📄 brazil_3d_nl.oofem.in.7
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LTrSpace 131 nodes 4 91 84 86 244 globNum 831 mat 1 crossSect 1LTrSpace 132 nodes 4 91 87 92 245 globNum 832 mat 1 crossSect 1LTrSpace 133 nodes 4 193 93 92 246 globNum 833 mat 1 crossSect 1LTrSpace 134 nodes 4 90 91 94 247 globNum 856 mat 1 crossSect 1LTrSpace 135 nodes 4 91 92 94 245 globNum 857 mat 1 crossSect 1LTrSpace 136 nodes 4 92 93 95 246 globNum 858 mat 1 crossSect 1LTrSpace 137 nodes 4 90 94 96 247 globNum 878 mat 1 crossSect 1LTrSpace 138 nodes 4 94 92 95 248 globNum 879 mat 1 crossSect 1LTrSpace 139 nodes 4 94 95 96 248 globNum 898 mat 1 crossSect 1LTrSpace 140 nodes 4 97 8 98 203 globNum 1068 mat 1 crossSect 1LTrSpace 141 nodes 4 98 9 99 202 globNum 1069 mat 1 crossSect 1LTrSpace 142 nodes 4 99 10 100 201 globNum 1070 mat 1 crossSect 1LTrSpace 143 nodes 4 100 11 101 200 globNum 1071 mat 1 crossSect 1LTrSpace 144 nodes 4 101 12 102 199 globNum 1072 mat 1 crossSect 1LTrSpace 145 nodes 4 102 13 103 198 globNum 1073 mat 1 crossSect 1LTrSpace 146 nodes 4 103 14 104 197 globNum 1074 mat 1 crossSect 1LTrSpace 147 nodes 4 104 15 105 196 globNum 1075 mat 1 crossSect 1LTrSpace 148 nodes 4 97 98 106 203 globNum 1160 mat 1 crossSect 1LTrSpace 149 nodes 4 98 99 107 202 globNum 1161 mat 1 crossSect 1LTrSpace 150 nodes 4 99 100 108 201 globNum 1162 mat 1 crossSect 1LTrSpace 151 nodes 4 100 101 109 200 globNum 1163 mat 1 crossSect 1LTrSpace 152 nodes 4 101 102 110 199 globNum 1164 mat 1 crossSect 1LTrSpace 153 nodes 4 102 103 111 198 globNum 1165 mat 1 crossSect 1LTrSpace 154 nodes 4 103 104 112 197 globNum 1166 mat 1 crossSect 1LTrSpace 155 nodes 4 104 105 113 196 globNum 1167 mat 1 crossSect 1LTrSpace 156 nodes 4 106 98 107 251 globNum 1248 mat 1 crossSect 1LTrSpace 157 nodes 4 107 99 108 252 globNum 1249 mat 1 crossSect 1LTrSpace 158 nodes 4 108 100 109 253 globNum 1250 mat 1 crossSect 1LTrSpace 159 nodes 4 109 101 110 254 globNum 1251 mat 1 crossSect 1LTrSpace 160 nodes 4 110 102 111 255 globNum 1252 mat 1 crossSect 1LTrSpace 161 nodes 4 111 103 112 256 globNum 1253 mat 1 crossSect 1LTrSpace 162 nodes 4 112 104 113 257 globNum 1254 mat 1 crossSect 1LTrSpace 163 nodes 4 113 105 114 258 globNum 1255 mat 1 crossSect 1LTrSpace 164 nodes 4 106 107 116 251 globNum 1331 mat 1 crossSect 1LTrSpace 165 nodes 4 107 108 117 252 globNum 1332 mat 1 crossSect 1LTrSpace 166 nodes 4 108 109 118 253 globNum 1333 mat 1 crossSect 1LTrSpace 167 nodes 4 109 110 119 254 globNum 1334 mat 1 crossSect 1LTrSpace 168 nodes 4 110 111 120 255 globNum 1335 mat 1 crossSect 1LTrSpace 169 nodes 4 111 112 121 256 globNum 1336 mat 1 crossSect 1LTrSpace 170 nodes 4 266 113 112 122 globNum 1337 mat 1 crossSect 1LTrSpace 171 nodes 4 267 114 113 123 globNum 1338 mat 1 crossSect 1LTrSpace 172 nodes 4 115 106 116 260 globNum 1410 mat 1 crossSect 1LTrSpace 173 nodes 4 116 107 117 261 globNum 1411 mat 1 