,208-215,217-224,235-242,244-251,253-260,262-269,271-278,289-296,298-305,307-314,316-323,325-332,343-350,352-359,361-368,370-377,379-386,397-404,406-413,415-422,424-431,433-440,451-458,460-467,469-476,478-485,487-494,505-512,514-521,523-530,532-539,541-548,559-566,568-575,577-584,586-593,595-602,613-620,622-629,631-638,640-647,649-656,667-674,676-683,685-692,694-701,703-710,721-728,730-737,739-746,748-755,757-764,775-782,784-791,793-800,802-809,811-818,829-836,838-845,847-854,856-863,865-872,883-890,892-899,901-908,910-917,919-926,937-944,946-953,955-962,964-971,973-980,991-998,1000-1007,1009-1016,1018-1025,1027-1034,1045-1052,1054-1061,1063-1070,1072-1079,1081-1088,1099-1106,1108-1115,1117-1124,1126-1133,1135-1142,1153-1160,1162-1169,1171-1178,1180-1187,1189-1196,1207-1214,1216-1223,1225-1232,1234-1241,1243-1250,1261-1268,1270-1277,1279-1286,1288-1295,1297-1304,1315-1322,1324-1331,1333-1340,1342-1349,1351-1358,1369-1376,1378-1385,1387-1394,1396-1403,1405-1412,1423-1430,1432-1439,1441-1448,1450-1457,1459-1466,1477-1484,1486-1493,1495-1502,1504-1511,1513-1520,1531-1538,1540-1547,1549-1556,1558-1565,1567-1574,1585-1592,1594-1601,1603-1610,1612-1619,1621-1628,1639-1646,1648-1655,1657-1664,1666-1673,1675-1682,1693-1700,1702-1709,1711-1718,1720-1727,1729-1736,1747-1754,1756-1763,1765-1772,1774-1781,1783-1790,1801-1808,1810-1817,1819-1826,1828-1835,1837-1844,1855-1862,1864-1871,1873-1880,1882-1889,1891-1898,1909-1916,1918-1925,1927-1934,1936-1943,1945-1952,1963-1970,1972-1979,1981-1988,1990-1997,1999-2006,2017-2024,2026-2033,2035-2042,2044-2051,2053-2060,2071-2078,2080-2087,2089-2096,2098-2105,2107-2114,2125-2132,2134-2141,2143-2150,2152-2159,2161-2168,2179-2186,2188-2195,2197-2204,2206-2213,2215-2222,2233-2240,2242-2249,2251-2258,2260-2267,2269-2276,2287-2294,2296-2303,2305-2312,2314-2321,2323-2330,2341-2348,2350-2357,2359-2366,2368-2375,2377-2384,2395-2402,2404-2411,2413-2420,2422-2429,2431-2438,2449-2456,2458-2465,2467-2474,2476-2483,2485-2492,2503-2510,2512-2519,2521-2528,2530-2537,2539-2546,2557-2564,2566-2573,2575-2582,2584-2591,2593-2600,2611-2618,2620-2627,2629-2636,2638-2645,2647-2654,2665-2672,2674-2681,2683-2690,2692-2699,2701-2708,2719-2726,2728-2735,2737-2744,2746-2753,2755-2762,2773-2780,2782-2789,2791-2798,2800-2807,2809-2816,2827-2834,2836-2843,2845-2852,2854-2861,2863-2870,2881-2888,2890-2897,2899-2906,2908-2915,2917-2924,2935-2942,2944-2951,2953-2960,2962-2969,2971-2978,2989-2996,2998-3005,3007-3014,3016-3023,3025-3032,3043-3050,3052-3059,3061-3068,3070-3077,3079-3086,3097-3104,3106-3113,3115-3122,3124-3131,3133-3140,3151-3158,3160-3167,3169-3176,3178-3185,3187-3194,3205-3212,3214-3221,3223-3230,3232-3239,3241-3248,3259-3266,3268-3275,3277-3284,3286-3293,3295-3302,3313-3320,3322-3329,3331-3338,3340-3347,3349-3356,3367-3374,3376-3383,3385-3392,3394-3401,3403-3410,3421-3428,3430-3437,3439-3446,3448-3455,3457-3464,3475-3482,3484-3491,3493-3500,3502-3509,3511-3518,3529-3536,3538-3545,3547-3554,3556-3563,3565-3572,3583-3590,3592-3599,3601-3608,3610-3617,3619-3626,3637-3644,3646-3653,3655-3662,3664-3671,3673-3680,3691-3698,3700-3707,3709-3716,3718-3725,3727-3734,3745-3752,3754-3761,3763-3770,3772-3779,3781-3788,3799-3806,3808-3815,3817-3824,3826-3833,3835-3842,3853-3860,3862-3869,3871-3878,3880-3887,3889-3896,3907-3914,3916-3923,3925-3932,3934-3941,3943-3950,3961-3968,3970-3977,3979-3986,3988-3995,3997-4004,4015-4022,4024-4031,4033-4040,4042-4049,4051-4058,4069-4076,4078-4085,4087-4094,4096-4103,4105-4112,4123-4130,4132-4139,4141-4148,4150-4157,4159-4166,4177-4184,4186-4193,4195-4202,4204-4211,4213-4220,4231-4238,4240-4247,4249-4256,4258-4265,4267-4274,4285-4292,4294-4301,4303-4310,4312-4319,4321-4328,4339-4346,4348-4355,4357-4364,4366-4373], P_sendAnnPs__broadcasting[1-6], P_poll__networl[0-9,18-63,72-117,126-171,180-225,234-279,288-333,342-387,396-441,450-495,504-549,558-603,612-657,666-711,720-765,774-819,828-873,882-927,936-981,990-1035,1044-1089,1098-1143,1152-1197,1206-1251,1260-1305,1314-1359,1368-1413,1422-1467,1476-1521,1530-1575,1584-1629,1638-1683,1692-1737,1746-1791,1800-1845,1854-1899,1908-1953,1962-2007,2016-2061,2070-2115,2124-2169,2178-2223,2232-2277,2286-2331,2340-2385,2394-2439,2448-2493,2502-2547,2556-2601,2610-2655,2664-2709,2718-2763,2772-2817,2826-2871,2880-2925,2934-2979,2988-3033,3042-3087,3096-3141,3150-3195,3204-3249,3258-3303,3312-3357,3366-3411,3420-3465,3474-3519,3528-3573,3582-3627,3636-3681,3690-3735,3744-3789,3798-3843,3852-3897,3906-3951,3960-4005,4014-4059,4068-4113,4122-4167,4176-4221,4230-4275,4284-4329,4338-4373],
Jun 02, 2017 10:13:44 PM fr.lip6.move.gal.instantiate.Simplifier removeUncalledTransitions
INFO: Removed 9 uncalled transitions from type NeoElection_COL_8
Jun 02, 2017 10:13:44 PM fr.lip6.move.gal.instantiate.GALRewriter flatten
INFO: Flatten gal took : 8176 ms
Jun 02, 2017 10:13:46 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Found a total of 7003 constant array cells/variables (out of 9387 variables) in type NeoElection_COL_8_flat
Jun 02, 2017 10:13:46 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: P_poll__networl[0-9,18-63,72-117,126-171,180-225,234-279,288-333,342-387,396-441,450-495,504-549,558-603,612-657,666-711,720-765,774-819,828-873,882-927,936-981,990-1035,1044-1089,1098-1143,1152-1197,1206-1251,1260-1305,1314-1359,1368-1413,1422-1467,1476-1521,1530-1575,1584-1629,1638-1683,1692-1737,1746-1791,1800-1845,1854-1899,1908-1953,1962-2007,2016-2061,2070-2115,2124-2169,2178-2223,2232-2277,2286-2331,2340-2385,2394-2439,2448-2493,2502-2547,2556-2601,2610-2655,2664-2709,2718-2763,2772-2817,2826-2871,2880-2925,2934-2979,2988-3033,3042-3087,3096-3141,3150-3195,3204-3249,3258-3303,3312-3357,3366-3411,3420-3465,3474-3519,3528-3573,3582-3627,3636-3681,3690-3735,3744-3789,3798-3843,3852-3897,3906-3951,3960-4005,4014-4059,4068-4113,4122-4167,4176-4221,4230-4275,4284-4329,4338-4373], P_startNeg__broadcasting[1-6], P_negotiation[0,3,6,9,12,15,18,21,24,27,30,54,60,81,90,108,120,135,150,162,180,189,210,216,240], P_sendAnnPs__broadcasting[1-6], P_network[1-8,19-26,28-35,37-44,46-53,55-62,73-80,82-89,91-98,100-107,109-116,127-134,136-143,145-152,154-161,163-170,181-188,190-197,199-206,208-215,217-224,235-242,244-251,253-260,262-269,271-278,289-296,298-305,307-314,316-323,325-332,343-350,352-359,361-368,370-377,379-386,397-404,406-413,415-422,424-431,433-440,451-458,460-467,469-476,478-485,487-494,505-512,514-521,523-530,532-539,541-548,559-566,568-575,577-584,586-593,595-602,613-620,622-629,631-638,640-647,649-656,667-674,676-683,685-692,694-701,703-710,721-728,730-737,739-746,748-755,757-764,775-782,784-791,793-800,802-809,811-818,829-836,838-845,847-854,856-863,865-872,883-890,892-899,901-908,910-917,919-926,937-944,946-953,955-962,964-971,973-980,991-998,1000-1007,1009-1016,1018-1025,1027-1034,1045-1052,1054-1061,1063-1070,1072-1079,1081-1088,1099-1106,1108-1115,1117-1124,1126-1133,1135-1142,1153-1160,1162-1169,1171-1178,1180-1187,1189-1196,1207-1214,1216-1223,1225-1232,1234-1241,1243-1250,1261-1268,1270-1277,1279-1286,1288-1295,1297-1304,1315-1322,1324-1331,1333-1340,1342-1349,1351-1358,1369-1376,1378-1385,1387-1394,1396-1403,1405-1412,1423-1430,1432-1439,1441-1448,1450-1457,1459-1466,1477-1484,1486-1493,1495-1502,1504-1511,1513-1520,1531-1538,1540-1547,1549-1556,1558-1565,1567-1574,1585-1592,1594-1601,1603-1610,1612-1619,1621-1628,1639-1646,1648-1655,1657-1664,1666-1673,1675-1682,1693-1700,1702-1709,1711-1718,1720-1727,1729-1736,1747-1754,1756-1763,1765-1772,1774-1781,1783-1790,1801-1808,1810-1817,1819-1826,1828-1835,1837-1844,1855-1862,1864-1871,1873-1880,1882-1889,1891-1898,1909-1916,1918-1925,1927-1934,1936-1943,1945-1952,1963-1970,1972-1979,1981-1988,1990-1997,1999-2006,2017-2024,2026-2033,2035-2042,2044-2051,2053-2060,2071-2078,2080-2087,2089-2096,2098-2105,2107-2114,2125-2132,2134-2141,2143-2150,2152-2159,2161-2168,2179-2186