1Process grid: 2 2 2 2Topology for rank 0: 3Vertex 192: 0 0 0 4 Vertex 193: 1 0 0 5 Edge 0 (192 193) 6 Vertex 196: 0 1 0 7 Edge 1 (192 196) 8 Vertex 208: 0 0 1 9 Edge 2 (192 208) 10Vertex 193: 1 0 0 11 Vertex 194: 2 0 0 12 Edge 3 (193 194) 13 Vertex 197: 1 1 0 14 Edge 4 (193 197) 15 Vertex 209: 1 0 1 16 Edge 5 (193 209) 17Vertex 194: 2 0 0 18 Vertex 195: 3 0 0 19 Edge 6 (194 195) 20 Vertex 198: 2 1 0 21 Edge 7 (194 198) 22 Vertex 210: 2 0 1 23 Edge 8 (194 210) 24Vertex 195: 3 0 0 25 Vertex 192: 0 0 0 26 Edge 9 (195 192) 27 Vertex 199: 3 1 0 28 Edge 10 (195 199) 29 Vertex 211: 3 0 1 30 Edge 11 (195 211) 31Vertex 196: 0 1 0 32 Vertex 197: 1 1 0 33 Edge 12 (196 197) 34 Vertex 200: 0 2 0 35 Edge 13 (196 200) 36 Vertex 212: 0 1 1 37 Edge 14 (196 212) 38Vertex 197: 1 1 0 39 Vertex 198: 2 1 0 40 Edge 15 (197 198) 41 Vertex 201: 1 2 0 42 Edge 16 (197 201) 43 Vertex 213: 1 1 1 44 Edge 17 (197 213) 45Vertex 198: 2 1 0 46 Vertex 199: 3 1 0 47 Edge 18 (198 199) 48 Vertex 202: 2 2 0 49 Edge 19 (198 202) 50 Vertex 214: 2 1 1 51 Edge 20 (198 214) 52Vertex 199: 3 1 0 53 Vertex 196: 0 1 0 54 Edge 21 (199 196) 55 Vertex 203: 3 2 0 56 Edge 22 (199 203) 57 Vertex 215: 3 1 1 58 Edge 23 (199 215) 59Vertex 200: 0 2 0 60 Vertex 201: 1 2 0 61 Edge 24 (200 201) 62 Vertex 204: 0 3 0 63 Edge 25 (200 204) 64 Vertex 216: 0 2 1 65 Edge 26 (200 216) 66Vertex 201: 1 2 0 67 Vertex 202: 2 2 0 68 Edge 27 (201 202) 69 Vertex 205: 1 3 0 70 Edge 28 (201 205) 71 Vertex 217: 1 2 1 72 Edge 29 (201 217) 73Vertex 202: 2 2 0 74 Vertex 203: 3 2 0 75 Edge 30 (202 203) 76 Vertex 206: 2 3 0 77 Edge 31 (202 206) 78 Vertex 218: 2 2 1 79 Edge 32 (202 218) 80Vertex 203: 3 2 0 81 Vertex 200: 0 2 0 82 Edge 33 (203 200) 83 Vertex 207: 3 3 0 84 Edge 34 (203 207) 85 Vertex 219: 3 2 1 86 Edge 35 (203 219) 87Vertex 204: 0 3 0 88 Vertex 205: 1 3 0 89 Edge 36 (204 205) 90 Vertex 192: 0 0 0 91 Edge 37 (204 192) 92 Vertex 220: 0 3 1 93 Edge 38 (204 220) 94Vertex 205: 1 3 0 95 Vertex 206: 2 3 0 96 Edge 39 (205 206) 97 Vertex 193: 1 0 0 98 Edge 40 (205 193) 99 Vertex 221: 1 3 1 100 Edge 41 (205 221) 101Vertex 206: 2 3 0 102 Vertex 207: 3 3 0 103 Edge 42 (206 207) 104 Vertex 194: 2 0 0 105 Edge 43 (206 194) 106 Vertex 222: 2 3 1 107 Edge 44 (206 222) 108Vertex 207: 3 3 0 109 Vertex 204: 0 3 0 110 Edge 45 (207 204) 111 Vertex 195: 3 0 0 112 Edge 46 (207 195) 113 Vertex 223: 3 3 1 114 Edge 47 (207 223) 115Vertex 208: 0 0 1 116 Vertex 209: 1 0 1 117 Edge 48 (208 209) 118 Vertex 212: 0 1 1 119 Edge 49 (208 212) 120 Vertex 224: 0 0 2 121 Edge 50 (208 224) 122Vertex 209: 1 0 1 123 Vertex 210: 2 0 1 124 Edge 51 (209 210) 125 Vertex 213: 1 1 1 126 Edge 52 (209 213) 127 Vertex 225: 1 0 2 128 Edge 53 (209 225) 129Vertex 210: 2 0 1 130 Vertex 211: 3 0 1 131 Edge 54 (210 211) 132 Vertex 214: 2 1 1 133 Edge 55 (210 214) 134 Vertex 226: 2 0 2 135 Edge 56 (210 226) 136Vertex 211: 3 0 1 137 Vertex 208: 0 0 1 138 Edge 57 (211 208) 139 Vertex 215: 3 1 1 140 Edge 58 (211 215) 141 Vertex 227: 3 0 2 142 Edge 59 (211 227) 143Vertex 212: 0 1 1 144 Vertex 213: 1 1 1 145 Edge 60 (212 213) 146 Vertex 216: 0 2 1 147 Edge 61 (212 216) 148 Vertex 228: 0 1 2 149 Edge 62 (212 228) 150Vertex 213: 1 1 1 151 Vertex 214: 2 1 1 152 Edge 63 (213 214) 153 Vertex 217: 1 2 1 154 Edge 64 (213 217) 155 Vertex 229: 1 1 2 156 Edge 65 (213 229) 157Vertex 214: 2 1 1 158 Vertex 215: 3 1 1 159 Edge 66 (214 215) 160 Vertex 218: 2 2 1 161 Edge 67 (214 218) 162 Vertex 230: 2 1 2 163 Edge 68 (214 230) 164Vertex 215: 3 1 1 165 Vertex 212: 0 1 1 166 Edge 69 (215 212) 167 Vertex 219: 3 2 1 168 Edge 70 (215 219) 169 Vertex 231: 3 1 2 170 Edge 71 (215 231) 171Vertex 216: 0 2 1 172 Vertex 217: 1 2 1 173 Edge 72 (216 217) 174 Vertex 220: 0 3 1 175 Edge 73 (216 220) 176 Vertex 232: 0 2 2 177 Edge 74 (216 232) 178Vertex 217: 1 2 1 179 Vertex 218: 2 2 1 180 Edge 75 (217 218) 181 Vertex 221: 1 3 1 182 Edge 76 (217 221) 183 Vertex 233: 1 2 2 184 Edge 77 (217 233) 185Vertex 218: 2 2 1 186 Vertex 219: 3 2 1 187 Edge 78 (218 219) 188 Vertex 222: 2 3 1 189 Edge 79 (218 222) 190 Vertex 234: 2 2 2 191 Edge 80 (218 234) 192Vertex 219: 3 2 1 193 Vertex 216: 0 2 1 194 Edge 81 (219 216) 195 Vertex 223: 3 3 1 196 Edge 82 (219 223) 197 Vertex 235: 3 2 2 198 Edge 83 (219 235) 199Vertex 220: 0 3 1 200 Vertex 221: 1 3 1 201 Edge 84 (220 221) 202 Vertex 208: 0 0 1 203 Edge 85 (220 208) 204 Vertex 236: 0 3 2 205 Edge 86 (220 236) 206Vertex 221: 1 3 1 207 Vertex 222: 2 3 1 208 Edge 87 (221 222) 209 Vertex 209: 1 0 1 210 Edge 88 (221 209) 211 Vertex 237: 1 3 2 212 Edge 89 (221 237) 213Vertex 222: 2 3 1 214 Vertex 223: 3 3 1 215 Edge 90 (222 223) 216 Vertex 210: 2 0 1 217 Edge 91 (222 210) 218 Vertex 238: 2 3 2 219 Edge 92 (222 238) 220Vertex 223: 3 3 1 221 Vertex 220: 0 3 1 222 Edge 93 (223 220) 223 Vertex 211: 3 0 1 224 Edge 94 (223 211) 225 Vertex 239: 3 3 2 226 Edge 95 (223 239) 227Vertex 224: 0 0 2 228 Vertex 225: 1 0 2 229 Edge 96 (224 225) 230 Vertex 228: 0 1 2 231 Edge 97 (224 228) 232 Vertex 240: 0 0 3 233 Edge 98 (224 240) 234Vertex 225: 1 0 2 235 Vertex 226: 2 0 2 236 Edge 99 (225 226) 237 Vertex 229: 1 1 2 238 Edge 100 (225 229) 239 Vertex 241: 1 0 3 240 Edge 101 (225 241) 241Vertex 226: 2 0 2 242 Vertex 227: 3 0 2 243 Edge 102 (226 227) 244 Vertex 230: 2 1 2 245 Edge 103 (226 230) 246 Vertex 242: 2 0 3 247 Edge 104 (226 242) 248Vertex 227: 3 0 2 249 Vertex 224: 0 0 2 250 Edge 105 (227 224) 251 Vertex 231: 3 1 2 252 Edge 106 (227 231) 253 Vertex 243: 3 0 3 254 Edge 107 (227 243) 255Vertex 228: 0 1 2 256 Vertex 229: 1 1 2 257 Edge 108 (228 229) 258 Vertex 232: 0 2 2 259 Edge 109 (228 232) 260 Vertex 244: 0 1 3 261 Edge 110 (228 244) 262Vertex 229: 1 1 2 263 Vertex 230: 2 1 2 264 Edge 111 (229 230) 265 Vertex 233: 1 2 2 266 Edge 112 (229 233) 267 Vertex 245: 1 1 3 268 Edge 113 (229 245) 269Vertex 230: 2 1 2 270 Vertex 231: 3 1 2 271 Edge 114 (230 231) 272 Vertex 234: 2 2 2 273 Edge 115 (230 234) 274 Vertex 246: 2 1 3 275 Edge 116 (230 246) 276Vertex 231: 3 1 2 277 Vertex 228: 0 1 2 278 Edge 117 (231 228) 279 Vertex 235: 3 2 2 280 Edge 118 (231 235) 281 Vertex 247: 3 1 3 282 Edge 119 (231 247) 283Vertex 232: 0 2 2 284 Vertex 233: 1 2 2 285 Edge 120 (232 233) 286 Vertex 236: 0 3 2 287 Edge 121 (232 236) 288 Vertex 248: 0 2 3 289 Edge 122 (232 248) 290Vertex 233: 1 2 2 291 Vertex 234: 2 2 2 292 Edge 123 (233 234) 293 Vertex 237: 1 3 2 294 Edge 124 (233 237) 295 Vertex 249: 1 2 3 296 Edge 125 (233 249) 297Vertex 234: 2 2 2 298 Vertex 235: 3 2 2 299 Edge 126 (234 235) 300 Vertex 238: 2 3 2 301 Edge 127 (234 238) 302 Vertex 250: 2 2 3 303 Edge 128 (234 250) 304Vertex 235: 3 2 2 305 Vertex 232: 0 2 2 306 Edge 129 (235 232) 307 Vertex 239: 3 3 2 308 Edge 130 (235 239) 309 Vertex 251: 3 2 3 310 Edge 131 (235 251) 311Vertex 236: 0 3 2 312 Vertex 237: 1 3 2 313 Edge 132 (236 237) 314 Vertex 224: 0 0 2 315 Edge 133 (236 224) 316 Vertex 252: 0 3 3 317 Edge 134 (236 252) 318Vertex 237: 1 3 2 319 Vertex 238: 2 3 2 320 Edge 135 (237 238) 321 Vertex 225: 1 0 2 322 Edge 136 (237 225) 323 Vertex 253: 1 3 3 324 Edge 137 (237 253) 325Vertex 238: 2 3 2 326 Vertex 239: 3 3 2 327 Edge 138 (238 239) 328 Vertex 226: 2 0 2 329 Edge 139 (238 226) 330 Vertex 254: 2 3 3 331 Edge 140 (238 254) 332Vertex 239: 3 3 2 333 Vertex 236: 0 3 2 334 Edge 141 (239 236) 335 Vertex 227: 3 0 2 336 Edge 142 (239 227) 337 Vertex 255: 3 3 3 338 Edge 143 (239 255) 339Vertex 240: 0 0 3 340 Vertex 241: 1 0 3 341 Edge 144 (240 241) 342 Vertex 244: 0 1 3 343 Edge 145 (240 244) 344 Vertex 192: 0 0 0 345 Edge 146 (240 192) 346Vertex 241: 1 0 3 347 Vertex 242: 2 0 3 348 Edge 147 (241 242) 349 Vertex 245: 1 1 3 350 Edge 148 (241 245) 351 Vertex 193: 1 0 0 352 Edge 149 (241 193) 353Vertex 242: 2 0 3 354 Vertex 243: 3 0 3 355 Edge 150 (242 243) 356 Vertex 246: 2 1 3 357 Edge 151 (242 246) 358 Vertex 194: 2 0 0 359 Edge 152 (242 194) 360Vertex 243: 3 0 3 361 Vertex 240: 0 0 3 362 Edge 153 (243 240) 363 Vertex 247: 3 1 3 364 Edge 154 (243 247) 365 Vertex 195: 3 0 0 366 Edge 155 (243 195) 367Vertex 244: 0 1 3 368 Vertex 245: 1 1 3 369 Edge 156 (244 245) 370 Vertex 248: 0 2 3 371 Edge 157 (244 248) 372 Vertex 196: 0 1 0 373 Edge 158 (244 196) 374Vertex 245: 1 1 3 375 Vertex 246: 2 1 3 376 Edge 159 (245 246) 377 Vertex 249: 1 2 3 378 Edge 160 (245 249) 379 Vertex 197: 1 1 0 380 Edge 161 (245 197) 381Vertex 246: 2 1 3 382 Vertex 247: 3 1 3 383 Edge 162 (246 247) 384 Vertex 250: 2 2 3 385 Edge 163 (246 250) 386 Vertex 198: 2 1 0 387 Edge 164 (246 198) 388Vertex 247: 3 1 3 389 Vertex 244: 0 1 3 390 Edge 165 (247 244) 391 Vertex 251: 3 2 3 392 Edge 166 (247 251) 393 Vertex 199: 3 1 0 394 Edge 167 (247 199) 395Vertex 248: 0 2 3 396 Vertex 249: 1 2 3 397 Edge 168 (248 249) 398 Vertex 252: 0 3 3 399 Edge 169 (248 252) 400 Vertex 200: 0 2 0 401 Edge 170 (248 200) 402Vertex 249: 1 2 3 403 Vertex 250: 2 2 3 404 Edge 171 (249 250) 405 Vertex 253: 1 3 3 406 Edge 172 (249 253) 407 Vertex 201: 1 2 0 408 Edge 173 (249 201) 409Vertex 250: 2 2 3 410 Vertex 251: 3 2 3 411 Edge 174 (250 251) 412 Vertex 254: 2 3 3 413 Edge 175 (250 254) 414 Vertex 202: 2 2 0 415 Edge 176 (250 202) 416Vertex 251: 3 2 3 417 Vertex 248: 0 2 3 418 Edge 177 (251 248) 419 Vertex 255: 3 3 3 420 Edge 178 (251 255) 421 Vertex 203: 3 2 0 422 Edge 179 (251 203) 423Vertex 252: 0 3 3 424 Vertex 253: 1 3 3 425 Edge 180 (252 253) 426 Vertex 240: 0 0 3 427 Edge 181 (252 240) 428 Vertex 204: 0 3 0 429 Edge 182 (252 204) 430Vertex 253: 1 3 3 431 Vertex 254: 2 3 3 432 Edge 183 (253 254) 433 Vertex 241: 1 0 3 434 Edge 184 (253 241) 435 Vertex 205: 1 3 0 436 Edge 185 (253 205) 437Vertex 254: 2 3 3 438 Vertex 255: 3 3 3 439 Edge 186 (254 255) 440 Vertex 242: 2 0 3 441 Edge 187 (254 242) 442 Vertex 206: 2 3 0 443 Edge 188 (254 206) 444Vertex 255: 3 3 3 445 Vertex 252: 0 3 3 446 Edge 189 (255 252) 447 Vertex 243: 3 0 3 448 Edge 190 (255 243) 449 Vertex 207: 3 3 0 450 Edge 191 (255 207) 451Topology for rank 1: 452Vertex 192: 0 0 0 453 Vertex 193: 1 0 0 454 Edge 0 (192 193) 455 Vertex 196: 0 1 0 456 Edge 1 (192 196) 457 Vertex 208: 0 0 1 458 Edge 2 (192 208) 459Vertex 193: 1 0 0 460 Vertex 194: 2 0 0 461 Edge 3 (193 194) 462 Vertex 197: 1 1 0 463 Edge 4 (193 197) 464 Vertex 209: 1 0 1 465 Edge 5 (193 209) 466Vertex 194: 2 0 0 467 Vertex 