ldraw/parts/s/6260s02.dat

0 ~Minifig Torso Skeleton with Thin Shoulder Pins - 1/4 Ribs Vertical Face and Incomplete Torus for Spine
0 Name: s\6260s02.dat
0 Author: Massimo Maso [Sirio]
0 !LDRAW_ORG Subpart UPDATE 2022-01
0 !LICENSE Redistributable under CCAL version 2.0 : see CAreadme.txt

0 !HELP Regular outer torus t01o4000 scaled for 3.25 and
0 !HELP intersected with cylinder diameter 3.6 and with ribs

0 BFC CERTIFY CCW

0 !HISTORY 2022-01-14 [PTadmin] Official Update 2022-01

0 // Fill top rib

3 16 13.2 0 6.1 7.5 3 6.1 0 3 6.1
4 16 13.2 0 6.1 14.2 .4 6.1 8.6 3.2 6.1 7.5 3 6.1
4 16 14.2 .4 6.1 14.8 1.6 6.1 8.8 3.4 6.1 8.6 3.2 6.1

0 // Fill first rib
4 16 0 6.2 6.1 2.2 6.05 6.1 1.8 9.2 6.1 0 9.2 6.1
4 16 2.2 6.05 6.1 3.6 5.9 6.1 3.2 9.08 6.1 1.8 9.2 6.1
4 16 3.6 5.9 6.1 5.2 5.6 6.1 4.6 8.8 6.1 3.2 9.08 6.1
4 16 5.2 5.6 6.1 7 5.2 6.1 6 8.6 6.1 4.6 8.8 6.1
4 16 7 5.2 6.1 7.8 4.8 6.1 7.6 8.3 6.1 6 8.6 6.1
4 16 7.8 4.8 6.1 8.6 4.4 6.1 8.8 7.95 6.1 7.6 8.3 6.1
4 16 8.6 4.4 6.1 9 3.8 6.1 10 7.4 6.1 8.8 7.95 6.1
3 16 11.15 6.95 6.1 10 7.4 6.1 9 3.8 6.1
3 16 11.5 6.8 6.1 11.15 6.95 6.1 9 3.8 6.1

0 // Fill second rib
4 16 0 13.8 6.1 1.6 13.7 6.1 1.6 16.88 6.1 0 16.9 6.1
4 16 1.6 13.7 6.1 3 13.6 6.1 3 16.8 6.1 1.6 16.88 6.1
4 16 3 13.6 6.1 4.4 13.4 6.1 4.8 16.6 6.1 3 16.8 6.1
4 16 4.4 13.4 6.1 5.8 13.2 6.1 6.2 16.4 6.1 4.8 16.6 6.1
4 16 5.8 13.2 6.1 7.2 12.8 6.1 8 16 6.1 6.2 16.4 6.1
4 16 7.2 12.8 6.1 8.4 12.4 6.1 9.2 15.6 6.1 8 16 6.1
4 16 8.4 12.4 6.1 9.6 11.85 6.1 10.4 15 6.1 9.2 15.6 6.1
4 16 9.6 11.85 6.1 11.2 11 6.1 11.5 14.4 6.1 10.4 15 6.1
4 16 11.2 11 6.1 11.8 10.4 6.1 12.6 13.6 6.1 11.5 14.4 6.1
4 16 11.8 10.4 6.1 12.3 9.4 6.1 13 13.65 6.1 12.6 13.6 6.1
4 16 12.3 9.4 6.1 12.4 7.2 6.1 13.4 13.8 6.1 13 13.65 6.1

0 // Fill third rib
4 16 0 23 6.1 1.2 23 6.1 3 25.8 6.1 0 26 6.1
4 16 1.2 23 6.1 2.6 22.85 6.1 4.4 25.65 6.1 3 25.8 6.1
4 16 2.6 22.85 6.1 4 22.7 6.1 6 25.4 6.1 4.4 25.65 6.1
4 16 4 22.7 6.1 5.45 22.4 6.1 7.4 25.2 6.1 6 25.4 6.1
3 16 8.8 24.7 6.1 7.4 25.2 6.1 5.45 22.4 6.1
4 16 5.45 22.4 6.1 6.8 22.1 6.1 10 24.2 6.1 8.8 24.7 6.1
4 16 6.8 22.1 6.1 7.8 21.8 6.1 11.6 23.4 6.1 10 24.2 6.1
4 16 7.8 21.8 6.1 9.1 21.2 6.1 12.8 22.8 6.1 11.6 23.4 6.1
4 16 9.1 21.2 6.1 10 20.6 6.1 14 21.8 6.1 12.8 22.8 6.1
4 16 10 20.6 6.1 10.8 20 6.1 16 19.4 6.1 15.2 20.8 6.1
4 16 10.8 20 6.1 11.8 19.2 6.1 16.6 18 6.1 16 19.4 6.1
4 16 11.8 19.2 6.1 12.6 18.2 6.1 17 16.6 6.1 16.6 18 6.1
4 16 12.6 18.2 6.1 13 17.2 6.1 17 14.8 6.1 17 16.6 6.1
3 16 15.2 20.8 6.1 14 21.8 6.1 10 20.6 6.1

