LHandLink-ch.txt

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3 756 758 763 
3 1038 756 761 
3 756 1038 87 
3 758 756 1028 
3 138 137 757 
3 137 830 757 
3 830 137 138 
3 829 138 140 
3 829 830 138 
3 1037 836 622 
3 830 836 1037 
3 667 830 793 
3 992 979 977 
3 979 874 977 
3 979 992 991 
3 874 979 991 
3 565 164 17 
3 166 565 223 
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3 164 166 17 
3 166 169 17 
3 169 166 230 
3 458 450 448 
3 450 458 564 
3 458 231 564 
3 458 161 231 
3 458 448 457 
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3 175 174 159 
3 446 444 443 
3 445 444 446 
3 444 450 443 
3 460 461 1033 
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3 444 449 450 
3 449 444 463 
3 462 463 1033 
3 449 462 448 
3 462 449 463 
3 451 456 454 
3 452 456 451 
3 466 498 1033 
3 466 456 498 
3 456 466 454 
3 576 577 832 
3 577 765 832 
3 672 577 751 
3 577 576 751 
3 577 472 765 
3 472 577 672 
3 468 785 616 
3 785 468 467 
3 468 772 467 
3 763 792 751 
3 792 472 751 
3 792 455 472 
3 77 79 78 
3 77 88 79 
3 77 72 88 
3 105 108 172 
3 108 18 172 
3 18 108 100 
3 108 105 220 
3 108 73 100 
3 73 108 220 
3 789 827 811 
3 789 528 827 
3 789 791 528 
3 835 834 140 
3 834 835 793 
3 830 834 793 
3 834 829 140 
3 829 834 830 
3 828 140 363 
3 828 835 140 
3 85 828 363 
3 828 85 360 
3 835 828 360 
3 236 475 476 
3 236 161 475 
3 231 157 159 
3 157 161 159 
3 161 157 231 
3 808 810 616 
3 810 702 616 
3 702 810 808 
3 731 49 734 
3 731 702 49 
3 731 734 712 
3 702 731 712 
3 352 5 2 
3 130 4 143 
3 4 124 143 
3 5 4 130 
3 4 5 352 
3 124 4 353 
3 4 352 353 
3 322 320 305 
3 320 881 305 
3 320 2 306 
3 887 320 306 
3 881 320 887 
3 2 320 23 
3 320 322 23 
3 385 40 381 
3 9 385 381 
3 385 9 40 
3 1028 60 87 
3 60 756 87 
3 756 60 1028 
3 782 793 453 
3 667 782 453 
3 782 667 793 
3 783 836 830 
3 667 783 830 
3 836 783 622 
3 783 453 622 
3 783 667 453 
3 168 166 223 
3 166 168 230 
3 168 223 176 
3 230 168 176 
3 473 458 475 
3 458 473 161 
3 463 459 1033 
3 459 460 1033 
3 444 459 463 
3 459 444 445 
3 460 459 445 
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3 499 462 1033 
3 499 498 457 
3 448 499 457 
3 462 499 448 
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3 498 464 457 
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3 464 452 475 
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3 465 466 1033 
3 465 461 454 
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3 620 468 616 
3 772 620 615 
3 468 620 772 
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3 792 471 455 
3 451 471 763 
3 471 792 763 
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3 82 103 100 
3 72 82 73 
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3 791 634 528 
3 634 236 476 
3 236 634 791 
3 161 173 172 
3 173 236 791 
3 173 791 789 
3 173 789 811 
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3 360 173 811 
3 129 5 130 
3 81 129 78 
3 5 129 2 
3 2 129 297 
3 129 81 297 
3 161 474 475 
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3 82 80 103 
3 80 82 77 
3 103 80 146 
3 80 130 146 
3 80 129 130 
3 80 77 78 
3 129 80 78 
3 236 178 161 
3 178 173 161 
3 173 178 236 
Vertices and facets:
- p353(v46):  0.05  0.15 -0.039
- p18(v40): 0.059 0.088 -0.067