195: 3 0 0 468 Edge 6 (194 195) 469 Vertex 198: 2 1 0 470 Edge 7 (194 198) 471 Vertex 210: 2 0 1 472 Edge 8 (194 210) 473Vertex 195: 3 0 0 474 Vertex 192: 0 0 0 475 Edge 9 (195 192) 476 Vertex 199: 3 1 0 477 Edge 10 (195 199) 478 Vertex 211: 3 0 1 479 Edge 11 (195 211) 480Vertex 196: 0 1 0 481 Vertex 197: 1 1 0 482 Edge 12 (196 197) 483 Vertex 200: 0 2 0 484 Edge 13 (196 200) 485 Vertex 212: 0 1 1 486 Edge 14 (196 212) 487Vertex 197: 1 1 0 488 Vertex 198: 2 1 0 489 Edge 15 (197 198) 490 Vertex 201: 1 2 0 491 Edge 16 (197 201) 492 Vertex 213: 1 1 1 493 Edge 17 (197 213) 494Vertex 198: 2 1 0 495 Vertex 199: 3 1 0 496 Edge 18 (198 199) 497 Vertex 202: 2 2 0 498 Edge 19 (198 202) 499 Vertex 214: 2 1 1 500 Edge 20 (198 214) 501Vertex 199: 3 1 0 502 Vertex 196: 0 1 0 503 Edge 21 (199 196) 504 Vertex 203: 3 2 0 505 Edge 22 (199 203) 506 Vertex 215: 3 1 1 507 Edge 23 (199 215) 508Vertex 200: 0 2 0 509 Vertex 201: 1 2 0 510 Edge 24 (200 201) 511 Vertex 204: 0 3 0 512 Edge 25 (200 204) 513 Vertex 216: 0 2 1 514 Edge 26 (200 216) 515Vertex 201: 1 2 0 516 Vertex 202: 2 2 0 517 Edge 27 (201 202) 518 Vertex 205: 1 3 0 519 Edge 28 (201 205) 520 Vertex 217: 1 2 1 521 Edge 29 (201 217) 522Vertex 202: 2 2 0 523 Vertex 203: 3 2 0 524 Edge 30 (202 203) 525 Vertex 206: 2 3 0 526 Edge 31 (202 206) 527 Vertex 218: 2 2 1 528 Edge 32 (202 218) 529Vertex 203: 3 2 0 530 Vertex 200: 0 2 0 531 Edge 33 (203 200) 532 Vertex 207: 3 3 0 533 Edge 34 (203 207) 534 Vertex 219: 3 2 1 535 Edge 35 (203 219) 536Vertex 204: 0 3 0 537 Vertex 205: 1 3 0 538 Edge 36 (204 205) 539 Vertex 192: 0 0 0 540 Edge 37 (204 192) 541 Vertex 220: 0 3 1 542 Edge 38 (204 220) 543Vertex 205: 1 3 0 544 Vertex 206: 2 3 0 545 Edge 39 (205 206) 546 Vertex 193: 1 0 0 547 Edge 40 (205 193) 548 Vertex 221: 1 3 1 549 Edge 41 (205 221) 550Vertex 206: 2 3 0 551 Vertex 207: 3 3 0 552 Edge 42 (206 207) 553 Vertex 194: 2 0 0 554 Edge 43 (206 194) 555 Vertex 222: 2 3 1 556 Edge 44 (206 222) 557Vertex 207: 3 3 0 558 Vertex 204: 0 3 0 559 Edge 45 (207 204) 560 Vertex 195: 3 0 0 561 Edge 46 (207 195) 562 Vertex 223: 3 3 1 563 Edge 47 (207 223) 564Vertex 208: 0 0 1 565 Vertex 209: 1 0 1 566 Edge 48 (208 209) 567 Vertex 212: 0 1 1 568 Edge 49 (208 212) 569 Vertex 224: 0 0 2 570 Edge 50 (208 224) 571Vertex 209: 1 0 1 572 Vertex 210: 2 0 1 573 Edge 51 (209 210) 574 Vertex 213: 1 1 1 575 Edge 52 (209 213) 576 Vertex 225: 1 0 2 577 Edge 53 (209 225) 578Vertex 210: 2 0 1 579 Vertex 211: 3 0 1 580 Edge 54 (210 211) 581 Vertex 214: 2 1 1 582 Edge 55 (210 214) 583 Vertex 226: 2 0 2 584 Edge 56 (210 226) 585Vertex 211: 3 0 1 586 Vertex 208: 0 0 1 587 Edge 57 (211 208) 588 Vertex 215: 3 1 1 589 Edge 58 (211 215) 590 Vertex 227: 3 0 2 591 Edge 59 (211 227) 592Vertex 212: 0 1 1 593 Vertex 213: 1 1 1 594 Edge 60 (212 213) 595 Vertex 216: 0 2 1 596 Edge 61 (212 216) 597 Vertex 228: 0 1 2 598 Edge 62 (212 228) 599Vertex 213: 1 1 1 600 Vertex 214: 2 1 1 601 Edge 63 (213 214) 602 Vertex 217: 1 2 1 603 Edge 64 (213 217) 604 Vertex 229: 1 1 2 605 Edge 65 (213 229) 606Vertex 214: 2 1 1 607 Vertex 215: 3 1 1 608 Edge 66 (214 215) 609 Vertex 218: 2 2 1 610 Edge 67 (214 218) 611 Vertex 230: 2 1 2 612 Edge 68 (214 230) 613Vertex 215: 3 1 1 614 Vertex 212: 0 1 1 615 Edge 69 (215 212) 616 Vertex 219: 3 2 1 617 Edge 70 (215 219) 618 Vertex 231: 3 1 2 619 Edge 71 (215 231) 620Vertex 216: 0 2 1 621 Vertex 217: 1 2 1 622 Edge 72 (216 217) 623 Vertex 220: 0 3 1 624 Edge 73 (216 220) 625 Vertex 232: 0 2 2 626 Edge 74 (216 232) 627Vertex 217: 1 2 1 628 Vertex 218: 2 2 1 629 Edge 75 (217 218) 630 Vertex 221: 1 3 1 631 Edge 76 (217 221) 632 Vertex 233: 1 2 2 633 Edge 77 (217 233) 634Vertex 218: 2 2 1 635 Vertex 219: 3 2 1 636 Edge 78 (218 219) 637 Vertex 222: 2 3 1 638 Edge 79 (218 222) 639 Vertex 234: 2 2 2 640 Edge 80 (218 234) 641Vertex 219: 3 2 1 642 Vertex 216: 0 2 1 643 Edge 81 (219 216) 644 Vertex 223: 3 3 1 645 Edge 82 (219 223) 646 Vertex 235: 3 2 2 647 Edge 83 (219 235) 648Vertex 220: 0 3 1 649 Vertex 221: 1 3 1 650 Edge 84 (220 221) 651 Vertex 208: 0 0 1 652 Edge 85 (220 208) 653 Vertex 236: 0 3 2 654 Edge 86 (220 236) 655Vertex 221: 1 3 1 656 Vertex 222: 2 3 1 657 Edge 87 (221 222) 658 Vertex 209: 1 0 1 659 Edge 88 (221 209) 660 Vertex 237: 1 3 2 661 Edge 89 (221 237) 662Vertex 222: 2 3 1 663 Vertex 223: 3 3 1 664 Edge 90 (222 223) 665 Vertex 210: 2 0 1 666 Edge 91 (222 210) 667 Vertex 238: 2 3 2 668 Edge 92 (222 238) 669Vertex 223: 3 3 1 670 Vertex 220: 0 3 1 671 Edge 93 (223 220) 672 Vertex 211: 3 0 1 673 Edge 94 (223 211) 674 Vertex 239: 3 3 2 675 Edge 95 (223 239) 676Vertex 224: 0 0 2 677 Vertex 225: 1 0 2 678 Edge 96 (224 225) 679 Vertex 228: 0 1 2 680 Edge 97 (224 228) 681 Vertex 240: 0 0 3 682 Edge 98 (224 240) 683Vertex 225: 1 0 2 684 Vertex 226: 2 0 2 685 Edge 99 (225 226) 686 Vertex 229: 1 1 2 687 Edge 100 (225 229) 688 Vertex 241: 1 0 3 689 Edge 101 (225 241) 690Vertex 226: 2 0 2 691 Vertex 227: 3 0 2 692 Edge 102 (226 227) 693 Vertex 230: 2 1 2 694 Edge 103 (226 230) 695 Vertex 242: 2 0 3 696 Edge 104 (226 242) 697Vertex 227: 3 0 2 698 Vertex 224: 0 0 2 699 Edge 105 (227 224) 700 Vertex 231: 3 1 2 701 Edge 106 (227 231) 702 Vertex 243: 3 0 3 703 Edge 107 (227 243) 704Vertex 228: 0 1 2 705 Vertex 229: 1 1 2 706 Edge 108 (228 229) 707 Vertex 232: 0 2 2 708 Edge 109 (228 232) 709 Vertex 244: 0 1 3 710 Edge 110 (228 244) 711Vertex 229: 1 1 2 712 Vertex 230: 2 1 2 713 Edge 111 (229 230) 714 Vertex 233: 1 2 2 715 Edge 112 (229 233) 716 Vertex 245: 1 1 3 717 Edge 113 (229 245) 718Vertex 230: 2 1 2 719 Vertex 231: 3 1 2 720 Edge 114 (230 231) 721 Vertex 234: 2 2 2 722 Edge 115 (230 234) 723 Vertex 246: 2 1 3 724 Edge 116 (230 246) 725Vertex 231: 3 1 2 726 Vertex 228: 0 1 2 727 Edge 117 (231 228) 728 Vertex 235: 3 2 2 729 Edge 118 (231 235) 730 Vertex 247: 3 1 3 731 Edge 119 (231 247) 732Vertex 232: 0 2 2 733 Vertex 233: 1 2 2 734 Edge 120 (232 233) 735 Vertex 236: 0 3 2 736 Edge 121 (232 236) 737 Vertex 248: 0 2 3 738 Edge 122 (232 248) 739Vertex 233: 1 2 2 740 Vertex 234: 2 2 2 741 Edge 123 (233 234) 742 Vertex 237: 1 3 2 743 Edge 124 (233 237) 744 Vertex 249: 1 2 3 745 Edge 125 (233 249) 746Vertex 234: 2 2 2 747 Vertex 235: 3 2 2 748 Edge 126 (234 235) 749 Vertex 238: 2 3 2 750 Edge 127 (234 238) 751 Vertex 250: 2 2 3 752 Edge 128 (234 250) 753Vertex 235: 3 2 2 754 Vertex 232: 0 2 2 755 Edge 129 (235 232) 756 Vertex 239: 3 3 2 757 Edge 130 (235 239) 758 Vertex 251: 3 2 3 759 Edge 131 (235 251) 760Vertex 236: 0 3 2 761 Vertex 237: 1 3 2 762 Edge 132 (236 237) 763 Vertex 224: 0 0 2 764 Edge 133 (236 224) 765 Vertex 252: 0 3 3 766 Edge 134 (236 252) 767Vertex 237: 1 3 2 768 Vertex 238: 2 3 2 769 Edge 135 (237 238) 770 Vertex 225: 1 0 2 771 Edge 136 (237 225) 772 Vertex 253: 1 3 3 773 Edge 137 (237 253) 774Vertex 238: 2 3 2 775 Vertex 239: 3 3 2 776 Edge 138 (238 239) 777 Vertex 226: 2 0 2 778 Edge 139 (238 226) 779 Vertex 254: 2 3 3 780 Edge 140 (238 254) 781Vertex 239: 3 3 2 782 Vertex 236: 0 3 2 783 Edge 141 (239 236) 784 Vertex 227: 3 0 2 785 Edge 142 (239 227) 786 Vertex 255: 3 3 3 787 Edge 143 (239 255) 788Vertex 240: 0 0 3 789 Vertex 241: 1 0 3 790 Edge 144 (240 241) 791 Vertex 244: 0 1 3 792 Edge 145 (240 244) 793 Vertex 192: 0 0 0 794 Edge 146 (240 192) 795Vertex 241: 1 0 3 796 Vertex 242: 2 0 3 797 Edge 147 (241 242) 798 Vertex 245: 1 1 3 799 Edge 148 (241 245) 800 Vertex 193: 1 0 0 801 Edge 149 (241 193) 802Vertex 242: 2 0 3 803 Vertex 243: 3 0 3 804 Edge 150 (242 243) 805 Vertex 246: 2 1 3 806 Edge 151 (242 246) 807 Vertex 194: 2 0 0 808 Edge 152 (242 194) 809Vertex 243: 3 0 3 810 Vertex 240: 0 0 3 811 Edge 153 (243 240) 812 Vertex 247: 3 1 3 813 Edge 154 (243 247) 814 Vertex 195: 3 0 0 815 Edge 155 (243 195) 816Vertex 244: 0 1 3 817 Vertex 245: 1 1 3 818 Edge 156 (244 245) 819 Vertex 248: 0 2 3 820 Edge 157 (244 248) 821 Vertex 196: 0 1 0 822 Edge 158 (244 196) 823Vertex 245: 1 1 3 824 Vertex 246: 2 1 3 825 Edge 159 (245 246) 826 Vertex 249: 1 2 3 827 Edge 160 (245 249) 828 Vertex 197: 1 1 0 829 Edge 161 (245 197) 830Vertex 246: 2 1 3 831 Vertex 247: 3 1 3 832 Edge 162 (246 247) 833 Vertex 250: 2 2 3 834 Edge 163 (246 250) 835 Vertex 198: 2 1 0 836 Edge 164 (246 198) 837Vertex 247: 3 1 3 838 Vertex 244: 0 1 3 839 Edge 165 (247 244) 840 Vertex 251: 3 2 3 841 Edge 166 (247 251) 842 Vertex 199: 3 1 0 843 Edge 167 (247 199) 844Vertex 248: 0 2 3 845 Vertex 249: 1 2 3 846 Edge 168 (248 249) 847 Vertex 252: 0 3 3 848 Edge 169 (248 252) 849 Vertex 200: 0 2 0 850 Edge 170 (248 200) 851Vertex 249: 1 2 3 852 Vertex 250: 2 2 3 853 Edge 171 (249 250) 854 Vertex 253: 1 3 3 855 Edge 172 (249 253) 856 Vertex 201: 1 2 0 857 Edge 173 (249 201) 858Vertex 250: 2 2 3 859 Vertex 251: 3 2 3 860 Edge 174 (250 251) 861 Vertex 254: 2 3 3 862 Edge 175 (250 254) 863 Vertex 202: 2 2 0 864 Edge 176 (250 202) 865Vertex 251: 3 2 3 866 Vertex 248: 0 2 3 867 Edge 177 (251 248) 868 Vertex 255: 3 3 3 869 Edge 178 (251 255) 870 Vertex 203: 3 2 0 871 Edge 179 (251 203) 872Vertex 252: 0 3 3 873 Vertex 253: 1 3 3 874 Edge 180 (252 253) 875 Vertex 240: 0 0 3 876 Edge 181 (252 240) 877 Vertex 204: 0 3 0 878 Edge 182 (252 204) 879Vertex 253: 1 3 3 880 Vertex 254: 2 3 3 881 Edge 183 (253 254) 882 Vertex 241: 1 0 3 883 Edge 184 (253 241) 884 Vertex 205: 1 3 0 885 Edge 185 (253 205) 886Vertex 254: 2 3 3 887 Vertex 255: 3 3 3 888 Edge 186 (254 255) 889 Vertex 242: 2 0 3 890 Edge 187 (254 242) 891 Vertex 206: 2 3 0 892 Edge 188 (254 206) 893Vertex 255: 3 3 3 894 Vertex 252: 0 3 3 895 Edge 189 (255 252) 896 Vertex 243: 3 0 3 897 Edge 190 (255 243) 898 Vertex 207: 3 3 0 899 Edge 191 (255 207) 900Topology for rank 2: 901Vertex 192: 0 0 0 902 Vertex 193: 1 0 0 903 Edge 0 (192 193) 904 Vertex 196: 0 1 0 905 Edge 1 (192 196) 906 Vertex 208: 0 0 1 907 Edge 2 (192 208) 908Vertex 193: 1 0 0 909 Vertex 194: 2 0 0 910 Edge 3 (193 194) 911 Vertex 197: 1 1 0 912 Edge 4 (193 197) 913 Vertex 209: 1 0 1 914 Edge 5 (193 209) 915Vertex 194: 2 0 0 916 Vertex 195: 3 0 0 917 Edge 6 (194 195) 918 Vertex 198: 2 1 0 919 Edge 7 (194 198) 920 Vertex 210: 2 0 1 921 Edge 8 (194 210) 922Vertex 195: 3 0 0 923 Vertex 192: 0 0 0 924 Edge 9 (195 192) 925 Vertex 199: 3 1 0 926 Edge 10 (195 199) 927 Vertex 211: 3 0 1 928 Edge 11 (195 211) 929Vertex 