,2188-2195,2197-2204,2206-2213,2215-2222,2233-2240,2242-2249,2251-2258,2260-2267,2269-2276,2287-2294,2296-2303,2305-2312,2314-2321,2323-2330,2341-2348,2350-2357,2359-2366,2368-2375,2377-2384,2395-2402,2404-2411,2413-2420,2422-2429,2431-2438,2449-2456,2458-2465,2467-2474,2476-2483,2485-2492,2503-2510,2512-2519,2521-2528,2530-2537,2539-2546,2557-2564,2566-2573,2575-2582,2584-2591,2593-2600,2611-2618,2620-2627,2629-2636,2638-2645,2647-2654,2665-2672,2674-2681,2683-2690,2692-2699,2701-2708,2719-2726,2728-2735,2737-2744,2746-2753,2755-2762,2773-2780,2782-2789,2791-2798,2800-2807,2809-2816,2827-2834,2836-2843,2845-2852,2854-2861,2863-2870,2881-2888,2890-2897,2899-2906,2908-2915,2917-2924,2935-2942,2944-2951,2953-2960,2962-2969,2971-2978,2989-2996,2998-3005,3007-3014,3016-3023,3025-3032,3043-3050,3052-3059,3061-3068,3070-3077,3079-3086,3097-3104,3106-3113,3115-3122,3124-3131,3133-3140,3151-3158,3160-3167,3169-3176,3178-3185,3187-3194,3205-3212,3214-3221,3223-3230,3232-3239,3241-3248,3259-3266,3268-3275,3277-3284,3286-3293,3295-3302,3313-3320,3322-3329,3331-3338,3340-3347,3349-3356,3367-3374,3376-3383,3385-3392,3394-3401,3403-3410,3421-3428,3430-3437,3439-3446,3448-3455,3457-3464,3475-3482,3484-3491,3493-3500,3502-3509,3511-3518,3529-3536,3538-3545,3547-3554,3556-3563,3565-3572,3583-3590,3592-3599,3601-3608,3610-3617,3619-3626,3637-3644,3646-3653,3655-3662,3664-3671,3673-3680,3691-3698,3700-3707,3709-3716,3718-3725,3727-3734,3745-3752,3754-3761,3763-3770,3772-3779,3781-3788,3799-3806,3808-3815,3817-3824,3826-3833,3835-3842,3853-3860,3862-3869,3871-3878,3880-3887,3889-3896,3907-3914,3916-3923,3925-3932,3934-3941,3943-3950,3961-3968,3970-3977,3979-3986,3988-3995,3997-4004,4015-4022,4024-4031,4033-4040,4042-4049,4051-4058,4069-4076,4078-4085,4087-4094,4096-4103,4105-4112,4123-4130,4132-4139,4141-4148,4150-4157,4159-4166,4177-4184,4186-4193,4195-4202,4204-4211,4213-4220,4231-4238,4240-4247,4249-4256,4258-4265,4267-4274,4285-4292,4294-4301,4303-4310,4312-4319,4321-4328,4339-4346,4348-4355,4357-4364,4366-4373],
Jun 02, 2017 10:13:46 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: Found a total of 7003 constant array cells/variables (out of 9387 variables) in type NeoElection_COL_8_flat
Jun 02, 2017 10:13:46 PM fr.lip6.move.gal.instantiate.Simplifier simplifyConstantVariables
INFO: P_startNeg__broadcasting[1-6], P_negotiation[0,3,6,9,12,15,18,21,24,27,30,54,60,81,90,108,120,135,150,162,180,189,210,216,240], P_network[1-8,19-26,28-35,37-44,46-53,55-62,73-80,82-89,91-98,100-107,109-116,127-134,136-143,145-152,154-161,163-170,181-188,190-197,199-206,208-215,217-224,235-242,244-251,253-260,262-269,271-278,289-296,298-305,307-314,316-323,325-332,343-350,352-359,361-368,370-377,379-386,397-404,406-413,415-422,424-431,433-440,451-458,460-467,469-476,478-485,487-494,505-512,514-521,523-530,532-539,541-548,559-566,568-575,577-584,586-593,595-602,613-620,622-629,631-638,640-647,649-656,667-674,676-683,685-692,694-701,703-710,721-728,730-737,739-746,748-755,757-764,775-782,784-791,793-800,802-809,811-818,829-836,838-845,847-854,856-863,865-872,883-890,892-899,901-908,910-917,919-926,937-944,946-953,955-962,964-971,973-980,991-998,1000-1007,1009-1016,1018-1025,1027-1034,1045-1052,1054-1061,1063-1070,1072-1079,1081-1088,1099-1106,1108-1115,1117-1124,1126-1133,1135-1142,1153-1160,1162-1169,1171-1178,1180-1187,1189-1196,1207-1214,1216-1223,1225-1232,1234-1241,1243-1250,1261-1268,1270-1277,1279-1286,1288-1295,1297-1304,1315-1322,1324-1331,1333-1340,1342-1349,1351-1358,1369-1376,1378-1385,1387-1394,1396-1403,1405-1412,1423-1430,1432-1439,1441-1448,1450-1457,1459-1466,1477-1484,1486-1493,1495-1502,1504-1511,1513-1520,1531-1538,1540-1547,1549-1556,1558-1565,1567-1574,1585-1592,1594-1601,1603-1610,1612-1619,1621-1628,1639-1646,1648-1655,1657-1664,1666-1673,1675-1682,1693-1700,1702-1709,1711-1718,1720-1727,1729-1736,1747-1754,1756-1763,1765-1772,1774-1781,1783-1790,1801-1808,1810-1817,1819-1826,1828-1835,1837-1844,1855-1862,1864-1871,1873-1880,1882-1889,1891-1898,1909-1916,1918-1925,1927-1934,1936-1943,1945-1952,1963-1970,1972-1979,1981-1988,1990-1997,1999-2006,2017-2024,2026-2033,2035-2042,2044-2051,2053-2060,2071-2078,2080-2087,2089-2096,2098-2105,2107-2114,2125-2132,2134-2141,2143-2150,2152-2159,2161-2168,2179-2186,2188-2195,2197-2204,2206-2213,2215-2222,2233-2240,2242-2249,2251-2258,2260-2267,2269-2276,2287-2294,2296-2303,2305-2312,2314-2321,2323-2330,2341-2348,2350-2357,2359-2366,2368-2375,2377-2384,2395-2402,2404-2411,2413-2420,2422-2429,2431-2438,2449-2456,2458-2465,2467-2474,2476-2483,2485-2492,2503-2510,2512-2519,2521-2528,2530-2537,2539-2546,2557-2564,2566-2573,2575-2582,2584-2591,2593-2600,2611-2618,2620-2627,2629-2636,2638-2645,2647-2654,2665-2672,2674-2681,2683-2690,2692-2699,2701-2708,2719-2726,2728-2735,2737-2744,2746-2753,2755-2762,2773-2780,2782-2789,2791-2798,2800-2807,2809-2816,2827-2834,2836-2843,2845-2852,2854-2861,2863-2870,2881-2888,2890-2897,2899-2906,2908-2915,2917-2924,2935-2942,2944-2951,2953-2960,2962-2969,2971-2978,2989-2996,2998-3005,3007-3014,3016-3023,3025-3032,3043-3050,3052-3059,3061-3068,3070-3077,3079-3086,3097-3104,3106-3113,3115-3122,3124-3131,3133-3140,3151-3158,3160-3167,3169-3176,3178-3185,3187-3194,3205-3212,3214-3221,3223-3230,3232-3239,3241-3248,3259-3266,3268-3275,3277-3284,3286-3293,3295-3302,3313-3320,3322-3329,3331-3338,3340-3347,3349-3356,3367-3374,3376-3383,3385-3392,3394-3401,3403-3410,3421-3428,3430-3437,3439-3446,3448-3455,3457-3464,3475-3482,3484-3491,3493-3500,3502-3509,3511-3518,3529-3536,3538-3545,3547-3554,3556-3563,3565-3572,3583-3590,3592-3599,3601-3608,3610-3617,3619-3626,3637-3644,3646-3653,3655-3662,3664-3671,3673-3680,3691-3698,3700-3707,3709-3716,3718-3725,3727-3734,3745-3752,3754-3761,3763-3770,3772-3779,3781-3788,3799-3806,3808-3815,3817-3824,3826-3833,3835-3842,3853-3860,3862-3869,3871-3878,3880-3887,3889-3896,3907-3914,3916-3923,3925-3932,3934-3941,3943-3950,3961-3968,3970-3977,3979-3986,3988-3995,3997-4004,4015-4022,4024-4031,4033-4040,4042-4049,4051-4058,4069-4076,4078-4085,4087-4094,4096-4103,4105-4112,4123-4130,4132-4139,4141-4148,4150-4157,4159-4166,4177-4184,4186-4193,4195-4202,4204-4211,4213-4220,4231-4238,4240-4247,4249-4256,4258-4265,4267-4274,4285-4292,4294-4301,4303-4310,4312-4319,4321-4328,4339-4346,4348-4355,4357-4364,4366-4373], P_sendAnnPs__broadcasting[1-6], P_poll__networl[0-9,18-63,72-117,126-171,180-225,234-279,288-333,342-387,396-441,450-495,504-549,558-603,612-657,666-711,720-765,774-819,828-873,882-927,936-981,990-1035,1044-1089,1098-1143,1152-1197,1206-1251,1260-1305,1314-1359,1368-1413,1422-1467,1476-1521,1530-1575,1584-1629,1638-1683,1692-1737,1746-1791,1800-1845,1854-1899,1908-1953,1962-2007,2016-2061,2070-2115,2124-2169,2178-2223,2232-2277,2286-2331,2340-2385,2394-2439,2448-2493,2502-2547,2556-2601,2610-2655,2664-2709,2718-2763,2772-2817,2826-2871,2880-2925,2934-2979,2988-3033,3042-3087,3096-3141,3150-3195,3204-3249,3258-3303,3312-3357,3366-3411,3420-3465,3474-3519,3528-3573,3582-3627,3636-3681,3690-3735,3744-3789,3798-3843,3852-3897,3906-3951,3960-4005,4014-4059,4068-4113,4122-4167,4176-4221,4230-4275,4284-4329,4338-4373],
Jun 02, 2017 10:13:47 PM fr.lip6.move.gal.instantiate.GALRewriter flatten
INFO: Flatten gal took : 2117 ms
Jun 02, 2017 10:13:47 PM fr.lip6.move.gal.instantiate.GALRewriter flatten
INFO: Flatten gal took : 2091 ms
Jun 02, 2017 10:13:47 PM fr.lip6.move.serialization.SerializationUtil systemToFile
INFO: Time to serialize gal into /home/mcc/execution/ReachabilityCardinality.pnml.gal : 196 ms
Jun 02, 2017 10:13:47 PM fr.lip6.move.serialization.SerializationUtil serializePropertiesForITSTools
INFO: Time to serialize properties into /home/mcc/execution/ReachabilityCardinality.prop : 3 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd checkProperties
INFO: Ran tautology test, simplified 0 / 14 in 24349 ms.
