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📄 ts600-8.alt

📁 Driver to create flat random graphs and two forms of hierarchical graphs (N-level and transit-stu
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GRAPH (#nodes #edges id uu vv ww xx yy zz):600 2414 transtub(0,3,0,0,{3,219,3,1.000,0.000,0.000},{8,110,3,0.500,0.000,0.000},{8,52,3,0.500,0.000,0.000}) 219 3 4 1 VERTICES (index name u v w x y z):0 T:0.0 166 56 1 T:0.1 146 85 2 T:0.2 190 141 3 T:0.3 151 94 4 T:0.4 177 82 5 T:0.5 132 46 6 S:0.0/0.0 151 48 7 S:0.0/0.1 129 22 8 S:0.0/0.2 159 29 9 S:0.0/0.3 134 20 10 S:0.0/0.4 150 39 11 S:0.0/0.5 135 53 12 S:0.0/1.0 152 31 13 S:0.0/1.1 188 31 14 S:0.0/1.2 180 51 15 S:0.0/1.3 201 56 16 S:0.0/1.4 201 49 17 S:0.0/1.5 193 35 18 S:0.0/1.6 161 36 19 S:0.0/1.7 195 59 20 S:0.0/2.0 135 95 21 S:0.0/2.1 135 69 22 S:0.0/2.2 164 65 23 S:0.0/2.3 139 93 24 S:0.0/2.4 147 64 25 S:0.0/2.5 145 56 26 S:0.0/2.6 153 83 27 S:0.0/2.7 136 50 28 S:0.0/2.8 170 69 29 S:0.0/2.9 130 51 30 S:0.0/3.0 182 58 31 S:0.0/3.1 184 37 32 S:0.0/3.2 194 39 33 S:0.0/3.3 195 58 34 S:0.0/3.4 153 44 35 S:0.0/3.5 172 61 36 S:0.0/4.0 166 77 37 S:0.0/4.1 163 52 38 S:0.0/4.2 153 48 39 S:0.0/4.3 165 56 40 S:0.0/4.4 159 45 41 S:0.0/4.5 157 64 42 S:0.0/4.6 137 73 43 S:0.0/4.7 152 52 44 S:0.0/4.8 179 61 45 S:0.0/4.9 132 61 46 S:0.1/0.0 129 75 47 S:0.1/0.1 162 118 48 S:0.1/0.2 156 88 49 S:0.1/0.3 145 117 50 S:0.1/0.4 112 91 51 S:0.1/0.5 117 84 52 S:0.1/0.6 117 110 53 S:0.1/0.7 154 104 54 S:0.1/1.0 184 54 55 S:0.1/1.1 171 53 56 S:0.1/1.2 147 86 57 S:0.1/1.3 181 73 58 S:0.1/1.4 139 63 59 S:0.1/1.5 173 98 60 S:0.1/1.6 137 88 61 S:0.1/1.7 185 61 62 S:0.2/0.0 173 182 63 S:0.2/0.1 180 180 64 S:0.2/0.2 184 156 65 S:0.2/0.3 176 153 66 S:0.2/0.4 183 159 67 S:0.2/0.5 138 154 68 S:0.2/1.0 175 155 69 S:0.2/1.1 185 116 70 S:0.2/1.2 168 147 71 S:0.2/1.3 174 149 72 S:0.2/1.4 165 151 73 S:0.2/1.5 192 118 74 S:0.2/1.6 189 127 75 S:0.2/1.7 163 150 76 S:0.2/1.8 173 145 77 S:0.2/1.9 155 115 78 S:0.2/2.0 171 158 79 S:0.2/2.1 179 163 80 S:0.2/2.2 174 166 81 S:0.2/2.3 152 166 82 S:0.2/2.4 179 187 83 S:0.2/2.5 162 169 84 S:0.2/2.6 194 169 85 S:0.2/2.7 173 178 86 S:0.3/0.0 156 57 87 S:0.3/0.1 129 82 88 S:0.3/0.2 156 94 89 S:0.3/0.3 136 84 90 S:0.3/0.4 137 66 91 S:0.3/0.5 162 74 92 S:0.3/0.6 140 47 93 S:0.3/0.7 137 62 94 S:0.4/0.0 149 57 95 S:0.4/0.1 149 85 96 S:0.4/0.2 180 88 97 S:0.4/0.3 187 66 98 S:0.4/0.4 189 74 99 