196: 0 1 0 930 Vertex 197: 1 1 0 931 Edge 12 (196 197) 932 Vertex 200: 0 2 0 933 Edge 13 (196 200) 934 Vertex 212: 0 1 1 935 Edge 14 (196 212) 936Vertex 197: 1 1 0 937 Vertex 198: 2 1 0 938 Edge 15 (197 198) 939 Vertex 201: 1 2 0 940 Edge 16 (197 201) 941 Vertex 213: 1 1 1 942 Edge 17 (197 213) 943Vertex 198: 2 1 0 944 Vertex 199: 3 1 0 945 Edge 18 (198 199) 946 Vertex 202: 2 2 0 947 Edge 19 (198 202) 948 Vertex 214: 2 1 1 949 Edge 20 (198 214) 950Vertex 199: 3 1 0 951 Vertex 196: 0 1 0 952 Edge 21 (199 196) 953 Vertex 203: 3 2 0 954 Edge 22 (199 203) 955 Vertex 215: 3 1 1 956 Edge 23 (199 215) 957Vertex 200: 0 2 0 958 Vertex 201: 1 2 0 959 Edge 24 (200 201) 960 Vertex 204: 0 3 0 961 Edge 25 (200 204) 962 Vertex 216: 0 2 1 963 Edge 26 (200 216) 964Vertex 201: 1 2 0 965 Vertex 202: 2 2 0 966 Edge 27 (201 202) 967 Vertex 205: 1 3 0 968 Edge 28 (201 205) 969 Vertex 217: 1 2 1 970 Edge 29 (201 217) 971Vertex 202: 2 2 0 972 Vertex 203: 3 2 0 973 Edge 30 (202 203) 974 Vertex 206: 2 3 0 975 Edge 31 (202 206) 976 Vertex 218: 2 2 1 977 Edge 32 (202 218) 978Vertex 203: 3 2 0 979 Vertex 200: 0 2 0 980 Edge 33 (203 200) 981 Vertex 207: 3 3 0 982 Edge 34 (203 207) 983 Vertex 219: 3 2 1 984 Edge 35 (203 219) 985Vertex 204: 0 3 0 986 Vertex 205: 1 3 0 987 Edge 36 (204 205) 988 Vertex 192: 0 0 0 989 Edge 37 (204 192) 990 Vertex 220: 0 3 1 991 Edge 38 (204 220) 992Vertex 205: 1 3 0 993 Vertex 206: 2 3 0 994 Edge 39 (205 206) 995 Vertex 193: 1 0 0 996 Edge 40 (205 193) 997 Vertex 221: 1 3 1 998 Edge 41 (205 221) 999Vertex 206: 2 3 0 1000 Vertex 207: 3 3 0 1001 Edge 42 (206 207) 1002 Vertex 194: 2 0 0 1003 Edge 43 (206 194) 1004 Vertex 222: 2 3 1 1005 Edge 44 (206 222) 1006Vertex 207: 3 3 0 1007 Vertex 204: 0 3 0 1008 Edge 45 (207 204) 1009 Vertex 195: 3 0 0 1010 Edge 46 (207 195) 1011 Vertex 223: 3 3 1 1012 Edge 47 (207 223) 1013Vertex 208: 0 0 1 1014 Vertex 209: 1 0 1 1015 Edge 48 (208 209) 1016 Vertex 212: 0 1 1 1017 Edge 49 (208 212) 1018 Vertex 224: 0 0 2 1019 Edge 50 (208 224) 1020Vertex 209: 1 0 1 1021 Vertex 210: 2 0 1 1022 Edge 51 (209 210) 1023 Vertex 213: 1 1 1 1024 Edge 52 (209 213) 1025 Vertex 225: 1 0 2 1026 Edge 53 (209 225) 1027Vertex 210: 2 0 1 1028 Vertex 211: 3 0 1 1029 Edge 54 (210 211) 1030 Vertex 214: 2 1 1 1031 Edge 55 (210 214) 1032 Vertex 226: 2 0 2 1033 Edge 56 (210 226) 1034Vertex 211: 3 0 1 1035 Vertex 208: 0 0 1 1036 Edge 57 (211 208) 1037 Vertex 215: 3 1 1 1038 Edge 58 (211 215) 1039 Vertex 227: 3 0 2 1040 Edge 59 (211 227) 1041Vertex 212: 0 1 1 1042 Vertex 213: 1 1 1 1043 Edge 60 (212 213) 1044 Vertex 216: 0 2 1 1045 Edge 61 (212 216) 1046 Vertex 228: 0 1 2 1047 Edge 62 (212 228) 1048Vertex 213: 1 1 1 1049 Vertex 214: 2 1 1 1050 Edge 63 (213 214) 1051 Vertex 217: 1 2 1 1052 Edge 64 (213 217) 1053 Vertex 229: 1 1 2 1054 Edge 65 (213 229) 1055Vertex 214: 2 1 1 1056 Vertex 215: 3 1 1 1057 Edge 66 (214 215) 1058 Vertex 218: 2 2 1 1059 Edge 67 (214 218) 1060 Vertex 230: 2 1 2 1061 Edge 68 (214 230) 1062Vertex 215: 3 1 1 1063 Vertex 212: 0 1 1 1064 Edge 69 (215 212) 1065 Vertex 219: 3 2 1 1066 Edge 70 (215 219) 1067 Vertex 231: 3 1 2 1068 Edge 71 (215 231) 1069Vertex 216: 0 2 1 1070 Vertex 217: 1 2 1 1071 Edge 72 (216 217) 1072 Vertex 220: 0 3 1 1073 Edge 73 (216 220) 1074 Vertex 232: 0 2 2 1075 Edge 74 (216 232) 1076Vertex 217: 1 2 1 1077 Vertex 218: 2 2 1 1078 Edge 75 (217 218) 1079 Vertex 221: 1 3 1 1080 Edge 76 (217 221) 1081 Vertex 233: 1 2 2 1082 Edge 77 (217 233) 1083Vertex 218: 2 2 1 1084 Vertex 219: 3 2 1 1085 Edge 78 (218 219) 1086 Vertex 222: 2 3 1 1087 Edge 79 (218 222) 1088 Vertex 234: 2 2 2 1089 Edge 80 (218 234) 1090Vertex 219: 3 2 1 1091 Vertex 216: 0 2 1 1092 Edge 81 (219 216) 1093 Vertex 223: 3 3 1 1094 Edge 82 (219 223) 1095 Vertex 235: 3 2 2 1096 Edge 83 (219 235) 1097Vertex 220: 0 3 1 1098 Vertex 221: 1 3 1 1099 Edge 84 (220 221) 1100 Vertex 208: 0 0 1 1101 Edge 85 (220 208) 1102 Vertex 236: 0 3 2 1103 Edge 86 (220 236) 1104Vertex 221: 1 3 1 1105 Vertex 222: 2 3 1 1106 Edge 87 (221 222) 1107 Vertex 209: 1 0 1 1108 Edge 88 (221 209) 1109 Vertex 237: 1 3 2 1110 Edge 89 (221 237) 1111Vertex 222: 2 3 1 1112 Vertex 223: 3 3 1 1113 Edge 90 (222 223) 1114 Vertex 210: 2 0 1 1115 Edge 91 (222 210) 1116 Vertex 238: 2 3 2 1117 Edge 92 (222 238) 1118Vertex 223: 3 3 1 1119 Vertex 220: 0 3 1 1120 Edge 93 (223 220) 1121 Vertex 211: 3 0 1 1122 Edge 94 (223 211) 1123 Vertex 239: 3 3 2 1124 Edge 95 (223 239) 1125Vertex 224: 0 0 2 1126 Vertex 225: 1 0 2 1127 Edge 96 (224 225) 1128 Vertex 228: 0 1 2 1129 Edge 97 (224 228) 1130 Vertex 240: 0 0 3 1131 Edge 98 (224 240) 1132Vertex 225: 1 0 2 1133 Vertex 226: 2 0 2 1134 Edge 99 (225 226) 1135 Vertex 229: 1 1 2 1136 Edge 100 (225 229) 1137 Vertex 241: 1 0 3 1138 Edge 101 (225 241) 1139Vertex 226: 2 0 2 1140 Vertex 227: 3 0 2 1141 Edge 102 (226 227) 1142 Vertex 230: 2 1 2 1143 Edge 103 (226 230) 1144 Vertex 242: 2 0 3 1145 Edge 104 (226 242) 1146Vertex 227: 3 0 2 1147 Vertex 224: 0 0 2 1148 Edge 105 (227 224) 1149 Vertex 231: 3 1 2 1150 Edge 106 (227 231) 1151 Vertex 243: 3 0 3 1152 Edge 107 (227 243) 1153Vertex 228: 0 1 2 1154 Vertex 229: 1 1 2 1155 Edge 108 (228 229) 1156 Vertex 232: 0 2 2 1157 Edge 109 (228 232) 1158 Vertex 244: 0 1 3 1159 Edge 110 (228 244) 1160Vertex 229: 1 1 2 1161 Vertex 230: 2 1 2 1162 Edge 111 (229 230) 1163 Vertex 233: 1 2 2 1164 Edge 112 (229 233) 1165 Vertex 245: 1 1 3 1166 Edge 113 (229 245) 1167Vertex 230: 2 1 2 1168 Vertex 231: 3 1 2 1169 Edge 114 (230 231) 1170 Vertex 234: 2 2 2 1171 Edge 115 (230 234) 1172 Vertex 246: 2 1 3 1173 Edge 116 (230 246) 1174Vertex 231: 3 1 2 1175 Vertex 228: 0 1 2 1176 Edge 117 (231 228) 1177 Vertex 235: 3 2 2 1178 Edge 118 (231 235) 1179 Vertex 247: 3 1 3 1180 Edge 119 (231 247) 1181Vertex 232: 0 2 2 1182 Vertex 233: 1 2 2 1183 Edge 120 (232 233) 1184 Vertex 236: 0 3 2 1185 Edge 121 (232 236) 1186 Vertex 248: 0 2 3 1187 Edge 122 (232 248) 1188Vertex 233: 1 2 2 1189 Vertex 234: 2 2 2 1190 Edge 123 (233 234) 1191 Vertex 237: 1 3 2 1192 Edge 124 (233 237) 1193 Vertex 249: 1 2 3 1194 Edge 125 (233 249) 1195Vertex 234: 2 2 2 1196 Vertex 235: 3 2 2 1197 Edge 126 (234 235) 1198 Vertex 238: 2 3 2 1199 Edge 127 (234 238) 1200 Vertex 250: 2 2 3 1201 Edge 128 (234 250) 1202Vertex 235: 3 2 2 1203 Vertex 232: 0 2 2 1204 Edge 129 (235 232) 1205 Vertex 239: 3 3 2 1206 Edge 130 (235 239) 1207 Vertex 251: 3 2 3 1208 Edge 131 (235 251) 1209Vertex 236: 0 3 2 1210 Vertex 237: 1 3 2 1211 Edge 132 (236 237) 1212 Vertex 224: 0 0 2 1213 Edge 133 (236 224) 1214 Vertex 252: 0 3 3 1215 Edge 134 (236 252) 1216Vertex 237: 1 3 2 1217 Vertex 238: 2 3 2 1218 Edge 135 (237 238) 1219 Vertex 225: 1 0 2 1220 Edge 136 (237 225) 1221 Vertex 253: 1 3 3 1222 Edge 137 (237 253) 1223Vertex 238: 2 3 2 1224 Vertex 239: 3 3 2 1225 Edge 138 (238 239) 1226 Vertex 226: 2 0 2 1227 Edge 139 (238 226) 1228 Vertex 254: 2 3 3 1229 Edge 140 (238 254) 1230Vertex 239: 3 3 2 1231 Vertex 236: 0 3 2 1232 Edge 141 (239 236) 1233 Vertex 227: 3 0 2 1234 Edge 142 (239 227) 1235 Vertex 255: 3 3 3 1236 Edge 143 (239 255) 1237Vertex 240: 0 0 3 1238 Vertex 241: 1 0 3 1239 Edge 144 (240 241) 1240 Vertex 244: 0 1 3 1241 Edge 145 (240 244) 1242 Vertex 192: 0 0 0 1243 Edge 146 (240 192) 1244Vertex 241: 1 0 3 1245 Vertex 242: 2 0 3 1246 Edge 147 (241 242) 1247 Vertex 245: 1 1 3 1248 Edge 148 (241 245) 1249 Vertex 193: 1 0 0 1250 Edge 149 (241 193) 1251Vertex 242: 2 0 3 1252 Vertex 243: 3 0 3 1253 Edge 150 (242 243) 1254 Vertex 246: 2 1 3 1255 Edge 151 (242 246) 1256 Vertex 194: 2 0 0 1257 Edge 152 (242 194) 1258Vertex 243: 3 0 3 1259 Vertex 240: 0 0 3 1260 Edge 153 (243 240) 1261 Vertex 247: 3 1 3 1262 Edge 154 (243 247) 1263 Vertex 195: 3 0 0 1264 Edge 155 (243 195) 1265Vertex 244: 0 1 3 1266 Vertex 245: 1 1 3 1267 Edge 156 (244 245) 1268 Vertex 248: 0 2 3 1269 Edge 157 (244 248) 1270 Vertex 196: 0 1 0 1271 Edge 158 (244 196) 1272Vertex 245: 1 1 3 1273 Vertex 246: 2 1 3 1274 Edge 159 (245 246) 1275 Vertex 249: 1 2 3 1276 Edge 160 (245 249) 1277 Vertex 197: 1 1 0 1278 Edge 161 (245 197) 1279Vertex 246: 2 1 3 1280 Vertex 247: 3 1 3 1281 Edge 162 (246 247) 1282 Vertex 250: 2 2 3 1283 Edge 163 (246 250) 1284 Vertex 198: 2 1 0 1285 Edge 164 (246 198) 1286Vertex 247: 3 1 3 1287 Vertex 244: 0 1 3 1288 Edge 165 (247 244) 1289 Vertex 251: 3 2 3 1290 Edge 166 (247 251) 1291 Vertex 199: 3 1 0 1292 Edge 167 (247 199) 1293Vertex 248: 0 2 3 1294 Vertex 249: 1 2 3 1295 Edge 168 (248 249) 1296 Vertex 252: 0 3 3 1297 Edge 169 (248 252) 1298 Vertex 200: 0 2 0 1299 Edge 170 (248 200) 1300Vertex 249: 1 2 3 1301 Vertex 250: 2 2 3 1302 Edge 171 (249 250) 1303 Vertex 253: 1 3 3 1304 Edge 172 (249 253) 1305 Vertex 201: 1 2 0 1306 Edge 173 (249 201) 1307Vertex 250: 2 2 3 1308 Vertex 251: 3 2 3 1309 Edge 174 (250 251) 1310 Vertex 254: 2 3 3 1311 Edge 175 (250 254) 1312 Vertex 202: 2 2 0 1313 Edge 176 (250 202) 1314Vertex 251: 3 2 3 1315 Vertex 248: 0 2 3 1316 Edge 177 (251 248) 1317 Vertex 255: 3 3 3 1318 Edge 178 (251 255) 1319 Vertex 203: 3 2 0 1320 Edge 179 (251 203) 1321Vertex 252: 0 3 3 1322 Vertex 253: 1 3 3 1323 Edge 180 (252 253) 1324 Vertex 240: 0 0 3 1325 Edge 181 (252 240) 1326 Vertex 204: 0 3 0 1327 Edge 182 (252 204) 1328Vertex 253: 1 3 3 1329 Vertex 254: 2 3 3 1330 Edge 183 (253 254) 1331 Vertex 241: 1 0 3 1332 Edge 184 (253 241) 1333 Vertex 205: 1 3 0 1334 Edge 185 (253 205) 1335Vertex 254: 2 3 3 1336 Vertex 255: 3 3 3 1337 Edge 186 (254 255) 1338 Vertex 242: 2 0 3 1339 Edge 187 (254 242) 1340 Vertex 206: 2 3 0 1341 Edge 188 (254 206) 1342Vertex 255: 3 3 3 1343 Vertex 252: 0 3 3 1344 Edge 189 (255 252) 1345 Vertex 243: 3 0 3 1346 Edge 190 (255 243) 1347 Vertex 207: 3 3 0 1348 Edge 191 (255 207) 1349Topology for rank 3: 1350Vertex 192: 0 0 0 1351 Vertex 193: 1 0 0 1352 Edge 0 (192 193) 1353 Vertex 196: 0 1 0 1354 Edge 1 (192 196) 1355 Vertex 208: 0 0 1 1356 Edge 2 (192 208) 1357Vertex 193: 1 0 0 1358 Vertex 194: 2 0 0 1359 Edge 3 (193 194) 1360 Vertex 197: 1 1 0 1361 Edge 4 (193 197) 1362 Vertex 209: 1 0 1 1363 Edge 5 (193 209) 1364Vertex 194: 2 0 0 1365 Vertex 195: 3 0 0 1366 Edge 6 (194 195) 1367 Vertex 198: 2 1 0 1368 Edge 7 (194 198) 1369 Vertex 210: 2 0 1 1370 Edge 8 (194 210) 1371Vertex 195: 3 0 0 1372 Vertex 192: 0 0 0 1373 Edge 9 (195 