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November 17, 2021 14:21
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Row_num FEB_num VMM_num VMM_ch strip_ch | |
0 1 4 49 0 | |
0 1 4 48 1 | |
0 1 4 47 2 | |
0 1 4 46 3 | |
0 1 4 45 4 | |
0 1 4 44 5 | |
0 1 4 43 6 | |
0 1 4 42 7 | |
0 1 4 41 8 | |
0 1 4 40 9 | |
0 1 4 39 10 | |
0 1 4 38 11 | |
0 1 4 37 12 | |
0 1 4 36 13 | |
0 1 4 35 14 | |
0 1 4 34 15 | |
0 1 4 33 16 | |
0 1 4 32 17 | |
0 1 4 31 18 | |
0 1 4 30 19 | |
0 1 4 29 20 | |
0 1 4 28 21 | |
0 1 4 27 22 | |
0 1 4 26 23 | |
0 1 4 25 24 | |
0 1 4 24 25 | |
0 1 4 23 26 | |
0 1 4 22 27 | |
0 1 4 21 28 | |
0 1 4 20 29 | |
0 1 4 19 30 | |
0 1 4 18 31 | |
0 1 4 17 32 | |
0 1 4 16 33 | |
0 1 4 15 34 | |
0 1 4 14 35 | |
0 1 4 13 36 | |
0 1 4 12 37 | |
0 1 4 11 38 | |
0 1 4 10 39 | |
0 1 4 9 40 | |
0 1 4 8 41 | |
0 1 4 7 42 | |
0 1 4 6 43 | |
0 1 4 5 44 | |
0 1 4 4 45 | |
0 1 4 3 46 | |
0 1 4 2 47 | |
0 1 4 1 48 | |
0 1 4 0 49 | |
0 1 3 57 50 | |
0 1 3 56 51 | |
0 1 3 55 52 | |
0 1 3 54 53 | |
0 1 3 53 54 | |
0 1 3 52 55 | |
0 1 3 51 56 | |
0 1 3 50 57 | |
0 1 3 49 58 | |
0 1 3 48 59 | |
0 1 3 47 60 | |
0 1 3 46 61 | |
0 1 3 45 62 | |
0 1 3 44 63 | |
0 1 3 43 64 | |
0 1 3 42 65 | |
0 1 3 41 66 | |
0 1 3 40 67 | |
0 1 3 39 68 | |
0 1 3 38 69 | |
0 1 3 37 70 | |
0 1 3 36 71 | |
0 1 3 35 72 | |
0 1 3 34 73 | |
0 1 3 33 74 | |
0 1 3 32 75 | |
0 1 3 31 76 | |
0 1 3 30 77 | |
0 1 3 29 78 | |
0 1 3 28 79 | |
0 1 3 27 80 | |
0 1 3 26 81 | |
0 1 3 25 82 | |
0 1 3 24 83 | |
0 1 3 23 84 | |
0 1 3 22 85 | |
0 1 3 21 86 | |
0 1 3 20 87 | |
0 1 3 19 88 | |
0 1 3 18 89 | |
0 1 3 17 90 | |
0 1 3 16 91 | |
0 1 3 15 92 | |
0 1 3 14 93 | |
0 1 3 13 94 | |
0 1 3 12 95 | |
0 1 3 11 96 | |
0 1 3 10 97 | |
0 1 3 9 98 | |
0 1 3 8 99 | |
0 1 3 7 100 | |
0 1 3 6 101 | |
0 1 3 5 102 | |
0 1 3 4 103 | |
0 1 3 3 104 | |
0 1 3 2 105 | |
0 1 2 55 106 | |
0 1 2 54 107 | |
0 1 2 53 108 | |
0 1 2 52 109 | |
0 1 2 51 110 | |
0 1 2 50 111 | |
0 1 2 49 112 | |
0 1 2 48 113 | |
0 1 2 47 114 | |
0 1 2 46 115 | |
0 1 2 45 116 | |
0 1 2 44 117 | |
0 1 2 43 118 | |
0 1 2 42 119 | |
0 1 2 41 120 | |
0 1 2 40 121 | |
0 1 2 39 122 | |
0 1 2 38 123 | |
0 1 2 37 124 | |
0 1 2 36 125 | |
0 1 2 35 126 | |
0 1 2 34 127 | |
0 1 2 33 128 | |
0 1 2 32 129 | |
0 1 2 31 130 | |
0 1 2 30 131 | |
0 1 2 29 132 | |
0 1 2 28 133 | |
0 1 2 27 134 | |
0 1 2 26 135 | |
0 1 2 25 136 | |
0 1 2 24 137 | |