crossSect 1LTrSpace 174 nodes 4 117 108 118 262 globNum 1412 mat 1 crossSect 1LTrSpace 175 nodes 4 118 109 119 263 globNum 1413 mat 1 crossSect 1LTrSpace 176 nodes 4 119 110 120 264 globNum 1414 mat 1 crossSect 1LTrSpace 177 nodes 4 120 111 121 265 globNum 1415 mat 1 crossSect 1LTrSpace 178 nodes 4 121 112 122 266 globNum 1416 mat 1 crossSect 1LTrSpace 179 nodes 4 122 113 123 267 globNum 1417 mat 1 crossSect 1LTrSpace 180 nodes 4 123 114 124 268 globNum 1418 mat 1 crossSect 1LTrSpace 181 nodes 4 115 116 126 260 globNum 1486 mat 1 crossSect 1LTrSpace 182 nodes 4 116 117 127 261 globNum 1487 mat 1 crossSect 1LTrSpace 183 nodes 4 117 118 128 262 globNum 1488 mat 1 crossSect 1LTrSpace 184 nodes 4 118 119 129 263 globNum 1489 mat 1 crossSect 1LTrSpace 185 nodes 4 119 120 130 264 globNum 1490 mat 1 crossSect 1LTrSpace 186 nodes 4 120 121 131 265 globNum 1491 mat 1 crossSect 1LTrSpace 187 nodes 4 276 122 121 132 globNum 1492 mat 1 crossSect 1LTrSpace 188 nodes 4 277 123 122 133 globNum 1493 mat 1 crossSect 1LTrSpace 189 nodes 4 278 124 123 134 globNum 1494 mat 1 crossSect 1LTrSpace 190 nodes 4 125 115 126 270 globNum 1558 mat 1 crossSect 1LTrSpace 191 nodes 4 126 116 127 271 globNum 1559 mat 1 crossSect 1LTrSpace 192 nodes 4 127 117 128 272 globNum 1560 mat 1 crossSect 1LTrSpace 193 nodes 4 128 118 129 273 globNum 1561 mat 1 crossSect 1LTrSpace 194 nodes 4 129 119 130 274 globNum 1562 mat 1 crossSect 1LTrSpace 195 nodes 4 130 120 131 275 globNum 1563 mat 1 crossSect 1LTrSpace 196 nodes 4 131 121 132 276 globNum 1564 mat 1 crossSect 1LTrSpace 197 nodes 4 132 122 133 277 globNum 1565 mat 1 crossSect 1LTrSpace 198 nodes 4 133 123 134 278 globNum 1566 mat 1 crossSect 1LTrSpace 199 nodes 4 125 126 135 270 globNum 1629 mat 1 crossSect 1LTrSpace 200 nodes 4 126 127 136 271 globNum 1630 mat 1 crossSect 1LTrSpace 201 nodes 4 127 128 137 272 globNum 1631 mat 1 crossSect 1LTrSpace 202 nodes 4 128 129 138 273 globNum 1632 mat 1 crossSect 1LTrSpace 203 nodes 4 129 130 139 274 globNum 1633 mat 1 crossSect 1LTrSpace 204 nodes 4 130 131 140 275 globNum 1634 mat 1 crossSect 1LTrSpace 205 nodes 4 131 132 141 276 globNum 1635 mat 1 crossSect 1LTrSpace 206 nodes 4 132 133 142 277 globNum 1636 mat 1 crossSect 1LTrSpace 207 nodes 4 288 134 133 143 globNum 1637 mat 1 crossSect 1LTrSpace 208 nodes 4 135 126 136 281 globNum 1696 mat 1 crossSect 1LTrSpace 209 nodes 4 136 127 137 282 globNum 1697 mat 1 crossSect 1LTrSpace 210 nodes 4 137 128 138 283 globNum 1698 mat 1 crossSect 1LTrSpace 211 nodes 4 138 129 139 284 globNum 1699 mat 1 crossSect 1LTrSpace 212 nodes 4 139 130 140 285 globNum 1700 mat 1 crossSect 1LTrSpace 213 nodes 4 140 131 141 286 globNum 1701 mat 1 crossSect 1LTrSpace 214 nodes 4 141 132 142 287 globNum 1702 mat 1 crossSect 1LTrSpace 215 nodes 4 142 133 143 288 globNum 1703 mat 1 crossSect 1LTrSpace 216 nodes 4 135 136 146 281 globNum 1756 mat 1 crossSect 