192) 1374 Vertex 199: 3 1 0 1375 Edge 10 (195 199) 1376 Vertex 211: 3 0 1 1377 Edge 11 (195 211) 1378Vertex 196: 0 1 0 1379 Vertex 197: 1 1 0 1380 Edge 12 (196 197) 1381 Vertex 200: 0 2 0 1382 Edge 13 (196 200) 1383 Vertex 212: 0 1 1 1384 Edge 14 (196 212) 1385Vertex 197: 1 1 0 1386 Vertex 198: 2 1 0 1387 Edge 15 (197 198) 1388 Vertex 201: 1 2 0 1389 Edge 16 (197 201) 1390 Vertex 213: 1 1 1 1391 Edge 17 (197 213) 1392Vertex 198: 2 1 0 1393 Vertex 199: 3 1 0 1394 Edge 18 (198 199) 1395 Vertex 202: 2 2 0 1396 Edge 19 (198 202) 1397 Vertex 214: 2 1 1 1398 Edge 20 (198 214) 1399Vertex 199: 3 1 0 1400 Vertex 196: 0 1 0 1401 Edge 21 (199 196) 1402 Vertex 203: 3 2 0 1403 Edge 22 (199 203) 1404 Vertex 215: 3 1 1 1405 Edge 23 (199 215) 1406Vertex 200: 0 2 0 1407 Vertex 201: 1 2 0 1408 Edge 24 (200 201) 1409 Vertex 204: 0 3 0 1410 Edge 25 (200 204) 1411 Vertex 216: 0 2 1 1412 Edge 26 (200 216) 1413Vertex 201: 1 2 0 1414 Vertex 202: 2 2 0 1415 Edge 27 (201 202) 1416 Vertex 205: 1 3 0 1417 Edge 28 (201 205) 1418 Vertex 217: 1 2 1 1419 Edge 29 (201 217) 1420Vertex 202: 2 2 0 1421 Vertex 203: 3 2 0 1422 Edge 30 (202 203) 1423 Vertex 206: 2 3 0 1424 Edge 31 (202 206) 1425 Vertex 218: 2 2 1 1426 Edge 32 (202 218) 1427Vertex 203: 3 2 0 1428 Vertex 200: 0 2 0 1429 Edge 33 (203 200) 1430 Vertex 207: 3 3 0 1431 Edge 34 (203 207) 1432 Vertex 219: 3 2 1 1433 Edge 35 (203 219) 1434Vertex 204: 0 3 0 1435 Vertex 205: 1 3 0 1436 Edge 36 (204 205) 1437 Vertex 192: 0 0 0 1438 Edge 37 (204 192) 1439 Vertex 220: 0 3 1 1440 Edge 38 (204 220) 1441Vertex 205: 1 3 0 1442 Vertex 206: 2 3 0 1443 Edge 39 (205 206) 1444 Vertex 193: 1 0 0 1445 Edge 40 (205 193) 1446 Vertex 221: 1 3 1 1447 Edge 41 (205 221) 1448Vertex 206: 2 3 0 1449 Vertex 207: 3 3 0 1450 Edge 42 (206 207) 1451 Vertex 194: 2 0 0 1452 Edge 43 (206 194) 1453 Vertex 222: 2 3 1 1454 Edge 44 (206 222) 1455Vertex 207: 3 3 0 1456 Vertex 204: 0 3 0 1457 Edge 45 (207 204) 1458 Vertex 195: 3 0 0 1459 Edge 46 (207 195) 1460 Vertex 223: 3 3 1 1461 Edge 47 (207 223) 1462Vertex 208: 0 0 1 1463 Vertex 209: 1 0 1 1464 Edge 48 (208 209) 1465 Vertex 212: 0 1 1 1466 Edge 49 (208 212) 1467 Vertex 224: 0 0 2 1468 Edge 50 (208 224) 1469Vertex 209: 1 0 1 1470 Vertex 210: 2 0 1 1471 Edge 51 (209 210) 1472 Vertex 213: 1 1 1 1473 Edge 52 (209 213) 1474 Vertex 225: 1 0 2 1475 Edge 53 (209 225) 1476Vertex 210: 2 0 1 1477 Vertex 211: 3 0 1 1478 Edge 54 (210 211) 1479 Vertex 214: 2 1 1 1480 Edge 55 (210 214) 1481 Vertex 226: 2 0 2 1482 Edge 56 (210 226) 1483Vertex 211: 3 0 1 1484 Vertex 208: 0 0 1 1485 Edge 57 (211 208) 1486 Vertex 215: 3 1 1 1487 Edge 58 (211 215) 1488 Vertex 227: 3 0 2 1489 Edge 59 (211 227) 1490Vertex 212: 0 1 1 1491 Vertex 213: 1 1 1 1492 Edge 60 (212 213) 1493 Vertex 216: 0 2 1 1494 Edge 61 (212 216) 1495 Vertex 228: 0 1 2 1496 Edge 62 (212 228) 1497Vertex 213: 1 1 1 1498 Vertex 214: 2 1 1 1499 Edge 63 (213 214) 1500 Vertex 217: 1 2 1 1501 Edge 64 (213 217) 1502 Vertex 229: 1 1 2 1503 Edge 65 (213 229) 1504Vertex 214: 2 1 1 1505 Vertex 215: 3 1 1 1506 Edge 66 (214 215) 1507 Vertex 218: 2 2 1 1508 Edge 67 (214 218) 1509 Vertex 230: 2 1 2 1510 Edge 68 (214 230) 1511Vertex 215: 3 1 1 1512 Vertex 212: 0 1 1 1513 Edge 69 (215 212) 1514 Vertex 219: 3 2 1 1515 Edge 70 (215 219) 1516 Vertex 231: 3 1 2 1517 Edge 71 (215 231) 1518Vertex 216: 0 2 1 1519 Vertex 217: 1 2 1 1520 Edge 72 (216 217) 1521 Vertex 220: 0 3 1 1522 Edge 73 (216 220) 1523 Vertex 232: 0 2 2 1524 Edge 74 (216 232) 1525Vertex 217: 1 2 1 1526 Vertex 218: 2 2 1 1527 Edge 75 (217 218) 1528 Vertex 221: 1 3 1 1529 Edge 76 (217 221) 1530 Vertex 233: 1 2 2 1531 Edge 77 (217 233) 1532Vertex 218: 2 2 1 1533 Vertex 219: 3 2 1 1534 Edge 78 (218 219) 1535 Vertex 222: 2 3 1 1536 Edge 79 (218 222) 1537 Vertex 234: 2 2 2 1538 Edge 80 (218 234) 1539Vertex 219: 3 2 1 1540 Vertex 216: 0 2 1 1541 Edge 81 (219 216) 1542 Vertex 223: 3 3 1 1543 Edge 82 (219 223) 1544 Vertex 235: 3 2 2 1545 Edge 83 (219 235) 1546Vertex 220: 0 3 1 1547 Vertex 221: 1 3 1 1548 Edge 84 (220 221) 1549 Vertex 208: 0 0 1 1550 Edge 85 (220 208) 1551 Vertex 236: 0 3 2 1552 Edge 86 (220 236) 1553Vertex 221: 1 3 1 1554 Vertex 222: 2 3 1 1555 Edge 87 (221 222) 1556 Vertex 209: 1 0 1 1557 Edge 88 (221 209) 1558 Vertex 237: 1 3 2 1559 Edge 89 (221 237) 1560Vertex 222: 2 3 1 1561 Vertex 223: 3 3 1 1562 Edge 90 (222 223) 1563 Vertex 210: 2 0 1 1564 Edge 91 (222 210) 1565 Vertex 238: 2 3 2 1566 Edge 92 (222 238) 1567Vertex 223: 3 3 1 1568 Vertex 220: 0 3 1 1569 Edge 93 (223 220) 1570 Vertex 211: 3 0 1 1571 Edge 94 (223 211) 1572 Vertex 239: 3 3 2 1573 Edge 95 (223 239) 1574Vertex 224: 0 0 2 1575 Vertex 225: 1 0 2 1576 Edge 96 (224 225) 1577 Vertex 228: 0 1 2 1578 Edge 97 (224 228) 1579 Vertex 240: 0 0 3 1580 Edge 98 (224 240) 1581Vertex 225: 1 0 2 1582 Vertex 226: 2 0 2 1583 Edge 99 (225 226) 1584 Vertex 229: 1 1 2 1585 Edge 100 (225 229) 1586 Vertex 241: 1 0 3 1587 Edge 101 (225 241) 1588Vertex 226: 2 0 2 1589 Vertex 227: 3 0 2 1590 Edge 102 (226 227) 1591 Vertex 230: 2 1 2 1592 Edge 103 (226 230) 1593 Vertex 242: 2 0 3 1594 Edge 104 (226 242) 1595Vertex 227: 3 0 2 1596 Vertex 224: 0 0 2 1597 Edge 105 (227 224) 1598 Vertex 231: 3 1 2 1599 Edge 106 (227 231) 1600 Vertex 243: 3 0 3 1601 Edge 107 (227 243) 1602Vertex 228: 0 1 2 1603 Vertex 229: 1 1 2 1604 Edge 108 (228 229) 1605 Vertex 232: 0 2 2 1606 Edge 109 (228 232) 1607 Vertex 244: 0 1 3 1608 Edge 110 (228 244) 1609Vertex 229: 1 1 2 1610 Vertex 230: 2 1 2 1611 Edge 111 (229 230) 1612 Vertex 233: 1 2 2 1613 Edge 112 (229 233) 1614 Vertex 245: 1 1 3 1615 Edge 113 (229 245) 1616Vertex 230: 2 1 2 1617 Vertex 231: 3 1 2 1618 Edge 114 (230 231) 1619 Vertex 234: 2 2 2 1620 Edge 115 (230 234) 1621 Vertex 246: 2 1 3 1622 Edge 116 (230 246) 1623Vertex 231: 3 1 2 1624 Vertex 228: 0 1 2 1625 Edge 117 (231 228) 1626 Vertex 235: 3 2 2 1627 Edge 118 (231 235) 1628 Vertex 247: 3 1 3 1629 Edge 119 (231 247) 1630Vertex 232: 0 2 2 1631 Vertex 233: 1 2 2 1632 Edge 120 (232 233) 1633 Vertex 236: 0 3 2 1634 Edge 121 (232 236) 1635 Vertex 248: 0 2 3 1636 Edge 122 (232 248) 1637Vertex 233: 1 2 2 1638 Vertex 234: 2 2 2 1639 Edge 123 (233 234) 1640 Vertex 237: 1 3 2 1641 Edge 124 (233 237) 1642 Vertex 249: 1 2 3 1643 Edge 125 (233 249) 1644Vertex 234: 2 2 2 1645 Vertex 235: 3 2 2 1646 Edge 126 (234 235) 1647 Vertex 238: 2 3 2 1648 Edge 127 (234 238) 1649 Vertex 250: 2 2 3 1650 Edge 128 (234 250) 1651Vertex 235: 3 2 2 1652 Vertex 232: 0 2 2 1653 Edge 129 (235 232) 1654 Vertex 239: 3 3 2 1655 Edge 130 (235 239) 1656 Vertex 251: 3 2 3 1657 Edge 131 (235 251) 1658Vertex 236: 0 3 2 1659 Vertex 237: 1 3 2 1660 Edge 132 (236 237) 1661 Vertex 224: 0 0 2 1662 Edge 133 (236 224) 1663 Vertex 252: 0 3 3 1664 Edge 134 (236 252) 1665Vertex 237: 1 3 2 1666 Vertex 238: 2 3 2 1667 Edge 135 (237 238) 1668 Vertex 225: 1 0 2 1669 Edge 136 (237 225) 1670 Vertex 253: 1 3 3 1671 Edge 137 (237 253) 1672Vertex 238: 2 3 2 1673 Vertex 239: 3 3 2 1674 Edge 138 (238 239) 1675 Vertex 226: 2 0 2 1676 Edge 139 (238 226) 1677 Vertex 254: 2 3 3 1678 Edge 140 (238 254) 1679Vertex 239: 3 3 2 1680 Vertex 236: 0 3 2 1681 Edge 141 (239 236) 1682 Vertex 227: 3 0 2 1683 Edge 142 (239 227) 1684 Vertex 255: 3 3 3 1685 Edge 143 (239 255) 1686Vertex 240: 0 0 3 1687 Vertex 241: 1 0 3 1688 Edge 144 (240 241) 1689 Vertex 244: 0 1 3 1690 Edge 145 (240 244) 1691 Vertex 192: 0 0 0 1692 Edge 146 (240 192) 1693Vertex 241: 1 0 3 1694 Vertex 242: 2 0 3 1695 Edge 147 (241 242) 1696 Vertex 245: 1 1 3 1697 Edge 148 (241 245) 1698 Vertex 193: 1 0 0 1699 Edge 149 (241 193) 1700Vertex 242: 2 0 3 1701 Vertex 243: 3 0 3 1702 Edge 150 (242 243) 1703 Vertex 246: 2 1 3 1704 Edge 151 (242 246) 1705 Vertex 194: 2 0 0 1706 Edge 152 (242 194) 1707Vertex 243: 3 0 3 1708 Vertex 240: 0 0 3 1709 Edge 153 (243 240) 1710 Vertex 247: 3 1 3 1711 Edge 154 (243 247) 1712 Vertex 195: 3 0 0 1713 Edge 155 (243 195) 1714Vertex 244: 0 1 3 1715 Vertex 245: 1 1 3 1716 Edge 156 (244 245) 1717 Vertex 248: 0 2 3 1718 Edge 157 (244 248) 1719 Vertex 196: 0 1 0 1720 Edge 158 (244 196) 1721Vertex 245: 1 1 3 1722 Vertex 246: 2 1 3 1723 Edge 159 (245 246) 1724 Vertex 249: 1 2 3 1725 Edge 160 (245 249) 1726 Vertex 197: 1 1 0 1727 Edge 161 (245 197) 1728Vertex 246: 2 1 3 1729 Vertex 247: 3 1 3 1730 Edge 162 (246 247) 1731 Vertex 250: 2 2 3 1732 Edge 163 (246 250) 1733 Vertex 198: 2 1 0 1734 Edge 164 (246 198) 1735Vertex 247: 3 1 3 1736 Vertex 244: 0 1 3 1737 Edge 165 (247 244) 1738 Vertex 251: 3 2 3 1739 Edge 166 (247 251) 1740 Vertex 199: 3 1 0 1741 Edge 167 (247 199) 1742Vertex 248: 0 2 3 1743 Vertex 249: 1 2 3 1744 Edge 168 (248 249) 1745 Vertex 252: 0 3 3 1746 Edge 169 (248 252) 1747 Vertex 200: 0 2 0 1748 Edge 170 (248 200) 1749Vertex 249: 1 2 3 1750 Vertex 250: 2 2 3 1751 Edge 171 (249 250) 1752 Vertex 253: 1 3 3 1753 Edge 172 (249 253) 1754 Vertex 201: 1 2 0 1755 Edge 173 (249 201) 1756Vertex 250: 2 2 3 1757 Vertex 251: 3 2 3 1758 Edge 174 (250 251) 1759 Vertex 254: 2 3 3 1760 Edge 175 (250 254) 1761 Vertex 202: 2 2 0 1762 Edge 176 (250 202) 1763Vertex 251: 3 2 3 1764 Vertex 248: 0 2 3 1765 Edge 177 (251 248) 1766 Vertex 255: 3 3 3 1767 Edge 178 (251 255) 1768 Vertex 203: 3 2 0 1769 Edge 179 (251 203) 1770Vertex 252: 0 3 3 1771 Vertex 253: 1 3 3 1772 Edge 180 (252 253) 1773 Vertex 240: 0 0 3 1774 Edge 181 (252 240) 1775 Vertex 204: 0 3 0 1776 Edge 182 (252 204) 1777Vertex 253: 1 3 3 1778 Vertex 254: 2 3 3 1779 Edge 183 (253 254) 1780 Vertex 241: 1 0 3 1781 Edge 184 (253 241) 1782 Vertex 205: 1 3 0 1783 Edge 185 (253 205) 1784Vertex 254: 2 3 3 1785 Vertex 255: 3 3 3 1786 Edge 186 (254 255) 1787 Vertex 242: 2 0 3 1788 Edge 187 (254 242) 1789 Vertex 206: 2 3 0 1790 Edge 188 (254 206) 1791Vertex 255: 3 3 3 1792 Vertex 252: 0 3 3 1793 Edge 189 (255 252) 1794 Vertex 243: 3 0 3 1795 Edge 190 (255 243) 1796 Vertex 207: 3 3 0 1797 Edge 191 (255 207) 1798Topology for rank 4: 1799Vertex 192: 0 0 0 1800 Vertex 193: 1 0 0 1801 Edge 0 (192 193) 1802 Vertex 196: 0 1 0 1803 Edge 1 (192 196) 1804 Vertex 208: 0 0 1 1805 Edge 2 (192 208) 1806Vertex 193: 1 0 0 1807 Vertex 194: 2 0 0 1808 Edge 3 (193 194) 1809 Vertex 197: 1 1 0 1810 Edge 4 (193 197) 1811 Vertex 209: 1 0 1 1812 Edge 5 (193 209) 1813Vertex 194: 2 0 0 1814 Vertex 195: 3 