RAnkleLink-ch.txt

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3 778 551 781 
3 551 778 558 
3 550 778 555 
3 387 386 388 
3 386 569 415 
3 355 354 356 
3 357 354 355 
3 351 501 499 
3 403 402 388 
3 403 435 402 
3 403 434 435 
3 492 573 578 
3 573 492 141 
3 573 767 578 
3 767 573 141 
3 569 570 415 
3 416 386 415 
3 408 416 415 
3 394 393 391 
3 394 395 393 
3 488 485 499 
3 501 488 499 
3 488 351 430 
3 488 501 351 
3 767 765 578 
3 765 533 578 
3 533 765 762 
3 765 764 762 
3 764 766 816 
3 765 766 764 
3 766 765 767 
3 766 767 785 
3 761 763 762 
3 763 533 762 
3 763 532 533 
3 532 763 529 
3 486 532 485 
3 532 486 533 
3 488 486 485 
3 327 353 356 
3 495 353 327 
3 771 773 772 
3 771 770 773 
3 770 771 816 
3 370 350 535 
3 458 370 535 
3 370 458 374 
3 370 361 349 
3 370 349 350 
3 361 370 374 
3 528 530 499 
3 528 775 530 
3 528 499 529 
3 775 528 529 
3 776 545 548 
3 782 545 776 
3 545 569 548 
3 545 570 569 
3 780 778 781 
3 773 780 781 
3 770 780 773 
3 780 770 816 
3 778 777 555 
3 777 779 555 
3 779 777 776 
3 780 777 778 
3 776 777 816 
3 777 780 816 
3 569 554 548 
3 386 554 569 
3 554 386 387 
3 779 554 555 
3 554 779 548 
3 554 550 555 
3 554 387 550 
3 375 371 374 
3 371 361 374 
3 386 385 388 
3 416 385 386 
3 396 416 408 
3 396 408 399 
3 395 396 399 
3 784 786 816 
3 766 784 816 
3 784 766 785 
3 787 784 785 
3 784 787 786 
3 763 760 768 
3 760 763 761 
3 768 760 816 
3 760 761 816 
3 769 763 768 
3 769 775 529 
3 763 769 529 
3 486 494 533 
3 494 486 495 
3 494 492 578 
3 494 495 492 
3 487 486 488 
3 355 487 430 
3 487 488 430 
3 486 487 495 
3 487 353 495 
3 487 355 356 
3 353 487 356 
3 775 774 772 
3 774 771 772 
3 774 769 768 
3 769 774 775 
3 774 768 816 
3 771 774 816 
3 588 787 621 
3 588 590 787 
3 783 545 782 
3 783 590 545 
3 590 783 787 
3 783 782 786 
3 787 783 786 
3 545 586 570 
3 590 586 545 
3 586 408 415 
3 570 586 415 
3 533 534 578 
3 534 494 578 
3 494 534 533 
3 585 588 621 
3 588 585 590 
3 399 585 621 
3 408 585 399 
3 586 585 408 
3 585 586 590 
3 396 352 349 
3 396 375 379 
3 434 396 379 
3 396 385 416 
3 396 357 352 
3 396 358 356 
3 396 330 358 
3 396 354 357 
3 403 396 434 
3 394 396 395 
3 330 396 391 
3 354 396 356 
3 396 403 388 
3 361 396 349 
3 371 396 361 
3 396 394 391 
3 396 371 375 
3 385 396 388 
Vertices and facets:
- p373(v20): 0.088 -0.057  -0.1
  neighbors: f71 f154 f155
- p374(v10): 0.069 -0.056  -0.1
  neighbors: f71 f155 f208 f271 f343 f472 f475 f515 f516
- p380(v2):  0.11 -0.058  -0.1
  neighbors: f71 f154 f208 f209 f236 f237 f264 f265
- p391(v24):  0.13 0.041 -0.11
  neighbors: f93 f169 f303 f422 f587 f592
- p329(v22):  0.11 0.045  -0.1
  neighbors: f93 f161 f180 f282 f283 f303 f304
- p392(v12):  0.13 0.042  -0.1
  neighbors: f93 f161 f168 f169 f279 f280
- p352(v35): -0.07 -0.021 -0.11
  neighbors: f149 f257 f261 f263 f577 f581
- p349(v21): -0.046 -0.036 -0.11
  neighbors: f149 f473 f474 f577 f590
- p350(v18): -0.044 -0.037 -0.094
  neighbors: f149 f263 f356 f358 f470 f474
- p379(v36):   0.1 -0.056 -0.11
  neighbors: f154 f155 f265 f271 f578 f579
- p141(v38): 0.042 0.038 -0.05