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-0(UNSAT) depth K=0 took 29 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-1(UNSAT) depth K=0 took 66 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-2(UNSAT) depth K=0 took 3 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-4(UNSAT) depth K=0 took 8 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-5(UNSAT) depth K=0 took 1 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-6(UNSAT) depth K=0 took 1 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-7(UNSAT) depth K=0 took 1 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-8(UNSAT) depth K=0 took 34 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-9(UNSAT) depth K=0 took 1 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-10(UNSAT) depth K=0 took 1 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-11(UNSAT) depth K=0 took 4 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-12(UNSAT) depth K=0 took 9 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-14(UNSAT) depth K=0 took 2 ms
Jun 02, 2017 10:14:11 PM fr.lip6.move.gal.gal2smt.Gal2SMTFrontEnd runBMC
INFO: BMC solution for property NeoElection-COL-8-ReachabilityCardinality-15(UNSAT) depth K=0 took 3 ms
Jun 02, 2017 10:15:20 PM fr.lip6.move.gal.gal2smt.bmc.KInductionSolver computeAndDeclareInvariants
INFO: Computed 7178 place invariants in 50364 ms
Jun 02, 2017 10:15:25 PM fr.lip6.move.gal.gal2smt.bmc.KInductionSolver computeAndDeclareInvariants
INFO: Computed 7178 place invariants in 48230 ms
Jun 02, 2017 10:23:08 PM fr.lip6.move.gal.itstools.Runner runTool
INFO: Standard error output from running tool CommandLine [args=[/home/mcc/BenchKit/eclipse/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.201705302212/bin/its-reach-linux64, --gc-threshold, 2000000, --quiet, -i, /home/mcc/execution/ReachabilityCardinality.pnml.gal, -t, CGAL, -reachable-file, ReachabilityCardinality.prop, --nowitness], workingDir=/home/mcc/execution]
Read property : NeoElection-COL-8-ReachabilityCardinality-0 with value :(((((((((P_poll__waitingMessage[0]+P_poll__waitingMessage[1])+P_poll__waitingMessage[2])+P_poll__waitingMessage[3])+P_poll__waitingMessage[4])+P_poll__waitingMessage[5])+P_poll__waitingMessage[6])+P_poll__waitingMessage[7])+P_poll__waitingMessage[8])<=(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_sendAnnPs__broadcasting[0]+P_sendAnnPs__broadcasting[7])+P_sendAnnPs__broadcasting[8])+P_sendAnnPs__broadcasting[9])+P_sendAnnPs__broadcasting[10])+P_sendAnnPs__broadcasting[11])+P_sendAnnPs__broadcasting[12])+P_sendAnnPs__broadcasting[13])+P_sendAnnPs__broadcasting[14])+P_sendAnnPs__broadcasting[15])+P_sendAnnPs__broadcasting[16])+P_sendAnnPs__broadcasting[17])+P_sendAnnPs__broadcasting[18])+P_sendAnnPs__broadcasting[19])+P_sendAnnPs__broadcasting[20])+P_sendAnnPs__broadcasting[21])+P_sendAnnPs__broadcasting[22])+P_sendAnnPs__broadcasting[23])+P_sendAnnPs__broadcasting[24])+P_sendAnnPs__broadcasting[25])+P_sendAnnPs__broadcasting[26])+P_sendAnnPs__broadcasting[27])+P_sendAnnPs__broadcasting[28])+P_sendAnnPs__broadcasting[29])+P_sendAnnPs__broadcasting[30])+P_sendAnnPs__broadcasting[31])+P_sendAnnPs__broadcasting[32])+P_sendAnnPs__broadcasting[33])+P_sendAnnPs__broadcasting[34])+P_sendAnnPs__broadcasting[35])+P_sendAnnPs__broadcasting[36])+P_sendAnnPs__broadcasting[37])+P_sendAnnPs__broadcasting[38])+P_sendAnnPs__broadcasting[39])+P_sendAnnPs__broadcasting[40])+P_sendAnnPs__broadcasting[41])+P_sendAnnPs__broadcasting[42])+P_sendAnnPs__broadcasting[43])+P_sendAnnPs__broadcasting[44])+P_sendAnnPs__broadcasting[45])+P_sendAnnPs__broadcasting[46])+P_sendAnnPs__broadcasting[47])+P_sendAnnPs__broadcasting[48])+P_sendAnnPs__broadcasting[49])+P_sendAnnPs__broadcasting[50])+P_sendAnnPs__broadcasting[51])+P_sendAnnPs__broadcasting[52])+P_sendAnnPs__broadcasting[53])+P_sendAnnPs__broadcasting[54])+P_sendAnnPs__broadcasting[55])+P_sendAnnPs__broadcasting[56])+P_sendAnnPs__broadcasting[57])+P_sendAnnPs__broadcasting[58])+P_sendAnnPs__broadcasting[59])+P_sendAnnPs__broadcasting[60])+P_sendAnnPs__broadcasting[61])+P_sendAnnPs__broadcasting[62])+P_sendAnnPs__broadcasting[63])+P_sendAnnPs__broadcasting[64])+P_sendAnnPs__broadcasting[65])+P_sendAnnPs__broadcasting[66])+P_sendAnnPs__broadcasting[67])+P_sendAnnPs__broadcasting[68])+P_sendAnnPs__broadcasting[69])+P_sendAnnPs__broadcasting[70])+P_sendAnnPs__broadcasting[71]))
Read property : NeoElection-COL-8-ReachabilityCardinality-1 with value :(((((((((((P_poll__pollEnd[0]+P_poll__pollEnd[1])+P_poll__pollEnd[2])+P_poll__pollEnd[3])+P_poll__pollEnd[4])+P_poll__pollEnd[5])+P_poll__pollEnd[6])+P_poll__pollEnd[7])+P_poll__pollEnd[8])>=1)&&(((((((((P_electionInit[0]+P_electionInit[1])+P_electionInit[2])+P_electionInit[3])+P_electionInit[4])+P_electionInit[5])+P_electionInit[6])+P_electionInit[7])+P_electionInit[8])>=2))||((((((((((P_electedSecondary[0]+P_electedSecondary[1])+P_electedSecondary[2])+P_electedSecondary[3])+P_electedSecondary[4])+P_electedSecondary[5])+P_electedSecondary[6])+P_electedSecondary[7])+P_electedSecondary[8])>=2)||((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_network[0]+P_network[9])+P_network[10])+P_network[11])+P_network[12])+P_network[13])+P_network[14])+P_network[15])+P_network[16])+P_network[17])+P_network[18])+P_network[27])+P_network[36])+P_network[45])+P_network[54])+P_network[63])+P_network[64])+P_network[65])+P_network[66])+P_network[67])+P_network[68])+P_network[69])+P_network[70])+P_network[71])+P_network[72])+P_network[81])+P_network[90])+P_network[99])+P_network[108])+P_network[117])+P_network[118])+P_network[119])+P_network[120])+P_network[121])+P_network[122])+P_network[123])+P_network[124])+P_network[125])+P_network[126])+P_network[135])+P_network[144])+P_network[153])+P_network[162])+P_network[171])+P_network[172])+P_network[173])+P_network[174])+P_network[175])+P_network[176])+P_network[177])+P_network[178])+P_network[179])+P_network[180])+P_network[189])+P_network[198])+P_network[207])+P_network[216])+P_network[225])+P_network[226])+P_network[227])+P_network[228])+P_network[229])+P_network[230])+P_network[231])+P_network[232])+P_network[233])+P_network[234])+P_network[243])+P_network[252])+P_network[261])+P_network[270])+P_network[279])+P_network[280])+P_network[281])+P_network[282])+P_network[283])+P_network[284])+P_network[285])+P_network[286])+P_network[287])+P_network[288])+P_network[297])+P_network[306])+P_network[315])+P_network[324])+P_network[333])+P_network[334])+P_network[335])+P_network[336])+P_network[337])+P_network[338])+P_network[339])+P_network[340])+P_network[341])+P_network[342])+P_network[351])+P_network[360])+P_network[369])+P_network[378])+P_network[387])+P_network[388])+P_network[389])+P_network[390])+P_network[391])+P_network[392])+P_network[393])+P_network[394])+P_network[395])+P_network[396])+P_network[405])+P_network[414])+P_network[423])+P_network[432])+P_network[441])+P_network[442])+P_network[443])+P_network[444])+P_network[445])+P_network[446])+P_network[447])+P_network[448])+P_network[449])+P_network[450])+P_network[459])+P_network[468])+P_network[477])+P_network[486])+P_network[495])+P_network[496])+P_network[497])+P_network[498])+P_network[499])+P_network[500])+P_network[501])+P_network[502])+P_network[503])+P_network[504])+P_network[513])+P_network[522])+P_network[531])+P_network[540])+P_network[549])+P_network[550])+P_network[551])+P_network[552])+P_network[553])+P_network[554])+P_network[555])+P_network[556])+P_network[557])+P_network[558])+P_network[567])+P_network[576])+P_network[585])+P_network[594])+P_network[603])+P_network[604])+P_network[605])+P_network[606])+P_network[607])+P_network[608])+P_network[609])+P_network[610])+P_network[611])+P_network[612])+P_network[621])+P_network[630])+P_network[639])+P_network[648])+P_network[657])+P_network[658])+P_network[659])+P_network[660])+P_network[661])+P_network[662])+P_network[663])+P_network[664])+P_network[665])+P_network[666])+P_network[675])+P_network[684])+P_network[693])+P_network[702])+P_network[711])+P_network[712])+P_network[713])+P_network[714])+P_network[715])+P_network[716])+P_network[717])+P_network[718])+P_network[719])+P_network[720])+P_network[729])+P_network[738])+P_network[747])+P_network[756])+P_network[765])+P_network[766])+P_network[767])+P_network[768])+P_network[769])+P_network[770])+P_network[771])+P_network[772])+P_network[773])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Read property : NeoElection-COL-8-ReachabilityCardinality-2 with value :(((!