```mermaid flowchart LR subgraph path2 [Path] 2["Path
[361, 394, 3]"] 3["Segment
[402, 428, 3]"] 4["Segment
[436, 489, 3]"] 5["Segment
[497, 550, 3]"] 6["Segment
[558, 612, 3]"] 7["Segment
[620, 645, 3]"] 8["Segment
[653, 673, 3]"] 9["Segment
[681, 705, 3]"] 10["Segment
[713, 766, 3]"] 11["Segment
[774, 799, 3]"] 12["Segment
[807, 827, 3]"] 13["Segment
[835, 859, 3]"] 14["Segment
[867, 919, 3]"] 15["Segment
[927, 979, 3]"] 16["Segment
[987, 1012, 3]"] 17["Segment
[1020, 1044, 3]"] 18["Segment
[1052, 1105, 3]"] 19["Segment
[1113, 1138, 3]"] 20["Segment
[1146, 1173, 3]"] 21["Segment
[1181, 1233, 3]"] 22["Segment
[1241, 1276, 3]"] 23["Segment
[1284, 1291, 3]"] 24[Solid2d] end subgraph path89 [Path] 89["Path
[361, 394, 3]"] 90["Segment
[402, 428, 3]"] 91["Segment
[436, 489, 3]"] 92["Segment
[497, 550, 3]"] 93["Segment
[558, 612, 3]"] 94["Segment
[620, 645, 3]"] 95["Segment
[653, 673, 3]"] 96["Segment
[681, 705, 3]"] 97["Segment
[713, 766, 3]"] 98["Segment
[774, 799, 3]"] 99["Segment
[807, 827, 3]"] 100["Segment
[835, 859, 3]"] 101["Segment
[867, 919, 3]"] 102["Segment
[927, 979, 3]"] 103["Segment
[987, 1012, 3]"] 104["Segment
[1020, 1044, 3]"] 105["Segment
[1052, 1105, 3]"] 106["Segment
[1113, 1138, 3]"] 107["Segment
[1146, 1173, 3]"] 108["Segment
[1181, 1233, 3]"] 109["Segment
[1241, 1276, 3]"] 110["Segment
[1284, 1291, 3]"] 111[Solid2d] end subgraph path176 [Path] 176["Path
[361, 394, 3]"] 177["Segment
[402, 428, 3]"] 178["Segment
[436, 489, 3]"] 179["Segment
[497, 550, 3]"] 180["Segment
[558, 612, 3]"] 181["Segment
[620, 645, 3]"] 182["Segment
[653, 673, 3]"] 183["Segment
[681, 705, 3]"] 184["Segment
[713, 766, 3]"] 185["Segment
[774, 799, 3]"] 186["Segment
[807, 827, 3]"] 187["Segment
[835, 859, 3]"] 188["Segment
[867, 919, 3]"] 189["Segment
[927, 979, 3]"] 190["Segment
[987, 1012, 3]"] 191["Segment
[1020, 1044, 3]"] 192["Segment
[1052, 1105, 3]"] 193["Segment
[1113, 1138, 3]"] 194["Segment
[1146, 1173, 3]"] 195["Segment
[1181, 1233, 3]"] 196["Segment
[1241, 1276, 3]"] 197["Segment
[1284, 1291, 3]"] 198[Solid2d] end subgraph path262 [Path] 262["Path
[361, 394, 3]"] 263["Segment
[402, 428, 3]"] 264["Segment
[436, 489, 3]"] 265["Segment
[497, 550, 3]"] 266["Segment
[558, 612, 3]"] 267["Segment
[620, 645, 3]"] 268["Segment
[653, 673, 3]"] 269["Segment
[681, 705, 3]"] 270["Segment
[713, 766, 3]"] 271["Segment
[774, 799, 3]"] 272["Segment
[807, 827, 3]"] 273["Segment
[835, 859, 3]"] 274["Segment
[867, 919, 3]"] 275["Segment
[927, 979, 3]"] 276["Segment
[987, 1012, 3]"] 277["Segment
[1020, 1044, 3]"] 278["Segment
[1052, 1105, 3]"] 279["Segment
[1113, 1138, 3]"] 280["Segment
[1146, 1173, 3]"] 281["Segment
[1181, 1233, 3]"] 282["Segment
[1241, 1276, 3]"] 283["Segment
[1284, 1291, 3]"] 284[Solid2d] end subgraph path349 [Path] 349["Path
[361, 394, 3]"] 350["Segment
[402, 428, 3]"] 351["Segment
[436, 489, 3]"] 352["Segment
[497, 550, 3]"] 353["Segment
[558, 612, 3]"] 354["Segment
[620, 645, 3]"] 355["Segment
[653, 673, 3]"] 356["Segment
[681, 705, 3]"] 357["Segment
[713, 766, 3]"] 358["Segment
[774, 799, 3]"] 359["Segment
[807, 827, 3]"] 360["Segment
[835, 859, 3]"] 361["Segment
[867, 919, 3]"] 362["Segment
[927, 979, 3]"] 363["Segment
[987, 1012, 3]"] 364["Segment
[1020, 1044, 3]"] 365["Segment
[1052, 1105, 3]"] 366["Segment
[1113, 1138, 3]"] 367["Segment
[1146, 1173, 3]"] 368["Segment
[1181, 1233, 3]"] 369["Segment
[1241, 1276, 3]"] 370["Segment
[1284, 1291, 3]"] 371[Solid2d] end subgraph path435 [Path] 435["Path
[361, 394, 3]"] 436["Segment
[402, 428, 3]"] 437["Segment
[436, 489, 3]"] 438["Segment
[497, 550, 3]"] 439["Segment
[558, 612, 3]"] 440["Segment
[620, 645, 3]"] 441["Segment
[653, 673, 3]"] 442["Segment
[681, 705, 3]"] 443["Segment
[713, 766, 3]"] 444["Segment
[774, 799, 3]"] 445["Segment
[807, 827, 3]"] 446["Segment
[835, 859, 3]"] 447["Segment
[867, 919, 3]"] 448["Segment
[927, 979, 3]"] 449["Segment
[987, 1012, 3]"] 450["Segment
[1020, 1044, 3]"] 451["Segment
[1052, 1105, 3]"] 452["Segment
