rs-graph 0.21.0

A library for graph algorithms and combinatorial optimization
Documentation
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p min 541 1654
n 1 24450
n 2 -24450
a 1 75 0 351 0
a 75 76 0 10000000 0
a 76 77 0 200 0
a 75 78 0 10000000 0
a 78 79 0 200 0
a 75 80 0 10000000 0
a 80 81 0 2000 0
a 75 82 0 10000000 0
a 82 83 0 200 0
a 75 84 0 10000000 0
a 84 85 0 3600 0
a 75 86 0 10000000 0
a 86 87 0 1400 0
a 75 88 0 10000000 0
a 88 89 0 2000 0
a 75 90 0 10000000 0
a 90 91 0 200 0
a 75 92 0 10000000 0
a 92 93 0 200 0
a 75 94 0 10000000 0
a 94 95 0 200 0
a 75 96 0 10000000 0
a 96 97 0 1000 0
a 75 98 0 10000000 0
a 98 99 0 200 0
a 75 100 0 10000000 0
a 100 101 0 400 0
a 102 103 0 10000000 120
a 103 104 0 2000 60
a 103 20 0 10000000 0
a 103 44 0 10000000 0
a 103 57 0 10000000 0
a 77 102 0 68 555
a 105 106 0 10000000 120
a 106 107 0 2000 60
a 106 38 0 10000000 0
a 85 105 0 68 580
a 85 102 0 68 505
a 87 105 0 136 590
a 87 102 0 340 515
a 89 105 0 68 595
a 89 102 0 340 520
a 91 102 0 136 510
a 95 105 0 68 620
a 95 102 0 204 550
a 97 105 0 204 605
a 97 102 0 68 535
a 108 6 0 10000000 0
a 108 46 0 10000000 0
a 108 47 0 10000000 0
a 108 70 0 10000000 0
a 105 108 0 272 113
a 102 108 0 340 46
a 109 110 0 2000 60
a 109 13 0 10000000 0
a 105 109 0 408 86
a 102 109 0 68 82
a 111 8 0 10000000 0
a 105 111 0 136 199
a 102 111 0 136 234
a 112 113 0 2000 60
a 112 17 0 10000000 0
a 105 112 0 204 84
a 102 112 0 136 147
a 114 30 0 10000000 0
a 114 33 0 10000000 0
a 105 114 0 136 66
a 102 114 0 204 50
a 115 116 0 2000 60
a 115 30 0 10000000 0
a 115 33 0 10000000 0
a 105 115 0 136 65
a 102 115 0 408 51
a 117 118 0 10000000 60
a 118 119 0 2000 0
a 118 37 0 10000000 0
a 118 49 0 10000000 0
a 105 117 0 68 154
a 102 117 0 68 203
a 120 121 0 2000 60
a 120 38 0 10000000 0
a 102 120 0 136 86
a 122 123 0 2000 60
a 122 41 0 10000000 0
a 105 122 0 68 141
a 102 122 0 204 173
a 105 124 0 68 73
a 102 124 0 204 133
a 102 125 0 68 107
a 105 102 0 68 91
a 104 4 0 10000000 101
a 104 6 0 10000000 104
a 104 13 0 10000000 142
a 104 28 0 10000000 138
a 104 30 0 10000000 111
a 104 32 0 10000000 132
a 104 33 0 10000000 111
a 104 34 0 10000000 111
a 104 38 0 10000000 146
a 104 46 0 10000000 107
a 104 47 0 10000000 112
a 104 52 0 10000000 130
a 104 54 0 10000000 144
a 104 56 0 10000000 120
a 104 60 0 10000000 149
a 104 69 0 10000000 119
a 104 70 0 10000000 108
a 104 72 0 10000000 115
a 104 73 0 10000000 97
a 104 74 0 10000000 141
a 107 4 0 10000000 136
a 107 7 0 10000000 130
a 107 9 0 10000000 148
a 107 13 0 10000000 146
a 107 17 0 10000000 144
a 107 23 0 10000000 128
a 107 25 0 10000000 116
a 107 30 0 10000000 125
a 107 32 0 10000000 104
a 107 33 0 10000000 125
a 107 35 0 10000000 141
a 107 43 0 10000000 120
a 107 44 0 10000000 151
a 107 45 0 10000000 98
a 107 48 0 10000000 142
a 107 51 0 10000000 135
a 107 57 0 10000000 146
a 107 59 0 10000000 107
a 107 60 0 10000000 135
a 107 63 0 10000000 121
a 107 69 0 10000000 145
a 110 4 0 10000000 70
a 110 7 0 10000000 78
a 110 12 0 10000000 84
a 110 19 0 10000000 38
a 110 20 0 10000000 87