  neighbors: f161 f273 f274 f280 f281 f283 f320 f403 f405
- p393(v39):  0.15 0.034  -0.1
  neighbors: f166 f167 f168 f169 f300 f422 f423
- p399(v23):  0.17 0.024  -0.1
  neighbors: f166 f300 f522 f523 f573 f574
- p621(v9):  0.15 0.027 -0.088
  neighbors: f166 f167 f366 f555 f571 f573
- p640(v30):  0.13 0.035 -0.082
  neighbors: f167 f168 f272 f274 f279 f281 f366 f367
- p358(v41): -0.043 0.033 -0.11
  neighbors: f179 f180 f304 f582 f583
- p327(v37): -0.042 0.034 -0.095
  neighbors: f179 f180 f282 f333 f458 f459
- p356(v6): -0.069 0.021 -0.11
  neighbors: f179 f388 f458 f547 f548 f582 f588
- p773(v47): -0.0084 -0.03 -0.0073
  neighbors: f203 f204 f219 f220 f460 f461 f496 f497
- p13(v27): 0.036 -0.047 -0.054
  neighbors: f203 f204 f209 f212 f233 f236
- p535(v7): -0.0069 -0.038 -0.033
  neighbors: f203 f212 f219 f345 f358 f359 f470 f471
- p781(v15): 0.0077 -0.027 -0.0057
  neighbors: f204 f233 f249 f371 f495 f496
- p38(v48): 0.039 -0.048 -0.06
  neighbors: f208 f209 f212 f343 f345
- p530(v50): -0.034 -0.028 -0.03
  neighbors: f219 f220 f348 f355 f359 f476 f477
- p772(v28): -0.026 -0.024 -0.0061
  neighbors: f220 f348 f460 f549 f550
- p779(v51): 0.028 -0.0063 0.0012
  neighbors: f226 f502 f503 f510 f511
- p776(v29): 0.015 -0.0054 0.0093
  neighbors: f226 f360 f480 f481 f503 f505
- p548(v16):  0.17 -0.0092 -0.085
  neighbors: f226 f480 f482 f507 f511
- p508(v53):  0.11 -0.055 -0.094
  neighbors: f233 f236 f237 f247 f249
- p435(v32):  0.13 -0.055  -0.1
  neighbors: f237 f244 f247 f264 f396 f397
- p551(v55):  0.13 -0.051 -0.095
  neighbors: f244 f245 f246 f247 f249 f371 f372
- p402(v19):  0.16 -0.042  -0.1
  neighbors: f244 f245 f250 f252 f395 f396
- p550(v54):  0.15 -0.037 -0.096
  neighbors: f245 f246 f252 f370 f376 f512 f513
- p558(v33):  0.13 -0.044 -0.087
  neighbors: f246 f370 f372
- p387(v56):  0.17 -0.028  -0.1
  neighbors: f250 f252 f378 f509 f513
- p388(v11):  0.17 -0.029 -0.11
  neighbors: f250 f378 f395 f518 f589 f594
- p357(v57): -0.075 -0.0073 -0.11
  neighbors: f257 f258 f389 f581 f584
- p430(v0): -0.075 -0.0074 -0.093
  neighbors: f257 f258 f261 f429 f543 f544
- p355(v42): -0.074 0.0092 -0.094
  neighbors: f258 f388 f389 f543 f547
- p351(v58): -0.068 -0.022 -0.093
  neighbors: f261 f263 f356 f357 f391 f429 f430
- p434(v59):  0.13 -0.053 -0.11
  neighbors: f264 f265 f397 f579 f585
- p375(v60): 0.068 -0.052 -0.11
  neighbors: f271 f515 f578 f593
- p147(v61): 0.042  0.03 -0.035
  neighbors: f272 f273 f274
- p785(v17): 0.0084 0.021 -0.0027
  neighbors: f272 f273 f320 f367 f441 f526 f527
- p642(v63):  0.13  0.04 -0.095
  neighbors: f279 f280 f281
- p492(v64): -0.039 0.034 -0.073
  neighbors: f282 f283 f333 f402 f403 f540 f541
- p395(v67):  0.17 0.022 -0.11
  neighbors: f300 f423 f523 f586
- p330(v68):  0.11 0.043 -0.11
  neighbors: f303 f304 f583 f587
- p485(v70): -0.07 -0.0026 -0.052
  neighbors: f310 f325 f424 f449 f455
- p499(v31): -0.067 -0.017 -0.068
  neighbors: f310 f355 f357 f391 f424 f425 f476 f478
- p529(v13): -0.059 -0.0016 -0.021
  neighbors: f310 f325 f446 f478 f479 f535 f536
- p767(v71): -0.0074 0.024 -0.004
  neighbors: f320 f404 f405 f431 f439 f441