- p17(v8): 0.058 0.085 -0.07
- p738(v57): -0.024 0.091 -0.026
- p671(v45): -0.024 0.058 -0.027
- p739(v23): -0.023 0.098 -0.031
- p451(v63): 0.0041 0.0024 0.0095
- p763(v32): 0.014  0.08 0.0085
- p622(v3): 0.0087 0.0074 0.0099
- p762(v64): 0.014 0.084 0.0074
- p751(v18): -0.00062 0.078 0.0029
- p575(v34): -0.00029 0.083 0.0012
- p761(v6): 0.016 0.086 0.0068
- p446(v67): -0.015 0.00072 -0.016
- p447(v38): -0.012 -0.0034 -0.004
- p467(v20): -0.017 0.0024 -0.0034
- p530(v70): 0.059 0.088 -0.067
- p172(v1):  0.06 0.046 -0.037
- p482(v75): -0.0097  0.11 -0.062
- p223(v58): 0.051 0.076 -0.069
- p805(v44): -0.007 0.013 -0.031
- p470(v76): -0.0083 0.0044 -0.026
- p812(v24): -0.015 0.014 -0.027
- p443(v9): -0.0035 -0.0012 -0.024
- p616(v78): -0.024 0.043 -0.026
- p615(v69): -0.024 0.045 -0.015
- p669(v0): -0.025 0.072 -0.021
- p386(v82): 0.033  0.14 -0.056
- p381(v47): 0.028  0.14 -0.057
- p734(v85): -0.018  0.11 -0.048
- p712(v12): -0.017  0.11 -0.052
- p308(v87): 0.019  0.12 -0.011
- p265(v50): 0.025  0.12 -0.0094
- p1038(v88): 0.019 0.089 0.0061
- p87(v27): 0.043  0.12 -0.0051
- p1037(v90): 0.019 0.078 0.0089
- p1028(v92): 0.049  0.12 -0.0048
- p138(v52): 0.044 0.081 0.006
- p757(v51): 0.025 0.081 0.0082
- p88(v91): 0.048  0.12 -0.0061
- p140(v22): 0.047 0.081 0.005
- p363(v11): 0.054  0.11 -0.0057
- p992(v94): -0.022   0.1 -0.031
- p737(v96): -0.024 0.086 -0.024
- p225(v97): 0.052 0.082 -0.071
- p481(v5): -0.0078  0.11 -0.063
- p445(v98): -0.011 -0.0046 -0.014
- p837(v104): -0.02 0.089 -0.019
- p846(v66): -0.0085 0.086 -0.006
- p983(v14): -0.02 0.094 -0.022
- p832(v37): -0.019 0.073 -0.01
- p844(v105): -0.0025 0.087 -0.0013
- p840(v106): -0.0028 0.097 -0.0068
- p977(v29): -0.02   0.1 -0.025
- p472(v108): -0.013 0.0082 0.0032
- p672(v61): -0.0036 0.073 0.0016
- p676(v109): -0.024 0.059 -0.018
- p360(v112): 0.054 0.082 -0.0028
- p96(v41): 0.056 0.093 -0.0077
- p827(v113): 0.051 0.075 0.0011
- p811(v72): 0.053 0.074 -0.003
- p475(v115): 0.032 -0.002 -0.0094
- p476(v74): 0.034 0.0033 -0.0074
- p477(v42): 0.027 0.0053 0.0028
- p478(v117): 0.00041 0.0035 -0.029
- p681(v77): 0.0097 0.0023 -0.03
- p176(v31): 0.037 0.027 -0.045
- p808(v118): -0.017 0.034 -0.032
- p1036(v43): -0.012  0.11 -0.062
- p785(v119): -0.018 0.0065 -0.016
- p146(v120): 0.056  0.13 -0.025
- p100(v21): 0.057  0.12 -0.017
- p143(v79): 0.055  0.14 -0.03
- p124(v121): 0.053  0.14 -0.037
- p130(v122): 0.054  0.14 -0.027
- p81(v123): 0.048  0.14 -0.021
- p297(v55):  0.02  0.13 -0.015
- p78(v26): 0.048  0.14 -0.018
- p304(v124): 0.021  0.13 -0.023
- p2(v80): 0.046  0.15 -0.034
- p306(v28): 0.022  0.14 -0.029
- p887(v93): 0.0012  0.12 -0.018
- p549(v125): 0.053 0.086 -0.071
- p967(v81): 0.012  0.13 -0.064
- p40(v130): 0.011  0.13 -0.063
- p49(v131): -0.013  0.11 -0.06
- p1035(v86): -0.011  0.12 -0.061
- p10(v132): 0.024  0.14 -0.055
- p310(v128): 0.026  0.14 -0.046
- p23(v2): 0.046  0.15 -0.037
- p313(v84): 0.024  0.14 -0.048
- p480(v133): -0.0093  0.12 -0.063
- p758(v134): 0.019 0.084 0.008
- p324(v135): 0.026  0.13 -0.011
- p79(v89): 0.048  0.13 -0.015
- p323(v15): 0.019  0.13 -0.012
- p830(v136): 0.042 0.075 0.0072
- p83(v137): 0.048  0.13 -0.011
- p873(v138): 0.00052  0.12 -0.016
- p874(v139): -0.0025  0.12 -0.02
- p982(v140): -0.023 0.096 -0.027