0 1 2 23 138 | |
0 1 2 22 139 | |
0 1 2 21 140 | |
0 1 2 20 141 | |
0 1 2 19 142 | |
0 1 2 18 143 | |
0 1 2 17 144 | |
0 1 2 16 145 | |
0 1 2 15 146 | |
0 1 2 14 147 | |
0 1 2 13 148 | |
0 1 2 12 149 | |
0 1 2 11 150 | |
0 1 2 10 151 | |
0 1 2 9 152 | |
0 1 2 8 153 | |
0 1 2 7 154 | |
0 1 2 6 155 | |
0 1 2 5 156 | |
0 1 2 4 157 | |
0 1 2 3 158 | |
0 1 2 2 159 | |
0 1 2 1 160 | |
0 1 2 0 161 | |
0 1 1 49 162 | |
0 1 1 48 163 | |
0 1 1 47 164 | |
0 1 1 46 165 | |
0 1 1 45 166 | |
1 5 2 54 0 | |
1 5 2 55 1 | |
1 5 3 2 2 | |
1 5 3 3 3 | |
1 5 3 4 4 | |
1 5 3 5 5 | |
1 5 3 6 6 | |
1 5 3 7 7 | |
1 5 3 8 8 | |
1 5 3 9 9 | |
1 5 3 10 10 | |
1 5 3 11 11 | |
1 5 3 12 12 | |
1 5 3 13 13 | |
1 5 3 14 14 | |
1 5 3 15 15 | |
1 5 3 16 16 | |
1 5 3 17 17 | |
1 5 3 18 18 | |
1 5 3 19 19 | |
1 5 3 20 20 | |
1 5 3 21 21 | |
1 5 3 22 22 | |
1 5 3 23 23 | |
1 5 3 24 24 | |
1 5 3 25 25 | |
1 5 3 26 26 | |
1 5 3 27 27 | |
1 5 3 28 28 | |
1 5 3 29 29 | |
1 5 3 30 30 | |
1 5 3 31 31 | |
1 5 3 32 32 | |
1 5 3 33 33 | |
1 5 3 34 34 | |
1 5 3 35 35 | |
1 5 3 36 36 | |
1 5 3 37 37 | |
1 5 3 38 38 | |
1 5 3 39 39 | |
1 5 3 40 40 | |
1 5 3 41 41 | |
1 5 3 42 42 | |
1 5 3 43 43 | |
1 5 3 44 44 | |
1 5 3 45 45 | |
1 5 3 46 46 | |
1 5 3 47 47 | |
1 5 3 48 48 | |
1 5 3 49 49 | |
1 5 3 50 50 | |
1 5 3 51 51 | |
1 5 3 52 52 | |
1 5 3 53 53 | |
1 5 3 54 54 | |
1 5 3 55 55 | |
1 5 3 56 56 | |
1 5 3 57 57 | |
1 5 4 0 58 | |
1 5 4 1 59 | |
1 5 4 2 60 | |
1 5 4 3 61 | |
1 5 4 4 62 | |
1 5 4 5 63 | |
1 5 4 6 64 | |
1 5 4 7 65 | |
1 5 4 8 66 | |
1 5 4 9 67 | |
1 5 4 10 68 | |
1 5 4 11 69 | |
1 5 4 12 70 | |
1 5 4 13 71 | |
1 5 4 14 72 | |
1 5 4 15 73 | |
1 5 4 16 74 | |
1 5 4 17 75 | |
1 5 4 18 76 | |
1 5 4 19 77 | |
1 5 4 20 78 | |
1 5 4 21 79 | |
1 5 4 22 80 | |
1 5 4 23 81 | |
1 5 4 24 82 | |
1 5 4 25 83 | |
1 5 4 26 84 | |
1 5 4 27 85 | |
1 5 4 28 86 | |
1 5 4 29 87 | |
1 5 4 30 88 | |
1 5 4 31 89 | |
1 5 4 32 90 | |
1 5 4 33 91 | |
1 5 4 34 92 | |
1 5 4 35 93 | |
1 5 4 36 94 | |
1 5 4 37 95 | |
1 5 4 38 96 | |
1 5 4 39 97 | |
1 5 4 40 98 | |
1 5 4 41 99 | |
1 5 4 42 100 | |
1 5 4 43 101 | |
1 5 4 44 102 | |
1 5 4 45 103 | |
1 5 4 46 104 | |
1 5 4 47 105 | |
1 5 4 48 106 | |
1 5 4 49 107 | |
1 1 1 0 108 | |
1 1 1 1 109 | |
1 1 1 2 110 | |
1 1 1 3 111 | |
1 1 1 4 112 | |
1 1 1 5 113 | |
1 1 1 6 114 | |
1 1 1 7 115 | |
1 1 1 8 116 | |
1 1 1 9 117 | |
1 1 1 10 118 | |
1 1 1 11 119 | |
