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H0HHuHHHHu(DTHHu0HHu8HIcdH%(HU1HHx0HHHx8HHpxH@(@{H(HH92L$ELL.LHHE~ HL1ITDHL9H<LؔIL9L4L輔LHh譔LH`螔H<H芔LH{DTHXE~HHH\]@HE1AGHDž-'AMAI'@HHf/7wbL; HHHHHcDH4HH:tHD4E~{ HH<\3)|HH\3)ÅIHHcfH8f(H rHQHHHf HXfXH9uڃtHHXƋ|9؉HfEOL1fDLhH8PH`HHHH@HpHHHfDHf/2DE~ 9|{THpHcDTEA)J<I>ALO fnIAAEfAnL0E1fbf MtHcIc~ LMLHLL :H@N  1f/f.Czt^IP;D9 AILEL(L A)HHMLMLLM)LMLHI)AD1HL9A9uH4HfofnIfbfA HALLA f/H 7uHBIH9`LHLL HfDAH9PDL9HH8HLD|HLXH@H9 f/vE~A9HhEJ HEDWDf.DHHHBzt^H`HIH 9ufHL;H511M趎HH8'HKƅDžboldHH, style={HHc{HSHcIHcH`AD.LH5ADdADoADtAD賒HH H5(H=a1H艒HIHHHHHH%H)HH9tHH$H9uH%H)HY HMk H5'/1{HHDžL@LH舓H(H肎)HIrMH„tL9vL@LL`HH뉐HK4IH<H4~7HG@H<7LdfHGDLXLJA9I_zf.ʼn:HHHBzt^HI13L(HLE1A IM9C9uLANfnfnL0fbf 1MtLcOc\E~ HJTLI;H@L 1f/f.Czt^;HHIB f/HF,EHHHBHLK\$(fD^D$$;T$(}H|$KHD$`HcH|$XL$D$(Hσ)HHDHD$$YDLE$HHD$H #Hc~ Ht$HHLHL1HIۆLL1ɆH;\$uH9l$,@HD$pH\$PtCHD$0H|$ fHc@Df/v%EDHW#L^D$\HD$PHD$PHD$0H9D$hpHĈL[]A\A]A^A_'HcHl$Ld$XHH\$`$DDLAYHHمLL1Dž9l$(Hl$\$,4\$8ىt$,HD$UHD$1*HĈL1[H5 ]A\A]A^A_~HHS%d %d %ld %s%d = sparse(%d,%d); :%s%d %d %d %.*g %s%s%d(%d,%d)=%.*g; %.*g:%d} digraph %s { node [shape=box]; %d -> n%d_%d [ arrowhead=none,label="%dn%d_%d [ shape=point,width=0.1,height=0.1,label="" ]; n%d_%d -> %d [ label="%.*g" ]; hhTM# Reward structure "%s" # Transition rewards %d %d %s = sparse(%d,%d); STATES %d TRANSITIONS %d %s(%d,%d)=%.*g; %d -> %d [ label="%.*g" ]; x x_H8p8%d %d %d %.*g , compactJacobiJOR Building sparse matrix... [n=%d, nnz=%ld%s] [dist=%d, compact] Creating vector for RHS... [2 x TOTAL: [JOR omega=basic_string::append)w %s

%s

Exporting iterations to %s ,-Infinity%.17g Starting iterations... relative Iteration %d: max %sdiff=%f, %.2f sec so far Out of memoryCreating vector for diagonals... Allocating iteration vectors... %s: %d iterations in %.2f seconds (average %.6f, setup %.2f) Iterative method did not converge within %d iterations. Consider using a different numerical method or increasing the maximum number of iterations?? @P?@@[4 x ), intervalInterval iteration requires 0 < omega <= 1.0, have omega = %gMax %sdiff between upper and lower bound on convergence: %G %s (interval iteration): %d iterations in %.2f seconds (average %.6f, setup %.2f) Iterative method (interval iteration) did not converge within %d iterations. Consider using a different numerical method or increasing the maximum number of iterationsMax remaining %sdiff between upper and lower bound on convergence: %G@?[n=%d, nc=%d, nnz=%ld, k=%d] Creating vector for yes... Iteration %d (of %d): Iterative method: %d iterations in %.2f seconds (average %.6f, setup %.2f) @ Building sparse matrix (transitions)... Building sparse matrix (transition rewards)... Creating vector for state rewards... (@%d %d %g%d 0 %d %gOptimal value for weights [] from initial state: %f %s%fUnknown error.Adversary generation cancelled (could not open file "%s").Iterative method: %d iterations in %.2f seconds (average %.6f, setup %.2f) Adversary written to file "%s". ?