0 // Fill outside rib
3 16 9 3.8 6.1 8.8 3.4 6.1 14.8 1.6 6.1
4 16 14.8 1.6 6.1 12.01 6.8 6.1 11.5 6.8 6.1 9 3.8 6.1
3 16 14.8 1.6 6.1 12.4 7.2 6.1 12.01 6.8 6.1
3 16 13.4 13.8 6.1 12.4 7.2 6.1 14.8 1.6 6.1
3 16 14.8 1.6 6.1 16.8 13 6.1 13.4 13.8 6.1
4 16 16.8 13 6.1 17 14.8 6.1 13.6 14.7 6.1 13.4 13.8 6.1
3 16 13.6 14.7 6.1 17 14.8 6.1 13.4 16 6.1
3 16 13 17.2 6.1 13.4 16 6.1 17 14.8 6.1

0 // Ribs outline edges
2 24 13.2 0 6.1 14.2 .4 6.1
2 24 14.2 .4 6.1 14.8 1.6 6.1
2 24 14.8 1.6 6.1 16.8 13 6.1
2 24 16.8 13 6.1 17 14.8 6.1
2 24 17 14.8 6.1 17 16.6 6.1
2 24 17 16.6 6.1 16.6 18 6.1
2 24 16.6 18 6.1 16 19.4 6.1
2 24 16 19.4 6.1 15.2 20.8 6.1
2 24 15.2 20.8 6.1 14 21.8 6.1
2 24 14 21.8 6.1 12.8 22.8 6.1
2 24 12.8 22.8 6.1 11.6 23.4 6.1
2 24 11.6 23.4 6.1 10 24.2 6.1
2 24 10 24.2 6.1 8.8 24.7 6.1
2 24 8.8 24.7 6.1 7.4 25.2 6.1
2 24 7.4 25.2 6.1 6 25.4 6.1
2 24 6 25.4 6.1 4.4 25.65 6.1
2 24 4.4 25.65 6.1 3 25.8 6.1
2 24 3 25.8 6.1 0 26 6.1

0 // First hole edges
2 24 0 3 6.1 7.5 3 6.1
2 24 7.5 3 6.1 8.6 3.2 6.1
2 24 8.6 3.2 6.1 8.8 3.4 6.1
2 24 8.8 3.4 6.1 9 3.8 6.1
2 24 9 3.8 6.1 8.6 4.4 6.1
2 24 8.6 4.4 6.1 7.8 4.8 6.1
2 24 7.8 4.8 6.1 7 5.2 6.1
2 24 7 5.2 6.1 5.2 5.6 6.1
2 24 5.2 5.6 6.1 3.6 5.9 6.1
2 24 3.6 5.9 6.1 2.2 6.05 6.1
2 24 2.2 6.05 6.1 0 6.2 6.1

0 // Second hole edges
2 24 0 9.2 6.1 1.8 9.2 6.1
2 24 1.8 9.2 6.1 3.2 9.08 6.1
2 24 3.2 9.08 6.1 4.6 8.8 6.1
2 24 4.6 8.8 6.1 6 8.6 6.1
2 24 6 8.6 6.1 7.6 8.3 6.1
2 24 7.6 8.3 6.1 8.8 7.95 6.1
2 24 8.8 7.95 6.1 10 7.4 6.1
2 24 10 7.4 6.1 11.15 6.95 6.1
2 24 11.15 6.95 6.1 11.5 6.8 6.1
2 24 11.5 6.8 6.1 12.01 6.8 6.1
2 24 12.01 6.8 6.1 12.4 7.2 6.1
2 24 12.4 7.2 6.1 12.3 9.4 6.1
2 24 12.3 9.4 6.1 11.8 10.4 6.1
2 24 11.8 10.4 6.1 11.2 11 6.1
2 24 11.2 11 6.1 9.6 11.85 6.1
2 24 9.6 11.85 6.1 8.4 12.4 6.1
2 24 8.4 12.4 6.1 7.2 12.8 6.1
2 24 7.2 12.8 6.1 5.8 13.2 6.1
2 24 5.8 13.2 6.1 4.4 13.4 6.1
2 24 4.4 13.4 6.1 3 13.6 6.1
2 24 3 13.6 6.1 1.6 13.7 6.1
2 24 1.6 13.7 6.1 0 13.8 6.1

