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Integer_Transition_Systems 2019-03-29 01.54 pair #432275786
details
property
value
status
complete
benchmark
edn.t2_fixed.smt2
ran by
Akihisa Yamada
cpu timeout
1200 seconds
wallclock timeout
300 seconds
memory limit
137438953472 bytes
execution host
n112.star.cs.uiowa.edu
space
From_T2
run statistics
property
value
solver
VeryMax-termCOMP17
configuration
termcomp2019_ITS
runtime (wallclock)
4.29098 seconds
cpu usage
4.29056
user time
4.15643
system time
0.134135
max virtual memory
707556.0
max residence set size
49520.0
stage attributes
key
value
starexec-result
YES
output
4.27/4.28 YES 4.27/4.28 4.27/4.28 Solver Timeout: 4 4.27/4.28 Global Timeout: 300 4.27/4.28 No parsing errors! 4.27/4.28 Init Location: 0 4.27/4.28 Transitions: 4.27/4.28 <l0, l25, true> 4.27/4.28 <l1, l2, true> 4.27/4.28 <l3, l4, true> 4.27/4.28 <l5, l6, true> 4.27/4.28 <l7, l8, true> 4.27/4.28 <l9, l10, (4 <= (0 + j62^0)), par{i61^0 -> (1 + i61^0)}> 4.27/4.28 <l9, l11, ((1 + j62^0) <= 4), par{j62^0 -> (1 + j62^0)}> 4.27/4.28 <l12, l13, (8 <= (0 + i61^0)), par{k63^0 -> (7 + k63^0), m64^0 -> (3 + m64^0), n65^0 -> (3 + n65^0), p66^0 -> (~(7) + p66^0)}> 4.27/4.28 <l12, l11, ((1 + i61^0) <= 8), par{j62^0 -> 0}> 4.27/4.28 <l14, l15, (9 <= (0 + k63^0))> 4.27/4.28 <l14, l10, ((0 + k63^0) <= 8), par{i61^0 -> 0}> 4.27/4.28 <l16, l13, ((1 + numbasis49^0) <= (0 + j55^0)) /\ (undef448 = (0 + g51^0)), par{k63^0 -> 1, m64^0 -> 0, n65^0 -> 13, p66^0 -> 8, ret_codebook57^0 -> undef448, tmp___0^0 -> (0 + undef448)}> 4.27/4.28 <l16, l17, ((0 + j55^0) <= (0 + numbasis49^0)), par{j55^0 -> (1 + j55^0)}> 4.27/4.28 <l8, l17, (50 <= (0 + n45^0)) /\ (undef505 = 1) /\ (undef507 = undef507) /\ (undef541 = undef541), par{bitchanged48^0 -> undef505, codeword50^0 -> undef507, ddim53^0 -> (0 + c^0), g51^0 -> (0 + d^0), j55^0 -> (1 + undef505), mask47^0 -> (0 + d^0), numbasis49^0 -> 17, theta54^0 -> 1, tmpMask56^0 -> undef541}> 4.27/4.28 <l8, l7, ((1 + n45^0) <= 50) /\ (undef581 = undef581) /\ (undef588 = undef588), par{n45^0 -> (1 + n45^0), t44^0 -> undef581, x43^0 -> undef588}> 4.27/4.28 <l17, l16, true> 4.27/4.28 <l6, l7, ((1 + i37^0) <= 0) /\ (undef659 = (0 + f36^0)) /\ (undef672 = undef672), par{d^0 -> (0 + undef659), n45^0 -> 0, ret_latsynth38^0 -> undef659, x43^0 -> undef672}> 4.27/4.28 <l6, l5, (0 <= (0 + i37^0)) /\ (undef679 = undef679), par{f36^0 -> undef679, i37^0 -> (~(1) + i37^0)}> 4.27/4.28 <l4, l1, (32 <= (0 + i25^0)), par{j26^0 -> (2 + j26^0)}> 4.27/4.28 <l4, l3, ((1 + i25^0) <= 32) /\ (undef797 = undef797) /\ (undef765 = undef765) /\ (undef799 = undef799) /\ (undef800 = undef800) /\ (undef796 = undef796) /\ (undef766 = undef766) /\ (undef788 = undef788) /\ (undef789 = undef789), par{h031^0 -> undef765, h132^0 -> undef766, i25^0 -> (2 + i25^0), sum027^0 -> undef788, sum128^0 -> undef789, x029^0 -> undef796, x130^0 -> undef797}> 4.27/4.28 <l2, l5, (100 <= (0 + j26^0)) /\ (undef823 = 100) /\ (undef843 = (0 + d^0)) /\ (undef807 = undef807), par{f36^0 -> undef807, i37^0 -> (~(2) + undef823), n35^0 -> undef823}> 4.27/4.28 <l2, l3, ((1 + j26^0) <= 