- p532(v72): -0.059 0.0097 -0.02
  neighbors: f325 f445 f446 f449 f452
- p495(v73): -0.066  0.02 -0.068
  neighbors: f333 f459 f538 f541 f545 f546
- p458(v75): 0.038 -0.051 -0.088
  neighbors: f343 f345 f471 f472
- p775(v76): -0.039 -0.012 -0.0031
  neighbors: f348 f477 f479 f535 f549 f552
- p761(v77): -0.03 0.0078 0.0081
  neighbors: f351 f353 f442 f530 f532
- p764(v45): -0.02 0.013 0.007
  neighbors: f351 f353 f434 f436 f438
- p762(v26): -0.04 0.013 -0.00076
  neighbors: f351 f433 f434 f442 f444
- p816(v3): -0.0091 -0.0024 0.013
  neighbors: f353 f360 f361 f436 f465 f500 f505 f506 f524 f525 f531 f532 f553 f554
- p454(v78): -0.044 -0.036 -0.081
  neighbors: f355 f356 f357 f358 f359
- p782(v79): 0.016 0.00088 0.0098
  neighbors: f360 f361 f481 f558 f561
- p786(v52): 0.011 0.0074 0.0089
  neighbors: f361 f524 f528 f561 f562
- p787(v80): 0.022 0.013 0.00031
  neighbors: f366 f367 f527 f528 f555 f557 f560 f562
- p778(v81): 0.021 -0.018 -0.0019
  neighbors: f370 f371 f372 f376 f495 f501 f504
- p555(v8):  0.15 -0.028 -0.089
  neighbors: f376 f501 f502 f510 f512
- p386(v82):  0.18 -0.014  -0.1
  neighbors: f378 f379 f417 f508 f509 f518 f519
- p569(v65):  0.17 -0.0063 -0.093
  neighbors: f379 f415 f482 f483 f507 f508
- p415(v1):  0.18 0.00017  -0.1
  neighbors: f379 f415 f417 f419 f566 f567
- p354(v84): -0.074 0.0086 -0.11
  neighbors: f388 f389 f584 f588
- p501(v85): -0.068 -0.019 -0.08
  neighbors: f391 f425 f430
- p403(v86):  0.16 -0.042 -0.11
  neighbors: f395 f396 f397 f585 f589
- p573(v88): -0.0047 0.033 -0.03
  neighbors: f402 f403 f404 f405
- p578(v14): -0.032 0.031 -0.027
  neighbors: f402 f404 f431 f432 f540 f568 f569
- p570(v90):  0.17 -0.00028 -0.092
  neighbors: f415 f483 f563 f567
- p416(v91):  0.18 -0.0015 -0.11
  neighbors: f417 f419 f519 f521 f580
- p408(v40):  0.17 0.015  -0.1
  neighbors: f419 f521 f522 f566 f574 f575
- p394(v92):  0.15 0.031 -0.11
  neighbors: f422 f423 f586 f592
- p488(v93): -0.074 -0.0046 -0.068
  neighbors: f424 f425 f429 f430 f455 f542 f544
- p765(v94): -0.026 0.021 -0.0028
  neighbors: f431 f432 f433 f434 f438 f439
- p533(v46): -0.055 0.016 -0.021
  neighbors: f432 f433 f444 f445 f452 f537 f568 f570
- p766(v95): -0.0082 0.015 0.0064
  neighbors: f436 f438 f439 f441 f525 f526
- p763(v96): -0.045 0.0058 -0.00012
  neighbors: f442 f444 f445 f446 f529 f530 f534 f536
- p486(v97): -0.07 0.0095 -0.053
  neighbors: f449 f452 f455 f537 f538 f542 f545
- p353(v98): -0.068 0.021 -0.094
  neighbors: f458 f459 f546 f548
- p771(v99): -0.02 -0.017 0.0049
  neighbors: f460 f461 f465 f550 f554
- p770(v74): -0.0088 -0.021 0.0042
  neighbors: f461 f465 f497 f500
- p370(v101): 0.0026 -0.046 -0.096
  neighbors: f470 f471 f472 f473 f474 f475
- p361(v87): -0.017 -0.041 -0.11
  neighbors: f473 f475 f516 f590 f591
- p528(v102): -0.055 -0.008 -0.023
  neighbors: f476 f477 f478 f479
- p545(v103):  0.17 0.0004 -0.084
  neighbors: f480 f481 f482 f483 f558 f559 f563 f564
- p780(v105): 0.0019 -0.019 0.0052
  neighbors: f495 f496 f497 f500 f504 f506
- p777(v106): 0.011 -0.013 0.0075
  neighbors: f501 f502 f503 f504 f505 f506
- p554(v107):  0.17 -0.017 -0.09