S:0.4/0.5 184 65 100 S:0.4/0.6 155 95 101 S:0.4/0.7 169 59 102 S:0.4/0.8 145 77 103 S:0.4/1.0 138 63 104 S:0.4/1.1 147 70 105 S:0.4/1.2 184 85 106 S:0.4/1.3 180 49 107 S:0.4/1.4 140 44 108 S:0.4/1.5 187 45 109 S:0.4/1.6 148 75 110 S:0.4/1.7 154 63 111 S:0.4/2.0 158 87 112 S:0.4/2.1 164 92 113 S:0.4/2.2 175 63 114 S:0.4/2.3 170 105 115 S:0.4/2.4 190 70 116 S:0.4/2.5 158 92 117 S:0.4/2.6 161 74 118 S:0.5/0.0 117 42 119 S:0.5/0.1 143 31 120 S:0.5/0.2 160 48 121 S:0.5/0.3 135 36 122 S:0.5/0.4 161 24 123 S:0.5/0.5 119 40 124 S:0.5/0.6 118 27 125 S:0.5/1.0 122 77 126 S:0.5/1.1 147 71 127 S:0.5/1.2 128 58 128 S:0.5/1.3 165 74 129 S:0.5/1.4 150 78 130 S:0.5/1.5 140 59 131 S:0.5/1.6 156 65 132 S:0.5/1.7 131 86 133 S:0.5/1.8 123 84 134 S:0.5/1.9 122 75 135 S:0.5/2.0 150 25 136 S:0.5/2.1 148 28 137 S:0.5/2.2 119 35 138 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581 S:2.9/0.5 11 167 582 S:2.9/0.6 34 195 583 S:2.9/0.7 4 190 584 S:2.9/0.8 20 171 585 S:2.9/1.0 25 138 586 S:2.9/1.1 24 132 587 S:2.9/1.2 38 140 588 S:2.9/1.3 49 125 589 S:2.9/1.4 40 159 590 S:2.9/1.5 5 151 591 S:2.9/2.0 43 168 592 S:2.9/2.1 64 170 593 S:2.9/2.2 35 190 594 S:2.9/2.3 38 180 595 S:2.9/2.4 19 163 596 S:2.9/2.5 30 158 597 S:2.9/2.6 51 171 598 S:2.9/2.7 36 164 599 S:2.9/2.8 49 163 EDGES (from-node to-node length a b):0 42 34 6 0 34 18 6 0 24 21 6 0 12 29 6 0 9 48 6 0 1 35 1 0 3 41 1 0 4 28 1 0 5 35 1 1 56 1 6 1 52 38 6 1 2 71 1 1 3 10 1 1 4 31 1 2 81 45 6 2 76 17 6 2 62 44 6 2 3 61 1 2 5 111 1 3 150 161 2 3 91 23 6 3 4 29 1 4 155 165 2 4 112 16 6 4 106 33 6 4 99 18 6 5 359 151 2 5 353 121 2 5 144 15 6 5 137 17 6 5 129 37 6 5 121 10 6 6 9 33 1 6 10 9 1 6 11 17 1 7 8 31 1 7 9 5 1 7 10 27 1 8 10 13 1 8 11 34 1 9 10 25 1 10 11 21 1 12 13 36 1 12 16 52 1 13 15 28 1 13 16 22 1 13 19 29 1 14 15 22 1 14 16 21 1 14 17 21 1 14 19 17 1 15 16 7 1 15 19 7 1 17 18 32 1 20 21 26 1 20 23 4 1 20 24 33 1 20 26 22 1 20 27 45 1 20 28 44 1 21 24 13 1 21 25 16 1 21 26 23 1 21 28 35 1 22 23 38 1 22 24 17 1 22 25 21 1 22 27 32 1 22 28 7 1 22 29 37 1 23 27 43 1 24 26 20 1 24 27 18 1 24 28 24 1 25 29 16 1 26 27 37 1 26 29 39 1 27 29 6 1 30 31 21 1 30 32 22 1 30 34 32 1 30 35 10 1 31 32 10 1 31 34 32 1 32 33 19 1 32 34 41 1 32 35 31 1 33 35 23 1 36 37 25 1 36 39 21 1 36 40 33 1 36 42 29 1 37 38 11 1 37 40 8 1 37 41 13 1 37 42 33 1 37 43 11 1 37 44 18 1 38 39 14 1 38 40 7 1 39 41 11 1 39 43 14 1 40 43 10 1 41 43 13 1 41 