Details of instance bs256y.aag

Name: bs256y.aag
md5: 68837f717a2378a7779a2e885898886e
FractionOfBinaryClauses None
FractionOfNegativeLiteralsPerClauseEntropy None
FractionOfNegativeLiteralsPerClauseMax None
FractionOfNegativeLiteralsPerClauseMean None
FractionOfNegativeLiteralsPerClauseMin None
FractionOfNegativeLiteralsPerClauseVariationCoefficient None
FractionOfNegativeVariablesEntropy None
FractionOfNegativeVariablesMax None
FractionOfNegativeVariablesMean None
FractionOfNegativeVariablesMin None
FractionOfNegativeVariablesVariationCoefficient None
FractionOfPositiveLiteralsPerClauseEntropy None
FractionOfPositiveLiteralsPerClauseMax None
FractionOfPositiveLiteralsPerClauseMean None
FractionOfPositiveLiteralsPerClauseMin None
FractionOfPositiveLiteralsPerClauseVariationCoefficient None
FractionOfPositiveVariablesEntropy None
FractionOfPositiveVariablesMax None
FractionOfPositiveVariablesMean None
FractionOfPositiveVariablesMin None
FractionOfPositiveVariablesVariationCoefficient None
FractionOfTernaryClauses None
FractionOfUnaryClauses None
ClausesToVariablesRatio None
ClausesToVariablesRatioCubic None
ClausesToVariablesRatioQuadratic None
LinearizedClausesToVariablesRatio None
LinearizedClausesToVariablesRatioQuadratic None
LinearizedClaustesToVariablesRatioCubic None
NumberOfClauses None
NumberOfVariables None
VariablesToClausesRatio None
VariablesToClausesRatioCubic None
VariablesToClausesRatioQuadratic None
ClauseNodeDegreesEntropy None
ClauseNodeDegreesMax None
ClauseNodeDegreesMean None
ClauseNodeDegreesMin None
ClauseNodeDegreesVariationCoefficient None
VariableNodeDegreesEntropy None
VariableNodeDegreesMax None
VariableNodeDegreesMean None
VariableNodeDegreesMin None
VariableNodeDegreesVariationCoefficient None
DegreeEntropy None
DegreeMax None
DegreeMean None
DegreeMin None
DegreeVariationCoefficient None
Download instance (107.1 kB)
aag 7434 9 257 1 7168
2
4
6
8
10
12
14
16
18
20 1
22 2581
24 4117
26 4885
28 5653
30 6037
32 6421
34 6805
36 7189
38 7381
40 7573
42 7765
44 7957
46 8149
48 8341
50 8533
52 8725
54 8821
56 8917
58 9013
60 9109
62 9205
64 9301
66 9397
68 9493
70 9589
72 9685
74 9781
76 9877
78 9973
80 10069
82 10165
84 10261
86 10309
88 10357
90 10405
92 10453
94 10501
96 10549
98 10597
100 10645
102 10693
104 10741
106 10789
108 10837
110 10885
112 10933
114 10981
116 11029
118 11077
120 11125
122 11173
124 11221
126 11269


... [truncated 106.1 kB]

sign t4 = s[3] ? {t3[247:0],t3[255:248]} : t3; // shift by 8 pos
  assign t5 = s[4] ? {t4[239:0],t4[255:240]} : t4; // shift by 16 pos
  assign t6 = s[5] ? {t5[223:0],t5[255:224]} : t5; // shift by 32 pos
  assign t7 = s[6] ? {t6[191:0],t6[255:192]} : t6; // shift by 64 pos
  assign o  = s[7] ? {t7[127:0],t7[255:128]} : t7; // shift by 128 pos
endmodule

-------------------------------
#!SYNTCOMP
STATUS : realizable
SOLVED_BY : 2/3 [2015-pre-classification]
SOLVED_IN : 0.400138 [2015-pre-classification]
#.