1 1 1 12 120 | |
1 1 1 13 121 | |
1 1 1 14 122 | |
1 1 1 15 123 | |
1 1 1 16 124 | |
1 1 1 17 125 | |
1 1 1 18 126 | |
1 1 1 19 127 | |
1 1 1 20 128 | |
1 1 1 21 129 | |
1 1 1 22 130 | |
1 1 1 23 131 | |
1 1 1 24 132 | |
1 1 1 25 133 | |
1 1 1 26 134 | |
1 1 1 27 135 | |
1 1 1 28 136 | |
1 1 1 29 137 | |
1 1 1 30 138 | |
1 1 1 31 139 | |
1 1 1 32 140 | |
1 1 1 33 141 | |
1 1 1 34 142 | |
1 1 1 35 143 | |
1 1 1 36 144 | |
1 1 1 37 145 | |
1 1 1 38 146 | |
1 1 1 39 147 | |
1 1 1 40 148 | |
1 1 1 41 149 | |
1 1 1 42 150 | |
1 1 1 43 151 | |
1 1 1 44 152 | |
2 5 1 10 0 | |
2 5 1 11 1 | |
2 5 1 12 2 | |
2 5 1 13 3 | |
2 5 1 14 4 | |
2 5 1 15 5 | |
2 5 1 16 6 | |
2 5 1 17 7 | |
2 5 1 18 8 | |
2 5 1 19 9 | |
2 5 1 20 10 | |
2 5 1 21 11 | |
2 5 1 22 12 | |
2 5 1 23 13 | |
2 5 1 24 14 | |
2 5 1 25 15 | |
2 5 1 26 16 | |
2 5 1 27 17 | |
2 5 1 28 18 | |
2 5 1 29 19 | |
2 5 1 30 20 | |
2 5 1 31 21 | |
2 5 1 32 22 | |
2 5 1 33 23 | |
2 5 1 34 24 | |
2 5 1 35 25 | |
2 5 1 36 26 | |
2 5 1 37 27 | |
2 5 1 38 28 | |
2 5 1 39 29 | |
2 5 1 40 30 | |
2 5 1 41 31 | |
2 5 1 42 32 | |
2 5 1 43 33 | |
2 5 1 44 34 | |
2 5 1 45 35 | |
2 5 1 46 36 | |
2 5 1 47 37 | |
2 5 1 48 38 | |
2 5 1 49 39 | |
2 5 2 0 40 | |
2 5 2 1 41 | |
2 5 2 2 42 | |
2 5 2 3 43 | |
2 5 2 4 44 | |
2 5 2 5 45 | |
2 5 2 6 46 | |
2 5 2 7 47 | |
2 5 2 8 48 | |
2 5 2 9 49 | |
2 5 2 10 50 | |
2 5 2 11 51 | |
2 5 2 12 52 | |
2 5 2 13 53 | |
2 5 2 14 54 | |
2 5 2 15 55 | |
2 5 2 16 56 | |
2 5 2 17 57 | |
2 5 2 18 58 | |
2 5 2 19 59 | |
2 5 2 20 60 | |
2 5 2 21 61 | |
2 5 2 22 62 | |
2 5 2 23 63 | |
2 5 2 24 64 | |
2 5 2 25 65 | |
2 5 2 26 66 | |
2 5 2 27 67 | |
2 5 2 28 68 | |
2 5 2 29 69 | |
2 5 2 30 70 | |
2 5 2 31 71 | |
2 5 2 32 72 | |
2 5 2 33 73 | |
2 5 2 34 74 | |
2 5 2 35 75 | |
2 5 2 36 76 | |
2 5 2 37 77 | |
2 5 2 38 78 | |
2 5 2 39 79 | |
2 5 2 40 80 | |
2 5 2 41 81 | |
2 5 2 42 82 | |
2 5 2 43 83 | |
2 5 2 44 84 | |
2 5 2 45 85 | |
2 5 2 46 86 | |
2 5 2 47 87 | |
2 5 2 48 88 | |
2 5 2 49 89 | |
2 5 2 50 90 | |
2 5 2 51 91 | |
2 5 2 52 92 | |
2 5 2 53 93 | |
3 3 4 47 1 | |
3 3 4 46 2 | |
3 3 4 45 3 | |
3 3 4 44 4 | |
3 3 4 43 5 | |
3 3 4 42 6 | |
3 3 4 41 7 | |
3 3 4 40 8 | |
3 3 4 39 9 | |
3 3 4 38 10 | |
3 3 4 37 11 | |
3 3 4 36 12 | |
3 3 4 35 13 | |
3 3 4 34 14 | |
3 3 4 33 15 | |
3 3 4 32 16 | |
3 3 4 31 17 | |
3 3 4 30 18 | |
3 3 4 29 19 | |
3 3 4 28 20 | |
3 3 4 27 21 | |
3 3 4 26 22 | |