[1113, 1138, 3]"] 453["Segment
[1146, 1173, 3]"] 454["Segment
[1181, 1233, 3]"] 455["Segment
[1241, 1276, 3]"] 456["Segment
[1284, 1291, 3]"] 457[Solid2d] end subgraph path522 [Path] 522["Path
[1685, 1709, 3]"] end subgraph path523 [Path] 523["Path
[1717, 1847, 3]"] 524["Segment
[1717, 1847, 3]"] 525["Segment
[1717, 1847, 3]"] 526["Segment
[1717, 1847, 3]"] 527["Segment
[1717, 1847, 3]"] 528["Segment
[1717, 1847, 3]"] 529["Segment
[1717, 1847, 3]"] 530["Segment
[1717, 1847, 3]"] 531[Solid2d] end subgraph path553 [Path] 553["Path
[1685, 1709, 3]"] end subgraph path554 [Path] 554["Path
[1717, 1847, 3]"] 555["Segment
[1717, 1847, 3]"] 556["Segment
[1717, 1847, 3]"] 557["Segment
[1717, 1847, 3]"] 558["Segment
[1717, 1847, 3]"] 559["Segment
[1717, 1847, 3]"] 560["Segment
[1717, 1847, 3]"] 561["Segment
[1717, 1847, 3]"] 562[Solid2d] end subgraph path585 [Path] 585["Path
[2123, 2150, 3]"] 586["Segment
[2158, 2180, 3]"] 587["Segment
[2188, 2210, 3]"] 588["Segment
[2218, 2240, 3]"] 589["Segment
[2248, 2271, 3]"] 590["Segment
[2279, 2302, 3]"] 591["Segment
[2310, 2345, 3]"] 592["Segment
[2353, 2360, 3]"] 593[Solid2d] end subgraph path618 [Path] 618["Path
[2632, 2661, 3]"] 619["Segment
[2669, 2692, 3]"] 620["Segment
[2700, 2725, 3]"] 621["Segment
[2733, 2757, 3]"] 622["Segment
[2765, 2789, 3]"] 623["Segment
[2797, 2819, 3]"] 624["Segment
[2827, 2862, 3]"] 625["Segment
[2870, 2877, 3]"] 626[Solid2d] end subgraph path650 [Path] 650["Path
[3152, 3179, 3]"] 651["Segment
[3187, 3206, 3]"] 652["Segment
[3214, 3304, 3]"] end subgraph path654 [Path] 654["Path
[3404, 3437, 3]"] 655["Segment
[3445, 3464, 3]"] 656["Segment
[3472, 3494, 3]"] 657["Segment
[3502, 3525, 3]"] 658["Segment
[3533, 3553, 3]"] 659["Segment
[3561, 3585, 3]"] 660["Segment
[3593, 3616, 3]"] 661["Segment
[3624, 3631, 3]"] 662[Solid2d] end subgraph path688 [Path] 688["Path
[3152, 3179, 3]"] 689["Segment
[3187, 3206, 3]"] 690["Segment
[3214, 3304, 3]"] end subgraph path692 [Path] 692["Path
[3404, 3437, 3]"] 693["Segment
[3445, 3464, 3]"] 694["Segment
[3472, 3494, 3]"] 695["Segment
[3502, 3525, 3]"] 696["Segment
[3533, 3553, 3]"] 697["Segment
[3561, 3585, 3]"] 698["Segment
[3593, 3616, 3]"] 699["Segment
[3624, 3631, 3]"] 700[Solid2d] end 1["Plane
[333, 353, 3]"] 25["Sweep Extrusion
[1379, 1417, 3]"] 26[Wall] 27[Wall] 28[Wall] 29[Wall] 30[Wall] 31[Wall] 32[Wall] 33[Wall] 34[Wall] 35[Wall] 36[Wall] 37[Wall] 38[Wall] 39[Wall] 40[Wall] 41[Wall] 42[Wall] 43[Wall] 44[Wall] 45[Wall] 46["Cap Start"] 47["Cap End"] 48["SweepEdge Opposite"] 49["SweepEdge Adjacent"] 50["SweepEdge Opposite"] 51["SweepEdge Adjacent"] 52["SweepEdge Opposite"] 53["SweepEdge Adjacent"] 54["SweepEdge Opposite"] 55["SweepEdge Adjacent"] 56["SweepEdge Opposite"] 57["SweepEdge Adjacent"] 58["SweepEdge Opposite"] 59["SweepEdge Adjacent"] 60["SweepEdge Opposite"] 61["SweepEdge Adjacent"] 62["SweepEdge Opposite"] 63["SweepEdge Adjacent"] 64["SweepEdge Opposite"] 65["SweepEdge Adjacent"] 66["SweepEdge Opposite"] 67["SweepEdge Adjacent"] 68["SweepEdge Opposite"] 69["SweepEdge Adjacent"] 70["SweepEdge Opposite"] 71["SweepEdge Adjacent"] 72["SweepEdge Opposite"] 73["SweepEdge Adjacent"] 74["SweepEdge Opposite"] 75["SweepEdge Adjacent"] 76["SweepEdge Opposite"] 77["SweepEdge Adjacent"] 78["SweepEdge Opposite"] 79["SweepEdge Adjacent"] 80["SweepEdge Opposite"] 81["SweepEdge Adjacent"] 82["SweepEdge Opposite"] 83["SweepEdge Adjacent"] 84["SweepEdge Opposite"] 85["SweepEdge Adjacent"] 86["SweepEdge Opposite"] 87["SweepEdge Adjacent"] 88["Plane
[333, 353, 3]"] 112["Sweep Extrusion