- p773(v141): -0.02  0.07 -0.011
- p765(v39): -0.02 0.048 -0.0068
- p565(v142): 0.054 0.082 -0.071
- p1008(v143): 0.0089  0.13 -0.064
- p450(v145): 0.013 -0.0026 -0.026
- p231(v146):  0.04 0.022 -0.04
- p159(v60): 0.051 0.038 -0.047
- p564(v100): 0.035 0.015 -0.036
- p199(v147): 0.059 0.065 -0.057
- p160(v99): 0.058 0.041 -0.043
- p169(v148): 0.056 0.064 -0.061
- p230(v101): 0.053 0.064 -0.063
- p175(v149): 0.045 0.037 -0.049
- p461(v150): -0.0053 -0.008 -0.0054
- p454(v62): -0.0066 -0.003 0.0026
- p452(v152): 0.021 0.00068 0.0058
- p793(v114): 0.046 0.074 0.0059
- p453(v73): 0.018 0.0067 0.0079
- p952(v154): -0.021 0.074 -0.014
- p576(v155): -0.0061 0.082 -0.0019
- p772(v156): -0.018 0.0081 -0.0018
- p455(v157): -0.0097 0.0029 0.0051
- p72(v158): 0.054  0.12 -0.0072
- p220(v71): 0.056  0.11 -0.0082
- p73(v110): 0.056  0.12 -0.01
- p105(v159): 0.058  0.11 -0.012
- p93(v111): 0.057  0.11 -0.011
- p85(v160): 0.054   0.1 -0.0045
- p94(v161): 0.057   0.1 -0.0092
- p528(v162): 0.046 0.054 -0.00027
- p835(v163): 0.049 0.076 0.004
- p161(v164): 0.056 0.036 -0.04
- p702(v166): -0.014  0.11 -0.058
- p809(v167): -0.015 0.026 -0.03
- p469(v168): -0.015 0.0057 -0.021
- p617(v169): -0.022 0.032 -0.024
- p103(v170): 0.057  0.13 -0.021
- p352(v171):  0.05  0.15 -0.036
- p121(v83): 0.045  0.15 -0.039
- p215(v172): 0.056 0.086 -0.07
- p862(v173): 0.028  0.14 -0.058
- p322(v174): 0.024  0.14 -0.039
- p327(v175):  0.02  0.14 -0.04
- p890(v126): 0.0062  0.13 -0.046
- p305(v127): 0.019  0.14 -0.036
- p959(v129): -0.016  0.11 -0.045
- p870(v56): -0.0021  0.12 -0.025
- p881(v176): -0.00081  0.12 -0.021
- p984(v177): -0.018  0.11 -0.039
- p991(v7): -0.019   0.1 -0.03
- p50(v178): -0.012  0.12 -0.058
- p7(v179): 0.028  0.14 -0.057
- p9(v180): 0.025  0.14 -0.056
- p51(v181): 0.023  0.14 -0.054
- p764(v182): 0.019 0.081 0.0086
- p756(v183): 0.019 0.087 0.0072
- p137(v184): 0.042 0.079 0.0066
- p829(v185): 0.043 0.079 0.0064
- p836(v186): 0.031 0.064 0.0085
- p667(v187): 0.039 0.069 0.0075
- p979(v188): -0.02   0.1 -0.027
- p164(v189): 0.055 0.082 -0.071
- p166(v190): 0.054 0.075 -0.068
- p458(v191): 0.027 -0.0031 -0.022
- p448(v59): 0.022 -0.0076 -0.018
- p457(v17): 0.026 -0.0068 -0.0087
- p479(v192): 0.018 0.0019 -0.029
- p170(v193): 0.058 0.058 -0.054
- p174(v194): 0.043 0.033 -0.048
- p444(v195): -0.0018 -0.0061 -0.02
- p460(v196): -0.0047 -0.0088 -0.011
- p1033(v102): 0.0049 -0.011 -0.0078
- p449(v197): 0.011 -0.0072 -0.022
- p463(v151): 0.0084 -0.01 -0.016
- p462(v198): 0.015 -0.011 -0.014
- p456(v199): 0.0041 -0.0034 0.006
- p466(v200): 0.0043 -0.008 0.00055
- p498(v153): 0.012 -0.0088 -0.0011
- p577(v201): -0.0059 0.077 -0.00042
- p468(v202): -0.019 0.0075 -0.0074
- p792(v203): -0.0079 0.0082 0.006
- p77(v204): 0.054  0.13 -0.019
- p108(v205): 0.057  0.12 -0.014
- p789(v206): 0.052 0.066 -0.0057
- p791(v207): 0.051 0.055 -0.0083
- p834(v208): 0.047 0.077 0.0055
- p828(v209): 0.049 0.079 0.0038
- p236(v210): 0.051 0.028 -0.025
- p157(v211): 0.049 0.034 -0.045
- p810(v212): -0.018 0.044 -0.034
- p731(v213): -0.015  0.11 -0.056
- p5(v214):  0.05  0.15 -0.034
- p4(v215): 0.052  0.15 -0.035
- p320(v216): 0.023  0.14 -0.035
- p385(v217): 0.025  0.14 -0.057
- p60(v218): 0.044  0.12 -0.0037
- p782(v219): 0.036 0.055 0.0072
- p783(v220): 0.033 0.061 0.0082