100) /\ (undef883 = undef883), par{i25^0 -> 0, sum027^0 -> 0, sum128^0 -> 0, x029^0 -> undef883}> 4.27/4.28 <l18, l19, (50 <= (0 + j20^0)), par{i19^0 -> (1 + i19^0)}> 4.27/4.28 <l18, l20, ((1 + j20^0) <= 50) /\ (undef961 = undef961), par{j20^0 -> (1 + j20^0), sum21^0 -> undef961}> 4.27/4.28 <l21, l1, (50 <= (0 + i19^0)), par{j26^0 -> 0}> 4.27/4.28 <l21, l20, ((1 + i19^0) <= 50), par{j20^0 -> 0, sum21^0 -> 0}> 4.27/4.28 <l22, l19, (150 <= (0 + i13^0)) /\ (undef1083 = (0 + sqr11^0)) /\ (undef1091 = (0 + undef1083)), par{c^0 -> (0 + undef1091), i19^0 -> 0, ret_mac15^0 -> undef1083, tmp^0 -> undef1091}> 4.27/4.28 <l22, l23, ((1 + i13^0) <= 150) /\ (undef1101 = undef1101) /\ (undef1126 = undef1126), par{dotp14^0 -> undef1101, i13^0 -> (1 + i13^0), sqr11^0 -> undef1126}> 4.27/4.28 <l13, l14, true> 4.27/4.28 <l10, l12, true> 4.27/4.28 <l11, l9, true> 4.27/4.28 <l23, l22, true> 4.27/4.28 <l19, l21, true> 4.27/4.28 <l20, l18, true> 4.27/4.28 <l24, l23, (undef1391 = 3) /\ (undef1395 = undef1395), par{c^0 -> undef1391, d^0 -> 43690, dotp14^0 -> undef1395, i13^0 -> 0, sqr11^0 -> (0 + undef1391)}> 4.27/4.28 <l25, l24, true> 4.27/4.28 4.27/4.28 Fresh variables: 4.27/4.28 undef448, undef505, undef507, undef541, undef581, undef588, undef659, undef672, undef679, undef765, undef766, undef788, undef789, undef796, undef797, undef799, undef800, undef807, undef823, undef843, undef883, undef961, undef1083, undef1091, undef1101, undef1126, undef1391, undef1395, 4.27/4.28 4.27/4.28 Undef variables: 4.27/4.28 undef448, undef505, undef507, undef541, undef581, undef588, undef659, undef672, undef679, undef765, undef766, undef788, undef789, undef796, undef797, undef799, undef800, undef807, undef823, undef843, undef883, undef961, undef1083, undef1091, undef1101, undef1126, undef1391, undef1395, 4.27/4.28 4.27/4.28 Abstraction variables: 4.27/4.28 4.27/4.28 Exit nodes: 4.27/4.28 4.27/4.28 Accepting locations: 4.27/4.28 4.27/4.28 Asserts: 4.27/4.28 4.27/4.28 Preprocessed LLVMGraph 4.27/4.28 Init Location: 0 4.27/4.28 Transitions: 4.27/4.28 <l0, l23, (c^0 = undef1391) /\ (d^0 = 43690) /\ (i13^0 = 0) /\ (sqr11^0 = (0 + undef1391)) /\ (undef1391 = 3) /\ (undef1395 = undef1395)> 4.27/4.28 <l3, l5, (32 <= (0 + i25^0)) /\ (100 <= (0 + (2 + j26^0))) /\ (undef823 = 100) /\ (undef843 = (0 + d^0)) /\ (undef807 = undef807), par{f36^0 -> undef807, i37^0 -> (~(2) + undef823), j26^0 -> (2 + j26^0)}> 4.27/4.28 <l3, l3, (32 <= (0 + i25^0)) /\ ((1 + (2 + j26^0)) <= 100) /\ (undef883 = undef883), par{i25^0 -> 0, j26^0 -> (2 + j26^0)}> 4.27/4.28 <l3, l3, ((1 + i25^0) <= 32) /\ (undef797 = undef797) /\ (undef765 = undef765) /\ (undef799 = undef799) /\ (undef800 = undef800) /\ (undef796 = undef796) /\ (undef766 = undef766) /\ (undef788 = undef788) /\ (undef789 = undef789), par{i25^0 -> (2 + i25^0)}> 4.27/4.28 <l5, l7, ((1 + i37^0) <= 0) /\ (undef659 = (0 + f36^0)) /\ (undef672 = undef672), par{d^0 -> (0 + undef659), n45^0 -> 0}> 4.27/4.28 <l5, l5, (0 <= (0 + i37^0)) /\ (undef679 = undef679), par{f36^0 -> undef679, i37^0 -> (~(1) + i37^0)}> 4.27/4.28 <l7, l17, (50 <= (0 + n45^0)) /\ (undef505 = 1) /\ (undef507 = undef507) /\ (undef541 = undef541), par{g51^0 -> (0 + d^0), j55^0 -> (1 + undef505), numbasis49^0 -> 17}> 4.27/4.28 <l7, l7, ((1 + n45^0) <= 50) /\ (undef581 = undef581) /\ (undef588 = undef588), par{n45^0 -> (1 + n45^0)}> 4.27/4.28 <l11, l15, (4 <= (0 + j62^0)) /\ (8 <= (0 + (1 + i61^0))) /\ (9 <= (0 + (7 + k63^0))), par{i61^0 -> (1 + i61^0), k63^0 -> (7 + k63^0), m64^0 -> (3 + m64^0), n65^0 -> (3 + n65^0), p66^0 -> (~(7) + p66^0)}> 4.27/4.28 <l11, l11, (4 <= (0 + j62^0)) /\ (8 <= (0 + (1 + i61^0))) /\ ((0 + (7 + k63^0)) <= 8) /\ ((1 + 0) <= 8), par{i61^0 -> 0, j62^0 -> 0, k63^0 -> (7 + k63^0), m64^0 -> (3 + m64^0), n65^0 -> (3 + n65^0), p66^0 -> (~(7) + p66^0)}> 4.27/4.28 <l11, l11, (4 <= (0 + j62^0)) /\ ((1 + (1 + i61^0)) <= 8), par{i61^0 -> (1 + i61^0), j62^0 -> 0}> 4.27/4.28 <l11, l11, ((1 + j62^0) <= 4), par{j62^0 -> (1 + j62^0)}> 4.27/4.28 <l17, l11, ((1 + numbasis49^0) <= (0 + j55^0)) /\ (undef448 = (0 + g51^0)) /\ ((0 + 1) <= 8) /\ ((1 + 0) <= 8), par{i61^0 -> 0, j62^0 -> 0, k63^0 -> 1, m64^0 -> 0, n65^0 -> 13, p66^0 -> 8}> 4.27/4.28 <l17, l17, ((0 + j55^0) <= (0 + numbasis49^0)), par{j55^0 -> (1 + j55^0)}> 4.27/4.28 <l20, l3, (50 <= (0 + j20^0)) /\ (50 <= (0 + (1 + i19^0))) /\ ((1 + 0) <= 100) /\ (undef883 = undef883), par{i19^0 -> (1 + i19^0), i25^0 -> 0, j26^0 -> 0}> 4.27/4.28 <l20, l20, (50 <= (0 + j20^0)) /\ ((1 + (1 + i19^0)) <= 50), par{i19^0 -> (1 + i19^0), j20^0 -> 0}> 4.27/4.28 <l20, l20, ((1 + j20^0) <= 50) /\ (undef961 = undef961), par{j20^0 -> (1 + j20^0)}> 4.27/4.28 <l23, l20, (150 <= (0 + i13^0)) /\ (undef1083 = (0 + sqr11^0)) /\ (undef1091 = (0 + undef1083)) /\ ((1 + 0) <= 50), par{c^0 -> (0 + undef1091), i19^0 -> 0, j20^0 -> 0}> 4.27/4.28 <l23, l23, ((1 + i13^0) <= 150) /\ (undef1101 = undef1101) /\ (undef1126 = undef1126), par{i13^0 -> (1 + i13^0), sqr11^0 -> undef1126}> 4.27/4.28 4.27/4.28 Fresh variables: 4.27/4.28 undef448, undef505, undef507, undef541, undef581, undef588, undef659, undef672, undef679, undef765, undef766, undef788, undef789, undef796, undef797, undef799, undef800, undef807, undef823, undef843, undef883, undef961, undef1083, undef1091, undef1101, undef1126, undef1391, undef1395, 4.27/4.28 4.27/4.28 Undef variables: 4.27/4.28 undef448, undef505, undef507, undef541, undef581, undef588, undef659, undef672, undef679, undef765, undef766, undef788, undef789, undef796, undef797, undef799, undef800, undef807, undef823, undef843, undef883, undef961, undef1083, undef1091, undef1101, undef1126, undef1391, undef1395, 4.27/4.29 4.27/4.29 Abstraction variables: 4.27/4.29 4.27/4.29 Exit nodes: 4.27/4.29 4.27/4.29 Accepting locations: 4.27/4.29 4.27/4.29 Asserts: 4.27/4.29 4.27/4.29 ************************************************************* 4.27/4.29 ******************************************************************************************* 4.27/4.29 *********************** WORKING TRANSITION SYSTEM (DAG) *********************** 4.27/4.29 ******************************************************************************************* 4.27/4.29
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