[1455, 1494, 3]"] 113[Wall] 114[Wall] 115[Wall] 116[Wall] 117[Wall] 118[Wall] 119[Wall] 120[Wall] 121[Wall] 122[Wall] 123[Wall] 124[Wall] 125[Wall] 126[Wall] 127[Wall] 128[Wall] 129[Wall] 130[Wall] 131[Wall] 132[Wall] 133["Cap Start"] 134["Cap End"] 135["SweepEdge Opposite"] 136["SweepEdge Adjacent"] 137["SweepEdge Opposite"] 138["SweepEdge Adjacent"] 139["SweepEdge Opposite"] 140["SweepEdge Adjacent"] 141["SweepEdge Opposite"] 142["SweepEdge Adjacent"] 143["SweepEdge Opposite"] 144["SweepEdge Adjacent"] 145["SweepEdge Opposite"] 146["SweepEdge Adjacent"] 147["SweepEdge Opposite"] 148["SweepEdge Adjacent"] 149["SweepEdge Opposite"] 150["SweepEdge Adjacent"] 151["SweepEdge Opposite"] 152["SweepEdge Adjacent"] 153["SweepEdge Opposite"] 154["SweepEdge Adjacent"] 155["SweepEdge Opposite"] 156["SweepEdge Adjacent"] 157["SweepEdge Opposite"] 158["SweepEdge Adjacent"] 159["SweepEdge Opposite"] 160["SweepEdge Adjacent"] 161["SweepEdge Opposite"] 162["SweepEdge Adjacent"] 163["SweepEdge Opposite"] 164["SweepEdge Adjacent"] 165["SweepEdge Opposite"] 166["SweepEdge Adjacent"] 167["SweepEdge Opposite"] 168["SweepEdge Adjacent"] 169["SweepEdge Opposite"] 170["SweepEdge Adjacent"] 171["SweepEdge Opposite"] 172["SweepEdge Adjacent"] 173["SweepEdge Opposite"] 174["SweepEdge Adjacent"] 175["Plane
[825, 869, 0]"] 199["Sweep Extrusion
[1379, 1417, 3]"] 200[Wall] 201[Wall] 202[Wall] 203[Wall] 204[Wall] 205[Wall] 206[Wall] 207[Wall] 208[Wall] 209[Wall] 210[Wall] 211[Wall] 212[Wall] 213[Wall] 214[Wall] 215[Wall] 216[Wall] 217[Wall] 218[Wall] 219[Wall] 220["Cap Start"] 221["Cap End"] 222["SweepEdge Opposite"] 223["SweepEdge Adjacent"] 224["SweepEdge Opposite"] 225["SweepEdge Adjacent"] 226["SweepEdge Opposite"] 227["SweepEdge Adjacent"] 228["SweepEdge Opposite"] 229["SweepEdge Adjacent"] 230["SweepEdge Opposite"] 231["SweepEdge Adjacent"] 232["SweepEdge Opposite"] 233["SweepEdge Adjacent"] 234["SweepEdge Opposite"] 235["SweepEdge Adjacent"] 236["SweepEdge Opposite"] 237["SweepEdge Adjacent"] 238["SweepEdge Opposite"] 239["SweepEdge Adjacent"] 240["SweepEdge Opposite"] 241["SweepEdge Adjacent"] 242["SweepEdge Opposite"] 243["SweepEdge Adjacent"] 244["SweepEdge Opposite"] 245["SweepEdge Adjacent"] 246["SweepEdge Opposite"] 247["SweepEdge Adjacent"] 248["SweepEdge Opposite"] 249["SweepEdge Adjacent"] 250["SweepEdge Opposite"] 251["SweepEdge Adjacent"] 252["SweepEdge Opposite"] 253["SweepEdge Adjacent"] 254["SweepEdge Opposite"] 255["SweepEdge Adjacent"] 256["SweepEdge Opposite"] 257["SweepEdge Adjacent"] 258["SweepEdge Opposite"] 259["SweepEdge Adjacent"] 260["SweepEdge Opposite"] 261["SweepEdge Adjacent"] 285["Sweep Extrusion
[1455, 1494, 3]"] 286[Wall] 287[Wall] 288[Wall] 289[Wall] 290[Wall] 291[Wall] 292[Wall] 293[Wall] 294[Wall] 295[Wall] 296[Wall] 297[Wall] 298[Wall] 299[Wall] 300[Wall] 301[Wall] 302[Wall] 303[Wall] 304[Wall] 305[Wall] 306["Cap Start"] 307["Cap End"] 308["SweepEdge Opposite"] 309["SweepEdge Adjacent"] 310["SweepEdge Opposite"] 311["SweepEdge Adjacent"] 312["SweepEdge Opposite"] 313["SweepEdge Adjacent"] 314["SweepEdge Opposite"] 315["SweepEdge Adjacent"] 316["SweepEdge Opposite"] 317["SweepEdge Adjacent"] 318["SweepEdge Opposite"] 319["SweepEdge Adjacent"] 320["SweepEdge Opposite"] 321["SweepEdge Adjacent"] 322["SweepEdge Opposite"] 323["SweepEdge Adjacent"] 324["SweepEdge Opposite"] 325["SweepEdge Adjacent"] 326["SweepEdge Opposite"] 327["SweepEdge Adjacent"] 328["SweepEdge Opposite"] 329["SweepEdge Adjacent"] 330["SweepEdge Opposite"] 331["SweepEdge Adjacent"] 332["SweepEdge Opposite"] 333["SweepEdge Adjacent"] 334["SweepEdge Opposite"] 335["SweepEdge Adjacent"] 336["SweepEdge Opposite"] 337["SweepEdge Adjacent"] 338["SweepEdge Opposite"] 339["SweepEdge Adjacent"] 340["SweepEdge Opposite"] 341["SweepEdge Adjacent"] 342["SweepEdge Opposite"] 343["SweepEdge Adjacent"] 344["SweepEdge Opposite"] 345["SweepEdge Adjacent"] 346["SweepEdge Opposite"] 347["SweepEdge Adjacent"] 348["Plane
[879, 922, 0]"] 372["Sweep Extrusion