0 0 1815 Edge 6 (194 195) 1816 Vertex 198: 2 1 0 1817 Edge 7 (194 198) 1818 Vertex 210: 2 0 1 1819 Edge 8 (194 210) 1820Vertex 195: 3 0 0 1821 Vertex 192: 0 0 0 1822 Edge 9 (195 192) 1823 Vertex 199: 3 1 0 1824 Edge 10 (195 199) 1825 Vertex 211: 3 0 1 1826 Edge 11 (195 211) 1827Vertex 196: 0 1 0 1828 Vertex 197: 1 1 0 1829 Edge 12 (196 197) 1830 Vertex 200: 0 2 0 1831 Edge 13 (196 200) 1832 Vertex 212: 0 1 1 1833 Edge 14 (196 212) 1834Vertex 197: 1 1 0 1835 Vertex 198: 2 1 0 1836 Edge 15 (197 198) 1837 Vertex 201: 1 2 0 1838 Edge 16 (197 201) 1839 Vertex 213: 1 1 1 1840 Edge 17 (197 213) 1841Vertex 198: 2 1 0 1842 Vertex 199: 3 1 0 1843 Edge 18 (198 199) 1844 Vertex 202: 2 2 0 1845 Edge 19 (198 202) 1846 Vertex 214: 2 1 1 1847 Edge 20 (198 214) 1848Vertex 199: 3 1 0 1849 Vertex 196: 0 1 0 1850 Edge 21 (199 196) 1851 Vertex 203: 3 2 0 1852 Edge 22 (199 203) 1853 Vertex 215: 3 1 1 1854 Edge 23 (199 215) 1855Vertex 200: 0 2 0 1856 Vertex 201: 1 2 0 1857 Edge 24 (200 201) 1858 Vertex 204: 0 3 0 1859 Edge 25 (200 204) 1860 Vertex 216: 0 2 1 1861 Edge 26 (200 216) 1862Vertex 201: 1 2 0 1863 Vertex 202: 2 2 0 1864 Edge 27 (201 202) 1865 Vertex 205: 1 3 0 1866 Edge 28 (201 205) 1867 Vertex 217: 1 2 1 1868 Edge 29 (201 217) 1869Vertex 202: 2 2 0 1870 Vertex 203: 3 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212: 0 1 1 1915 Edge 49 (208 212) 1916 Vertex 224: 0 0 2 1917 Edge 50 (208 224) 1918Vertex 209: 1 0 1 1919 Vertex 210: 2 0 1 1920 Edge 51 (209 210) 1921 Vertex 213: 1 1 1 1922 Edge 52 (209 213) 1923 Vertex 225: 1 0 2 1924 Edge 53 (209 225) 1925Vertex 210: 2 0 1 1926 Vertex 211: 3 0 1 1927 Edge 54 (210 211) 1928 Vertex 214: 2 1 1 1929 Edge 55 (210 214) 1930 Vertex 226: 2 0 2 1931 Edge 56 (210 226) 1932Vertex 211: 3 0 1 1933 Vertex 208: 0 0 1 1934 Edge 57 (211 208) 1935 Vertex 215: 3 1 1 1936 Edge 58 (211 215) 1937 Vertex 227: 3 0 2 1938 Edge 59 (211 227) 1939Vertex 212: 0 1 1 1940 Vertex 213: 1 1 1 1941 Edge 60 (212 213) 1942 Vertex 216: 0 2 1 1943 Edge 61 (212 216) 1944 Vertex 228: 0 1 2 1945 Edge 62 (212 228) 1946Vertex 213: 1 1 1 1947 Vertex 214: 2 1 1 1948 Edge 63 (213 214) 1949 Vertex 217: 1 2 1 1950 Edge 64 (213 217) 1951 Vertex 229: 1 1 2 1952 Edge 65 (213 229) 1953Vertex 214: 2 1 1 1954 Vertex 215: 3 1 1 1955 Edge 66 (214 215) 1956 Vertex 218: 2 2 1 1957 Edge 67 (214 218) 1958 Vertex 230: 2 1 2 1959 Edge 68 (214 230) 1960Vertex 215: 3 1 1 1961 Vertex 212: 0 1 1 1962 Edge 69 (215 212) 1963 Vertex 219: 3 2 1 1964 Edge 70 (215 219) 1965 Vertex 231: 3 1 2 1966 Edge 71 (215 231) 1967Vertex 216: 0 2 1 1968 Vertex 217: 1 2 1 1969 Edge 72 (216 217) 1970 Vertex 220: 0 3 1 1971 Edge 73 (216 220) 1972 Vertex 232: 0 2 2 1973 Edge 74 (216 232) 1974Vertex 217: 1 2 1 1975 Vertex 218: 2 2 1 1976 Edge 75 (217 218) 1977 Vertex 221: 1 3 1 1978 Edge 76 (217 221) 1979 Vertex 233: 1 2 2 1980 Edge 77 (217 233) 1981Vertex 218: 2 2 1 1982 Vertex 219: 3 2 1 1983 Edge 78 (218 219) 1984 Vertex 222: 2 3 1 1985 Edge 79 (218 222) 1986 Vertex 234: 2 2 2 1987 Edge 80 (218 234) 1988Vertex 219: 3 2 1 1989 Vertex 216: 0 2 1 1990 Edge 81 (219 216) 1991 Vertex 223: 3 3 1 1992 Edge 82 (219 223) 1993 Vertex 235: 3 2 2 1994 Edge 83 (219 235) 1995Vertex 220: 0 3 1 1996 Vertex 221: 1 3 1 1997 Edge 84 (220 221) 1998 Vertex 208: 0 0 1 1999 Edge 85 (220 208) 2000 Vertex 236: 0 3 2 2001 Edge 86 (220 236) 2002Vertex 221: 1 3 1 2003 Vertex 222: 2 3 1 2004 Edge 87 (221 222) 2005 Vertex 209: 1 0 1 2006 Edge 88 (221 209) 2007 Vertex 237: 1 3 2 2008 Edge 89 (221 237) 2009Vertex 222: 2 3 1 2010 Vertex 223: 3 3 1 2011 Edge 90 (222 223) 2012 Vertex 210: 2 0 1 2013 Edge 91 (222 210) 2014 Vertex 238: 2 3 2 2015 Edge 92 (222 238) 2016Vertex 223: 3 3 1 2017 Vertex 220: 0 3 1 2018 Edge 93 (223 220) 2019 Vertex 211: 3 0 1 2020 Edge 94 (223 211) 2021 Vertex 239: 3 3 2 2022 Edge 95 (223 239) 2023Vertex 224: 0 0 2 2024 Vertex 225: 1 0 2 2025 Edge 96 (224 225) 2026 Vertex 228: 0 1 2 2027 Edge 97 (224 228) 2028 Vertex 240: 0 0 3 2029 Edge 98 (224 240) 2030Vertex 225: 1 0 2 2031 Vertex 226: 2 0 2 2032 Edge 99 (225 226) 2033 Vertex 229: 1 1 2 2034 Edge 100 (225 229) 2035 Vertex 241: 1 0 3 2036 Edge 101 (225 241) 2037Vertex 226: 2 0 2 2038 Vertex 227: 3 0 2 2039 Edge 102 (226 227) 2040 Vertex 230: 2 1 2 2041 Edge 103 (226 230) 2042 Vertex 242: 2 0 3 2043 Edge 104 (226 242) 2044Vertex 227: 3 0 2 2045 Vertex 224: 0 0 2 2046 Edge 105 (227 224) 2047 Vertex 231: 3 1 2 2048 Edge 106 (227 231) 2049 Vertex 243: 3 0 3 2050 Edge 107 (227 243) 2051Vertex 228: 0 1 2 2052 Vertex 229: 1 1 2 2053 Edge 108 (228 229) 2054 Vertex 232: 0 2 2 2055 Edge 109 (228 232) 2056 Vertex 244: 0 1 3 2057 Edge 110 (228 244) 2058Vertex 229: 1 1 2 2059 Vertex 230: 2 1 2 2060 Edge 111 (229 230) 2061 Vertex 233: 1 2 2 2062 Edge 112 (229 233) 2063 Vertex 245: 1 1 3 2064 Edge 113 (229 245) 2065Vertex 230: 2 1 2 2066 Vertex 231: 3 1 2 2067 Edge 114 (230 231) 2068 Vertex 234: 2 2 2 2069 Edge 115 (230 234) 2070 Vertex 246: 2 1 3 2071 Edge 116 (230 246) 2072Vertex 231: 3 1 2 2073 Vertex 228: 0 1 2 2074 Edge 117 (231 228) 2075 Vertex 235: 3 2 2 2076 Edge 118 (231 235) 2077 Vertex 247: 3 1 3 2078 Edge 119 (231 247) 2079Vertex 232: 0 2 2 2080 Vertex 233: 1 2 2 2081 Edge 120 (232 233) 2082 Vertex 236: 0 3 2 2083 Edge 121 (232 236) 2084 Vertex 248: 0 2 3 2085 Edge 122 (232 248) 2086Vertex 233: 1 2 2 2087 Vertex 234: 2 2 2 2088 Edge 123 (233 234) 2089 Vertex 237: 1 3 2 2090 Edge 124 (233 237) 2091 Vertex 249: 1 2 3 2092 Edge 125 (233 249) 2093Vertex 234: 2 2 2 2094 Vertex 235: 3 2 2 2095 Edge 126 (234 235) 2096 Vertex 238: 2 3 2 2097 Edge 127 (234 238) 2098 Vertex 250: 2 2 3 2099 Edge 128 (234 250) 2100Vertex 235: 3 2 2 2101 Vertex 232: 0 2 2 2102 Edge 129 (235 232) 2103 Vertex 239: 3 3 2 2104 Edge 130 (235 239) 2105 Vertex 251: 3 2 3 2106 Edge 131 (235 251) 2107Vertex 236: 0 3 2 2108 Vertex 237: 1 3 2 2109 Edge 132 (236 237) 2110 Vertex 224: 0 0 2 2111 Edge 133 (236 224) 2112 Vertex 252: 0 3 3 2113 Edge 134 (236 252) 2114Vertex 237: 1 3 2 2115 Vertex 238: 2 3 2 2116 Edge 135 (237 238) 2117 Vertex 225: 1 0 2 2118 Edge 136 (237 225) 2119 Vertex 253: 1 3 3 2120 Edge 137 (237 253) 2121Vertex 238: 2 3 2 2122 Vertex 239: 3 3 2 2123 Edge 138 (238 239) 2124 Vertex 226: 2 0 2 2125 Edge 139 (238 226) 2126 Vertex 254: 2 3 3 2127 Edge 140 (238 254) 2128Vertex 239: 3 3 2 2129 Vertex 236: 0 3 2 2130 Edge 141 (239 236) 2131 Vertex 227: 3 0 2 2132 Edge 142 (239 227) 2133 Vertex 255: 3 3 3 2134 Edge 143 (239 255) 2135Vertex 240: 0 0 3 2136 Vertex 241: 1 0 3 2137 Edge 144 (240 241) 2138 Vertex 244: 0 1 3 2139 Edge 145 (240 244) 2140 Vertex 192: 0 0 0 2141 Edge 146 (240 192) 2142Vertex 241: 1 0 3 2143 Vertex 242: 2 0 3 2144 Edge 147 (241 242) 2145 Vertex 245: 1 1 3 2146 Edge 148 (241 245) 2147 Vertex 193: 1 0 0 2148 Edge 149 (241 193) 2149Vertex 242: 2 0 3 2150 Vertex 243: 3 0 3 2151 Edge 150 (242 243) 2152 Vertex 246: 2 1 3 2153 Edge 151 (242 246) 2154 Vertex 194: 2 0 0 2155 Edge 152 (242 194) 2156Vertex 243: 3 0 3 2157 Vertex 240: 0 0 3 2158 Edge 153 (243 240) 2159 Vertex 247: 3 1 3 2160 Edge 154 (243 247) 2161 Vertex 195: 3 0 0 2162 Edge 155 (243 195) 2163Vertex 244: 0 1 3 2164 Vertex 245: 1 1 3 2165 Edge 156 (244 245) 2166 Vertex 248: 0 2 3 2167 Edge 157 (244 248) 2168 Vertex 196: 0 1 0 2169 Edge 158 (244 196) 2170Vertex 245: 1 1 3 2171 Vertex 246: 2 1 3 2172 Edge 159 (245 246) 2173 Vertex 249: 1 2 3 2174 Edge 160 (245 249) 2175 Vertex 197: 1 1 0 2176 Edge 161 (245 197) 2177Vertex 246: 2 1 3 2178 Vertex 247: 3 1 3 2179 Edge 162 (246 247) 2180 Vertex 250: 2 2 3 2181 Edge 163 (246 250) 2182 Vertex 198: 2 1 0 2183 Edge 164 (246 198) 2184Vertex 247: 3 1 3 2185 Vertex 244: 0 1 3 2186 Edge 165 (247 244) 2187 Vertex 251: 3 2 3 2188 Edge 166 (247 251) 2189 Vertex 199: 3 1 0 2190 Edge 167 (247 199) 2191Vertex 248: 0 2 3 2192 Vertex 249: 1 2 3 2193 Edge 168 (248 249) 2194 Vertex 252: 0 3 3 2195 Edge 169 (248 252) 2196 Vertex 200: 0 2 0 2197 Edge 170 (248 200) 2198Vertex 249: 1 2 3 2199 Vertex 250: 2 2 3 2200 Edge 171 (249 250) 2201 Vertex 253: 1 3 3 2202 Edge 172 (249 253) 2203 Vertex 201: 1 2 0 2204 Edge 173 (249 201) 2205Vertex 250: 2 2 3 2206 Vertex 251: 3 2 3 2207 Edge 174 (250 251) 2208 Vertex 254: 2 3 3 2209 Edge 175 (250 254) 2210 Vertex 202: 2 2 0 2211 Edge 176 (250 202) 2212Vertex 251: 3 2 3 2213 Vertex 248: 0 2 3 2214 Edge 177 (251 248) 2215 Vertex 255: 3 3 3 2216 Edge 178 (251 255) 2217 Vertex 203: 3 2 0 2218 Edge 179 (251 203) 2219Vertex 252: 0 3 3 2220 Vertex 253: 1 3 3 2221 Edge 180 (252 253) 2222 Vertex 240: 0 0 3 2223 Edge 181 (252 240) 2224 Vertex 204: 0 3 0 2225 Edge 182 (252 204) 2226Vertex 253: 1 3 3 2227 Vertex 254: 2 3 3 2228 Edge 183 (253 254) 2229 Vertex 241: 1 0 3 2230 Edge 184 (253 241) 2231 Vertex 205: 1 3 0 2232 Edge 185 (253 205) 2233Vertex 254: 2 3 3 2234 Vertex 255: 3 3 3 2235 Edge 186 (254 255) 2236 Vertex 242: 2 0 3 2237 Edge 187 (254 242) 2238 Vertex 206: 2 3 0 2239 Edge 188 (254 206) 2240Vertex 255: 3 3 3 2241 Vertex 252: 0 3 3 2242 Edge 189 (255 252) 2243 Vertex 243: 3 0 3 2244 Edge 190 (255 243) 2245 Vertex 207: 3 3 0 2246 Edge 191 (255 207) 2247Topology for rank 5: 2248Vertex 192: 0 0 0 2249 Vertex 193: 1 0 0 2250 Edge 0 (192 193) 2251 Vertex 196: 0 1 0 2252 Edge 1 (192 196) 2253 Vertex 208: 0 0 1 2254 Edge 2 (192 208) 2255Vertex 193: 1 0 0 2256 Vertex 194: 2 0 0 2257 Edge 3 (193 194) 2258 Vertex 197: 1 1 0 2259 Edge 4 (193 197) 2260 Vertex 209: 1 0 1 2261 Edge 5 (193 209) 2262Vertex 194: 2 0 0 2263 Vertex 195: 3 0 0 2264 Edge 6 (194 195) 2265 Vertex 198: 2 1 0 2266 Edge 7 (194 198) 2267 Vertex 210: 2 0 1 2268 Edge 8 (194 210) 2269Vertex 195: 3 0 0 2270 Vertex 192: 0 0 0 2271 Edge 9 (195 192) 2272 Vertex 199: 3 1 0 2273 Edge 10 (195 199) 2274 Vertex 211: 3 0 1 2275 Edge 11 (195 211) 2276Vertex 196: 0 1 0 2277 Vertex 197: 1 1 0 2278 Edge 12 (196 197) 2279 Vertex 200: 0 2 0 2280 Edge 13 (196 200) 2281 Vertex 212: 0 1 1 2282 Edge 14 (196 212) 2283Vertex 197: 1 1 0 2284 Vertex 198: 2 1 0 2285 Edge 15 (197 198) 2286 Vertex 201: 1 2 0 2287 Edge 16 (197 201) 2288 Vertex 213: 1 1 1 2289 Edge 17 (197 213) 2290Vertex 198: 2 1 0 2291 Vertex 199: 3 1 0 2292 Edge 18 (198 199) 2293 Vertex 202: 2 2 0 2294 Edge 19 (198 202) 2295 Vertex 214: 2 1 1 2296 Edge 20 (198 214) 2297Vertex 199: 