- p168(v221): 0.052 0.068 -0.066
- p473(v222): 0.031 0.002 -0.023
- p459(v223): 0.00083 -0.0096 -0.015
- p499(v224): 0.017 -0.01 -0.0081
- p464(v225): 0.017 -0.0047 0.0031
- p465(v226): -0.002 -0.0078 -0.0015
- p620(v227): -0.022 0.032 -0.014
- p471(v228): -0.0002 0.008 0.0087
- p82(v229): 0.055  0.13 -0.013
- p634(v231): 0.044 0.035 -0.0071
- p173(v232): 0.057  0.04 -0.031
- p129(v234): 0.048  0.14 -0.024
- p474(v235): 0.035 0.0027 -0.015
- p80(v236): 0.054  0.14 -0.022
- p178(v237): 0.055 0.035 -0.029
- f201
    - flags: bottom simplicial
    - normal:    0.6437   0.4032  -0.6504
    - offset: -0.1169771
    - vertices: p353(v46) p18(v40) p17(v8)
    - neighboring facets: f333 f389 f603
- f264
    - flags: top simplicial
    - normal:   -0.9691 0.0009634  -0.2465
    - offset: -0.03014894
    - vertices: p738(v57) p671(v45) p739(v23)
    - neighboring facets: f402 f453 f373
- f292
    - flags: top simplicial
    - normal:   -0.1238  0.02816   0.9919
    - offset: -0.008965178
    - vertices: p451(v63) p763(v32) p622(v3)
    - neighboring facets: f430 f773 f1153
- f300
    - flags: top simplicial
    - normal:   -0.3774   0.2666   0.8868
    - offset: -0.02356103
    - vertices: p762(v64) p763(v32) p751(v18)
    - neighboring facets: f1034 f301 f302
- f301
    - flags: bottom simplicial
    - normal:   -0.3874   0.3049     0.87
    - offset: -0.02649847
    - vertices: p762(v64) p575(v34) p751(v18)
    - neighboring facets: f508 f300 f513
- f302
    - flags: bottom simplicial
    - normal:   -0.1902   0.3046   0.9333
    - offset: -0.02969086
    - vertices: p762(v64) p763(v32) p761(v6)
    - neighboring facets: f941 f512 f300
- f319
    - flags: bottom simplicial
    - normal:   -0.7765  -0.6302 -0.0006886
    - offset: -0.01156464
    - vertices: p446(v67) p447(v38) p467(v20)
    - neighboring facets: f801 f595 f472
- f332
    - flags: bottom simplicial
    - normal:    0.9993       -0 -0.03746
    - offset: -0.0613686
    - vertices: p530(v70) p18(v40) p172(v1)
    - neighboring facets: f1047 f747 f333
- f333
    - flags: top simplicial
    - normal:    0.9315        0  -0.3637
    - offset: -0.0793133
    - vertices: p530(v70) p18(v40) p17(v8)
    - neighboring facets: f201 f745 f332
- f355
    - flags: bottom simplicial
    - normal:   -0.2763  -0.2963  -0.9142
    - offset: -0.02665018
    - vertices: p482(v75) p223(v58) p805(v44)
    - neighboring facets: f585 f592 f468
- f357
    - flags: top simplicial
    - normal:   -0.4948  -0.3947  -0.7742
    - offset: -0.02247739
    - vertices: p470(v76) p805(v44) p812(v24)
    - neighboring facets: f861 f866 f584
- f358
    - flags: top simplicial
    - normal:   -0.5123  -0.6039  -0.6106
    - offset: -0.01743437
    - vertices: p470(v76) p446(v67) p443(v9)
    - neighboring facets: f992 f583 f867
- f369
    - flags: bottom simplicial
    - normal:   -0.9993 -0.02639  0.02541
    - offset: -0.02234197
    - vertices: p616(v78) p615(v69) p669(v0)
    - neighboring facets: f538 f372 f1147
- f372
    - flags: top simplicial
    - normal:   -0.9957 -0.004408 -0.09217
    - offset: -0.02627796
    - vertices: p616(v78) p738(v57) p669(v0)
    - neighboring facets: f462 f369 f373
- f373
    - flags: bottom simplicial
    - normal:   -0.9957 -0.004408 -0.09222