3 3 4 25 23 | |
3 3 4 24 24 | |
3 3 4 23 25 | |
3 3 4 22 26 | |
3 3 4 21 27 | |
3 3 4 20 28 | |
3 3 4 19 29 | |
3 3 4 18 30 | |
3 3 4 17 31 | |
3 3 4 16 32 | |
3 3 4 15 33 | |
3 3 4 14 34 | |
3 3 4 13 35 | |
3 3 4 12 36 | |
3 3 4 11 37 | |
3 3 4 10 38 | |
3 3 4 9 39 | |
3 3 4 8 40 | |
3 3 4 7 41 | |
3 3 4 6 42 | |
3 3 4 5 43 | |
3 3 4 4 44 | |
3 3 4 3 45 | |
3 3 4 2 46 | |
3 3 4 1 47 | |
3 3 4 0 48 | |
3 3 3 57 49 | |
3 3 3 56 50 | |
3 3 3 55 51 | |
3 3 3 54 52 | |
3 3 3 53 53 | |
3 3 3 52 54 | |
3 3 3 51 55 | |
3 3 3 50 56 | |
3 3 3 49 57 | |
3 3 3 48 58 | |
3 3 3 47 59 | |
3 3 3 46 60 | |
3 3 3 45 61 | |
3 3 3 44 62 | |
3 3 3 43 63 | |
3 3 3 42 64 | |
3 3 3 41 65 | |
3 3 3 40 66 | |
3 3 3 39 67 | |
3 3 3 38 68 | |
3 3 3 37 69 | |
3 3 3 36 70 | |
3 3 3 35 71 | |
3 3 3 34 72 | |
3 3 3 33 73 | |
3 3 3 32 74 | |
3 3 3 31 75 | |
3 3 3 30 76 | |
3 3 3 29 77 | |
3 3 3 28 78 | |
3 3 3 27 79 | |
3 3 3 26 80 | |
3 3 3 25 81 | |
3 3 3 24 82 | |
3 3 3 23 83 | |
3 3 3 22 84 | |
3 3 3 21 85 | |
3 3 3 20 86 | |
3 3 3 19 87 | |
3 3 3 18 88 | |
3 3 3 17 89 | |
3 3 3 16 90 | |
3 3 3 15 91 | |
3 3 3 14 92 | |
3 3 3 13 93 | |
3 3 3 12 94 | |
3 3 3 11 95 | |
3 3 3 10 96 | |
3 3 3 9 97 | |
3 3 3 8 98 | |
3 3 3 7 99 | |
3 3 3 6 100 | |
3 3 3 5 101 | |
3 3 3 4 102 | |
3 3 3 3 103 | |
3 3 3 2 104 | |
3 3 2 55 105 | |
3 3 2 54 106 | |
3 3 2 53 107 | |
3 3 2 52 108 | |
3 3 2 51 109 | |
3 3 2 50 110 | |
3 3 2 49 111 | |
3 3 2 48 112 | |
3 3 2 47 113 | |
3 3 2 46 114 | |
3 3 2 45 115 | |
3 3 2 44 116 | |
3 3 2 43 117 | |
3 3 2 42 118 | |
3 3 2 41 119 | |
3 3 2 40 120 | |
3 3 2 39 121 | |
3 3 2 38 122 | |
3 3 2 37 123 | |
3 3 2 36 124 | |
3 3 2 35 125 | |
3 3 2 34 126 | |
3 3 2 33 127 | |
3 3 2 32 128 | |
3 3 2 31 129 | |
3 3 2 30 130 | |
3 3 2 29 131 | |
3 3 2 28 132 | |
3 3 2 27 133 | |
3 3 2 26 134 | |
3 3 2 25 135 | |
3 3 2 24 136 | |
3 3 2 23 137 | |
3 3 2 22 138 | |
3 3 2 21 139 | |
3 3 2 20 140 | |
3 3 2 19 141 | |
3 3 2 18 142 | |
3 3 2 17 143 | |
3 3 2 16 144 | |
3 3 2 15 145 | |
3 3 2 14 146 | |
3 3 2 13 147 | |
3 3 2 12 148 | |
3 3 2 11 149 | |
3 3 2 10 150 | |
3 3 2 9 151 | |
4 3 1 0 0 | |
4 3 1 1 1 | |
4 3 1 2 2 | |
4 3 1 3 3 | |
4 3 1 4 4 | |
4 3 1 5 5 | |
4 3 1 6 6 | |
4 3 1 7 7 | |
4 3 1 8 8 | |
4 3 1 9 9 | |
4 3 1 10 10 | |
4 3 1 11 11 | |
4 3 1 12 12 | |
4 3 1 13 13 | |
4 3 1 14 14 | |
4 3 1 15 15 | |
4 3 1 16 16 | |
4 3 1 17 17 | |
4 3 1 18 18 | |