[1379, 1417, 3]"] 373[Wall] 374[Wall] 375[Wall] 376[Wall] 377[Wall] 378[Wall] 379[Wall] 380[Wall] 381[Wall] 382[Wall] 383[Wall] 384[Wall] 385[Wall] 386[Wall] 387[Wall] 388[Wall] 389[Wall] 390[Wall] 391[Wall] 392[Wall] 393["Cap Start"] 394["Cap End"] 395["SweepEdge Opposite"] 396["SweepEdge Adjacent"] 397["SweepEdge Opposite"] 398["SweepEdge Adjacent"] 399["SweepEdge Opposite"] 400["SweepEdge Adjacent"] 401["SweepEdge Opposite"] 402["SweepEdge Adjacent"] 403["SweepEdge Opposite"] 404["SweepEdge Adjacent"] 405["SweepEdge Opposite"] 406["SweepEdge Adjacent"] 407["SweepEdge Opposite"] 408["SweepEdge Adjacent"] 409["SweepEdge Opposite"] 410["SweepEdge Adjacent"] 411["SweepEdge Opposite"] 412["SweepEdge Adjacent"] 413["SweepEdge Opposite"] 414["SweepEdge Adjacent"] 415["SweepEdge Opposite"] 416["SweepEdge Adjacent"] 417["SweepEdge Opposite"] 418["SweepEdge Adjacent"] 419["SweepEdge Opposite"] 420["SweepEdge Adjacent"] 421["SweepEdge Opposite"] 422["SweepEdge Adjacent"] 423["SweepEdge Opposite"] 424["SweepEdge Adjacent"] 425["SweepEdge Opposite"] 426["SweepEdge Adjacent"] 427["SweepEdge Opposite"] 428["SweepEdge Adjacent"] 429["SweepEdge Opposite"] 430["SweepEdge Adjacent"] 431["SweepEdge Opposite"] 432["SweepEdge Adjacent"] 433["SweepEdge Opposite"] 434["SweepEdge Adjacent"] 458["Sweep Extrusion
[1455, 1494, 3]"] 459[Wall] 460[Wall] 461[Wall] 462[Wall] 463[Wall] 464[Wall] 465[Wall] 466[Wall] 467[Wall] 468[Wall] 469[Wall] 470[Wall] 471[Wall] 472[Wall] 473[Wall] 474[Wall] 475[Wall] 476[Wall] 477[Wall] 478[Wall] 479["Cap Start"] 480["Cap End"] 481["SweepEdge Opposite"] 482["SweepEdge Adjacent"] 483["SweepEdge Opposite"] 484["SweepEdge Adjacent"] 485["SweepEdge Opposite"] 486["SweepEdge Adjacent"] 487["SweepEdge Opposite"] 488["SweepEdge Adjacent"] 489["SweepEdge Opposite"] 490["SweepEdge Adjacent"] 491["SweepEdge Opposite"] 492["SweepEdge Adjacent"] 493["SweepEdge Opposite"] 494["SweepEdge Adjacent"] 495["SweepEdge Opposite"] 496["SweepEdge Adjacent"] 497["SweepEdge Opposite"] 498["SweepEdge Adjacent"] 499["SweepEdge Opposite"] 500["SweepEdge Adjacent"] 501["SweepEdge Opposite"] 502["SweepEdge Adjacent"] 503["SweepEdge Opposite"] 504["SweepEdge Adjacent"] 505["SweepEdge Opposite"] 506["SweepEdge Adjacent"] 507["SweepEdge Opposite"] 508["SweepEdge Adjacent"] 509["SweepEdge Opposite"] 510["SweepEdge Adjacent"] 511["SweepEdge Opposite"] 512["SweepEdge Adjacent"] 513["SweepEdge Opposite"] 514["SweepEdge Adjacent"] 515["SweepEdge Opposite"] 516["SweepEdge Adjacent"] 517["SweepEdge Opposite"] 518["SweepEdge Adjacent"] 519["SweepEdge Opposite"] 520["SweepEdge Adjacent"] 521["Plane
[981, 1025, 0]"] 532["Sweep Extrusion
[1949, 1973, 3]"] 533[Wall] 534[Wall] 535[Wall] 536[Wall] 537[Wall] 538[Wall] 539["Cap Start"] 540["Cap End"] 541["SweepEdge Opposite"] 542["SweepEdge Adjacent"] 543["SweepEdge Opposite"] 544["SweepEdge Adjacent"] 545["SweepEdge Opposite"] 546["SweepEdge Adjacent"] 547["SweepEdge Opposite"] 548["SweepEdge Adjacent"] 549["SweepEdge Opposite"] 550["SweepEdge Adjacent"] 551["SweepEdge Opposite"] 552["SweepEdge Adjacent"] 563["Sweep Extrusion
[2015, 2039, 3]"] 564[Wall] 565[Wall] 566[Wall] 567[Wall] 568[Wall] 569[Wall] 570["Cap Start"] 571["Cap End"] 572["SweepEdge Opposite"] 573["SweepEdge Adjacent"] 574["SweepEdge Opposite"] 575["SweepEdge Adjacent"] 576["SweepEdge Opposite"] 577["SweepEdge Adjacent"] 578["SweepEdge Opposite"] 579["SweepEdge Adjacent"] 580["SweepEdge Opposite"] 581["SweepEdge Adjacent"] 582["SweepEdge Opposite"] 583["SweepEdge Adjacent"] 584["Plane
[1076, 1143, 0]"] 594["Sweep Extrusion
[2523, 2547, 3]"] 595[Wall] 596[Wall] 597[Wall] 598[Wall] 599[Wall] 600[Wall] 601["Cap Start"] 602["Cap End"] 603["SweepEdge Opposite"] 604["SweepEdge Adjacent"] 605["SweepEdge Opposite"] 606["SweepEdge Adjacent"] 607["SweepEdge Opposite"] 608["SweepEdge Adjacent"] 609["SweepEdge Opposite"] 610["SweepEdge Adjacent"] 611["SweepEdge Opposite"] 612["SweepEdge Adjacent"] 613["SweepEdge Opposite"] 614["SweepEdge Adjacent"] 615["Sweep Extrusion
[2523, 2547, 3]"] 616["Sweep Extrusion
[2523, 2547, 3]"] 617["Plane
[1213, 1280, 0]"] 627["Sweep Extrusion