((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_startNeg__broadcasting[0]+P_startNeg__broadcasting[7])+P_startNeg__broadcasting[8])+P_startNeg__broadcasting[9])+P_startNeg__broadcasting[10])+P_startNeg__broadcasting[11])+P_startNeg__broadcasting[12])+P_startNeg__broadcasting[13])+P_startNeg__broadcasting[14])+P_startNeg__broadcasting[15])+P_startNeg__broadcasting[16])+P_startNeg__broadcasting[17])+P_startNeg__broadcasting[18])+P_startNeg__broadcasting[19])+P_startNeg__broadcasting[20])+P_startNeg__broadcasting[21])+P_startNeg__broadcasting[22])+P_startNeg__broadcasting[23])+P_startNeg__broadcasting[24])+P_startNeg__broadcasting[25])+P_startNeg__broadcasting[26])+P_startNeg__broadcasting[27])+P_startNeg__broadcasting[28])+P_startNeg__broadcasting[29])+P_startNeg__broadcasting[30])+P_startNeg__broadcasting[31])+P_startNeg__broadcasting[32])+P_startNeg__broadcasting[33])+P_startNeg__broadcasting[34])+P_startNeg__broadcasting[35])+P_startNeg__broadcasting[36])+P_startNeg__broadcasting[37])+P_startNeg__broadcasting[38])+P_startNeg__broadcasting[39])+P_startNeg__broadcasting[40])+P_startNeg__broadcasting[41])+P_startNeg__broadcasting[42])+P_startNeg__broadcasting[43])+P_startNeg__broadcasting[44])+P_startNeg__broadcasting[45])+P_startNeg__broadcasting[46])+P_startNeg__broadcasting[47])+P_startNeg__broadcasting[48])+P_startNeg__broadcasting[49])+P_startNeg__broadcasting[50])+P_startNeg__broadcasting[51])+P_startNeg__broadcasting[52])+P_startNeg__broadcasting[53])+P_startNeg__broadcasting[54])+P_startNeg__broadcasting[55])+P_startNeg__broadcasting[56])+P_startNeg__broadcasting[57])+P_startNeg__broadcasting[58])+P_startNeg__broadcasting[59])+P_startNeg__broadcasting[60])+P_startNeg__broadcasting[61])+P_startNeg__broadcasting[62])+P_startNeg__broadcasting[63])+P_startNeg__broadcasting[64])+P_startNeg__broadcasting[65])+P_startNeg__broadcasting[66])+P_startNeg__broadcasting[67])+P_startNeg__broadcasting[68])+P_startNeg__broadcasting[69])+P_startNeg__broadcasting[70])+P_startNeg__broadcasting[71])>=3))||(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_negotiation[1]+P_negotiation[2])+P_negotiation[4])+P_negotiation[5])+P_negotiation[7])+P_negotiation[8])+P_negotiation[10])+P_negotiation[11])+P_negotiation[13])+P_negotiation[14])+P_negotiation[16])+P_negotiation[17])+P_negotiation[19])+P_negotiation[20])+P_negotiation[22])+P_negotiation[23])+P_negotiation[25])+P_negotiation[26])+P_negotiation[28])+P_negotiation[29])+P_negotiation[31])+P_negotiation[32])+P_negotiation[33])+P_negotiation[34])+P_negotiation[35])+P_negotiation[36])+P_negotiation[37])+P_negotiation[38])+P_negotiation[39])+P_negotiation[40])+P_negotiation[41])+P_negotiation[42])+P_negotiation[43])+P_negotiation[44])+P_negotiation[45])+P_negotiation[46])+P_negotiation[47])+P_negotiation[48])+P_negotiation[49])+P_negotiation[50])+P_negotiation[51])+P_negotiation[52])+P_negotiation[53])+P_negotiation[55])+P_negotiation[56])+P_negotiation[57])+P_negotiation[58])+P_negotiation[59])+P_negotiation[61])+P_negotiation[62])+P_negotiation[63])+P_negotiation[64])+P_negotiation[65])+P_negotiation[66])+P_negotiation[67])+P_negotiation[68])+P_negotiation[69])+P_negotiation[70])+P_negotiation[71])+P_negotiation[72])+P_negotiation[73])+P_negotiation[74])+P_negotiation[75])+P_negotiation[76])+P_negotiation[77])+P_negotiation[78])+P_negotiation[79])+P_negotiation[80])+P_negotiation[82])+P_negotiation[83])+P_negotiation[84])+P_negotiation[85])+P_negotiation[86])+P_negotiation[87])+P_negotiation[88])+P_negotiation[89])+P_negotiation[91])+P_negotiation[92])+P_negotiation[93])+P_negotiation[94])+P_negotiation[95])+P_negotiation[96])+P_negotiation[97])+P_negotiation[98])+P_negotiation[99])+P_negotiation[100])+P_negotiation[101])+P_negotiation[102])+P_negotiation[103])+P_negotiation[104])+P_negotiation[105])+P_negotiation[106])+P_negotiation[107])+P_negotiation[109])+P_negotiation[110])+P_negotiation[111])+P_negotiation[112])+P_negotiation[113])+P_negotiation[114])+P_negotiation[115])+P_negotiation[116])+P_negotiation[117])+P_negotiation[118])+P_negotiation[119])+P_negotiation[121])+P_negotiation[122])+P_negotiation[123])+P_negotiation[124])+P_negotiation[125])+P_negotiation[126])+P_negotiation[127])+P_negotiation[128])+P_negotiation[129])+P_negotiation[130])+P_negotiation[131])+P_negotiation[132])+P_negotiation[133])+P_negotiation[134])+P_negotiation[136])+P_negotiation[137])+P_negotiation[138])+P_negotiation[139])+P_negotiation[140])+P_negotiation[141])+P_negotiation[142])+P_negotiation[143])+P_negotiation[144])+P_negotiation[145])+P_negotiation[146])+P_negotiation[147])+P_negotiation[148])+P_negotiation[149])+P_negotiation[151])+P_negotiation[152])+P_negotiation[153])+P_negotiation[154])+P_negotiation[155])+P_negotiation[156])+P_negotiation[157])+P_negotiation[158])+P_negotiation[159])+P_negotiation[160])+P_negotiation[161])+P_negotiation[163])+P_negotiation[164])+P_negotiation[165])+P_negotiation[166])+P_negotiation[167])+P_negotiation[168])+P_negotiation[169])+P_negotiation[170])+P_negotiation[171])+P_negotiation[172])+P_negotiation[173])+P_negotiation[174])+P_negotiation[175])+P_negotiation[176])+P_negotiation[177])+P_negotiation[178])+P_negotiation[179])+P_negotiation[181])+P_negotiation[182])+P_negotiation[183])+P_negotiation[184])+P_negotiation[185])+P_negotiation[186])+P_negotiation[187])+P_negotiation[188])+P_negotiation[190])+P_negotiation[191])+P_negotiation[192])+P_negotiation[193])+P_negotiation[194])+P_negotiation[195])+P_negotiation[196])+P_negotiation[197])+P_negotiation[198])+P_negotiation[199])+P_negotiation[200])+P_negotiation[201])+P_negotiation[202])+P_negotiation[203])+P_negotiation[204])+P_negotiation[205])+P_negotiation[206])+P_negotiation[207])+P_negotiation[208])+P_negotiation[209])+P_negotiation[211])+P_negotiation[212])+P_negotiation[213])+P_negotiation[214])+P_negotiation[215])+P_negotiation[217])+P_negotiation[218])+P_negotiation[219])+P_negotiation[220])+P_negotiation[221])+P_negotiation[222])+P_negotiation[223])+P_negotiation[224])+P_negotiation[225])+P_negotiation[226])+P_negotiation[227])+P_negotiation[228])+P_negotiation[229])+P_negotiation[230])+P_negotiation[231])+P_negotiation[232])+P_negotiation[233])+P_negotiation[234])+P_negotiation[235])+P_negotiation[236])+P_negotiation[237])+P_negotiation[238])+P_negotiation[239])+P_negotiation[241])+P_negotiation[242])>=2)||(((((((((P_electedPrimary[0]+P_electedPrimary[1])+P_electedPrimary[2])+P_electedPrimary[3])+P_electedPrimary[4])+P_electedPrimary[5])+P_electedPrimary[6])+P_electedPrimary[7])+P_electedPrimary[8])>=2)))&&((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_masterState[0]+P_masterState[1])+P_masterState[2])+P_masterState[3])+P_masterState[4])+P_masterState[5])+P_masterState[6])+P_masterState[7])+P_masterState[8])+P_masterState[9])+P_masterState[10])+P_masterState[11])+P_masterState[12])+P_masterState[13])+P_masterState[14])+P_masterState[15])+P_masterState[16])+P_masterState[17])+P_masterState[18])+P_masterState[19])+P_masterState[20])+P_masterState[21])+P_masterState[22])+P_masterState[23])+P_masterState[24])+P_masterState[25])+P_masterState[26])+P_masterState[27])+P_masterState[28])+P_masterState[29])+P_masterState[30])+P_masterState[31])+P_masterState[32])+P_masterState[33])+P_masterState[34])+P_masterState[35])+P_masterState[36])+P_masterState[37])+P_masterState[38])+P_masterState[39])+P_masterState[40])+P_masterState[41])+P_masterState[42])+P_masterState[43])+P_masterState[44])+P_masterState[45])+P_masterState[46])+P_masterState[47])+P_masterState[48])+P_masterState[49])+P_masterState[50])+P_masterState[51])+P_masterState[52])+P_masterState[53])+P_masterState[54])+P_masterState[55])+P_masterState[56])+P_masterState[57])+P_masterState[58])+P_masterState[59])+P_masterState[60])+P_masterState[61])+P_masterState[62])+P_masterState[63])+P_masterState[64])+P_masterState[65])+P_masterState[66])+P_masterState[67])+P_masterState[68])+P_masterState[69])+P_masterState[70])+P_masterState[71])+P_masterState[72])+P_masterState[73])+P_masterState[74])+P_masterState[75])+P_masterState[76])+P_masterState[77])+P_masterState[78])+P_masterState[79])+P_masterState[80])+P_masterState[81])+P_masterState[82])+P_masterState[83])+P_masterState[84])+P_masterState[85])+P_masterState[86])+P_masterState[87])+P_masterState[88])+P_masterState[89])+P_masterState[90])+P_masterState[91])+P_masterState[92])+P_masterState[93])+P_masterState[94])+P_masterState[95])+P_masterState[96])+P_masterState[97])+P_masterState[98])+P_masterState[99])+P_masterState[100])+P_masterState[101])+P_masterState[102])+P_masterState[103])+P_masterState[104])+P_masterState[105])+P_masterState[106])+P_masterState[107])+P_masterState[108])+P_masterState[109])+P_masterState[110])+P_masterState[111])+P_masterState[112])+P_masterState[113])+P_masterState[114])+P_masterState[115])+P_masterState[116])+P_masterState[117])+P_masterState[118])+P_masterState[119])+P_masterState[120])+P_masterState[121])+P_masterState[122])+P_masterState[123])+P_masterState[124])+P_masterState[125])+P_masterState[126])+P_masterState[127])+P_masterState[128])+P_masterState[129])+P_masterState[130])+P_masterState[131])+P_masterState[132])+P_masterState[133])+P_masterState[134])+P_masterState[135])+P_masterState[136])+P_masterState[137])+P_masterState[138])+P_masterState[139])+P_masterState[140])+P_masterState[141])+P_masterState[142])+P_masterState[143])+P_masterState[144])+P_masterState[145])+P_masterState[146])+P_masterState[147])+P_masterState[148])+P_masterState[149])+P_masterState[150])+P_masterState[151])+P_masterState[152])+P_masterState[153])+P_masterState[154])+P_masterState[155])+P_masterState[156])+P_masterState[157])+P_masterState[158])+P_masterState[159])+P_masterState[160])+P_masterState[161])<=0))
Read property : NeoElection-COL-8-ReachabilityCardinality-4 with value :((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_poll__networl[10]+P_poll__networl[11])+P_poll__networl[12])+P_poll__networl[13])+P_poll__networl[14])+P_poll__networl[15])+P_poll__networl[16])+P_poll__networl[17])+P_poll__networl[64])+P_poll__networl[65])+P_poll__networl[66])+P_poll__networl[67])+P_poll__networl[68])+P_poll__networl[69])+P_poll__networl[70])+P_poll__networl[71])+P_poll__networl[118])+P_poll__networl[119])+P_poll__networl[120])+P_poll__networl[121])+P_poll__networl[122])+P_poll__networl[123])+P_poll__networl[124])+P_poll__networl[125])+P_poll__networl[172])+P_poll__networl[173])+P_poll__networl[174])+P_poll__networl[175])+P_poll__networl[176])+P_poll__networl[177])+P_poll__networl[178])+P_poll__networl[179])+P_poll__networl[226])+P_poll__networl[227])+P_poll__networl[228])+P_poll__networl[229])+P_poll__networl[230])+P_poll__networl[231])+P_poll__networl[232])+P_poll__networl[233])+P_poll__networl[280])+P_poll__networl[281])+P_poll__networl[282])+P_poll__networl[283])+P_poll__networl[284])+P_poll__networl[285])+P_poll__networl[286])+P_poll__networl[287])+P_poll__networl[334])+P_poll__networl[335])+P_poll__networl[336])+P_poll__networl[337])+P_poll__networl[338])+P_poll__networl[339])+P_poll__networl[340])+P_poll__networl[341])+P_poll__networl[388])+P_poll__networl[389])+P_poll__networl[390])+P_poll__networl[391])+P_poll__networl[392])+P_poll__networl[393])+P_poll__networl[394])+P_poll__networl[395])+P_poll__networl[442])+P_poll__networl[443])+P_poll__networl[444])+P_poll__networl[445])+P_poll__networl[446])+P_poll__networl[447])+P_poll__networl[448])+P_poll__networl[449])+P_poll__networl[496])+P_poll__networl[497])+P_poll__networl[498])+P_poll__networl[499])+P_poll__networl[500])+P_poll__networl[501])+P_poll__networl[502])+P_poll__networl[503])+P_poll__networl[550])+P_poll__networl[551])+P_poll__networl[552])+P_poll__networl[553])+P_poll__networl[554])+P_poll__networl[555])+P_poll__networl[556])+P_poll__networl[557])+P_poll__networl[604])+P_poll__networl[605])+P_poll__networl[606])+P_poll__networl[607])+P_poll__networl[608])+P_poll__networl[609])+P_poll__networl[610])+P_poll__networl[611])+P_poll__networl[658])+P_poll__networl[659])+P_poll__networl[660])+P_poll__networl[661])+P_poll__networl[662])+P_poll__networl[663])+P_poll__networl[664])+P_poll__networl[665])+P_poll__networl[712])+P_poll__networl[713])+P_poll__networl[714])+P_poll__networl[715])+P_poll__networl[716])+P_poll__networl[717])+P_poll__networl[718])+P_poll__networl[719])+P_poll__networl[766])+P_poll__networl[767])+P_poll__networl[768])+P_poll__networl[769])+P_poll__networl[770])+P_poll__networl[771])+P_poll__networl[772])+P_poll__networl[773])+P_poll__networl[820])+P_poll__networl[821])+P_poll__networl[822])+P_poll__networl[823])+P_poll__networl[824])+P_poll__networl[825])+P_poll__networl[826])+P_poll__networl[827])+P_poll__networl[874])+P_poll__networl[875])+P_poll__networl[876])+P_poll__networl[877])+P_poll__networl[878])+P_poll__networl[879])+P_poll__networl[880])+P_poll__networl[881])+P_poll__networl[928])+P_poll__networl[929])+P_poll__networl[930])+P_poll__networl[931])+P_poll__networl[932])+P_poll__networl[933])+P_poll__networl[934])+P_poll__networl[935])+P_poll__networl[982])+P_poll__networl[983])+P_poll__networl[984])+P_poll__networl[985])+P_poll__networl[986])+P_poll__networl[987])+P_poll__networl[988])+P_poll__networl[989])+P_poll__networl[1036])+P_poll__networl[1037])+P_poll__networl[1038])+P_poll__networl[1039])+P_poll__networl[1040])+P_poll__networl[1041])+P_poll__networl[1042])+P_poll__networl[1043])+P_poll__networl[1090])+P_poll__networl[1091])+P_poll__networl[1092])+P_poll__networl[1093])+P_poll__networl[1094])+P_poll__networl[1095])+P_poll__networl[1096])+P_poll__networl[1097])+P_poll__networl[1144])+P_poll__networl[1145])+P_poll__networl[1146])+P_poll__networl[1147])+P_poll__networl[1148])+P_poll__networl[1149])+P_poll__networl[1150])+P_poll__networl[1151])+P_poll__networl[1198])+P_poll__networl[1199])+P_poll__networl[1200])+P_poll__networl[1201])+P_poll__networl[1202])+P_poll__networl[1203])+P_poll__networl[1204])+P_poll__networl[1205])+P_poll__networl[1252])+P_poll__networl[1253])+P_poll__networl[1254])+P_poll__networl[1255])+P_poll__networl[1256])+P_poll__networl[1257])+P_poll__networl[1258])+P_poll__networl[1259])+P_poll__networl[1306])+P_poll__networl[1307])+P_poll__networl[1308])+P_poll__networl[1309])+P_poll__netw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_networl[4229])+P_poll__networl[4276])+P_poll__networl[4277])+P_poll__networl[4278])+P_poll__networl[4279])+P_poll__networl[4280])+P_poll__networl[4281])+P_poll__networl[4282])+P_poll__networl[4283])+P_poll__networl[4330])+P_poll__networl[4331])+P_poll__networl[4332])+P_poll__networl[4333])+P_poll__networl[4334])+P_poll__networl[4335])+P_poll__networl[4336])+P_poll__networl[4337])<=((((((((P_electedPrimary[0]+P_electedPrimary[1])+P_electedPrimary[2])+P_electedPrimary[3])+P_electedPrimary[4])+P_electedPrimary[5])+P_electedPrimary[6])+P_electedPrimary[7])+P_electedPrimary[8]))