4 3 1 19 19 | |
4 3 1 20 20 | |
4 3 1 21 21 | |
4 3 1 22 22 | |
4 3 1 23 23 | |
4 3 1 24 24 | |
4 3 1 25 25 | |
4 3 1 26 26 | |
4 3 1 27 27 | |
4 3 1 28 28 | |
4 3 1 29 29 | |
4 3 1 30 30 | |
4 3 1 31 31 | |
4 3 1 32 32 | |
4 3 1 33 33 | |
4 3 1 34 34 | |
4 3 1 35 35 | |
4 3 1 36 36 | |
4 3 1 37 37 | |
4 3 1 38 38 | |
4 3 1 39 39 | |
4 3 1 40 40 | |
4 3 1 41 41 | |
4 3 1 42 42 | |
4 3 1 43 43 | |
4 3 1 44 44 | |
4 3 1 45 45 | |
4 3 1 46 46 | |
4 3 1 47 47 | |
4 3 1 48 48 | |
4 3 1 49 49 | |
4 3 2 0 50 | |
4 3 2 1 51 | |
4 3 2 2 52 | |
4 3 2 3 53 | |
4 3 2 4 54 | |
4 3 2 5 55 | |
4 3 2 6 56 | |
4 3 2 7 57 | |
4 3 2 8 58 | |
0 6 1 0 0 | |
0 6 1 1 1 | |
0 6 1 2 2 | |
0 6 1 3 3 | |
0 6 1 4 4 | |
0 6 1 5 5 | |
0 6 1 6 6 | |
0 6 1 7 7 | |
0 6 1 8 8 | |
0 6 1 9 9 | |
0 6 1 10 10 | |
0 6 1 11 11 | |
0 6 1 12 12 | |
0 6 1 13 13 | |
0 6 1 14 14 | |
0 6 1 15 15 | |
0 6 1 16 16 | |
0 6 1 17 17 | |
0 6 1 18 18 | |
0 6 1 19 19 | |
0 6 1 20 20 | |
0 6 1 21 21 | |
0 6 1 22 22 | |
0 6 1 23 23 | |
0 6 1 24 24 | |
0 6 1 25 25 | |
0 6 1 26 26 | |
0 6 1 27 27 | |
0 6 1 28 28 | |
0 6 1 29 29 | |
0 6 1 30 30 | |
0 6 1 31 31 | |
0 6 1 32 32 | |
0 6 1 33 33 | |
0 6 1 34 34 | |
0 6 1 35 35 | |
0 6 1 36 36 | |
0 6 1 37 37 | |
0 6 1 38 38 | |
0 6 1 39 39 | |
0 6 1 40 40 | |
0 6 1 41 41 | |
0 6 1 42 42 | |
0 6 1 43 43 | |
0 6 1 44 44 | |
0 6 1 45 45 | |
0 6 1 46 46 | |
0 6 1 47 47 | |
0 6 1 48 48 | |
0 6 1 49 49 | |
0 6 2 0 50 | |
0 6 2 1 51 | |
0 6 2 2 52 | |
0 6 2 3 53 | |
0 6 2 4 54 | |
0 6 2 5 55 | |
0 6 2 6 56 | |
0 6 2 7 57 | |
0 6 2 8 58 | |
0 6 2 9 59 | |
0 6 2 10 60 | |
0 6 2 11 61 | |
0 6 2 12 62 | |
0 6 2 13 63 | |
0 6 2 14 64 | |
0 6 2 15 65 | |
0 6 2 16 66 | |
0 6 2 17 67 | |
0 6 2 18 68 | |
0 6 2 19 69 | |
0 6 2 20 70 | |
0 6 2 21 71 | |
0 6 2 22 72 | |
0 6 2 23 73 | |
0 6 2 24 74 | |
0 6 2 25 75 | |
0 6 2 26 76 | |
0 6 2 27 77 | |
0 6 2 28 78 | |
0 6 2 29 79 | |
0 6 2 30 80 | |
0 6 2 31 81 | |
0 6 2 32 82 | |
0 6 2 33 83 | |
0 6 2 34 84 | |
0 6 2 35 85 | |
0 6 2 36 86 | |
0 6 2 37 87 | |
0 6 2 38 88 | |
0 6 2 39 89 | |
0 6 2 40 90 | |
0 6 2 41 91 | |
0 6 2 42 92 | |
0 6 2 43 93 | |
0 6 2 44 94 | |
0 6 2 45 95 | |
0 6 2 46 96 | |
0 6 2 47 97 | |
0 6 2 48 98 | |
0 6 2 49 99 | |
0 6 2 50 100 | |
0 6 2 51 101 | |
0 6 2 52 102 | |
0 6 2 53 103 | |
0 6 2 54 104 | |
0 6 2 55 105 | |
0 6 3 2 106 | |
0 6 3 3 107 | |
0 6 3 4 108 | |
0 6 3 5 109 | |
0 6 3 6 110 | |