3 1 0 2298 Vertex 196: 0 1 0 2299 Edge 21 (199 196) 2300 Vertex 203: 3 2 0 2301 Edge 22 (199 203) 2302 Vertex 215: 3 1 1 2303 Edge 23 (199 215) 2304Vertex 200: 0 2 0 2305 Vertex 201: 1 2 0 2306 Edge 24 (200 201) 2307 Vertex 204: 0 3 0 2308 Edge 25 (200 204) 2309 Vertex 216: 0 2 1 2310 Edge 26 (200 216) 2311Vertex 201: 1 2 0 2312 Vertex 202: 2 2 0 2313 Edge 27 (201 202) 2314 Vertex 205: 1 3 0 2315 Edge 28 (201 205) 2316 Vertex 217: 1 2 1 2317 Edge 29 (201 217) 2318Vertex 202: 2 2 0 2319 Vertex 203: 3 2 0 2320 Edge 30 (202 203) 2321 Vertex 206: 2 3 0 2322 Edge 31 (202 206) 2323 Vertex 218: 2 2 1 2324 Edge 32 (202 218) 2325Vertex 203: 3 2 0 2326 Vertex 200: 0 2 0 2327 Edge 33 (203 200) 2328 Vertex 207: 3 3 0 2329 Edge 34 (203 207) 2330 Vertex 219: 3 2 1 2331 Edge 35 (203 219) 2332Vertex 204: 0 3 0 2333 Vertex 205: 1 3 0 2334 Edge 36 (204 205) 2335 Vertex 192: 0 0 0 2336 Edge 37 (204 192) 2337 Vertex 220: 0 3 1 2338 Edge 38 (204 220) 2339Vertex 205: 1 3 0 2340 Vertex 206: 2 3 0 2341 Edge 39 (205 206) 2342 Vertex 193: 1 0 0 2343 Edge 40 (205 193) 2344 Vertex 221: 1 3 1 2345 Edge 41 (205 221) 2346Vertex 206: 2 3 0 2347 Vertex 207: 3 3 0 2348 Edge 42 (206 207) 2349 Vertex 194: 2 0 0 2350 Edge 43 (206 194) 2351 Vertex 222: 2 3 1 2352 Edge 44 (206 222) 2353Vertex 207: 3 3 0 2354 Vertex 204: 0 3 0 2355 Edge 45 (207 204) 2356 Vertex 195: 3 0 0 2357 Edge 46 (207 195) 2358 Vertex 223: 3 3 1 2359 Edge 47 (207 223) 2360Vertex 208: 0 0 1 2361 Vertex 209: 1 0 1 2362 Edge 48 (208 209) 2363 Vertex 212: 0 1 1 2364 Edge 49 (208 212) 2365 Vertex 224: 0 0 2 2366 Edge 50 (208 224) 2367Vertex 209: 1 0 1 2368 Vertex 210: 2 0 1 2369 Edge 51 (209 210) 2370 Vertex 213: 1 1 1 2371 Edge 52 (209 213) 2372 Vertex 225: 1 0 2 2373 Edge 53 (209 225) 2374Vertex 210: 2 0 1 2375 Vertex 211: 3 0 1 2376 Edge 54 (210 211) 2377 Vertex 214: 2 1 1 2378 Edge 55 (210 214) 2379 Vertex 226: 2 0 2 2380 Edge 56 (210 226) 2381Vertex 211: 3 0 1 2382 Vertex 208: 0 0 1 2383 Edge 57 (211 208) 2384 Vertex 215: 3 1 1 2385 Edge 58 (211 215) 2386 Vertex 227: 3 0 2 2387 Edge 59 (211 227) 2388Vertex 212: 0 1 1 2389 Vertex 213: 1 1 1 2390 Edge 60 (212 213) 2391 Vertex 216: 0 2 1 2392 Edge 61 (212 216) 2393 Vertex 228: 0 1 2 2394 Edge 62 (212 228) 2395Vertex 213: 1 1 1 2396 Vertex 214: 2 1 1 2397 Edge 63 (213 214) 2398 Vertex 217: 1 2 1 2399 Edge 64 (213 217) 2400 Vertex 229: 1 1 2 2401 Edge 65 (213 229) 2402Vertex 214: 2 1 1 2403 Vertex 215: 3 1 1 2404 Edge 66 (214 215) 2405 Vertex 218: 2 2 1 2406 Edge 67 (214 218) 2407 Vertex 230: 2 1 2 2408 Edge 68 (214 230) 2409Vertex 215: 3 1 1 2410 Vertex 212: 0 1 1 2411 Edge 69 (215 212) 2412 Vertex 219: 3 2 1 2413 Edge 70 (215 219) 2414 Vertex 231: 3 1 2 2415 Edge 71 (215 231) 2416Vertex 216: 0 2 1 2417 Vertex 217: 1 2 1 2418 Edge 72 (216 217) 2419 Vertex 220: 0 3 1 2420 Edge 73 (216 220) 2421 Vertex 232: 0 2 2 2422 Edge 74 (216 232) 2423Vertex 217: 1 2 1 2424 Vertex 218: 2 2 1 2425 Edge 75 (217 218) 2426 Vertex 221: 1 3 1 2427 Edge 76 (217 221) 2428 Vertex 233: 1 2 2 2429 Edge 77 (217 233) 2430Vertex 218: 2 2 1 2431 Vertex 219: 3 2 1 2432 Edge 78 (218 219) 2433 Vertex 222: 2 3 1 2434 Edge 79 (218 222) 2435 Vertex 234: 2 2 2 2436 Edge 80 (218 234) 2437Vertex 219: 3 2 1 2438 Vertex 216: 0 2 1 2439 Edge 81 (219 216) 2440 Vertex 223: 3 3 1 2441 Edge 82 (219 223) 2442 Vertex 235: 3 2 2 2443 Edge 83 (219 235) 2444Vertex 220: 0 3 1 2445 Vertex 221: 1 3 1 2446 Edge 84 (220 221) 2447 Vertex 208: 0 0 1 2448 Edge 85 (220 208) 2449 Vertex 236: 0 3 2 2450 Edge 86 (220 236) 2451Vertex 221: 1 3 1 2452 Vertex 222: 2 3 1 2453 Edge 87 (221 222) 2454 Vertex 209: 1 0 1 2455 Edge 88 (221 209) 2456 Vertex 237: 1 3 2 2457 Edge 89 (221 237) 2458Vertex 222: 2 3 1 2459 Vertex 223: 3 3 1 2460 Edge 90 (222 223) 2461 Vertex 210: 2 0 1 2462 Edge 91 (222 210) 2463 Vertex 238: 2 3 2 2464 Edge 92 (222 238) 2465Vertex 223: 3 3 1 2466 Vertex 220: 0 3 1 2467 Edge 93 (223 220) 2468 Vertex 211: 3 0 1 2469 Edge 94 (223 211) 2470 Vertex 239: 3 3 2 2471 Edge 95 (223 239) 2472Vertex 224: 0 0 2 2473 Vertex 225: 1 0 2 2474 Edge 96 (224 225) 2475 Vertex 228: 0 1 2 2476 Edge 97 (224 228) 2477 Vertex 240: 0 0 3 2478 Edge 98 (224 240) 2479Vertex 225: 1 0 2 2480 Vertex 226: 2 0 2 2481 Edge 99 (225 226) 2482 Vertex 229: 1 1 2 2483 Edge 100 (225 229) 2484 Vertex 241: 1 0 3 2485 Edge 101 (225 241) 2486Vertex 226: 2 0 2 2487 Vertex 227: 3 0 2 2488 Edge 102 (226 227) 2489 Vertex 230: 2 1 2 2490 Edge 103 (226 230) 2491 Vertex 242: 2 0 3 2492 Edge 104 (226 242) 2493Vertex 227: 3 0 2 2494 Vertex 224: 0 0 2 2495 Edge 105 (227 224) 2496 Vertex 231: 3 1 2 2497 Edge 106 (227 231) 2498 Vertex 243: 3 0 3 2499 Edge 107 (227 243) 2500Vertex 228: 0 1 2 2501 Vertex 229: 1 1 2 2502 Edge 108 (228 229) 2503 Vertex 232: 0 2 2 2504 Edge 109 (228 232) 2505 Vertex 244: 0 1 3 2506 Edge 110 (228 244) 2507Vertex 229: 1 1 2 2508 Vertex 230: 2 1 2 2509 Edge 111 (229 230) 2510 Vertex 233: 1 2 2 2511 Edge 112 (229 233) 2512 Vertex 245: 1 1 3 2513 Edge 113 (229 245) 2514Vertex 230: 2 1 2 2515 Vertex 231: 3 1 2 2516 Edge 114 (230 231) 2517 Vertex 234: 2 2 2 2518 Edge 115 (230 234) 2519 Vertex 246: 2 1 3 2520 Edge 116 (230 246) 2521Vertex 231: 3 1 2 2522 Vertex 228: 0 1 2 2523 Edge 117 (231 228) 2524 Vertex 235: 3 2 2 2525 Edge 118 (231 235) 2526 Vertex 247: 3 1 3 2527 Edge 119 (231 247) 2528Vertex 232: 0 2 2 2529 Vertex 233: 1 2 2 2530 Edge 120 (232 233) 2531 Vertex 236: 0 3 2 2532 Edge 121 (232 236) 2533 Vertex 248: 0 2 3 2534 Edge 122 (232 248) 2535Vertex 233: 1 2 2 2536 Vertex 234: 2 2 2 2537 Edge 123 (233 234) 2538 Vertex 237: 1 3 2 2539 Edge 124 (233 237) 2540 Vertex 249: 1 2 3 2541 Edge 125 (233 249) 2542Vertex 234: 2 2 2 2543 Vertex 235: 3 2 2 2544 Edge 126 (234 235) 2545 Vertex 238: 2 3 2 2546 Edge 127 (234 238) 2547 Vertex 250: 2 2 3 2548 Edge 128 (234 250) 2549Vertex 235: 3 2 2 2550 Vertex 232: 0 2 2 2551 Edge 129 (235 232) 2552 Vertex 239: 3 3 2 2553 Edge 130 (235 239) 2554 Vertex 251: 3 2 3 2555 Edge 131 (235 251) 2556Vertex 236: 0 3 2 2557 Vertex 237: 1 3 2 2558 Edge 132 (236 237) 2559 Vertex 224: 0 0 2 2560 Edge 133 (236 224) 2561 Vertex 252: 0 3 3 2562 Edge 134 (236 252) 2563Vertex 237: 1 3 2 2564 Vertex 238: 2 3 2 2565 Edge 135 (237 238) 2566 Vertex 225: 1 0 2 2567 Edge 136 (237 225) 2568 Vertex 253: 1 3 3 2569 Edge 137 (237 253) 2570Vertex 238: 2 3 2 2571 Vertex 239: 3 3 2 2572 Edge 138 (238 239) 2573 Vertex 226: 2 0 2 2574 Edge 139 (238 226) 2575 Vertex 254: 2 3 3 2576 Edge 140 (238 254) 2577Vertex 239: 3 3 2 2578 Vertex 236: 0 3 2 2579 Edge 141 (239 236) 2580 Vertex 227: 3 0 2 2581 Edge 142 (239 227) 2582 Vertex 255: 3 3 3 2583 Edge 143 (239 255) 2584Vertex 240: 0 0 3 2585 Vertex 241: 1 0 3 2586 Edge 144 (240 241) 2587 Vertex 244: 0 1 3 2588 Edge 145 (240 244) 2589 Vertex 192: 0 0 0 2590 Edge 146 (240 192) 2591Vertex 241: 1 0 3 2592 Vertex 242: 2 0 3 2593 Edge 147 (241 242) 2594 Vertex 245: 1 1 3 2595 Edge 148 (241 245) 2596 Vertex 193: 1 0 0 2597 Edge 149 (241 193) 2598Vertex 242: 2 0 3 2599 Vertex 243: 3 0 3 2600 Edge 150 (242 243) 2601 Vertex 246: 2 1 3 2602 Edge 151 (242 246) 2603 Vertex 194: 2 0 0 2604 Edge 152 (242 194) 2605Vertex 243: 3 0 3 2606 Vertex 240: 0 0 3 2607 Edge 153 (243 240) 2608 Vertex 247: 3 1 3 2609 Edge 154 (243 247) 2610 Vertex 195: 3 0 0 2611 Edge 155 (243 195) 2612Vertex 244: 0 1 3 2613 Vertex 245: 1 1 3 2614 Edge 156 (244 245) 2615 Vertex 248: 0 2 3 2616 Edge 157 (244 248) 2617 Vertex 196: 0 1 0 2618 Edge 158 (244 196) 2619Vertex 245: 1 1 3 2620 Vertex 246: 2 1 3 2621 Edge 159 (245 246) 2622 Vertex 249: 1 2 3 2623 Edge 160 (245 249) 2624 Vertex 197: 1 1 0 2625 Edge 161 (245 197) 2626Vertex 246: 2 1 3 2627 Vertex 247: 3 1 3 2628 Edge 162 (246 247) 2629 Vertex 250: 2 2 3 2630 Edge 163 (246 250) 2631 Vertex 198: 2 1 0 2632 Edge 164 (246 198) 2633Vertex 247: 3 1 3 2634 Vertex 244: 0 1 3 2635 Edge 165 (247 244) 2636 Vertex 251: 3 2 3 2637 Edge 166 (247 251) 2638 Vertex 199: 3 1 0 2639 Edge 167 (247 199) 2640Vertex 248: 0 2 3 2641 Vertex 249: 1 2 3 2642 Edge 168 (248 249) 2643 Vertex 252: 0 3 3 2644 Edge 169 (248 252) 2645 Vertex 200: 0 2 0 2646 Edge 170 (248 200) 2647Vertex 249: 1 2 3 2648 Vertex 250: 2 2 3 2649 Edge 171 (249 250) 2650 Vertex 253: 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(255 243) 2694 Vertex 207: 3 3 0 2695 Edge 191 (255 207) 2696Topology for rank 6: 2697Vertex 192: 0 0 0 2698 Vertex 193: 1 0 0 2699 Edge 0 (192 193) 2700 Vertex 196: 0 1 0 2701 Edge 1 (192 196) 2702 Vertex 208: 0 0 1 2703 Edge 2 (192 208) 2704Vertex 193: 1 0 0 2705 Vertex 194: 2 0 0 2706 Edge 3 (193 194) 2707 Vertex 197: 1 1 0 2708 Edge 4 (193 197) 2709 Vertex 209: 1 0 1 2710 Edge 5 (193 209) 2711Vertex 194: 2 0 0 2712 Vertex 195: 3 0 0 2713 Edge 6 (194 195) 2714 Vertex 198: 2 1 0 2715 Edge 7 (194 198) 2716 Vertex 210: 2 0 1 2717 Edge 8 (194 210) 2718Vertex 195: 3 0 0 2719 Vertex 192: 0 0 0 2720 Edge 9 (195 192) 2721 Vertex 199: 3 1 0 2722 Edge 10 (195 199) 2723 Vertex 211: 3 0 1 2724 Edge 11 (195 211) 2725Vertex 196: 0 1 0 2726 Vertex 197: 1 1 0 2727 Edge 12 (196 197) 2728 Vertex 200: 0 2 0 2729 Edge 13 (196 200) 2730 Vertex 212: 0 1 1 2731 Edge 14 (196 212) 2732Vertex 197: 1 1 0 2733 Vertex 198: 2 1 0 2734 Edge 15 (197 198) 2735 Vertex 201: 1 2 0 2736 Edge 16 (197 201) 2737 Vertex 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Vertex 245 (0, 213) 4178Vertex 53: 0 0 4 0. 0. 1. 4179Shared Vertex 246 (0, 214) 4180Vertex 54: 1 0 4 0.25 0. 1. 4181Shared Vertex 247 (1, 213) 4182Vertex 55: 2 0 4 0.5 0. 1. 4183Shared Vertex 248 (1, 218) 4184Vertex 56: -1 1 4 -0.25 0.25 1. 4185Shared Vertex 249 (0, 217) 4186Vertex 57: 0 1 4 0. 0.25 1. 4187Shared Vertex 250 (0, 218) 4188Vertex 58: 1 1 4 0.25 0.25 1. 4189Shared Vertex 251 (1, 217) 4190Vertex 59: 2 1 4 0.5 0.25 1. 4191Shared Vertex 252 (3, 214) 4192Vertex 60: -1 2 4 -0.25 0.5 1. 4193Shared Vertex 253 (2, 213) 4194Vertex 61: 0 2 4 0. 0.5 1. 4195Shared Vertex 254 (2, 214) 4196Vertex 62: 1 2 4 0.25 0.5 1. 4197Shared Vertex 255 (3, 213) 4198Vertex 63: 2 2 4 0.5 0.5 1. 4199Geometry for rank 5: 4200Shared Vertex 192 (2, 234) 4201Vertex 0: 1 -1 1 0.25 -0.25 0.25 4202Shared Vertex 193 (3, 233) 4203Vertex 1: 2 -1 1 0.5 -0.25 0.25 4204Shared Vertex 194 (3, 234) 4205Vertex 2: 3 -1 1 0.75 -0.25 0.25 4206Shared Vertex 195 (2, 233) 4207Vertex 3: 4 -1 1 1. -0.25 0.25 4208Shared Vertex 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1 0 3 0.25 0. 