a 110 21 0 10000000 89
a 110 24 0 10000000 90
a 110 25 0 10000000 72
a 110 26 0 10000000 58
a 110 28 0 10000000 48
a 110 30 0 10000000 78
a 110 32 0 10000000 74
a 110 33 0 10000000 70
a 110 34 0 10000000 83
a 110 35 0 10000000 41
a 110 38 0 10000000 77
a 110 43 0 10000000 57
a 110 44 0 10000000 82
a 110 45 0 10000000 78
a 110 46 0 10000000 90
a 110 50 0 10000000 62
a 110 51 0 10000000 58
a 110 52 0 10000000 43
a 110 54 0 10000000 50
a 110 55 0 10000000 50
a 110 56 0 10000000 65
a 110 57 0 10000000 76
a 110 60 0 10000000 39
a 110 64 0 10000000 54
a 110 67 0 10000000 76
a 110 69 0 10000000 48
a 110 72 0 10000000 71
a 110 73 0 10000000 86
a 110 74 0 10000000 44
a 113 23 0 10000000 49
a 113 45 0 10000000 89
a 113 59 0 10000000 66
a 113 63 0 10000000 49
a 116 4 0 10000000 40
a 116 6 0 10000000 70
a 116 13 0 10000000 78
a 116 19 0 10000000 91
a 116 20 0 10000000 58
a 116 25 0 10000000 83
a 116 28 0 10000000 85
a 116 32 0 10000000 47
a 116 34 0 10000000 75
a 116 35 0 10000000 85
a 116 38 0 10000000 61
a 116 43 0 10000000 75
a 116 44 0 10000000 51
a 116 45 0 10000000 71
a 116 46 0 10000000 73
a 116 47 0 10000000 78
a 116 52 0 10000000 74
a 116 54 0 10000000 91
a 116 56 0 10000000 76
a 116 57 0 10000000 47
a 116 59 0 10000000 87
a 116 60 0 10000000 78
a 116 69 0 10000000 62
a 116 70 0 10000000 73
a 116 72 0 10000000 75
a 116 73 0 10000000 63
a 116 74 0 10000000 86
a 119 5 0 10000000 126
a 119 8 0 10000000 142
a 119 15 0 10000000 113
a 119 18 0 10000000 151
a 119 21 0 10000000 147
a 119 29 0 10000000 144
a 119 41 0 10000000 133
a 119 42 0 10000000 142
a 119 53 0 10000000 108
a 119 58 0 10000000 147
a 121 4 0 10000000 70
a 121 7 0 10000000 66
a 121 9 0 10000000 88
a 121 13 0 10000000 77
a 121 19 0 10000000 84
a 121 23 0 10000000 75
a 121 25 0 10000000 51
a 121 30 0 10000000 61
a 121 32 0 10000000 38
a 121 33 0 10000000 59
a 121 35 0 10000000 72
a 121 43 0 10000000 52
a 121 44 0 10000000 86
a 121 45 0 10000000 36
a 121 48 0 10000000 82
a 121 51 0 10000000 69
a 121 52 0 10000000 85
a 121 57 0 10000000 80
a 121 58 0 10000000 90
a 121 59 0 10000000 53
a 121 60 0 10000000 67
a 121 63 0 10000000 69
a 121 67 0 10000000 87
a 121 69 0 10000000 77
a 123 3 0 10000000 85
a 123 5 0 10000000 58
a 123 8 0 10000000 91
a 123 10 0 10000000 82
a 123 12 0 10000000 79
a 123 14 0 10000000 55
a 123 15 0 10000000 46
a 123 18 0 10000000 42
a 123 21 0 10000000 59
a 123 24 0 10000000 60
a 123 29 0 10000000 91
a 123 31 0 10000000 71
a 123 37 0 10000000 73
a 123 42 0 10000000 36
a 123 49 0 10000000 66
a 123 50 0 10000000 79
a 123 53 0 10000000 73
a 123 58 0 10000000 79
a 123 67 0 10000000 74
a 3 126 0 579 0
a 4 127 0 5594 0
a 5 128 0 758 0
a 6 129 0 1995 0
a 7 130 0 1434 0
a 8 131 0 632 0
a 9 132 0 290 0
a 10 133 0 2029 0
a 11 134 0 637 0
a 12 135 0 624 0
a 13 136 0 4354 0
a 14 137 0 260 0
a 15 138 0 3373 0
a 16 139 0 847 0
a 17 140 0 3956 0
a 18 141 0 679 0
a 19 142 0 1576 0
a 20 143 0 18123 0
a 21 144 0 1057 0
a 22 145 0 451 0
a 23 146 0 2350 0
a 24 147 0 2161 0
a 25 148 0 2556 0
a 26 149 0 2161 0
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