0 6 3 7 111 | |
0 6 3 8 112 | |
0 6 3 9 113 | |
0 6 3 10 114 | |
0 6 3 11 115 | |
0 6 3 12 116 | |
0 6 3 13 117 | |
0 6 3 14 118 | |
0 6 3 15 119 | |
0 6 3 16 120 | |
0 6 3 17 121 | |
0 6 3 18 122 | |
0 6 3 19 123 | |
0 6 3 20 124 | |
0 6 3 21 125 | |
0 6 3 22 126 | |
0 6 3 23 127 | |
0 6 3 24 128 | |
0 6 3 25 129 | |
0 6 3 26 130 | |
0 6 3 27 131 | |
0 6 3 28 132 | |
0 6 3 29 133 | |
0 6 3 30 134 | |
0 6 3 31 135 | |
0 6 3 32 136 | |
0 6 3 33 137 | |
0 6 3 34 138 | |
0 6 3 35 139 | |
0 6 3 36 140 | |
0 6 3 37 141 | |
0 6 3 38 142 | |
0 6 3 39 143 | |
0 6 3 40 144 | |
0 6 3 41 145 | |
0 6 3 42 146 | |
0 6 3 43 147 | |
0 6 3 44 148 | |
0 6 3 45 149 | |
0 6 3 46 150 | |
0 6 3 47 151 | |
0 6 3 48 152 | |
0 6 3 49 153 | |
0 6 3 50 154 | |
0 6 3 51 155 | |
0 6 3 52 156 | |
0 6 3 53 157 | |
0 6 3 54 158 | |
0 6 3 55 159 | |
0 6 3 56 160 | |
0 6 3 57 161 | |
0 6 4 0 162 | |
0 6 4 1 163 | |
0 6 4 2 164 | |
0 6 4 3 165 | |
0 6 4 4 166 | |
1 2 3 3 0 | |
1 2 3 2 1 | |
1 2 2 55 2 | |
1 2 2 54 3 | |
1 2 2 53 4 | |
1 2 2 52 5 | |
1 2 2 51 6 | |
1 2 2 50 7 | |
1 2 2 49 8 | |
1 2 2 48 9 | |
1 2 2 47 10 | |
1 2 2 46 11 | |
1 2 2 45 12 | |
1 2 2 44 13 | |
1 2 2 43 14 | |
1 2 2 42 15 | |
1 2 2 41 16 | |
1 2 2 40 17 | |
1 2 2 39 18 | |
1 2 2 38 19 | |
1 2 2 37 20 | |
1 2 2 36 21 | |
1 2 2 35 22 | |
1 2 2 34 23 | |
1 2 2 33 24 | |
1 2 2 32 25 | |
1 2 2 31 26 | |
1 2 2 30 27 | |
1 2 2 29 28 | |
1 2 2 28 29 | |
1 2 2 27 30 | |
1 2 2 26 31 | |
1 2 2 25 32 | |
1 2 2 24 33 | |
1 2 2 23 34 | |
1 2 2 22 35 | |
1 2 2 21 36 | |
1 2 2 20 37 | |
1 2 2 19 38 | |
1 2 2 18 39 | |
1 2 2 17 40 | |
1 2 2 16 41 | |
1 2 2 15 42 | |
1 2 2 14 43 | |
1 2 2 13 44 | |
1 2 2 12 45 | |
1 2 2 11 46 | |
1 2 2 10 47 | |
1 2 2 9 48 | |
1 2 2 8 49 | |
1 2 2 7 50 | |
1 2 2 6 51 | |
1 2 2 5 52 | |
1 2 2 4 53 | |
1 2 2 3 54 | |
1 2 2 2 55 | |
1 2 2 1 56 | |
1 2 2 0 57 | |
1 2 1 49 58 | |
1 2 1 48 59 | |
1 2 1 47 60 | |
1 2 1 46 61 | |
1 2 1 45 62 | |
1 2 1 44 63 | |
1 2 1 43 64 | |
1 2 1 42 65 | |
1 2 1 41 66 | |
1 2 1 40 67 | |
1 2 1 39 68 | |
1 2 1 38 69 | |
1 2 1 37 70 | |
1 2 1 36 71 | |
1 2 1 35 72 | |
1 2 1 34 73 | |
1 2 1 33 74 | |
1 2 1 32 75 | |
1 2 1 31 76 | |
1 2 1 30 77 | |
1 2 1 29 78 | |
1 2 1 28 79 | |
1 2 1 27 80 | |
1 2 1 26 81 | |
1 2 1 25 82 | |
1 2 1 24 83 | |
1 2 1 23 84 | |
1 2 1 22 85 | |
1 2 1 21 86 | |
1 2 1 20 87 | |
1 2 1 19 88 | |
1 2 1 18 89 | |
1 2 1 17 90 | |
1 2 1 16 91 | |