45 25 1 42 43 26 1 42 45 13 1 43 45 22 1 44 45 47 1 46 47 54 1 46 49 45 1 46 50 23 1 46 51 15 1 46 53 38 1 47 49 17 1 47 52 46 1 47 53 16 1 48 50 44 1 48 52 45 1 48 53 16 1 49 51 43 1 49 52 29 1 50 51 9 1 50 52 20 1 50 53 44 1 51 53 42 1 54 55 13 1 54 59 45 1 55 59 45 1 55 60 49 1 55 61 16 1 56 57 36 1 56 58 24 1 57 58 43 1 57 59 26 1 57 61 13 1 59 60 37 1 59 61 39 1 62 65 29 1 62 66 25 1 62 67 45 1 63 64 24 1 63 65 27 1 63 66 21 1 63 67 49 1 64 65 9 1 64 66 3 1 66 67 45 1 68 71 6 1 68 74 31 1 68 75 13 1 69 72 40 1 69 74 12 1 69 75 40 1 70 73 38 1 70 74 29 1 71 72 9 1 71 73 36 1 71 76 4 1 72 75 2 1 72 76 10 1 72 77 37 1 73 75 43 1 73 76 33 1 74 76 24 1 74 77 36 1 75 77 36 1 76 77 35 1 78 79 9 1 78 80 9 1 78 83 14 1 78 84 25 1 79 80 6 1 79 83 18 1 79 84 16 1 80 81 22 1 80 83 12 1 80 85 12 1 81 84 42 1 82 85 11 1 86 89 34 1 86 93 20 1 87 91 34 1 87 92 37 1 87 93 22 1 88 91 21 1 88 93 37 1 89 91 28 1 90 91 26 1 91 93 28 1 94 96 44 1 94 97 39 1 94 99 36 1 94 100 38 1 94 102 20 1 95 96 31 1 95 97 42 1 95 98 41 1 95 100 12 1 95 101 33 1 95 102 9 1 98 100 40 1 98 101 25 1 99 101 16 1 99 102 41 1 100 101 39 1 103 104 11 1 103 106 44 1 103 107 19 1 104 108 47 1 105 106 36 1 105 109 37 1 105 110 37 1 106 107 40 1 106 108 8 1 106 109 41 1 106 110 30 1 107 108 47 1 109 110 13 1 111 112 8 1 111 116 5 1 111 117 13 1 112 113 31 1 112 115 34 1 112 116 6 1 112 117 18 1 113 114 42 1 113 116 34 1 113 117 18 1 114 116 18 1 115 117 29 1 118 121 19 1 118 122 48 1 118 124 15 1 119 122 19 1 119 124 25 1 120 123 42 1 120 124 47 1 121 124 19 1 122 123 45 1 125 127 20 1 125 128 43 1 125 131 36 1 125 133 7 1 126 127 23 1 126 129 8 1 126 131 11 1 126 132 22 1 127 128 40 1 127 129 30 1 127 130 12 1 127 132 28 1 128 129 16 1 129 130 21 1 129 132 21 1 129 133 28 1 130 133 30 1 131 133 38 1 131 134 35 1 132 134 14 1 133 134 9 1 135 136 4 1 135 140 17 1 136 137 30 1 136 138 18 1 136 140 14 1 138 139 18 1 141 144 10 1 141 145 38 1 141 147 24 1 142 143 42 1 142 145 41 1 142 146 40 1 142 147 16 1 142 148 31 1 142 149 40 1 143 144 45 1 143 145 25 1 143 146 14 1 143 147 51 1 143 148 37 1 143 149 3 1 144 145 46 1 144 146 44 1 145 149 25 1 146 148 25 1 146 149 15 1 147 148 26 1 148 149 36 1 150 359 135 2 150 193 21 6 150 177 45 6 150 175 42 6 150 166 7 6 150 162 32 6 150 151 29 1 150 154 24 1 150 156 23 1 150 157 44 1 151 211 15 6 151 209 22 6 

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