    - offset: -0.02627912
    - vertices: p616(v78) p738(v57) p671(v45)
    - neighboring facets: f264 f405 f372
- f389
    - flags: bottom simplicial
    - normal:    0.5428   0.4274   -0.723
    - offset: -0.1182887
    - vertices: p386(v82) p353(v46) p17(v8)
    - neighboring facets: f201 f884 f391
- f391
    - flags: bottom simplicial
    - normal:    0.3582   0.6941  -0.6245
    - offset: -0.1443988
    - vertices: p386(v82) p381(v47) p353(v46)
    - neighboring facets: f925 f389 f891
- f402
    - flags: bottom simplicial
    - normal:   -0.9625 -0.001337  -0.2713
    - offset: -0.03052769
    - vertices: p734(v85) p671(v45) p739(v23)
    - neighboring facets: f264 f457 f405
- f404
    - flags: top simplicial
    - normal:   -0.9357 -0.03322  -0.3512
    - offset: -0.03035836
    - vertices: p734(v85) p616(v78) p712(v12)
    - neighboring facets: f857 f1088 f405
- f405
    - flags: bottom simplicial
    - normal:   -0.9491 -0.02003  -0.3142
    - offset: -0.03028446
    - vertices: p734(v85) p616(v78) p671(v45)
    - neighboring facets: f373 f402 f404
- f415
    - flags: top simplicial
    - normal:   -0.1967   0.4388   0.8768
    - offset: -0.04079991
    - vertices: p308(v87) p265(v50) p761(v6)
    - neighboring facets: f420 f509 f682
- f420
    - flags: bottom simplicial
    - normal:   -0.1511    0.432   0.8891
    - offset: -0.04100892
    - vertices: p1038(v88) p265(v50) p761(v6)
    - neighboring facets: f415 f943 f421
- f421
    - flags: top simplicial
    - normal:   -0.1058   0.4274   0.8978
    - offset: -0.04150842
    - vertices: p1038(v88) p265(v50) p87(v27)
    - neighboring facets: f676 f944 f420
- f430
    - flags: bottom simplicial
    - normal:  -0.05819  0.02325    0.998
    - offset: -0.009563356
    - vertices: p1037(v90) p763(v32) p622(v3)
    - neighboring facets: f292 f953 f937
- f438
    - flags: top simplicial
    - normal:    0.1128   0.2696   0.9563
    - offset: -0.03248905
    - vertices: p1028(v92) p138(v52) p757(v51)
    - neighboring facets: f947 f673 f444
- f441
    - flags: bottom simplicial
    - normal:   0.06216   0.4182   0.9062
    - offset: -0.04766259
    - vertices: p1028(v92) p88(v91) p87(v27)
    - neighboring facets: f691 f1110 f814
- f443
    - flags: bottom simplicial
    - normal:    0.3116   0.2354   0.9206
    - offset: -0.03828433
    - vertices: p1028(v92) p140(v22) p363(v11)
    - neighboring facets: f1069 f813 f444
- f444
    - flags: bottom simplicial
    - normal:    0.2781   0.2394   0.9303
    - offset: -0.03708082
    - vertices: p1028(v92) p138(v52) p140(v22)
    - neighboring facets: f950 f443 f438
- f453
    - flags: top simplicial
    - normal:    -0.958   0.2525   0.1362
    - offset: -0.04286293
    - vertices: p992(v94) p738(v57) p739(v23)
    - neighboring facets: f264 f457 f709
- f457
    - flags: bottom simplicial
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    - vertices: p173(v232) p360(v112) p811(v72)
    - neighboring facets: f562 f1171 f1172
- f1177
    - flags: top simplicial
    - normal:    0.4154   0.7602   0.4996
    - offset: -0.1157176
    - vertices: p129(v234) p5(v214) p130(v122)
    - neighboring facets: f1096 f1191 f1181
- f1179
    - flags: bottom simplicial
    - normal:    0.3278    0.707   0.6266