  neighbors: f507 f508 f509 f510 f511 f512 f513
- p371(v108): 0.00048 -0.043 -0.11
  neighbors: f515 f516 f591 f593
- p385(v109):  0.18 -0.015 -0.11
  neighbors: f518 f519 f580 f594
- p396(v110):  0.17 0.014 -0.11
  neighbors: f521 f522 f523 f577 f578 f579 f580 f581 f582 f583 f584 f585 f586 f587 f588 f589 f590 f591 f592 f593 f594
- p784(v111): 0.0024 0.013 0.0072
  neighbors: f524 f525 f526 f527 f528
- p760(v112): -0.033 0.0028 0.0085
  neighbors: f529 f530 f531 f532
- p768(v49): -0.033 -0.0026 0.0079
  neighbors: f529 f531 f534 f551 f553
- p769(v113): -0.044 -0.0022 -0.001
  neighbors: f534 f535 f536 f551 f552
- p494(v114): -0.064  0.02 -0.054
  neighbors: f537 f538 f540 f541 f569 f570
- p487(v115): -0.074 0.0088 -0.069
  neighbors: f542 f543 f544 f545 f546 f547 f548
- p774(v116): -0.029 -0.0092 0.0066
  neighbors: f549 f550 f551 f552 f553 f554
- p588(v117):  0.15 0.018 -0.081
  neighbors: f555 f557 f571 f572
- p590(v104):  0.17 0.012 -0.086
  neighbors: f557 f559 f560 f564 f572 f576
- p783(v118): 0.028 0.0028 0.0019
  neighbors: f558 f559 f560 f561 f562
- p586(v119):  0.17 0.0065 -0.093
  neighbors: f563 f564 f566 f567 f575 f576
- p534(v120): -0.058 0.018 -0.034
  neighbors: f568 f569 f570
- p585(v121):  0.17 0.018 -0.091
  neighbors: f571 f572 f573 f574 f575 f576
- f71
    - flags: top simplicial
    - normal:  -0.05623  -0.9782  -0.1998
    - offset: -0.07134043
    - center: 0.08758999903996785 -0.05704999963442484 -0.1024000023802121 
    - vertices: p373(v20) p374(v10) p380(v2)
    - neighboring facets: f208 f154 f155
- f93
    - flags: bottom simplicial tested
    - normal:     0.153   0.9739  -0.1675
    - offset: -0.07781027
    - center: 0.121366669734319 0.04270000010728835 -0.1054000010093053 
    - vertices: p391(v24) p329(v22) p392(v12)
    - neighboring facets: f161 f169 f303
- f149
    - flags: bottom simplicial tested seen
    - normal:   -0.5271  -0.8496  -0.0206
    - offset: -0.05704472
    - center: -0.05330999940633774 -0.03150333277881145 -0.1059500003854434 
    - vertices: p352(v35) p349(v21) p350(v18)
    - neighboring facets: f474 f263 f577
    - ridges:
- f154
    - flags: top simplicial tested
    - normal:  -0.05494  -0.9704  -0.2353
    - offset: -0.07465269
    - center: 0.09928666551907857 -0.05693999926249186 -0.1056333358089129 
    - vertices: p379(v36) p373(v20) p380(v2)
    - neighboring facets: f71 f265 f155
- f155
    - flags: bottom simplicial tested
    - normal:  -0.05682  -0.9695  -0.2385
    - offset: -0.07476818
    - center: 0.08722333361705144 -0.056253332644701 -0.1056000019113223 
    - vertices: p379(v36) p373(v20) p374(v10)
    - neighboring facets: f71 f271 f154
- f161
    - flags: top simplicial
    - normal:    0.1491   0.9322   0.3299
    - offset: -0.02471419
    - vertices: p141(v38) p329(v22) p392(v12)
    - neighboring facets: f93 f280 f283
- f166
    - flags: top simplicial
    - normal:    0.4718   0.7539   0.4572
    - offset: -0.05191791
    - center: 0.1583666652441025 0.0282366673151652 -0.0964133342107137 
    - vertices: p393(v39) p399(v23) p621(v9)
    - neighboring facets: f573 f167 f300
- f167