Read property : NeoElection-COL-8-ReachabilityCardinality-5 with value :(!(((((((((P_poll__waitingMessage[0]+P_poll__waitingMessage[1])+P_poll__waitingMessage[2])+P_poll__waitingMessage[3])+P_poll__waitingMessage[4])+P_poll__waitingMessage[5])+P_poll__waitingMessage[6])+P_poll__waitingMessage[7])+P_poll__waitingMessage[8])>=0))
Read property : NeoElection-COL-8-ReachabilityCardinality-6 with value :((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_masterState[0]+P_masterState[1])+P_masterState[2])+P_masterState[3])+P_masterState[4])+P_masterState[5])+P_masterState[6])+P_masterState[7])+P_masterState[8])+P_masterState[9])+P_masterState[10])+P_masterState[11])+P_masterState[12])+P_masterState[13])+P_masterState[14])+P_masterState[15])+P_masterState[16])+P_masterState[17])+P_masterState[18])+P_masterState[19])+P_masterState[20])+P_masterState[21])+P_masterState[22])+P_masterState[23])+P_masterState[24])+P_masterState[25])+P_masterState[26])+P_masterState[27])+P_masterState[28])+P_masterState[29])+P_masterState[30])+P_masterState[31])+P_masterState[32])+P_masterState[33])+P_masterState[34])+P_masterState[35])+P_masterState[36])+P_masterState[37])+P_masterState[38])+P_masterState[39])+P_masterState[40])+P_masterState[41])+P_masterState[42])+P_masterState[43])+P_masterState[44])+P_masterState[45])+P_masterState[46])+P_masterState[47])+P_masterState[48])+P_masterState[49])+P_masterState[50])+P_masterState[51])+P_masterState[52])+P_masterState[53])+P_masterState[54])+P_masterState[55])+P_masterState[56])+P_masterState[57])+P_masterState[58])+P_masterState[59])+P_masterState[60])+P_masterState[61])+P_masterState[62])+P_masterState[63])+P_masterState[64])+P_masterState[65])+P_masterState[66])+P_masterState[67])+P_masterState[68])+P_masterState[69])+P_masterState[70])+P_masterState[71])+P_masterState[72])+P_masterState[73])+P_masterState[74])+P_masterState[75])+P_masterState[76])+P_masterState[77])+P_masterState[78])+P_masterState[79])+P_masterState[80])+P_masterState[81])+P_masterState[82])+P_masterState[83])+P_masterState[84])+P_masterState[85])+P_masterState[86])+P_masterState[87])+P_masterState[88])+P_masterState[89])+P_masterState[90])+P_masterState[91])+P_masterState[92])+P_masterState[93])+P_masterState[94])+P_masterState[95])+P_masterState[96])+P_masterState[97])+P_masterState[98])+P_masterState[99])+P_masterState[100])+P_masterState[101])+P_masterState[102])+P_masterState[103])+P_masterState[104])+P_masterState[105])+P_masterState[106])+P_masterState[107])+P_masterState[108])+P_masterState[109])+P_masterState[110])+P_masterState[111])+P_masterState[112])+P_masterState[113])+P_masterState[114])+P_masterState[115])+P_masterState[116])+P_masterState[117])+P_masterState[118])+P_masterState[119])+P_masterState[120])+P_masterState[121])+P_masterState[122])+P_masterState[123])+P_masterState[124])+P_masterState[125])+P_masterState[126])+P_masterState[127])+P_masterState[128])+P_masterState[129])+P_masterState[130])+P_masterState[131])+P_masterState[132])+P_masterState[133])+P_masterState[134])+P_masterState[135])+P_masterState[136])+P_masterState[137])+P_masterState[138])+P_masterState[139])+P_masterState[140])+P_masterState[141])+P_masterState[142])+P_masterState[143])+P_masterState[144])+P_masterState[145])+P_masterState[146])+P_masterState[147])+P_masterState[148])+P_masterState[149])+P_masterState[150])+P_masterState[151])+P_masterState[152])+P_masterState[153])+P_masterState[154])+P_masterState[155])+P_masterState[156])+P_masterState[157])+P_masterState[158])+P_masterState[159])+P_masterState[160])+P_masterState[161])>=3)
Read property : NeoElection-COL-8-ReachabilityCardinality-7 with value :(((((((((P_poll__handlingMessage[0]+P_poll__handlingMessage[1])+P_poll__handlingMessage[2])+P_poll__handlingMessage[3])+P_poll__handlingMessage[4])+P_poll__handlingMessage[5])+P_poll__handlingMessage[6])+P_poll__handlingMessage[7])+P_poll__handlingMessage[8])<=56)
Read property : NeoElection-COL-8-ReachabilityCardinality-8 with value 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Read property : NeoElection-COL-8-ReachabilityCardinality-9 with value :(!(((((((((((P_electionInit[0]+P_electionInit[1])+P_electionInit[2])+P_electionInit[3])+P_electionInit[4])+P_electionInit[5])+P_electionInit[6])+P_electionInit[7])+P_electionInit[8])<=(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_sendAnnPs__broadcasting[0]+P_sendAnnPs__broadcasting[7])+P_sendAnnPs__broadcasting[8])+P_sendAnnPs__broadcasting[9])+P_sendAnnPs__broadcasting[10])+P_sendAnnPs__broadcasting[11])+P_sendAnnPs__broadcasting[12])+P_sendAnnPs__broadcasting[13])+P_sendAnnPs__broadcasting[14])+P_sendAnnPs__broadcasting[15])+P_sendAnnPs__broadcasting[16])+P_sendAnnPs__broadcasting[17])+P_sendAnnPs__broadcasting[18])+P_sendAnnPs__broadcasting[19])+P_sendAnnPs__broadcasting[20])+P_sendAnnPs__broadcasting[21])+P_sendAnnPs__broadcasting[22])+P_sendAnnPs__broadcasting[23])+P_sendAnnPs__broadcasting[24])+P_sendAnnPs__broadcasting[25])+P_sendAnnPs__broadcasting[26])+P_sendAnnPs__broadcasting[27])+P_sendAnnPs__broadcasting[28])+P_sendAnnPs__broadcasting[29])+P_sendAnnPs__broadcasting[30])+P_sendAnnPs__broadcasting[31])+P_sendAnnPs__broadcasting[32])+P_sendAnnPs__broadcasting[33])+P_sendAnnPs__broadcasting[34])+P_sendAnnPs__broadcasting[35])+P_sendAnnPs__broadcasting[36])+P_sendAnnPs__broadcasting[37])+P_sendAnnPs__broadcasting[38])+P_sendAnnPs__broadcasting[39])+P_sendAnnPs__broadcasting[40])+P_sendAnnPs__broadcasting[41])+P_sendAnnPs__broadcasting[42])+P_sendAnnPs__broadcasting[43])+P_sendAnnPs__broadcasting[44])+P_sendAnnPs__broadcasting[45])+P_sendAnnPs__broadcasting[46])+P_sendAnnPs__broadcasting[47])+P_sendAnnPs__broadcasting[48])+P_sendAnnPs__broadcasting[49])+P_sendAnnPs__broadcasting[50])+P_sendAnnPs__broadcasting[51])+P_sendAnnPs__broadcasting[52])+P_sendAnnPs__broadcasting[53])+P_sendAnnPs__broadcasting[54])+P_sendAnnPs__broadcasting[55])+P_sendAnnPs__broadcasting[56])+P_sendAnnPs__broadcasting[57])+P_sendAnnPs__broadcasting[58])+P_sendAnnPs__broadcasting[59])+P_sendAnnPs__broadcasting[60])+P_sendAnnPs__broadcasting[61])+P_sendAnnPs__broadcasting[62])+P_sendAnnPs__broadcasting[63])+P_sendAnnPs__broadcasting[64])+P_sendAnnPs__broadcasting[65])+P_sendAnnPs__broadcasting[66])+P_sendAnnPs__broadcasting[67])+P_sendAnnPs__broadcasting[68])+P_sendAnnPs__broadcasting[69])+P_sendAnnPs__broadcasting[70])+P_sendAnnPs__broadcasting[71]))&&(((((((((P_poll__waitingMessage[0]+P_poll__waitingMessage[1])+P_poll__waitingMessage[2])+P_poll__waitingMessage[3])+P_poll__waitingMessage[4])+P_poll__waitingMessage[5])+P_poll__waitingMessage[6])+P_poll__waitingMessage[7])+P_poll__waitingMessage[8])>=3))&&((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_sendAnnPs__broadcasting[0]+P_sendAnnPs__broadcasting[7])+P_sendAnnPs__broadcasting[8])+P_sendAnnPs__broadcasting[9])+P_sendAnnPs__broadcasting[10])+P_sendAnnPs__broadcasting[11])+P_sendAnnPs__broadcasting[12])+P_sendAnnPs__broadcasting[13])+P_sendAnnPs__broadcasting[14])+P_sendAnnPs__broadcasting[15])+P_sendAnnPs__broadcasting[16])+P_sendAnnPs__broadcasting[17])+P_sendAnnPs__broadcasting[18])+P_sendAnnPs__broadcasting[19])+P_sendAnnPs__broadcasting[20])+P_sendAnnPs__broadcasting[21])+P_sendAnnPs__broadcasting[22])+P_sendAnnPs__broadcasting[23])+P_sendAnnPs__broadcasting[24])+P_sendAnnPs__broadcasting[25])+P_sendAnnPs__broadcasting[26])+P_sendAnnPs__broadcasting[27])+P_sendAnnPs__broadcasting[28])+P_sendAnnPs__broadcasting[29])+P_sendAnnPs__broadcasting[30])+P_sendAnnPs__broadcasting[31])+P_sendAnnPs__broadcasting[32])+P_sendAnnPs__broadcasting[33])+P_sendAnnPs__broadcasting[34])+P_sendAnnPs__broadcasting[35])+P_sendAnnPs__broadcasting[36])+P_sendAnnPs__broadcasting[37])+P_sendAnnPs__broadcasting[38])+P_sendAnnPs__broadcasting[39])+P_sendAnnPs__broadcasting[40])+P_sendAnnPs__broadcasting[41])+P_sendAnnPs__broadcasting[42])+P_sendAnnPs__broadcasting[43])+P_sendAnnPs__broadcasting[44])+P_sendAnnPs__broadcasting[45])+P_sendAnnPs__broadcasting[46])+P_sendAnnPs__broadcasting[47])+P_sendAnnPs__broadcasting[48])+P_sendAnnPs__broadcasting[49])+P_sendAnnPs__broadcasting[50])+P_sendAnnPs__broadcasting[51])+P_sendAnnPs__broadcasting[52])+P_sendAnnPs__broadcasting[53])+P_sendAnnPs__broadcasting[54])+P_sendAnnPs__broadcasting[55])+P_sendAnnPs__broadcasting[56])+P_sendAnnPs__broadcasting[57])+P_sendAnnPs__broadcasting[58])+P_sendAnnPs__broadcasting[59])+P_sendAnnPs__broadcasting[60])+P_sendAnnPs__broadcasting[61])+P_sendAnnPs__broadcasting[62])+P_sendAnnPs__broadcasting[63])+P_sendAnnPs__broadcasting[64])+P_sendAnnPs__broadcasting[65])+P_sendAnnPs__broadcasting[66])+P_sendAnnPs__broadcasting[67])+P_sendAnnPs__broadcasting[68])+P_sendAnnPs__broadcasting[69])+P_sendAnnPs__broadcasting[70])+P_sendAnnPs__broadcasting[71])>=1)))