0.75 4270Vertex 37: 2 0 3 0.5 0. 0.75 4271Vertex 38: 3 0 3 0.75 0. 0.75 4272Shared Vertex 231 (4, 229) 4273Vertex 39: 4 0 3 1. 0. 0.75 4274Shared Vertex 232 (4, 234) 4275Vertex 40: 1 1 3 0.25 0.25 0.75 4276Vertex 41: 2 1 3 0.5 0.25 0.75 4277Vertex 42: 3 1 3 0.75 0.25 0.75 4278Shared Vertex 235 (4, 233) 4279Vertex 43: 4 1 3 1. 0.25 0.75 4280Shared Vertex 236 (6, 230) 4281Vertex 44: 1 2 3 0.25 0.5 0.75 4282Shared Vertex 237 (7, 229) 4283Vertex 45: 2 2 3 0.5 0.5 0.75 4284Shared Vertex 238 (7, 230) 4285Vertex 46: 3 2 3 0.75 0.5 0.75 4286Shared Vertex 239 (6, 229) 4287Vertex 47: 4 2 3 1. 0.5 0.75 4288Shared Vertex 240 (2, 218) 4289Vertex 48: 1 -1 4 0.25 -0.25 1. 4290Shared Vertex 241 (3, 217) 4291Vertex 49: 2 -1 4 0.5 -0.25 1. 4292Shared Vertex 242 (3, 218) 4293Vertex 50: 3 -1 4 0.75 -0.25 1. 4294Shared Vertex 243 (2, 217) 4295Vertex 51: 4 -1 4 1. -0.25 1. 4296Shared Vertex 244 (0, 214) 4297Vertex 52: 1 0 4 0.25 0. 1. 4298Shared Vertex 245 (1, 213) 4299Vertex 53: 2 0 4 0.5 0. 1. 4300Shared Vertex 246 (1, 214) 4301Vertex 54: 3 0 4 0.75 0. 1. 4302Shared Vertex 247 (0, 213) 4303Vertex 55: 4 0 4 1. 0. 1. 4304Shared Vertex 248 (0, 218) 4305Vertex 56: 1 1 4 0.25 0.25 1. 4306Shared Vertex 249 (1, 217) 4307Vertex 57: 2 1 4 0.5 0.25 1. 4308Shared Vertex 250 (1, 218) 4309Vertex 58: 3 1 4 0.75 0.25 1. 4310Shared Vertex 251 (0, 217) 4311Vertex 59: 4 1 4 1. 0.25 1. 4312Shared Vertex 252 (2, 214) 4313Vertex 60: 1 2 4 0.25 0.5 1. 4314Shared Vertex 253 (3, 213) 4315Vertex 61: 2 2 4 0.5 0.5 1. 4316Shared Vertex 254 (3, 214) 4317Vertex 62: 3 2 4 0.75 0.5 1. 4318Shared Vertex 255 (2, 213) 4319Vertex 63: 4 2 4 1. 0.5 1. 4320Geometry for rank 6: 4321Shared Vertex 192 (1, 234) 4322Vertex 0: -1 1 1 -0.25 0.25 0.25 4323Shared Vertex 193 (0, 233) 4324Vertex 1: 0 1 1 0. 0.25 0.25 4325Shared Vertex 194 (0, 234) 4326Vertex 2: 1 1 1 0.25 0.25 0.25 4327Shared Vertex 195 (1, 233) 4328Vertex 3: 2 1 1 0.5 0.25 0.25 4329Shared Vertex 196 (3, 230) 4330Vertex 4: -1 2 1 -0.25 0.5 0.25 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(7, 214) 4362Vertex 20: -1 2 2 -0.25 0.5 0.5 4363Vertex 21: 0 2 2 0. 0.5 0.5 4364Vertex 22: 1 2 2 0.25 0.5 0.5 4365Shared Vertex 215 (7, 213) 4366Vertex 23: 2 2 2 0.5 0.5 0.5 4367Shared Vertex 216 (7, 218) 4368Vertex 24: -1 3 2 -0.25 0.75 0.5 4369Vertex 25: 0 3 2 0. 0.75 0.5 4370Vertex 26: 1 3 2 0.25 0.75 0.5 4371Shared Vertex 219 (7, 217) 4372Vertex 27: 2 3 2 0.5 0.75 0.5 4373Shared Vertex 220 (5, 214) 4374Vertex 28: -1 4 2 -0.25 1. 0.5 4375Shared Vertex 221 (4, 213) 4376Vertex 29: 0 4 2 0. 1. 0.5 4377Shared Vertex 222 (4, 214) 4378Vertex 30: 1 4 2 0.25 1. 0.5 4379Shared Vertex 223 (5, 213) 4380Vertex 31: 2 4 2 0.5 1. 0.5 4381Shared Vertex 224 (5, 234) 4382Vertex 32: -1 1 3 -0.25 0.25 0.75 4383Shared Vertex 225 (4, 233) 4384Vertex 33: 0 1 3 0. 0.25 0.75 4385Shared Vertex 226 (4, 234) 4386Vertex 34: 1 1 3 0.25 0.25 0.75 4387Shared Vertex 227 (5, 233) 4388Vertex 35: 2 1 3 0.5 0.25 0.75 4389Shared Vertex 228 (7, 230) 4390Vertex 36: -1 2 3 -0.25 0.5 0.75 4391Vertex 37: 0 2 3 0. 0.5 0.75 4392Vertex 38: 1 2 3 0.25 0.5 0.75 4393Shared Vertex 231 (7, 229) 4394Vertex 39: 2 2 3 0.5 0.5 0.75 4395Shared Vertex 232 (7, 234) 4396Vertex 40: -1 3 3 -0.25 0.75 0.75 4397Vertex 41: 0 3 3 0. 0.75 0.75 4398Vertex 42: 1 3 3 0.25 0.75 0.75 4399Shared Vertex 235 (7, 233) 4400Vertex 43: 2 3 3 0.5 0.75 0.75 4401Shared Vertex 236 (5, 230) 4402Vertex 44: -1 4 3 -0.25 1. 0.75 4403Shared Vertex 237 (4, 229) 4404Vertex 45: 0 4 3 0. 1. 0.75 4405Shared Vertex 238 (4, 230) 4406Vertex 46: 1 4 3 0.25 1. 0.75 4407Shared Vertex 239 (5, 229) 4408Vertex 47: 2 4 3 0.5 1. 0.75 4409Shared Vertex 240 (1, 218) 4410Vertex 48: -1 1 4 -0.25 0.25 1. 4411Shared Vertex 241 (0, 217) 4412Vertex 49: 0 1 4 0. 0.25 1. 4413Shared Vertex 242 (0, 218) 4414Vertex 50: 1 1 4 0.25 0.25 1. 4415Shared Vertex 243 (1, 217) 4416Vertex 51: 2 1 4 0.5 0.25 1. 4417Shared Vertex 244 (3, 214) 4418Vertex 52: -1 2 4 -0.25 0.5 1. 4419Shared Vertex 245 (2, 213) 4420Vertex 53: 0 2 4 0. 0.5 1. 4421Shared Vertex 246 (2, 214) 4422Vertex 54: 1 2 4 0.25 0.5 1. 4423Shared Vertex 247 (3, 213) 4424Vertex 55: 2 2 4 0.5 0.5 1. 4425Shared Vertex 248 (3, 218) 4426Vertex 56: -1 3 4 -0.25 0.75 1. 4427Shared Vertex 249 (2, 217) 4428Vertex 57: 0 3 4 0. 0.75 1. 4429Shared Vertex 250 (2, 218) 4430Vertex 58: 1 3 4 0.25 0.75 1. 4431Shared Vertex 251 (3, 217) 4432Vertex 59: 2 3 4 0.5 0.75 1. 4433Shared Vertex 252 (1, 214) 4434Vertex 60: -1 4 4 -0.25 1. 1. 4435Shared Vertex 253 (0, 213) 4436Vertex 61: 0 4 4 0. 1. 1. 4437Shared Vertex 254 (0, 214) 4438Vertex 62: 1 4 4 0.25 1. 1. 4439Shared Vertex 255 (1, 213) 4440Vertex 63: 2 4 4 0.5 1. 1. 4441Geometry for rank 7: 4442Shared Vertex 192 (0, 234) 4443Vertex 0: 1 1 1 0.25 0.25 0.25 4444Shared Vertex 193 (1, 233) 4445Vertex 1: 2 1 1 0.5 0.25 0.25 4446Shared Vertex 194 (1, 234) 4447Vertex 2: 3 1 1 0.75 0.25 0.25 4448Shared Vertex 195 (0, 233) 4449Vertex 3: 4 1 1 1. 0.25 0.25 4450Shared Vertex 196 (2, 230) 4451Vertex 4: 1 2 1 0.25 0.5 0.25 4452Shared Vertex 197 (3, 229) 4453Vertex 5: 2 2 1 0.5 0.5 0.25 4454Shared Vertex 198 (3, 230) 4455Vertex 6: 3 2 1 0.75 0.5 0.25 4456Shared Vertex 199 (2, 229) 4457Vertex 7: 4 2 1 1. 0.5 0.25 4458Shared Vertex 200 (2, 234) 4459Vertex 8: 1 3 1 0.25 0.75 0.25 4460Shared Vertex 201 (3, 233) 4461Vertex 9: 2 3 1 0.5 0.75 0.25 4462Shared Vertex 202 (3, 234) 4463Vertex 10: 3 3 1 0.75 0.75 0.25 4464Shared Vertex 203 (2, 233) 4465Vertex 11: 4 3 1 1. 0.75 0.25 4466Shared Vertex 204 (0, 230) 4467Vertex 12: 1 4 1 0.25 1. 0.25 4468Shared Vertex 205 (1, 229) 4469Vertex 13: 2 4 1 0.5 1. 0.25 4470Shared Vertex 206 (1, 230) 4471Vertex 14: 3 4 1 0.75 1. 0.25 4472Shared Vertex 207 (0, 229) 4473Vertex 15: 4 4 1 1. 1. 0.25 4474Shared Vertex 208 (4, 218) 4475Vertex 16: 1 1 2 0.25 0.25 0.5 4476Shared Vertex 209 (5, 217) 4477Vertex 17: 2 1 2 0.5 0.25 0.5 4478Shared Vertex 210 (5, 218) 4479Vertex 18: 3 1 2 0.75 0.25 0.5 4480Shared Vertex 211 (4, 217) 4481Vertex 19: 4 1 2 1. 0.25 0.5 4482Shared Vertex 212 (6, 214) 4483Vertex 20: 1 2 2 0.25 0.5 0.5 4484Vertex 21: 2 2 2 0.5 0.5 0.5 4485Vertex 22: 3 2 2 0.75 0.5 0.5 4486Shared Vertex 215 (6, 213) 4487Vertex 23: 4 2 2 1. 0.5 0.5 4488Shared Vertex 216 (6, 218) 4489Vertex 24: 1 3 2 0.25 0.75 0.5 4490Vertex 25: 2 3 2 0.5 0.75 0.5 4491Vertex 26: 3 3 2 0.75 0.75 0.5 4492Shared Vertex 219 (6, 217) 4493Vertex 27: 4 3 2 1. 0.75 0.5 4494Shared Vertex 220 (4, 214) 4495Vertex 28: 1 4 2 0.25 1. 0.5 4496Shared Vertex 221 (5, 213) 4497Vertex 29: 2 4 2 0.5 1. 0.5 4498Shared Vertex 222 (5, 214) 4499Vertex 30: 3 4 2 0.75 1. 0.5 4500Shared Vertex 223 (4, 213) 4501Vertex 31: 4 4 2 1. 1. 0.5 4502Shared Vertex 224 (4, 234) 4503Vertex 32: 1 1 3 0.25 0.25 0.75 4504Shared Vertex 225 (5, 233) 4505Vertex 33: 2 1 3 0.5 0.25 0.75 4506Shared Vertex 226 (5, 234) 4507Vertex 34: 3 1 3 0.75 0.25 0.75 4508Shared Vertex 227 (4, 233) 4509Vertex 35: 4 1 3 1. 0.25 0.75 4510Shared Vertex 228 (6, 230) 4511Vertex 36: 1 2 3 0.25 0.5 0.75 4512Vertex 37: 2 2 3 0.5 0.5 0.75 4513Vertex 38: 3 2 3 0.75 0.5 0.75 4514Shared Vertex 231 (6, 229) 4515Vertex 39: 4 2 3 1. 0.5 0.75 4516Shared Vertex 232 (6, 234) 4517Vertex 40: 1 3 3 0.25 0.75 0.75 4518Vertex 41: 2 3 3 0.5 0.75 0.75 4519Vertex 42: 3 3 3 0.75 0.75 0.75 4520Shared Vertex 235 (6, 233) 4521Vertex 43: 4 3 3 1. 0.75 0.75 4522Shared Vertex 236 (4, 230) 4523Vertex 44: 1 4 3 0.25 1. 0.75 4524Shared Vertex 237 (5, 229) 4525Vertex 45: 2 4 3 0.5 1. 0.75 4526Shared Vertex 238 (5, 230) 4527Vertex 46: 3 4 3 0.75 1. 0.75 4528Shared Vertex 239 (4, 229) 4529Vertex 47: 4 4 3 1. 1. 0.75 4530Shared Vertex 240 (0, 218) 4531Vertex 48: 1 1 4 0.25 0.25 1. 4532Shared Vertex 241 (1, 217) 4533Vertex 49: 2 1 4 0.5 0.25 1. 4534Shared Vertex 242 (1, 218) 4535Vertex 50: 3 1 4 0.75 0.25 1. 4536Shared Vertex 243 (0, 217) 4537Vertex 51: 4 1 4 1. 0.25 1. 4538Shared Vertex 244 (2, 214) 4539Vertex 52: 1 2 4 0.25 0.5 1. 4540Shared Vertex 245 (3, 213) 4541Vertex 53: 2 2 4 0.5 0.5 1. 4542Shared Vertex 246 (3, 214) 4543Vertex 54: 3 2 4 0.75 0.5 1. 4544Shared Vertex 247 (2, 213) 4545Vertex 55: 4 2 4 1. 0.5 1. 4546Shared Vertex 248 (2, 218) 4547Vertex 56: 1 3 4 0.25 0.75 1. 4548Shared Vertex 249 (3, 217) 4549Vertex 57: 2 3 4 0.5 0.75 1. 4550Shared Vertex 250 (3, 218) 4551Vertex 58: 3 3 4 0.75 0.75 1. 4552Shared Vertex 251 (2, 217) 4553Vertex 59: 4 3 4 1. 0.75 1. 4554Shared Vertex 252 (0, 214) 4555Vertex 60: 1 4 4 0.25 1. 1. 4556Shared Vertex 253 (1, 213) 4557Vertex 61: 2 4 4 0.5 1. 1. 4558Shared Vertex 254 (1, 214) 4559Vertex 62: 3 4 4 0.75 1. 1. 4560Shared Vertex 255 (0, 213) 4561Vertex 63: 4 4 4 1. 1. 1. 