    - flags: bottom simplicial
    - normal:    0.3408    0.815   0.4687
    - offset: -0.0326416
    - vertices: p393(v39) p640(v30) p621(v9)
    - neighboring facets: f366 f166 f168
- f168
    - flags: top simplicial
    - normal:    0.2709   0.8947   0.3552
    - offset: -0.03601821
    - vertices: p393(v39) p640(v30) p392(v12)
    - neighboring facets: f279 f169 f167
- f169
    - flags: bottom simplicial
    - normal:    0.3095   0.9395  -0.1466
    - offset: -0.09411349
    - center: 0.1363666703303655 0.03886000066995621 -0.1050000016887983 
    - vertices: p393(v39) p391(v24) p392(v12)
    - neighboring facets: f93 f168 f422
- f179
    - flags: top simplicial tested seen
    - normal:   -0.4337   0.9005 -0.03235
    - offset: -0.05229317
    - center: -0.05147333443164825 0.02946333338816961 -0.1063100000222524 
    - vertices: p358(v41) p327(v37) p356(v6)
    - neighboring facets: f458 f582 f180
    - ridges:
- f180
    - flags: bottom simplicial tested
    - normal:  -0.07399   0.9947 -0.07172
    - offset: -0.04422699
    - center: 0.007923332353432974 0.03762333343426386 -0.103043332695961 
    - vertices: p358(v41) p327(v37) p329(v22)
    - neighboring facets: f282 f304 f179
- f203
    - flags: top simplicial
    - normal:  -0.04249  -0.9503   0.3085
    - offset: -0.02637833
    - vertices: p773(v47) p13(v27) p535(v7)
    - neighboring facets: f212 f219 f204
- f204
    - flags: bottom simplicial
    - normal:     0.109  -0.8945   0.4335
    - offset: -0.02253973
    - vertices: p773(v47) p13(v27) p781(v15)
    - neighboring facets: f233 f496 f203
- f208
    - flags: bottom simplicial
    - normal:  -0.05589  -0.9887   0.1392
    - offset: -0.03730539
    - vertices: p38(v48) p374(v10) p380(v2)
    - neighboring facets: f71 f209 f343
- f209
    - flags: top simplicial
    - normal:  0.006828  -0.9719   0.2352
    - offset: -0.03312408
    - vertices: p38(v48) p13(v27) p380(v2)
    - neighboring facets: f236 f208 f212
- f212
    - flags: bottom simplicial
    - normal:   -0.1004   -0.975   0.1983
    - offset: -0.03135991
    - vertices: p38(v48) p13(v27) p535(v7)
    - neighboring facets: f203 f345 f209
- f219
    - flags: top simplicial
    - normal:   -0.2999  -0.9117   0.2808
    - offset: -0.02758925
    - vertices: p530(v50) p773(v47) p535(v7)
    - neighboring facets: f203 f359 f220
- f220
    - flags: bottom simplicial
    - normal:   -0.3053   -0.908    0.287
    - offset: -0.02747866
    - vertices: p530(v50) p773(v47) p772(v28)
    - neighboring facets: f460 f348 f219
- f226
    - flags: top simplicial
    - normal:    0.4898  -0.3659   0.7913
    - offset: -0.01694808
    - vertices: p779(v51) p776(v29) p548(v16)
    - neighboring facets: f480 f511 f503
- f233
    - flags: top simplicial
    - normal:    0.1542  -0.8778   0.4535
    - offset: -0.02232049
    - vertices: p508(v53) p13(v27) p781(v15)
    - neighboring facets: f204 f249 f236
- f236
    - flags: bottom simplicial
    - normal:   0.07742  -0.9412   0.3289
    - offset: -0.02921025
    - vertices: p508(v53) p13(v27) p380(v2)
    - neighboring facets: f209 f237 f233
- f237
    - flags: top simplicial