1LTrSpace 217 nodes 4 136 137 147 282 globNum 1757 mat 1 crossSect 1LTrSpace 218 nodes 4 137 138 148 283 globNum 1758 mat 1 crossSect 1LTrSpace 219 nodes 4 138 139 149 284 globNum 1759 mat 1 crossSect 1LTrSpace 220 nodes 4 139 140 150 285 globNum 1760 mat 1 crossSect 1LTrSpace 221 nodes 4 140 141 151 286 globNum 1761 mat 1 crossSect 1LTrSpace 222 nodes 4 141 142 152 287 globNum 1762 mat 1 crossSect 1LTrSpace 223 nodes 4 142 143 153 288 globNum 1763 mat 1 crossSect 1LTrSpace 224 nodes 4 143 144 154 289 globNum 1764 mat 1 crossSect 1LTrSpace 225 nodes 4 145 135 146 290 globNum 1812 mat 1 crossSect 1LTrSpace 226 nodes 4 146 136 147 291 globNum 1813 mat 1 crossSect 1LTrSpace 227 nodes 4 147 137 148 292 globNum 1814 mat 1 crossSect 1LTrSpace 228 nodes 4 148 138 149 293 globNum 1815 mat 1 crossSect 1LTrSpace 229 nodes 4 149 139 150 294 globNum 1816 mat 1 crossSect 1LTrSpace 230 nodes 4 150 140 151 295 globNum 1817 mat 1 crossSect 1LTrSpace 231 nodes 4 151 141 152 296 globNum 1818 mat 1 crossSect 1LTrSpace 232 nodes 4 152 142 153 297 globNum 1819 mat 1 crossSect 1LTrSpace 233 nodes 4 153 143 154 289 globNum 1820 mat 1 crossSect 1LTrSpace 234 nodes 4 154 144 155 289 globNum 1821 mat 1 crossSect 1LTrSpace 235 nodes 4 145 146 157 290 globNum 1868 mat 1 crossSect 1LTrSpace 236 nodes 4 146 147 158 291 globNum 1869 mat 1 crossSect 1LTrSpace 237 nodes 4 147 148 159 292 globNum 1870 mat 1 crossSect 1LTrSpace 238 nodes 4 148 149 160 293 globNum 1871 mat 1 crossSect 1LTrSpace 239 nodes 4 149 150 161 294 globNum 1872 mat 1 crossSect 1LTrSpace 240 nodes 4 150 151 162 295 globNum 1873 mat 1 crossSect 1LTrSpace 241 nodes 4 151 152 163 296 globNum 1874 mat 1 crossSect 1LTrSpace 242 nodes 4 152 153 164 297 globNum 1875 mat 1 crossSect 1LTrSpace 243 nodes 4 153 154 165 298 globNum 1876 mat 1 crossSect 1LTrSpace 244 nodes 4 154 155 166 299 globNum 1877 mat 1 crossSect 1LTrSpace 245 nodes 4 156 145 157 300 globNum 1920 mat 1 crossSect 1LTrSpace 246 nodes 4 157 146 158 301 globNum 1921 mat 1 crossSect 1LTrSpace 247 nodes 4 158 147 159 302 globNum 1922 mat 1 crossSect 1LTrSpace 248 nodes 4 159 148 160 303 globNum 1923 mat 1 crossSect 1LTrSpace 249 nodes 4 160 149 161 304 globNum 1924 mat 1 crossSect 1LTrSpace 250 nodes 4 161 150 162 305 globNum 1925 mat 1 crossSect 1LTrSpace 251 nodes 4 162 151 163 306 globNum 1926 mat 1 crossSect 1LTrSpace 252 nodes 4 163 152 164 307 globNum 1927 mat 1 crossSect 1LTrSpace 253 nodes 4 164 153 165 298 globNum 1928 mat 1 crossSect 1LTrSpace 254 nodes 4 165 154 166 299 globNum 1929 mat 1 crossSect 1LTrSpace 255 nodes 4 156 157 171 300 globNum 1968 mat 1 crossSect 1LTrSpace 256 nodes 4 157 158 172 301 globNum 1969 mat 1 crossSect 1LTrSpace 257 nodes 4 158 159 173 302 globNum 1970 mat 1 crossSect 1LTrSpace 258 nodes 4 159 160 174 303 globNum 1971 mat 1 crossSect 1LTrSpace 259 nodes 4 160 161 175 304 globNum 1972 mat 1 crossSect 1LTrSpace 260 