4562PetscSF Object: 8 MPI processes 4563 type: basic 4564 [0] Number of roots=256, leaves=56, remote ranks=7 4565 [0] 192 <- (7,234) 4566 [0] 193 <- (6,233) 4567 [0] 194 <- (6,234) 4568 [0] 195 <- (7,233) 4569 [0] 196 <- (5,230) 4570 [0] 197 <- (4,229) 4571 [0] 198 <- (4,230) 4572 [0] 199 <- (5,229) 4573 [0] 200 <- (5,234) 4574 [0] 201 <- (4,233) 4575 [0] 202 <- (4,234) 4576 [0] 203 <- (5,233) 4577 [0] 204 <- (7,230) 4578 [0] 205 <- (6,229) 4579 [0] 206 <- (6,230) 4580 [0] 207 <- (7,229) 4581 [0] 208 <- (3,218) 4582 [0] 209 <- (2,217) 4583 [0] 210 <- (2,218) 4584 [0] 211 <- (3,217) 4585 [0] 212 <- (1,214) 4586 [0] 215 <- (1,213) 4587 [0] 216 <- (1,218) 4588 [0] 219 <- (1,217) 4589 [0] 220 <- (3,214) 4590 [0] 221 <- (2,213) 4591 [0] 222 <- (2,214) 4592 [0] 223 <- (3,213) 4593 [0] 224 <- (3,234) 4594 [0] 225 <- (2,233) 4595 [0] 226 <- (2,234) 4596 [0] 227 <- (3,233) 4597 [0] 228 <- (1,230) 4598 [0] 231 <- (1,229) 4599 [0] 232 <- (1,234) 4600 [0] 235 <- (1,233) 4601 [0] 236 <- (3,230) 4602 [0] 237 <- (2,229) 4603 [0] 238 <- (2,230) 4604 [0] 239 <- (3,229) 4605 [0] 240 <- (7,218) 4606 [0] 241 <- (6,217) 4607 [0] 242 <- (6,218) 4608 [0] 243 <- (7,217) 4609 [0] 244 <- (5,214) 4610 [0] 245 <- (4,213) 4611 [0] 246 <- (4,214) 4612 [0] 247 <- (5,213) 4613 [0] 248 <- (5,218) 4614 [0] 249 <- (4,217) 4615 [0] 250 <- (4,218) 4616 [0] 251 <- (5,217) 4617 [0] 252 <- (7,214) 4618 [0] 253 <- (6,213) 4619 [0] 254 <- (6,214) 4620 [0] 255 <- (7,213) 4621 [1] Number of roots=256, leaves=56, remote ranks=7 4622 [1] 192 <- (6,234) 4623 [1] 193 <- (7,233) 4624 [1] 194 <- (7,234) 4625 [1] 195 <- (6,233) 4626 [1] 196 <- (4,230) 4627 [1] 197 <- (5,229) 4628 [1] 198 <- (5,230) 4629 [1] 199 <- (4,229) 4630 [1] 200 <- (4,234) 4631 [1] 201 <- (5,233) 4632 [1] 202 <- (5,234) 4633 [1] 203 <- (4,233) 4634 [1] 204 <- (6,230) 4635 [1] 205 <- (7,229) 4636 [1] 206 <- (7,230) 4637 [1] 207 <- (6,229) 4638 [1] 208 <- (2,218) 4639 [1] 209 <- (3,217) 4640 [1] 210 <- (3,218) 4641 [1] 211 <- (2,217) 4642 [1] 212 <- (0,214) 4643 [1] 215 <- (0,213) 4644 [1] 216 <- (0,218) 4645 [1] 219 <- (0,217) 4646 [1] 220 <- (2,214) 4647 [1] 221 <- (3,213) 4648 [1] 222 <- (3,214) 4649 [1] 223 <- (2,213) 4650 [1] 224 <- (2,234) 4651 [1] 225 <- (3,233) 4652 [1] 226 <- (3,234) 4653 [1] 227 <- (2,233) 4654 [1] 228 <- (0,230) 4655 [1] 231 <- (0,229) 4656 [1] 232 <- (0,234) 4657 [1] 235 <- (0,233) 4658 [1] 236 <- (2,230) 4659 [1] 237 <- (3,229) 4660 [1] 238 <- (3,230) 4661 [1] 239 <- (2,229) 4662 [1] 240 <- (6,218) 4663 [1] 241 <- (7,217) 4664 [1] 242 <- (7,218) 4665 [1] 243 <- (6,217) 4666 [1] 244 <- (4,214) 4667 [1] 245 <- (5,213) 4668 [1] 246 <- (5,214) 4669 [1] 247 <- (4,213) 4670 [1] 248 <- (4,218) 4671 [1] 249 <- (5,217) 4672 [1] 250 <- (5,218) 4673 [1] 251 <- (4,217) 4674 [1] 252 <- (6,214) 4675 [1] 253 <- (7,213) 4676 [1] 254 <- (7,214) 4677 [1] 255 <- (6,213) 4678 [2] Number of roots=256, leaves=56, remote ranks=7 4679 [2] 192 <- (5,234) 4680 [2] 193 <- (4,233) 4681 [2] 194 <- (4,234) 4682 [2] 195 <- (5,233) 4683 [2] 196 <- (7,230) 4684 [2] 197 <- (6,229) 4685 [2] 198 <- (6,230) 4686 [2] 199 <- (7,229) 4687 [2] 200 <- (7,234) 4688 [2] 201 <- (6,233) 4689 [2] 202 <- (6,234) 4690 [2] 203 <- (7,233) 4691 [2] 204 <- (5,230) 4692 [2] 205 <- (4,229) 4693 [2] 206 <- (4,230) 4694 [2] 207 <- (5,229) 4695 [2] 208 <- (1,218) 4696 [2] 209 <- (0,217) 4697 [2] 210 <- (0,218) 4698 [2] 211 <- (1,217) 4699 [2] 212 <- (3,214) 4700 [2] 215 <- (3,213) 4701 [2] 216 <- (3,218) 4702 [2] 219 <- (3,217) 4703 [2] 220 <- (1,214) 4704 [2] 221 <- (0,213) 4705 [2] 222 <- (0,214) 4706 [2] 223 <- (1,213) 4707 [2] 224 <- (1,234) 4708 [2] 225 <- (0,233) 4709 [2] 226 <- (0,234) 4710 [2] 227 <- (1,233) 4711 [2] 228 <- (3,230) 4712 [2] 231 <- (3,229) 4713 [2] 232 <- (3,234) 4714 [2] 235 <- (3,233) 4715 [2] 236 <- (1,230) 4716 [2] 237 <- (0,229) 4717 [2] 238 <- (0,230) 4718 [2] 239 <- (1,229) 4719 [2] 240 <- (5,218) 4720 [2] 241 <- (4,217) 4721 [2] 242 <- (4,218) 4722 [2] 243 <- (5,217) 4723 [2] 244 <- (7,214) 4724 [2] 245 <- (6,213) 4725 [2] 246 <- (6,214) 4726 [2] 247 <- (7,213) 4727 [2] 248 <- (7,218) 4728 [2] 249 <- (6,217) 4729 [2] 250 <- (6,218) 4730 [2] 251 <- (7,217) 4731 [2] 252 <- (5,214) 4732 [2] 253 <- (4,213) 4733 [2] 254 <- (4,214) 4734 [2] 255 <- (5,213) 4735 [3] Number of roots=256, leaves=56, remote ranks=7 4736 [3] 192 <- (4,234) 4737 [3] 193 <- (5,233) 4738 [3] 194 <- (5,234) 4739 [3] 195 <- (4,233) 4740 [3] 196 <- (6,230) 4741 [3] 197 <- (7,229) 4742 [3] 198 <- (7,230) 4743 [3] 199 <- (6,229) 4744 [3] 200 <- (6,234) 4745 [3] 201 <- (7,233) 4746 [3] 202 <- (7,234) 4747 [3] 203 <- (6,233) 4748 [3] 204 <- (4,230) 4749 [3] 205 <- (5,229) 4750 [3] 206 <- (5,230) 4751 [3] 207 <- (4,229) 4752 [3] 208 <- (0,218) 4753 [3] 209 <- (1,217) 4754 [3] 210 <- (1,218) 4755 [3] 211 <- (0,217) 4756 [3] 212 <- (2,214) 4757 [3] 215 <- (2,213) 4758 [3] 216 <- (2,218) 4759 [3] 219 <- (2,217) 4760 [3] 220 <- (0,214) 4761 [3] 221 <- (1,213) 4762 [3] 222 <- (1,214) 4763 [3] 223 <- (0,213) 4764 [3] 224 <- (0,234) 4765 [3] 225 <- (1,233) 4766 [3] 226 <- (1,234) 4767 [3] 227 <- (0,233) 4768 [3] 228 <- (2,230) 4769 [3] 231 <- (2,229) 4770 [3] 232 <- (2,234) 4771 [3] 235 <- (2,233) 4772 [3] 236 <- (0,230) 4773 [3] 237 <- (1,229) 4774 [3] 238 <- (1,230) 4775 [3] 239 <- (0,229) 4776 [3] 240 <- (4,218) 4777 [3] 241 <- (5,217) 4778 [3] 242 <- (5,218) 4779 [3] 243 <- (4,217) 4780 [3] 244 <- (6,214) 4781 [3] 245 <- (7,213) 4782 [3] 246 <- (7,214) 4783 [3] 247 <- (6,213) 4784 [3] 248 <- (6,218) 4785 [3] 249 <- (7,217) 4786 [3] 250 <- (7,218) 4787 [3] 251 <- (6,217) 4788 [3] 252 <- (4,214) 4789 [3] 253 <- (5,213) 4790 [3] 254 <- (5,214) 4791 [3] 255 <- (4,213) 4792 [4] Number of roots=256, leaves=56, remote ranks=7 4793 [4] 192 <- (3,234) 4794 [4] 193 <- (2,233) 4795 [4] 194 <- (2,234) 4796 [4] 195 <- (3,233) 4797 [4] 196 <- (1,230) 4798 [4] 197 <- (0,229) 4799 [4] 198 <- (0,230) 4800 [4] 199 <- (1,229) 4801 [4] 200 <- (1,234) 4802 [4] 201 <- (0,233) 4803 [4] 202 <- (0,234) 4804 [4] 203 <- (1,233) 4805 [4] 204 <- (3,230) 4806 [4] 205 <- (2,229) 4807 [4] 206 <- (2,230) 4808 [4] 207 <- (3,229) 4809 [4] 208 <- (7,218) 4810 [4] 209 <- (6,217) 4811 [4] 210 <- (6,218) 4812 [4] 211 <- (7,217) 4813 [4] 212 <- (5,214) 4814 [4] 215 <- (5,213) 4815 [4] 216 <- (5,218) 4816 [4] 219 <- (5,217) 4817 [4] 220 <- (7,214) 4818 [4] 221 <- (6,213) 4819 [4] 222 <- (6,214) 4820 [4] 223 <- (7,213) 4821 [4] 224 <- (7,234) 4822 [4] 225 <- (6,233) 4823 [4] 226 <- (6,234) 4824 [4] 227 <- (7,233) 4825 [4] 228 <- (5,230) 4826 [4] 231 <- (5,229) 4827 [4] 232 <- (5,234) 4828 [4] 235 <- (5,233) 4829 [4] 236 <- (7,230) 4830 [4] 237 <- (6,229) 4831 [4] 238 <- (6,230) 4832 [4] 239 <- (7,229) 4833 [4] 240 <- (3,218) 4834 [4] 241 <- (2,217) 4835 [4] 242 <- (2,218) 4836 [4] 243 <- (3,217) 4837 [4] 244 <- (1,214) 4838 [4] 245 <- (0,213) 4839 [4] 246 <- (0,214) 4840 [4] 247 <- (1,213) 4841 [4] 248 <- (1,218) 4842 [4] 249 <- (0,217) 4843 [4] 250 <- (0,218) 4844 [4] 251 <- (1,217) 4845 [4] 252 <- (3,214) 4846 [4] 253 <- (2,213) 4847 [4] 254 <- (2,214) 4848 [4] 255 <- (3,213) 4849 [5] Number of roots=256, leaves=56, remote ranks=7 4850 [5] 192 <- (2,234) 4851 [5] 193 <- (3,233) 4852 [5] 194 <- (3,234) 4853 [5] 195 <- (2,233) 4854 [5] 196 <- (0,230) 4855 [5] 197 <- (1,229) 4856 [5] 198 <- (1,230) 4857 [5] 199 <- (0,229) 4858 [5] 200 <- (0,234) 4859 [5] 201 <- (1,233) 4860 [5] 202 <- (1,234) 4861 [5] 203 <- (0,233) 4862 [5] 204 <- (2,230) 4863 [5] 205 <- (3,229) 4864 [5] 206 <- (3,230) 4865 [5] 207 <- (2,229) 4866 [5] 208 <- (6,218) 4867 [5] 209 <- (7,217) 4868 [5] 210 <- (7,218) 4869 [5] 211 <- (6,217) 4870 [5] 212 <- (4,214) 4871 [5] 215 <- (4,213) 4872 [5] 216 <- (4,218) 4873 [5] 219 <- (4,217) 4874 [5] 220 <- (6,214) 4875 [5] 221 <- (7,213) 4876 [5] 222 <- (7,214) 4877 [5] 223 <- (6,213) 4878 [5] 224 <- (6,234) 4879 [5] 225 <- (7,233) 4880 [5] 226 <- (7,234) 4881 [5] 227 <- (6,233) 4882 [5] 228 <- (4,230) 4883 [5] 231 <- (4,229) 4884 [5] 232 <- (4,234) 4885 [5] 235 <- (4,233) 4886 [5] 236 <- (6,230) 4887 [5] 237 <- (7,229) 4888 [5] 238 <- (7,230) 4889 [5] 239 <- (6,229) 4890 [5] 240 <- (2,218) 4891 [5] 241 <- (3,217) 4892 [5] 242 <- (3,218) 4893 [5] 243 <- (2,217) 4894 [5] 244 <- (0,214) 4895 [5] 245 <- (1,213) 4896 [5] 246 <- (1,214) 4897 [5] 247 <- (0,213) 4898 [5] 248 <- (0,218) 4899 [5] 249 <- (1,217) 4900 [5] 250 <- (1,218) 4901 [5] 251 <- (0,217) 4902 [5] 252 <- (2,214) 4903 [5] 253 <- (3,213) 4904 [5] 254 <- (3,214) 4905 [5] 255 <- (2,213) 4906 [6] Number of roots=256, leaves=56, remote ranks=7 4907 [6] 192 <- (1,234) 4908 [6] 193 <- (0,233) 4909 [6] 194 <- (0,234) 4910 [6] 195 <- (1,233) 4911 [6] 196 <- (3,230) 4912 [6] 197 <- (2,229) 4913 [6] 198 <- (2,230) 4914 [6] 199 <- (3,229) 4915 [6] 200 <- (3,234) 4916 [6] 201 <- (2,233) 4917 [6] 202 <- (2,234) 4918 [6] 203 <- (3,233) 4919 [6] 204 <- (1,230) 4920 [6] 205 <- (0,229) 4921 [6] 206 <- (0,230) 4922 [6] 207 <- (1,229) 4923 [6] 208 <- (5,218) 4924 [6] 209 <- (4,217) 4925 [6] 210 <- (4,218) 4926 [6] 211 <- (5,217) 4927 [6] 212 <- (7,214) 4928 [6] 215 <- (7,213) 4929 [6] 216 <- (7,218) 4930 [6] 219 <- (7,217) 4931 [6] 220 <- (5,214) 4932 [6] 221 <- (4,213) 4933 [6] 222 <- (4,214) 4934 [6] 223 <- (5,213) 4935 [6] 224 <- (5,234) 4936 [6] 225 <- (4,233) 4937 [6] 226 <- (4,234) 4938 [6] 227 <- (5,233) 4939 [6] 228 <- (7,230) 4940 [6] 231 <- (7,229) 4941 [6] 232 <- (7,234) 4942 [6] 235 <- (7,233) 4943 [6] 236 <- (5,230) 4944 [6] 237 <- (4,229) 4945 [6] 238 <- (4,230) 4946 [6] 239 <- (5,229) 4947 [6] 240 <- (1,218) 4948 [6] 241 <- (0,217) 4949 [6] 242 <- (0,218) 4950 [6] 243 <- (1,217) 4951 [6] 244 <- (3,214) 4952 [6] 245 <- (2,213) 4953 [6] 246 <- (2,214) 4954 [6] 247 <- (3,213) 4955 [6] 248 <- (3,218) 4956 [6] 249 <- (2,217) 4957 [6] 250 <- (2,218) 4958 [6] 251 <- (3,217) 4959 [6] 252 <- (1,214) 4960 [6] 253 <- (0,213) 4961 [6] 254 <- (0,214) 4962 [6] 255 <- (1,213) 4963 [7] Number of roots=256, leaves=56, remote ranks=7 4964 [7] 192 <- (0,234) 4965 [7] 193 <- (1,233) 4966 [7] 194 <- (1,234) 4967 [7] 195 <- (0,233) 4968 [7] 196 <- (2,230) 4969 [7] 197 <- (3,229) 4970 [7] 198 <- (3,230) 4971 [7] 199 <- (2,229) 4972 [7] 200 <- (2,234) 4973 [7] 201 <- (3,233) 4974 [7] 202 <- (3,234) 4975 [7] 203 <- (2,233) 4976 [7] 204 <- (0,230) 4977 [7] 205 <- (1,229) 4978 [7] 206 <- (1,230) 4979 [7] 207 <- (0,229) 4980 [7] 208 <- (4,218) 4981 [7] 209 <- (5,217) 4982 [7] 210 <- (5,218) 4983 [7] 211 <- (4,217) 4984 [7] 212 <- (6,214) 4985 [7] 215 <- (6,213) 4986 [7] 216 <- (6,218) 4987 [7] 219 <- (6,217) 4988 [7] 220 <- (4,214) 4989 [7] 221 <- (5,213) 4990 [7] 222 <- (5,214) 4991 [7] 223 <- (4,213) 4992 [7] 224 <- (4,234) 4993 [7] 225 <- (5,233) 4994 [7] 226 <- (5,234) 4995 [7] 227 <- (4,233) 4996 [7] 228 <- (6,230) 4997 [7] 231 <- (6,229) 4998 [7] 232 <- (6,234) 4999 [7] 235 <- (6,233) 5000 [7] 236 <- (4,230) 5001 [7] 237 <- (5,229) 5002 [7] 238 <- (5,230) 5003 [7] 239 <- (4,229) 5004 [7] 240 <- (0,218) 5005 [7] 241 <- (1,217) 5006 [7] 242 <- (1,218) 5007 [7] 243 <- (0,217) 5008 [7] 244 <- (2,214) 5009 [7] 245 <- (3,213) 5010 [7] 246 <- (3,214) 5011 [7] 247 <- (2,213) 5012 [7] 248 <- (2,218) 5013 [7] 249 <- (3,217) 5014 [7] 250 <- (3,218) 5015 [7] 251 <- (2,217) 5016 [7] 252 <- (0,214) 5017 [7] 253 <- (1,213) 5018 [7] 254 <- (1,214) 5019 [7] 255 <- (0,213) 5020 MultiSF sort=rank-order 5021DM Object: Generated Mesh 8 MPI processes 5022 type: plex 5023Generated Mesh in 3 dimensions: 5024 Number of 0-cells per rank: 64 64 64 64 64 64 64 64 5025 Number of 3-cells per rank: 192 192 192 192 192 192 192 192 5026Labels: 5027 marker: 0 strata with value/size () 5028 celltype: 2 strata with value/size (0 (64), 1 (192)) 5029 depth: 2 strata with value/size (0 (64), 1 (192)) 5030