Read property : NeoElection-COL-8-ReachabilityCardinality-10 with value :(((((((((P_polling[0]+P_polling[1])+P_polling[2])+P_polling[3])+P_polling[4])+P_polling[5])+P_polling[6])+P_polling[7])+P_polling[8])<=((((((((((((((((((((((((((P_stage[0]+P_stage[1])+P_stage[2])+P_stage[3])+P_stage[4])+P_stage[5])+P_stage[6])+P_stage[7])+P_stage[8])+P_stage[9])+P_stage[10])+P_stage[11])+P_stage[12])+P_stage[13])+P_stage[14])+P_stage[15])+P_stage[16])+P_stage[17])+P_stage[18])+P_stage[19])+P_stage[20])+P_stage[21])+P_stage[22])+P_stage[23])+P_stage[24])+P_stage[25])+P_stage[26]))
Read property : NeoElection-COL-8-ReachabilityCardinality-11 with value :(((((((((P_polling[0]+P_polling[1])+P_polling[2])+P_polling[3])+P_polling[4])+P_polling[5])+P_polling[6])+P_polling[7])+P_polling[8])<=((((((((P_poll__pollEnd[0]+P_poll__pollEnd[1])+P_poll__pollEnd[2])+P_poll__pollEnd[3])+P_poll__pollEnd[4])+P_poll__pollEnd[5])+P_poll__pollEnd[6])+P_poll__pollEnd[7])+P_poll__pollEnd[8]))
Read property : NeoElection-COL-8-ReachabilityCardinality-12 with value :(((((((((P_electedSecondary[0]+P_electedSecondary[1])+P_electedSecondary[2])+P_electedSecondary[3])+P_electedSecondary[4])+P_electedSecondary[5])+P_electedSecondary[6])+P_electedSecondary[7])+P_electedSecondary[8])<=(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_poll__networl[10]+P_poll__networl[11])+P_poll__networl[12])+P_poll__networl[13])+P_poll__networl[14])+P_poll__networl[15])+P_poll__networl[16])+P_poll__networl[17])+P_poll__networl[64])+P_poll__networl[65])+P_poll__networl[66])+P_poll__networl[67])+P_poll__networl[68])+P_poll__networl[69])+P_poll__networl[70])+P_poll__networl[71])+P_poll__networl[118])+P_poll__networl[119])+P_poll__networl[120])+P_poll__networl[121])+P_poll__networl[122])+P_poll__networl[123])+P_poll__networl[124])+P_poll__networl[125])+P_poll__networl[172])+P_poll__networl[173])+P_poll__networl[174])+P_poll__networl[175])+P_poll__networl[176])+P_poll__networl[177])+P_poll__networl[178])+P_poll__networl[179])+P_poll__networl[226])+P_poll__networl[227])+P_poll__networl[228])+P_poll__networl[229])+P_poll__networl[230])+P_poll__networl[231])+P_poll__networl[232])+P_poll__networl[233])+P_poll__networl[280])+P_poll__networl[281])+P_poll__networl[282])+P_poll__networl[283])+P_poll__networl[284])+P_poll__networl[285])+P_poll__networl[286])+P_poll__networl[287])+P_poll__networl[334])+P_poll__networl[335])+P_poll__networl[336])+P_poll__networl[337])+P_poll__networl[338])+P_poll__networl[339])+P_poll__networl[340])+P_poll__networl[341])+P_poll__networl[388])+P_poll__networl[389])+P_poll__networl[390])+P_poll__networl[391])+P_poll__networl[392])+P_poll__networl[393])+P_poll__networl[394])+P_poll__networl[395])+P_poll__networl[442])+P_poll__networl[443])+P_poll__networl[444])+P_poll__networl[445])+P_poll__networl[446])+P_poll__networl[447])+P_poll__networl[448])+P_poll__networl[449])+P_poll__networl[496])+P_poll__networl[497])+P_poll__networl[498])+P_poll__networl[499])+P_poll__networl[500])+P_poll__networl[501])+P_poll__networl[502])+P_poll__networl[503])+P_poll__networl[550])+P_poll__networl[551])+P_poll__networl[552])+P_poll__networl[553])+P_poll__networl[554])+P_poll__networl[555])+P_poll__networl[556])+P_poll__networl[557])+P_poll__networl[604])+P_poll__networl[605])+P_poll__networl[606])+P_poll__networl[607])+P_poll__networl[608])+P_poll__networl[609])+P_poll__networl[610])+P_poll__networl[611])+P_poll__networl[658])+P_poll__networl[659])+P_poll__networl[660])+P_poll__networl[661])+P_poll__networl[662])+P_poll__networl[663])+P_poll__networl[664])+P_poll__networl[665])+P_poll__networl[712])+P_poll__networl[713])+P_poll__networl[714])+P_poll__networl[715])+P_poll__networl[716])+P_poll__networl[717])+P_poll__networl[718])+P_poll__networl[719])+P_poll__networl[766])+P_poll__networl[767])+P_poll__networl[768])+P_poll__networl[769])+P_poll__networl[770])+P_poll__networl[771])+P_poll__networl[772])+P_poll__networl[773])+P_poll__networl[820])+P_poll__networl[821])+P_poll__networl[822])+P_poll__networl[823])+P_poll__networl[824])+P_poll__networl[825])+P_poll__networl[826])+P_poll__networl[827])+P_poll__networl[874])+P_poll__networl[875])+P_poll__networl[876])+P_poll__networl[877])+P_poll__networl[878])+P_poll__networl[879])+P_poll__networl[880])+P_poll__networl[881])+P_poll__networl[928])+P_poll__networl[929])+P_poll__networl[930])+P_poll__networl[931])+P_poll__networl[932])+P_poll__networl[933])+P_poll__networl[934])+P_poll__networl[935])+P_poll__networl[982])+P_poll__networl[983])+P_poll__networl[984])+P_poll__networl[985])+P_poll__networl[986])+P_poll__networl[987])+P_poll__networl[988])+P_poll__networl[989])+P_poll__networl[1036])+P_poll__networl[1037])+P_poll__networl[1038])+P_poll__networl[1039])+P_poll__networl[1040])+P_poll__networl[1041])+P_poll__networl[1042])+P_poll__networl[1043])+P_poll__networl[1090])+P_poll__networl[1091])+P_poll__networl[1092])+P_poll__networl[1093])+P_poll__networl[1094])+P_poll__networl[1095])+P_poll__networl[1096])+P_poll__networl[1097])+P_poll__networl[1144])+P_poll__networl[1145])+P_poll__networl[1146])+P_poll__networl[1147])+P_poll__networl[1148])+P_poll__networl[1149])+P_poll__networl[1150])+P_poll__networl[1151])+P_poll__networl[1198])+P_poll__networl[1199])+P_poll__networl[1200])+P_poll__networl[1201])+P_poll__networl[1202])+P_poll__networl[1203])+P_poll__networl[1204])+P_poll__networl[1205])+P_poll__networl[1252])+P_poll__networl[1253])+P_poll__networl[1254])+P_po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+P_poll__networl[4174])+P_poll__networl[4175])+P_poll__networl[4222])+P_poll__networl[4223])+P_poll__networl[4224])+P_poll__networl[4225])+P_poll__networl[4226])+P_poll__networl[4227])+P_poll__networl[4228])+P_poll__networl[4229])+P_poll__networl[4276])+P_poll__networl[4277])+P_poll__networl[4278])+P_poll__networl[4279])+P_poll__networl[4280])+P_poll__networl[4281])+P_poll__networl[4282])+P_poll__networl[4283])+P_poll__networl[4330])+P_poll__networl[4331])+P_poll__networl[4332])+P_poll__networl[4333])+P_poll__networl[4334])+P_poll__networl[4335])+P_poll__networl[4336])+P_poll__networl[4337]))