[3047, 3071, 3]"] 628[Wall] 629[Wall] 630[Wall] 631[Wall] 632[Wall] 633[Wall] 634["Cap Start"] 635["Cap End"] 636["SweepEdge Opposite"] 637["SweepEdge Adjacent"] 638["SweepEdge Opposite"] 639["SweepEdge Adjacent"] 640["SweepEdge Opposite"] 641["SweepEdge Adjacent"] 642["SweepEdge Opposite"] 643["SweepEdge Adjacent"] 644["SweepEdge Opposite"] 645["SweepEdge Adjacent"] 646["SweepEdge Opposite"] 647["SweepEdge Adjacent"] 648["Sweep Extrusion
[3047, 3071, 3]"] 649["Plane
[3712, 3747, 3]"] 653["Plane
[3778, 3809, 3]"] 663["Sweep Sweep
[3821, 3848, 3]"] 664[Wall] 665[Wall] 666[Wall] 667[Wall] 668[Wall] 669[Wall] 670[Wall] 671["Cap Start"] 672["Cap End"] 673["SweepEdge Opposite"] 674["SweepEdge Adjacent"] 675["SweepEdge Opposite"] 676["SweepEdge Adjacent"] 677["SweepEdge Opposite"] 678["SweepEdge Adjacent"] 679["SweepEdge Opposite"] 680["SweepEdge Adjacent"] 681["SweepEdge Opposite"] 682["SweepEdge Adjacent"] 683["SweepEdge Opposite"] 684["SweepEdge Adjacent"] 685["SweepEdge Opposite"] 686["SweepEdge Adjacent"] 687["Plane
[3712, 3747, 3]"] 691["Plane
[3778, 3809, 3]"] 701["Sweep Sweep
[3821, 3848, 3]"] 702[Wall] 703[Wall] 704[Wall] 705[Wall] 706[Wall] 707[Wall] 708[Wall] 709["Cap Start"] 710["Cap End"] 711["SweepEdge Opposite"] 712["SweepEdge Adjacent"] 713["SweepEdge Opposite"] 714["SweepEdge Adjacent"] 715["SweepEdge Opposite"] 716["SweepEdge Adjacent"] 717["SweepEdge Opposite"] 718["SweepEdge Adjacent"] 719["SweepEdge Opposite"] 720["SweepEdge Adjacent"] 721["SweepEdge Opposite"] 722["SweepEdge Adjacent"] 723["SweepEdge Opposite"] 724["SweepEdge Adjacent"] 725["StartSketchOnPlane
[333, 353, 3]"] 726["StartSketchOnPlane
[333, 353, 3]"] 727["StartSketchOnPlane
[333, 353, 3]"] 728["StartSketchOnPlane
[333, 353, 3]"] 729["StartSketchOnPlane
[1657, 1677, 3]"] 730["StartSketchOnPlane
[1657, 1677, 3]"] 731["StartSketchOnPlane
[2095, 2115, 3]"] 732["StartSketchOnPlane
[2604, 2624, 3]"] 733["StartSketchOnPlane
[3124, 3144, 3]"] 734["StartSketchOnPlane
[3376, 3396, 3]"] 735["StartSketchOnPlane
[3124, 3144, 3]"] 736["StartSketchOnPlane
[3376, 3396, 3]"] 1 --- 2 2 --- 3 2 --- 4 2 --- 5 2 --- 6 2 --- 7 2 --- 8 2 --- 9 2 --- 10 2 --- 11 2 --- 12 2 --- 13 2 --- 14 2 --- 15 2 --- 16 2 --- 17 2 --- 18 2 --- 19 2 --- 20 2 --- 21 2 --- 22 2 --- 23 2 ---- 25 2 --- 24 3 --- 26 3 --- 48 3 --- 49 4 --- 27 4 --- 50 4 --- 51 5 --- 28 5 --- 52 5 --- 53 6 --- 29 6 --- 54 6 --- 55 7 --- 30 7 --- 56 7 --- 57 8 --- 31 8 --- 58 8 --- 59 9 --- 32 9 --- 60 9 --- 61 10 --- 33 10 --- 62 10 --- 63 11 --- 34 11 --- 64 11 --- 65 12 --- 35 12 --- 66 12 --- 67 13 --- 36 13 --- 68 13 --- 69 14 --- 37 14 --- 70 14 --- 71 15 --- 38 15 --- 72 15 --- 73 16 --- 39 16 --- 74 16 --- 75 17 --- 40 17 --- 76 17 --- 77 18 --- 41 18 --- 78 18 --- 79 19 --- 42 19 --- 80 19 --- 81 20 --- 43 20 --- 82 20 --- 83 21 --- 44 21 --- 84 21 --- 85 22 --- 45 22 --- 86 22 --- 87 25 --- 26 25 --- 27 25 --- 28 25 --- 29 25 --- 30 25 --- 31 25 --- 32 25 --- 33 25 --- 34 25 --- 35 25 --- 36 25 --- 37 25 --- 38 25 --- 39 25 --- 40 25 --- 41 25 --- 42 25 --- 43 25 --- 44 25 --- 45 25 --- 46 25 --- 47 25 --- 48 25 --- 49 25 --- 50 25 --- 51 25 --- 52 25 --- 53 25 --- 54 25 --- 55 25 --- 56 25 --- 57 25 --- 58 25 --- 59 25 --- 60 25 --- 61 25 --- 62 25 --- 63 25 --- 64 25 --- 65 25 --- 66 25 --- 67 25 --- 68 25 --- 69 25 --- 70 25 --- 71 25 --- 72 25 --- 73 25 --- 74 25 --- 75 25 --- 76 25 --- 77 25 --- 78 25 --- 79 25 --- 80 25 --- 81 25 --- 82 25 --- 83 25 --- 84 25 --- 85 25 --- 86 25 --- 87 88 --- 89 89 --- 90 89 --- 91 89 --- 92 89 --- 93 89 --- 94 89 --- 95 89 --- 96 89 --- 97 89 --- 98 89 --- 99 89 --- 100 89 --- 101 89 --- 102 89 --- 103 89 --- 104 89 --- 105 89 --- 106 89 --- 107 89 --- 108 89 --- 109 89 --- 110 89 ---- 112 89 --- 111 90 --- 113 90 --- 135 90 --- 136 91 --- 114 91 --- 137 91 --- 138 92 --- 115 92 --- 139 92 --- 140 93 --- 116 93 --- 141 93 --- 142 94 --- 117 94 --- 143 94 --- 144 95 --- 118 95 --- 145 95 --- 146 96 --- 119 96 --- 147 96 --- 148 97 --- 120 97 --- 149 97 --- 150 98 --- 121 98 --- 151 98 --- 152 99 --- 122 99 --- 153 99 --- 154 100 --- 123 100 --- 155 100 --- 156 101 --- 124 101 --- 157 101 --- 158 102 --- 125 102 --- 159 102 --- 160 