nodes 4 161 162 176 305 globNum 1973 mat 1 crossSect 1LTrSpace 261 nodes 4 162 163 177 306 globNum 1974 mat 1 crossSect 1LTrSpace 262 nodes 4 163 164 178 311 globNum 1975 mat 1 crossSect 1LTrSpace 263 nodes 4 164 165 179 312 globNum 1976 mat 1 crossSect 1LTrSpace 264 nodes 4 165 166 180 313 globNum 1977 mat 1 crossSect 1LTrSpace 265 nodes 4 166 169 180 313 globNum 1978 mat 1 crossSect 1LTrSpace 266 nodes 4 169 167 180 309 globNum 1979 mat 1 crossSect 1LTrSpace 267 nodes 4 167 168 181 314 globNum 1980 mat 1 crossSect 1LTrSpace 268 nodes 4 170 156 171 315 globNum 2014 mat 1 crossSect 1LTrSpace 269 nodes 4 171 157 172 316 globNum 2015 mat 1 crossSect 1LTrSpace 270 nodes 4 172 158 173 317 globNum 2016 mat 1 crossSect 1LTrSpace 271 nodes 4 173 159 174 318 globNum 2017 mat 1 crossSect 1LTrSpace 272 nodes 4 174 160 175 319 globNum 2018 mat 1 crossSect 1LTrSpace 273 nodes 4 175 161 176 320 globNum 2019 mat 1 crossSect 1LTrSpace 274 nodes 4 176 162 177 321 globNum 2020 mat 1 crossSect 1LTrSpace 275 nodes 4 177 163 178 311 globNum 2021 mat 1 crossSect 1LTrSpace 276 nodes 4 178 164 179 312 globNum 2022 mat 1 crossSect 1LTrSpace 277 nodes 4 179 165 180 312 globNum 2023 mat 1 crossSect 1LTrSpace 278 nodes 4 180 167 181 322 globNum 2024 mat 1 crossSect 1LTrSpace 279 nodes 4 170 171 182 323 globNum 2054 mat 1 crossSect 1LTrSpace 280 nodes 4 171 172 183 324 globNum 2055 mat 1 crossSect 1LTrSpace 281 nodes 4 172 173 184 325 globNum 2056 mat 1 crossSect 1LTrSpace 282 nodes 4 178 179 185 327 globNum 2061 mat 1 crossSect 1LTrSpace 283 nodes 4 179 180 181 328 globNum 2062 mat 1 crossSect 1LTrSpace 284 nodes 4 182 171 183 323 globNum 2090 mat 1 crossSect 1LTrSpace 285 nodes 4 183 172 184 324 globNum 2091 mat 1 crossSect 1LTrSpace 286 nodes 4 185 179 181 329 globNum 2098 mat 1 crossSect 1LTrSpace 287 nodes 4 2 31 3 186 globNum 2292 mat 1 crossSect 1LTrSpace 288 nodes 4 21 84 4 187 globNum 2293 mat 1 crossSect 1LTrSpace 289 nodes 4 3 84 21 186 globNum 2294 mat 1 crossSect 1LTrSpace 290 nodes 4 22 83 5 188 globNum 2295 mat 1 crossSect 1LTrSpace 291 nodes 4 4 83 22 187 globNum 2296 mat 1 crossSect 1LTrSpace 292 nodes 4 23 82 6 189 globNum 2297 mat 1 crossSect 1LTrSpace 293 nodes 4 5 82 23 188 globNum 2298 mat 1 crossSect 1LTrSpace 294 nodes 4 6 81 24 189 globNum 2300 mat 1 crossSect 1LTrSpace 295 nodes 4 21 187 22 190 globNum 2349 mat 1 crossSect 1LTrSpace 296 nodes 4 22 191 23 25 globNum 2362 mat 1 crossSect 1LTrSpace 297 nodes 4 23 189 26 191 globNum 2364 mat 1 crossSect 1LTrSpace 298 nodes 4 28 88 18 193 globNum 2470 mat 1 crossSect 1LTrSpace 299 nodes 4 17 88 28 192 globNum 2471 mat 1 crossSect 1LTrSpace 300 nodes 4 29 87 19 194 globNum 2472 mat 1 crossSect 1LTrSpace 301 nodes 4 18 87 29 193 globNum 2473 mat 1 crossSect 1LTrSpace 302 nodes 4 85 30 86 195 globNum 2474 mat 1 crossSect 1LTrSpace 303 nodes 4 ⌨️ 快捷键说明
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