1 2 1 15 92 | |
1 2 1 14 93 | |
1 2 1 13 94 | |
1 2 1 12 95 | |
1 2 1 11 96 | |
1 2 1 10 97 | |
1 2 1 9 98 | |
1 2 1 8 99 | |
1 2 1 7 100 | |
1 2 1 6 101 | |
1 2 1 5 102 | |
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This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
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#include <assert.h> | |
#include <fstream> | |
/*********************************************************/ | |
// class for mapping the VMM electronics | |
// | |
// Some terminology | |
// in the raw data from Tonko we have (SEC, RDO, FEB ...) | |
// these correspond to our sTGC naming as: | |
// | |
// SEC = Plane (1, 2, 3, 4) | |
// RDO = Fiber # = ROB | |
// RDO = 1 - 4 for each Plane | |
// Fiber and ROB = 1 - 16; RDO + (4 * SEC) | |
// FEB = FOB | |
class VMMHardwareMap { | |
public: | |
VMMHardwareMap() {} | |
VMMHardwareMap( std::string mapfile ){ | |
loadMap( mapfile ); | |
} | |
~VMMHardwareMap(){} | |
uint16_t packKey( int feb, int vmm, int ch ){ | |
// feb = [1 - 6] = 3 bits | |
// vmm = [1 - 4] = 3 bits | |
// ch = [1 - 64] = 7 bits | |
return feb + (vmm << 3) + (ch << 6); | |
} | |
void unpackKey( int key, int &feb, int &vmm, int &ch ){ | |
feb = key & 0b111; | |
vmm = (key >> 3) & 0b111; | |
ch = (key >> 6) & 0b1111111; | |
return; | |
} | |
uint16_t packVal( int row, int strip ){ | |
// row = [1 - 4] = 3 bits | |
// strip = [1 - 152] = 8 bits | |
return row + ( strip << 3 ); | |
} | |
void unpackVal( int val, int &row, int &strip ){ | |
row = val & 0b111; // 3 bits | |
strip = (val >> 3) & 0b11111111; // 8 bit | |
return; | |
} | |
void loadMap( std::string fn ){ | |
std::ifstream inf; | |
inf.open( fn.c_str() ); | |
if ( !inf ) return; | |
mMap.clear(); | |
string hs0, hs1, hs2, hs3, hs4; | |
// HEADER: | |
// Row_num FEB_num VMM_num VMM_ch strip_ch | |
inf >> hs0 >> hs1 >> hs2 >> hs3 >> hs4; | |
if ( DEBUG ){ | |
printf( "Map Header: %s, %s, %s, %s, %s", hs0.c_str(), hs1.c_str(), hs2.c_str(), hs3.c_str(), hs4.c_str() ); | |
puts(""); | |
} | |
uint16_t row, feb, vmm, ch, strip; | |
while( inf >> row >> feb >> vmm >> ch >> strip ){ | |
// pack the key (feb, vmm, ch) | |
uint16_t key = packKey( feb, vmm, ch ); | |
uint16_t val = packVal( row, strip ); | |
mMap[ key ] = val; | |
if ( DEBUG ){ | |
printf( "in=(feb=%d, vmm=%d, ch=%d)\n", feb, vmm, ch ); | |
int ufeb, uvmm, uch; | |
unpackKey( key, ufeb, uvmm, uch ); | |