    - normal:    0.1612  -0.9385   0.3053
    - offset: -0.04030331
    - center: 0.1130333319306374 -0.055953332533439 -0.09968000153700511 
    - vertices: p508(v53) p435(v32) p380(v2)
    - neighboring facets: f264 f236 f247
- f244
    - flags: bottom simplicial
    - normal:    0.3703  -0.8472   0.3811
    - offset: -0.05379371
    - center: 0.1358666668335597 -0.04937666654586793 -0.1006366660197576 
    - vertices: p551(v55) p435(v32) p402(v19)
    - neighboring facets: f396 f245 f247
- f245
    - flags: top simplicial
    - normal:    0.3859  -0.7155   0.5824
    - offset: -0.02983367
    - vertices: p551(v55) p550(v54) p402(v19)
    - neighboring facets: f252 f244 f246
- f246
    - flags: bottom simplicial
    - normal:    0.3768  -0.6956   0.6116
    - offset: -0.02487703
    - vertices: p551(v55) p550(v54) p558(v33)
    - neighboring facets: f370 f372 f245
- f247
    - flags: bottom simplicial
    - normal:    0.2166  -0.8844   0.4135
    - offset: -0.03316471
    - vertices: p551(v55) p508(v53) p435(v32)
    - neighboring facets: f237 f244 f249
- f249
    - flags: top simplicial
    - normal:    0.2149  -0.8338   0.5085
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    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p357(v57) p352(v35)
    - neighboring facets: f257 f577 f584
- f582
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p358(v41) p356(v6)
    - neighboring facets: f179 f588 f583
- f583
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p330(v68) p358(v41)
    - neighboring facets: f304 f582 f587
- f584
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p354(v84) p357(v57)
    - neighboring facets: f389 f581 f588
- f585
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p403(v86) p434(v59)
    - neighboring facets: f397 f579 f589
- f586
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p394(v92) p395(v67)
    - neighboring facets: f423 f523 f592
- f587
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p330(v68) p391(v24)
    - neighboring facets: f303 f592 f583
- f588
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p354(v84) p356(v6)
    - neighboring facets: f388 f582 f584
- f589
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p403(v86) p388(v11)
    - neighboring facets: f395 f594 f585
- f590
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p361(v87) p349(v21)
    - neighboring facets: f473 f577 f591
- f591
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p371(v108) p361(v87)
    - neighboring facets: f516 f590 f593
- f592
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p394(v92) p391(v24)
    - neighboring facets: f422 f587 f586
- f593
    - flags: top simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p371(v108) p375(v60)
    - neighboring facets: f515 f578 f591
- f594
    - flags: bottom simplicial tricoplanar
    - owner of normal & centrum is facet f577
    - normal:         0        0       -1
    - offset:    -0.1119
    - center: 0.02496777847409248 -0.01196244436626633 -0.1119000017642975 
    - vertices: p396(v110) p385(v109) p388(v11)
    - neighboring facets: f518 f589 f580