Read property : NeoElection-COL-8-ReachabilityCardinality-14 with value :(!((((((((((P_poll__pollEnd[0]+P_poll__pollEnd[1])+P_poll__pollEnd[2])+P_poll__pollEnd[3])+P_poll__pollEnd[4])+P_poll__pollEnd[5])+P_poll__pollEnd[6])+P_poll__pollEnd[7])+P_poll__pollEnd[8])<=((((((((((((((((((((((((((P_stage[0]+P_stage[1])+P_stage[2])+P_stage[3])+P_stage[4])+P_stage[5])+P_stage[6])+P_stage[7])+P_stage[8])+P_stage[9])+P_stage[10])+P_stage[11])+P_stage[12])+P_stage[13])+P_stage[14])+P_stage[15])+P_stage[16])+P_stage[17])+P_stage[18])+P_stage[19])+P_stage[20])+P_stage[21])+P_stage[22])+P_stage[23])+P_stage[24])+P_stage[25])+P_stage[26]))||(!((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_masterState[0]+P_masterState[1])+P_masterState[2])+P_masterState[3])+P_masterState[4])+P_masterState[5])+P_masterState[6])+P_masterState[7])+P_masterState[8])+P_masterState[9])+P_masterState[10])+P_masterState[11])+P_masterState[12])+P_masterState[13])+P_masterState[14])+P_masterState[15])+P_masterState[16])+P_masterState[17])+P_masterState[18])+P_masterState[19])+P_masterState[20])+P_masterState[21])+P_masterState[22])+P_masterState[23])+P_masterState[24])+P_masterState[25])+P_masterState[26])+P_masterState[27])+P_masterState[28])+P_masterState[29])+P_masterState[30])+P_masterState[31])+P_masterState[32])+P_masterState[33])+P_masterState[34])+P_masterState[35])+P_masterState[36])+P_masterState[37])+P_masterState[38])+P_masterState[39])+P_masterState[40])+P_masterState[41])+P_masterState[42])+P_masterState[43])+P_masterState[44])+P_masterState[45])+P_masterState[46])+P_masterState[47])+P_masterState[48])+P_masterState[49])+P_masterState[50])+P_masterState[51])+P_masterState[52])+P_masterState[53])+P_masterState[54])+P_masterState[55])+P_masterState[56])+P_masterState[57])+P_masterState[58])+P_masterState[59])+P_masterState[60])+P_masterState[61])+P_masterState[62])+P_masterState[63])+P_masterState[64])+P_masterState[65])+P_masterState[66])+P_masterState[67])+P_masterState[68])+P_masterState[69])+P_masterState[70])+P_masterState[71])+P_masterState[72])+P_masterState[73])+P_masterState[74])+P_masterState[75])+P_masterState[76])+P_masterState[77])+P_masterState[78])+P_masterState[79])+P_masterState[80])+P_masterState[81])+P_masterState[82])+P_masterState[83])+P_masterState[84])+P_masterState[85])+P_masterState[86])+P_masterState[87])+P_masterState[88])+P_masterState[89])+P_masterState[90])+P_masterState[91])+P_masterState[92])+P_masterState[93])+P_masterState[94])+P_masterState[95])+P_masterState[96])+P_masterState[97])+P_masterState[98])+P_masterState[99])+P_masterState[100])+P_masterState[101])+P_masterState[102])+P_masterState[103])+P_masterState[104])+P_masterState[105])+P_masterState[106])+P_masterState[107])+P_masterState[108])+P_masterState[109])+P_masterState[110])+P_masterState[111])+P_masterState[112])+P_masterState[113])+P_masterState[114])+P_masterState[115])+P_masterState[116])+P_masterState[117])+P_masterState[118])+P_masterState[119])+P_masterState[120])+P_masterState[121])+P_masterState[122])+P_masterState[123])+P_masterState[124])+P_masterState[125])+P_masterState[126])+P_masterState[127])+P_masterState[128])+P_masterState[129])+P_masterState[130])+P_masterState[131])+P_masterState[132])+P_masterState[133])+P_masterState[134])+P_masterState[135])+P_masterState[136])+P_masterState[137])+P_masterState[138])+P_masterState[139])+P_masterState[140])+P_masterState[141])+P_masterState[142])+P_masterState[143])+P_masterState[144])+P_masterState[145])+P_masterState[146])+P_masterState[147])+P_masterState[148])+P_masterState[149])+P_masterState[150])+P_masterState[151])+P_masterState[152])+P_masterState[153])+P_masterState[154])+P_masterState[155])+P_masterState[156])+P_masterState[157])+P_masterState[158])+P_masterState[159])+P_masterState[160])+P_masterState[161])>=3))))
Read property : NeoElection-COL-8-ReachabilityCardinality-15 with value :((((((((((P_poll__waitingMessage[0]+P_poll__waitingMessage[1])+P_poll__waitingMessage[2])+P_poll__waitingMessage[3])+P_poll__waitingMessage[4])+P_poll__waitingMessage[5])+P_poll__waitingMessage[6])+P_poll__waitingMessage[7])+P_poll__waitingMessage[8])>=1)&&(!((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((P_negotiation[1]+P_negotiation[2])+P_negotiation[4])+P_negotiation[5])+P_negotiation[7])+P_negotiation[8])+P_negotiation[10])+P_negotiation[11])+P_negotiation[13])+P_negotiation[14])+P_negotiation[16])+P_negotiation[17])+P_negotiation[19])+P_negotiation[20])+P_negotiation[22])+P_negotiation[23])+P_negotiation[25])+P_negotiation[26])+P_negotiation[28])+P_negotiation[29])+P_negotiation[31])+P_negotiation[32])+P_negotiation[33])+P_negotiation[34])+P_negotiation[35])+P_negotiation[36])+P_negotiation[37])+P_negotiation[38])+P_negotiation[39])+P_negotiation[40])+P_negotiation[41])+P_negotiation[42])+P_negotiation[43])+P_negotiation[44])+P_negotiation[45])+P_negotiation[46])+P_negotiation[47])+P_negotiation[48])+P_negotiation[49])+P_negotiation[50])+P_negotiation[51])+P_negotiation[52])+P_negotiation[53])+P_negotiation[55])+P_negotiation[56])+P_negotiation[57])+P_negotiation[58])+P_negotiation[59])+P_negotiation[61])+P_negotiation[62])+P_negotiation[63])+P_negotiation[64])+P_negotiation[65])+P_negotiation[66])+P_negotiation[67])+P_negotiation[68])+P_negotiation[69])+P_negotiation[70])+P_negotiation[71])+P_negotiation[72])+P_negotiation[73])+P_negotiation[74])+P_negotiation[75])+P_negotiation[76])+P_negotiation[77])+P_negotiation[78])+P_negotiation[79])+P_negotiation[80])+P_negotiation[82])+P_negotiation[83])+P_negotiation[84])+P_negotiation[85])+P_negotiation[86])+P_negotiation[87])+P_negotiation[88])+P_negotiation[89])+P_negotiation[91])+P_negotiation[92])+P_negotiation[93])+P_negotiation[94])+P_negotiation[95])+P_negotiation[96])+P_negotiation[97])+P_negotiation[98])+P_negotiation[99])+P_negotiation[100])+P_negotiation[101])+P_negotiation[102])+P_negotiation[103])+P_negotiation[104])+P_negotiation[105])+P_negotiation[106])+P_negotiation[107])+P_negotiation[109])+P_negotiation[110])+P_negotiation[111])+P_negotiation[112])+P_negotiation[113])+P_negotiation[114])+P_negotiation[115])+P_negotiation[116])+P_negotiation[117])+P_negotiation[118])+P_negotiation[119])+P_negotiation[121])+P_negotiation[122])+P_negotiation[123])+P_negotiation[124])+P_negotiation[125])+P_negotiation[126])+P_negotiation[127])+P_negotiation[128])+P_negotiation[129])+P_negotiation[130])+P_negotiation[131])+P_negotiation[132])+P_negotiation[133])+P_negotiation[134])+P_negotiation[136])+P_negotiation[137])+P_negotiation[138])+P_negotiation[139])+P_negotiation[140])+P_negotiation[141])+P_negotiation[142])+P_negotiation[143])+P_negotiation[144])+P_negotiation[145])+P_negotiation[146])+P_negotiation[147])+P_negotiation[148])+P_negotiation[149])+P_negotiation[151])+P_negotiation[152])+P_negotiation[153])+P_negotiation[154])+P_negotiation[155])+P_negotiation[156])+P_negotiation[157])+P_negotiation[158])+P_negotiation[159])+P_negotiation[160])+P_negotiation[161])+P_negotiation[163])+P_negotiation[164])+P_negotiation[165])+P_negotiation[166])+P_negotiation[167])+P_negotiation[168])+P_negotiation[169])+P_negotiation[170])+P_negotiation[171])+P_negotiation[172])+P_negotiation[173])+P_negotiation[174])+P_negotiation[175])+P_negotiation[176])+P_negotiation[177])+P_negotiation[178])+P_negotiation[179])+P_negotiation[181])+P_negotiation[182])+P_negotiation[183])+P_negotiation[184])+P_negotiation[185])+P_negotiation[186])+P_negotiation[187])+P_negotiation[188])+P_negotiation[190])+P_negotiation[191])+P_negotiation[192])+P_negotiation[193])+P_negotiation[194])+P_negotiation[195])+P_negotiation[196])+P_negotiation[197])+P_negotiation[198])+P_negotiation[199])+P_negotiation[200])+P_negotiation[201])+P_negotiation[202])+P_negotiation[203])+P_negotiation[204])+P_negotiation[205])+P_negotiation[206])+P_negotiation[207])+P_negotiation[208])+P_negotiation[209])+P_negotiation[211])+P_negotiation[212])+P_negotiation[213])+P_negotiation[214])+P_negotiation[215])+P_negotiation[217])+P_negotiation[218])+P_negotiation[219])+P_negotiation[220])+P_negotiation[221])+P_negotiation[222])+P_negotiation[223])+P_negotiation[224])+P_negotiation[225])+P_negotiation[226])+P_negotiation[227])+P_negotiation[228])+P_negotiation[229])+P_negotiation[230])+P_negotiation[231])+P_negotiation[232])+P_negotiation[233])+P_negotiation[234])+P_negotiation[235])+P_negotiation[236])+P_negotiation[237])+P_negotiation[238])+P_negotiation[239])+P_negotiation[241])+P_negotiation[242])>=0)))