    - offset:  -0.100883
    - vertices: p129(v234) p81(v123) p78(v26)
    - neighboring facets: f613 f1193 f1183
- f1181
    - flags: bottom simplicial
    - normal:   0.08911   0.8583   0.5054
    - offset: -0.1136659
    - vertices: p129(v234) p5(v214) p2(v80)
    - neighboring facets: f1091 f1182 f1177
- f1182
    - flags: bottom simplicial
    - normal:   -0.2167   0.8073   0.5489
    - offset: -0.0905848
    - vertices: p129(v234) p2(v80) p297(v55)
    - neighboring facets: f618 f1183 f1181
- f1183
    - flags: top simplicial
    - normal:   -0.1874   0.7796   0.5976
    - offset: -0.08689782
    - vertices: p129(v234) p81(v123) p297(v55)
    - neighboring facets: f613 f1182 f1179
- f1184
    - flags: bottom simplicial
    - normal:    0.7842  -0.6063   -0.132
    - offset: -0.02768774
    - vertices: p474(v235) p161(v164) p475(v115)
    - neighboring facets: f1076 f1185 f1186
- f1185
    - flags: top simplicial
    - normal:    0.6945  -0.6784  -0.2397
    - offset: -0.02595792
    - vertices: p474(v235) p473(v222) p475(v115)
    - neighboring facets: f1126 f1184 f1186
- f1186
    - flags: bottom simplicial
    - normal:    0.7156  -0.6519  -0.2508
    - offset: -0.0269297
    - vertices: p474(v235) p473(v222) p161(v164)
    - neighboring facets: f1127 f1184 f1185
- f1187
    - flags: bottom simplicial
    - normal:    0.8821   0.3147   0.3505
    - offset: -0.08327694
    - vertices: p80(v236) p82(v229) p103(v170)
    - neighboring facets: f1157 f1189 f1188
- f1188
    - flags: top simplicial
    - normal:    0.7846   0.4002   0.4735
    - offset: -0.08698493
    - vertices: p80(v236) p82(v229) p77(v204)
    - neighboring facets: f1159 f1192 f1187
- f1189
    - flags: bottom simplicial
    - normal:    0.9046   0.3123   0.2901
    - offset: -0.08549966
    - vertices: p80(v236) p103(v170) p146(v120)
    - neighboring facets: f872 f1190 f1187
- f1190
    - flags: top simplicial
    - normal:    0.8957   0.3998   0.1947
    - offset: -0.09912639
    - vertices: p80(v236) p130(v122) p146(v120)
    - neighboring facets: f610 f1189 f1191
- f1191
    - flags: top simplicial
    - normal:    0.4155   0.7599   0.4999
    - offset: -0.1156777
    - vertices: p80(v236) p129(v234) p130(v122)
    - neighboring facets: f1177 f1190 f1193
- f1192
    - flags: top simplicial
    - normal:    0.3445    0.684    0.643
    - offset: -0.0982511
    - vertices: p80(v236) p77(v204) p78(v26)
    - neighboring facets: f1043 f1193 f1188
- f1193
    - flags: bottom simplicial
    - normal:    0.3307   0.7061   0.6262
    - offset: -0.1008987
    - vertices: p80(v236) p129(v234) p78(v26)
    - neighboring facets: f1179 f1192 f1191
- f1194
    - flags: bottom simplicial
    - normal:    0.8922  -0.4388    0.107
    - offset: -0.03024266
    - vertices: p178(v237) p236(v210) p161(v164)
    - neighboring facets: f1076 f1195 f1196
- f1195
    - flags: top simplicial
    - normal:    0.9074   -0.405   0.1127
    - offset: -0.03208909
    - vertices: p178(v237) p173(v232) p161(v164)
    - neighboring facets: f1167 f1194 f1196
- f1196
    - flags: bottom simplicial
    - normal:    0.8946  -0.3054   0.3262
    - offset: -0.02868463
    - vertices: p178(v237) p173(v232) p236(v210)
    - neighboring facets: f1169 f1194 f1195