printf( "key=(feb=%d, vmm=%d, ch=%d)\n", ufeb, uvmm, uch ); puts(""); | |
assert( feb == ufeb && vmm == uvmm && ch == uch ); | |
int urow, ustrip; | |
unpackVal( val, urow, ustrip ); | |
assert( row == urow && strip == ustrip ); | |
} | |
} | |
inf.close(); | |
} | |
// Enum for strip orientation in descriptive terms | |
enum class StripOrientation: int { | |
Horizontal = 0, | |
Vertical = 1, | |
Diagonal = 2, | |
Unknown = 3 | |
}; | |
// need non-class enum to get CINT to work | |
enum Quadrant { | |
A = 0, | |
B = 1, | |
C = 2, | |
D = 3 | |
}; | |
static constexpr double stripPitch = 3.2; // mm | |
static constexpr double rowLength = 180; // mm | |
// same for all planes | |
// we have quadrants like: | |
// | |
// D | A | |
// ------ | |
// C | B | |
// Row 3 and 4 are always diagonal | |
// odd (even) FOB are horizontal (vertical) for A and C (B and D) | |
// even (odd) FOB are vertical (horizontal) for A and C (B and D) | |
StripOrientation getOrientation( int rob, int feb, int vmm, int row ) { | |
if ( DEBUG ) { | |
printf( "getOrientation( %d, %d, %d, %d )", rob, feb, vmm, row ); puts(""); | |
} | |
if ( 3 == row || 4 == row ){ | |
return StripOrientation::Diagonal; | |
} | |
if ( rob % 2 == 0 ){ // even rob | |
if ( feb % 2 != 0 ) { // odd | |
return StripOrientation::Horizontal; | |
} | |
// even | |
return StripOrientation::Vertical; | |
} else { // odd rob | |
if ( feb % 2 != 0 ) { // odd | |
return StripOrientation::Vertical; | |
} | |
// even | |
return StripOrientation::Horizontal; | |
} | |
// should never get here! | |
return StripOrientation::Unknown; | |
} | |
/* get | |
* returns the mapping for a given input | |
* | |
* input: | |
* rob: 1 - 16 | |
* feb: 1 - 6 | |
* vmm: 1 - 4 | |
* ch : 1 - 64 | |
* | |
* output: | |
* row: 0 - 4 | |
* strip: 0 - 162 | |
* orientation: one of {Horizontal, Vertical, Diagonal, Unknown} | |
* | |
*/ | |
bool get( int rob, int feb, int vmm, int ch, int &row, int &strip, StripOrientation &orientation ){ | |
uint16_t key = packKey( feb, vmm, ch ); | |
if ( mMap.count( key ) ){ | |
uint16_t val = mMap[ key ]; | |
unpackVal( val, row, strip ); | |
orientation = getOrientation( rob, feb, vmm, row ); | |
return true; | |
} | |
return false; | |
} | |
static const int DEBUG=0; | |
std :: map< uint16_t , uint16_t > mMap; | |
}; |
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