|= %d Targets: #%d: Pmax=?P>%gP>=%g (%.0f states) Creating vectors for yes... [%d x Creating vector for maybe... Initial state index: %1d Building LP problem... Number of LP variables = %1d Could not create LP problemSetting objective... Solving LP problem... No solution truefalsenot Building action information... Action labels are not available for adversary generation.Adding extra constraints for bounded objectives... LP problem solution %sfound so result is %s LP problem solution %sfound; result is %f LP problem solved in %.2f seconds (setup %.2f, lpsolve %.2f) %d Target combinations: %d Creating vectors for yes and combinations... %d Rewards: Rmax=? Rmin=? R>=%g R<=%g Creating vector for bottom end components... computing max function for rewards ... Creating vector for inf... PS_NondetReachRewardAllocating adversary vector... Note: Interval iteration is configured to not enforce monotonicity from above. Note: Interval iteration is configured to not enforce monotonicity from below. Creating vector for lower bounds... Creating vector for upper bounds... PS_NondetReachReward (interval) Starting iterations (interval iteration)... PS_NondetUntilPS_NondetUntil_IntervalNote: Interval iteration is configured to enforce monotonicity from below. Iterative method (interval iteration): %d iterations in %.2f seconds (average %.6f, setup %.2f) PS_Power Power method: %d iterations in %.2f seconds (average %.6f, setup %.2f) PS_PowerInterval Power method (interval iteration): %d iterations in %.2f seconds (average %.6f, setup %.2f) Creating vector for rewards... Pseudo Gauss-Seidel/SOR methods are currently not supported by the sparse engine<|<<<,lLmax %sdiff=%f, Steady state detected at iteration %d `00HX(HHxGauss-SeidelSORBackwards SOR omega=Allocating iteration vector... %s%s: %d iterations in %.2f seconds (average %.6f, setup %.2f) [ 2 x %s%s (interval iteration): %d iterations in %.2f seconds (average %.6f, setup %.2f) [3 x Iteration %ld (of %ld): Number of non-absorbing states: %.0f of %d (%.1f%%) Uniformisation: q.t = %f x %f = %f Fox-Glynn: left = %ld, right = %ld Overflow in Fox-Glynn computation (time bound too big?) Steady state detected at iteration %ld Iterative method: %ld iterations in %.2f seconds (average %.6f, setup %.2f) Y@@?u<7~YnRQ? Building power method iteration matrix MTBDD... [nodes=%d] [%.1f Kb]QPSSSSQQT TRGz4@(Ljava/lang/String;)VprintprintWarning Warning: %s %s%.1f GB%s%s%.1f MB%s%s%.1f KB%s0A>@yy{@xP|x{y{@xyPzz@@`@І @@9B.?0CWriting the model to model.dot Warning: Output of graph cancelled (could not open file "%s"). %1d [label="%1d", shape=ellipse] %1d [label="%1d", shape=doublecircle] %1d [label="%1d", shape=circle] %1d -> %1d [label="%g(%d)"] %1d -> %1d [label="%d:%g(%d)"] Warning: Output of adversary cancelled (could not open file "%s"). %1d [label="", shape=box, fillcolor=black] Using product-multi.dot to extract state information %1d [label="%1d\n%s", shape=%s] %1d -> %1d [label="%g, %s"%s] Warning: Adversary generation cancelled (could not open file "%s"). model.dotdigraph model { %1d [label="", shape=point] %1d -> %1d [label="%d"] doublecircleellipsegenerating adversary file adversary.dotdigraph adversary { %1d [label="%1d", shape=%s] %1d -> %1d [label="%g"] doubleoctagonproduct-multi.dot %1d -> %1d [label="%g"%s] %d ? -%d %d %g _ec ;T0\P\ c'dadxdht#uu<v x {T } < k@ H Ų$  T ,D|X$ tU@4U08+5x:?x D I!ND" X8 0/@6`>`Ce | Ph P"h 9 p[H q  x  Pp@p(@ `p H4J8P0c,@c@0dhd@fgh Pjpj@l`l@mPm pm m4mH ndPpxpp0q`q r z{|}PDXPx0p(0H`\|0PXt@`Tp \Ь ,@Pp , !0!!@"`d"zRx $OFJ w?:*3$"D W \(WzPLRx c @$ocEC BEEF.W.6 A ,. _. hL^73 P\FEB B(D0G8G 8D0A(B BBBB ^:<EC BEEI. q. 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