103 --- 126 103 --- 161 103 --- 162 104 --- 127 104 --- 163 104 --- 164 105 --- 128 105 --- 165 105 --- 166 106 --- 129 106 --- 167 106 --- 168 107 --- 130 107 --- 169 107 --- 170 108 --- 131 108 --- 171 108 --- 172 109 --- 132 109 --- 173 109 --- 174 112 --- 113 112 --- 114 112 --- 115 112 --- 116 112 --- 117 112 --- 118 112 --- 119 112 --- 120 112 --- 121 112 --- 122 112 --- 123 112 --- 124 112 --- 125 112 --- 126 112 --- 127 112 --- 128 112 --- 129 112 --- 130 112 --- 131 112 --- 132 112 --- 133 112 --- 134 112 --- 135 112 --- 136 112 --- 137 112 --- 138 112 --- 139 112 --- 140 112 --- 141 112 --- 142 112 --- 143 112 --- 144 112 --- 145 112 --- 146 112 --- 147 112 --- 148 112 --- 149 112 --- 150 112 --- 151 112 --- 152 112 --- 153 112 --- 154 112 --- 155 112 --- 156 112 --- 157 112 --- 158 112 --- 159 112 --- 160 112 --- 161 112 --- 162 112 --- 163 112 --- 164 112 --- 165 112 --- 166 112 --- 167 112 --- 168 112 --- 169 112 --- 170 112 --- 171 112 --- 172 112 --- 173 112 --- 174 175 --- 176 175 --- 262 176 --- 177 176 --- 178 176 --- 179 176 --- 180 176 --- 181 176 --- 182 176 --- 183 176 --- 184 176 --- 185 176 --- 186 176 --- 187 176 --- 188 176 --- 189 176 --- 190 176 --- 191 176 --- 192 176 --- 193 176 --- 194 176 --- 195 176 --- 196 176 --- 197 176 ---- 199 176 --- 198 177 --- 219 177 --- 260 177 --- 261 178 --- 218 178 --- 258 178 --- 259 179 --- 217 179 --- 256 179 --- 257 180 --- 216 180 --- 254 180 --- 255 181 --- 215 181 --- 252 181 --- 253 182 --- 214 182 --- 250 182 --- 251 183 --- 213 183 --- 248 183 --- 249 184 --- 212 184 --- 246 184 --- 247 185 --- 211 185 --- 244 185 --- 245 186 --- 210 186 --- 242 186 --- 243 187 --- 209 187 --- 240 187 --- 241 188 --- 208 188 --- 238 188 --- 239 189 --- 207 189 --- 236 189 --- 237 190 --- 206 190 --- 234 190 --- 235 191 --- 205 191 --- 232 191 --- 233 192 --- 204 192 --- 230 192 --- 231 193 --- 203 193 --- 228 193 --- 229 194 --- 202 194 --- 226 194 --- 227 195 --- 201 195 --- 224 195 --- 225 196 --- 200 196 --- 222 196 --- 223 199 --- 200 199 --- 201 199 --- 202 199 --- 203 199 --- 204 199 --- 205 199 --- 206 199 --- 207 199 --- 208 199 --- 209 199 --- 210 199 --- 211 199 --- 212 199 --- 213 199 --- 214 199 --- 215 199 --- 216 199 --- 217 199 --- 218 199 --- 219 199 --- 220 199 --- 221 199 --- 222 199 --- 223 199 --- 224 199 --- 225 199 --- 226 199 --- 227 199 --- 228 199 --- 229 199 --- 230 199 --- 231 199 --- 232 199 --- 233 199 --- 234 199 --- 235 199 --- 236 199 --- 237 199 --- 238 199 --- 239 199 --- 240 199 --- 241 199 --- 242 199 --- 243 199 --- 244 199 --- 245 199 --- 246 199 --- 247 199 --- 248 199 --- 249 199 --- 250 199 --- 251 199 --- 252 199 --- 253 199 --- 254 199 --- 255 199 --- 256 199 --- 257 199 --- 258 199 --- 259 199 --- 260 199 --- 261 262 --- 263 262 --- 264 262 --- 265 262 --- 266 262 --- 267 262 --- 268 262 --- 269 262 --- 270 262 --- 271 262 --- 272 262 --- 273 262 --- 274 262 --- 275 262 --- 276 262 --- 277 262 --- 278 262 --- 279 262 --- 280 262 --- 281 262 --- 282 262 --- 283 262 ---- 285 262 --- 284 263 --- 305 263 --- 346 263 --- 347 264 --- 304 264 --- 344 264 --- 345 265 --- 303 265 --- 342 265 --- 343 266 --- 302 266 --- 340 266 --- 341 267 --- 301 267 --- 338 267 --- 339 268 --- 300 268 --- 336 268 --- 337 269 --- 299 269 --- 334 269 --- 335 270 --- 298 270 --- 332 270 --- 333 271 --- 297 271 --- 330 271 --- 331 272 --- 296 272 --- 328 272 --- 329 273 --- 295 273 --- 326 273 --- 327 274 --- 294 274 --- 324 274 --- 325 275 --- 293 275 --- 322 275 --- 323 276 --- 292 276 --- 320 276 --- 321 277 --- 291 277 --- 318 277 --- 319 278 --- 290 278 --- 316 278 --- 317 279 --- 289 279 --- 314 279 --- 315 280 --- 288 280 --- 312 280 --- 313 281 --- 287 281 --- 310 281 --- 311 282 --- 286 282 --- 308 282 --- 309 285 --- 286 285 --- 287 285 --- 288 285 --- 289 285 --- 290 285 --- 291 285 --- 292 285 --- 293 285 --- 294 285 --- 295 285 --- 296 285 --- 297 285 --- 298 285 --- 299 285 --- 300 285 --- 301 285 --- 302 285 --- 303 285 --- 304 285 --- 305 285 --- 306 285 --- 307 285 --- 308 285 --- 309 285 --- 310 285 --- 311 285 --- 312 285 --- 313 285 --- 314 285 --- 315 285 --- 316 285 --- 317 285 --- 318 285 --- 319 285 --- 320 285 --- 321 285 --- 322 285 --- 323 285 --- 324 285 --- 325 285 --- 326 285 --- 327 285 --- 328 285 --- 329 285 --- 330 285 --- 331 285 --- 332 285 --- 333 285 --- 334 285 --- 335 285 --- 336 285 --- 337 285 --- 338 285 --- 339 285 --- 340 285 --- 341 285 --- 342 285 --- 343 285 --- 344 285 --- 345 285 --- 346 285 --- 347 348 --- 349 348 --- 435 349 --- 350 349 --- 351 349 --- 352 349 --- 353 349 --- 354 349 --- 355 349 --- 356 349 --- 357 349 --- 358 349 --- 359 349 --- 360 349 --- 361 349 --- 362 349 --- 363 349 --- 364 349 --- 365 349 --- 366 349 --- 367 349 --- 368 349 --- 369 349 --- 370 349 ---- 372 349 --- 371 350 --- 373 350 --- 395 350 --- 396 351 --- 374 351 --- 397 351 --- 398 352 --- 375 352 --- 399 352 --- 400 353 --- 376 353 --- 401 353 --- 402 354 --- 377 354 --- 403 354 --- 404 355 --- 378 355 --- 405 355 --- 406 356 --- 379 356 --- 407 356 --- 408 357 --- 380 357 --- 409 357 --- 410 358 --- 381 358 --- 411 358 --- 412 359 --- 382 359 --- 413 359 --- 414 360 --- 383 360 --- 415 360 --- 416 361 --- 384 361 --- 417 361 --- 418 362 --- 385 362 --- 419 362 --- 420 363 --- 386 363 --- 421 363 --- 422 364 --- 387 364 --- 423 364 --- 424 365 --- 388 365 --- 425 365 --- 426 366 --- 389 366 --- 427 366 --- 428 367 --- 390 367 --- 429 367 --- 430 368 --- 391 368 --- 431 368 --- 432 369 --- 392 369 --- 433 369 --- 434 372 --- 373 372 --- 374 372 --- 375 372 --- 376 372 --- 377 372 --- 378 372 --- 379 372 --- 380 372 --- 381 372 --- 382 372 --- 383 372 --- 384 372 --- 385 372 --- 386 372 --- 387 372 --- 388 372 --- 389 372 --- 390 372 --- 391 372 --- 392 372 --- 393 372 --- 394 372 --- 395 372 --- 396 372 --- 397 372 --- 398 372 --- 399 372 --- 400 372 --- 401 372 --- 402 372 --- 403 372 --- 404 372 --- 405 372 --- 406 372 --- 407 372 --- 408 372 --- 409 372 --- 410 372 --- 411 372 --- 412 372 --- 413 372 --- 414 372 --- 415 372 --- 416 372 --- 417 372 --- 418 372 --- 419 372 --- 420 372 --- 421 372 --- 422 372 --- 423 372 --- 424 372 --- 425 372 --- 426 372 --- 427 372 --- 428 372 --- 429 372 --- 430 372 --- 431 372 --- 432 372 --- 433 372 --- 434 435 --- 436 435 --- 437 435 --- 438 435 --- 439 435 --- 440 435 --- 441 435 --- 442 435 --- 443 435 --- 444 435 --- 445 435 --- 446 435 --- 447 435 --- 448 435 --- 449 435 --- 450 435 --- 451 435 --- 452 435 --- 453 435 --- 454 435 --- 455 435 --- 456 435 ---- 458 435 --- 457 436 --- 459 436 --- 481 436 --- 482 437 --- 460 437 --- 483 437 --- 484 438 --- 461 438 --- 485 438 --- 486 439 --- 462 439 --- 487 439 --- 488 440 --- 463 440 --- 489 440 --- 490 441 --- 464 441 --- 491 441 --- 492 442 --- 465 442 --- 493 442 --- 494 443 --- 466 443 --- 495 443 --- 496 444 --- 467 444 --- 497 444 --- 498 445 --- 468 445 --- 499 445 --- 500 446 --- 469 446 --- 501 446 --- 502 447 --- 470 447 --- 503 447 --- 504 448 --- 471 448 --- 505 448 --- 506 449 --- 472 449 --- 507 449 --- 508 450 --- 473 450 --- 509 450 --- 510 451 --- 474 451 --- 511 451 --- 512 452 --- 475 452 --- 513 452 --- 514 453 --- 476 453 --- 515 453 --- 516 454 --- 477 454 --- 517 454 --- 518 455 --- 478 455 --- 519 455 --- 520 458 --- 459 458 --- 460 458 --- 461 458 --- 462 458 --- 463 458 --- 464 458 --- 465 458 --- 466 458 --- 467 458 --- 468 458 --- 469 458 --- 470 458 --- 471 458 --- 472 458 --- 473 458 --- 474 458 --- 475 458 --- 476 458 --- 477 458 --- 478 458 --- 479 458 --- 480 458 --- 481 458 --- 482 458 --- 483 458 --- 484 458 --- 485 458 --- 486 458 --- 487 458 --- 488 458 --- 489 458 --- 490 458 --- 491 458 --- 492 458 --- 493 458 --- 494 458 --- 495 458 --- 496 458 --- 497 458 --- 498 458 --- 499 458 --- 500 458 --- 501 458 --- 502 458 --- 503 458 --- 504 458 --- 505 458 --- 506 458 --- 507 458 --- 508 458 --- 509 458 --- 510 458 --- 511 458 --- 512 458 --- 513 458 --- 514 458 --- 515 458 --- 516 458 --- 517 458 --- 518 458 --- 519 458 --- 520 521 --- 522 521 --- 523 521 --- 553 521 --- 554 523 --- 524 523 --- 525 523 --- 526 523 --- 527 523 --- 528 523 --- 529 523 --- 530 523 ---- 532 523 --- 531 524 --- 533 524 --- 541 524 --- 542 525 --- 534 525 --- 543 525 --- 544 526 --- 535 526 --- 545 526 --- 546 527 --- 536 527 --- 547 527 --- 548 528 --- 537 528 --- 549 528 --- 550 529 --- 538 529 --- 551 529 --- 552 532 --- 533 532 --- 534 532 --- 535 532 --- 536 532 --- 537 532 --- 538 532 --- 539 532 --- 540 532 --- 541 532 --- 542 532 --- 543 532 --- 544 532 --- 545 532 --- 546 532 --- 547 532 --- 548 532 --- 549 532 --- 550 532 --- 551 532 --- 552 554 --- 555 554 --- 556 554 --- 557 554 --- 558 554 --- 559 554 --- 560 554 --- 561 554 ---- 563 554 --- 562 555 --- 564 555 --- 572 555 --- 573 556 --- 565 556 --- 574 556 --- 575 557 --- 566 557 --- 576 557 --- 577 558 --- 567 558 --- 578 558 --- 579 559 --- 568 559 --- 580 559 --- 581 560 --- 569 560 --- 582 560 --- 583 563 --- 564 563 --- 565 563 --- 566 563 --- 567 563 --- 568 563 --- 569 563 --- 570 563 --- 571 563 --- 572 563 --- 573 563 --- 574 563 --- 575 563 --- 576 563 --- 577 563 --- 578 563 --- 579 563 --- 580 563 --- 581 563 --- 582 563 --- 583 584 --- 585 585 --- 586 585 --- 587 585 --- 588 585 --- 589 585 --- 590 585 --- 591 585 --- 592 585 ---- 594 585 --- 593 586 --- 600 586 --- 613 586 --- 614 587 --- 599 587 --- 611 587 --- 612 588 --- 598 588 --- 609 588 --- 610 589 --- 597 589 --- 607 589 --- 608 590 --- 596 590 --- 605 590 --- 606 591 --- 595 591 --- 603 591 --- 604 594 --- 595 594 --- 596 594 --- 597 594 --- 598 594 --- 599 594 --- 600 594 --- 601 594 --- 602 594 --- 603 594 --- 604 594 --- 605 594 --- 606 594 --- 607 594 --- 608 594 --- 609 594 --- 610 594 --- 611 594 --- 612 594 --- 613 594 --- 614 617 --- 618 618 --- 619 618 --- 620 618 --- 621 618 --- 622 618 --- 623 618 --- 624 618 --- 625 618 ---- 627 618 --- 626 619 --- 633 619 --- 646 619 --- 647 620 --- 632 620 --- 644 620 --- 645 621 --- 631 621 --- 642 621 --- 643 622 --- 630 622 --- 640 622 --- 641 623 --- 629 623 --- 638 623 --- 639 624 --- 628 624 --- 636 624 --- 637 627 --- 628 627 --- 629 627 --- 630 627 --- 631 627 --- 632 627 --- 633 627 --- 634 627 --- 635 627 --- 636 627 --- 637 627 --- 638 627 --- 639 627 --- 640 627 --- 641 627 --- 642 627 --- 643 627 --- 644 627 --- 645 627 --- 646 627 --- 647 649 --- 650 650 --- 651 650 --- 652 653 --- 654 654 --- 655 654 --- 656 654 --- 657 654 --- 658 654 --- 659 654 --- 660 654 --- 661 654 ---- 663 654 --- 662 655 --- 664 655 --- 673 655 --- 674 656 --- 665 656 --- 675 656 --- 676 657 --- 666 657 --- 677 657 --- 678 658 --- 667 658 --- 679 658 --- 680 659 --- 668 659 --- 681 659 --- 682 660 --- 669 660 --- 683 660 --- 684 661 --- 670 661 --- 685 661 --- 686 663 --- 664 663 --- 665 663 --- 666 663 --- 667 663 --- 668 663 --- 669 663 --- 670 663 --- 671 663 --- 672 663 --- 673 663 --- 674 663 --- 675 663 --- 676 663 --- 677 663 --- 678 663 --- 679 663 --- 680 663 --- 681 663 --- 682 663 --- 683 663 --- 684 663 --- 685 663 --- 686 687 --- 688 688 --- 689 688 --- 690 691 --- 692 692 --- 693 692 --- 694 692 --- 695 692 --- 696 692 --- 697 692 --- 698 692 --- 699 692 ---- 701 692 --- 700 693 --- 702 693 --- 711 693 --- 712 694 --- 703 694 --- 713 694 --- 714 695 --- 704 695 --- 715 695 --- 716 696 --- 705 696 --- 717 696 --- 718 697 --- 706 697 --- 719 697 --- 720 698 --- 707 698 --- 721 698 --- 722 699 --- 708 699 --- 723 699 --- 724 701 --- 702 701 --- 703 701 --- 704 701 --- 705 701 --- 706 701 --- 707 701 --- 708 701 --- 709 701 --- 710 701 --- 711 701 --- 712 701 --- 713 701 --- 714 701 --- 715 701 --- 716 701 --- 717 701 --- 718 701 --- 719 701 --- 720 701 --- 721 701 --- 722 701 --- 723 701 --- 724 175 <--x 725 175 <--x 726 348 <--x 727 348 <--x 728 521 <--x 729 521 <--x 730 584 <--x 731 617 <--x 732 649 <--x 733 653 <--x 734 687 <--x 735 691 <--x 736 ```