0 // Third hole edges
2 24 0 16.9 6.1 1.6 16.88 6.1
2 24 1.6 16.88 6.1 3 16.8 6.1
2 24 3 16.8 6.1 4.8 16.6 6.1
2 24 4.8 16.6 6.1 6.2 16.4 6.1
2 24 6.2 16.4 6.1 8 16 6.1
2 24 8 16 6.1 9.2 15.6 6.1
2 24 9.2 15.6 6.1 10.4 15 6.1
2 24 10.4 15 6.1 11.5 14.4 6.1
2 24 11.5 14.4 6.1 12.6 13.6 6.1
2 24 12.6 13.6 6.1 13 13.65 6.1
2 24 13 13.65 6.1 13.4 13.8 6.1
2 24 13.4 13.8 6.1 13.6 14.7 6.1
2 24 13.6 14.7 6.1 13.4 16 6.1
2 24 13.4 16 6.1 13 17.2 6.1
2 24 13 17.2 6.1 12.6 18.2 6.1
2 24 12.6 18.2 6.1 11.8 19.2 6.1
2 24 11.8 19.2 6.1 10.8 20 6.1
2 24 10.8 20 6.1 10 20.6 6.1
2 24 10 20.6 6.1 9.1 21.2 6.1
2 24 9.1 21.2 6.1 7.8 21.8 6.1
2 24 7.8 21.8 6.1 6.8 22.1 6.1
2 24 6.8 22.1 6.1 5.45 22.4 6.1
2 24 5.45 22.4 6.1 4 22.7 6.1
2 24 4 22.7 6.1 2.6 22.85 6.1
2 24 2.6 22.85 6.1 1.2 23 6.1
2 24 1.2 23 6.1 0 23 6.1

0 // Edges with spine in first hole
2 24 1.378 6.106045 3.326 0 6.2 3.6
2 24 2.546 6.012929 2.546 2.2 6.05 2.777062
2 24 2.2 6.05 2.777062 1.378 6.106045 3.326

0 // Edges with spine in second hole
2 24 3.326 16.76378 1.378 3.6 16.73333 0
2 24 3 16.8 1.866164 3.326 16.76378 1.378
2 24 2.546 16.82594 2.546 3 16.8 1.866164
2 24 1.378 22.98093 3.326 1.2 23 3.361393
2 24 3.326 22.77221 1.378 2.546 22.85579 2.546
2 24 2.546 22.85579 2.546 1.378 22.98093 3.326
2 24 1.2 23 3.361393 0 23 3.6

0 // Torus 2
0 // Faces
4 16 4.169 5.786 0 3.852 5.786 1.595 4.112 5.494 1.703 4.451 5.494 0
4 16 4.451 5.494 0 4.112 5.494 1.703 4.204 5.15 1.741 4.55 5.15 0
4 16 3.852 5.786 1.595 2.948 5.786 2.948 3.147 5.494 3.147 4.112 5.494 1.703
4 16 4.112 5.494 1.703 3.147 5.494 3.147 3.217 5.15 3.217 4.204 5.15 1.741
4 16 2.65 5.982 2.65 1.434 5.982 3.462 1.595 5.786 3.852 2.948 5.786 2.948
4 16 2.948 5.786 2.948 1.595 5.786 3.852 1.703 5.494 4.112 3.147 5.494 3.147
4 16 3.147 5.494 3.147 1.703 5.494 4.112 1.741 5.15 4.204 3.217 5.15 3.217
4 16 1.434 5.982 3.462 0 5.982 3.748 0 5.786 4.169 1.595 5.786 3.852
4 16 1.595 5.786 3.852 0 5.786 4.169 0 5.494 4.451 1.703 5.494 4.112
4 16 1.703 5.494 4.112 0 5.494 4.451 0 5.15 4.55 1.741 5.15 4.204
4 16 2.546 6.0021 2.546 1.3777 6.0021 3.326 1.434 5.982 3.462 2.65 5.982 2.65
4 16 0 5.982 3.748 1.434 5.982 3.462 1.3777 6.0021 3.326 0 6.0021 3.6
4 16 3.852 5.786 1.595 4.169 5.786 0 4.142702 5.798243 0 3.640138 5.892474 1.507539
4 16 2.834667 5.982 2.373455 2.65 5.982 2.65 2.948 5.786 2.948 3.852 5.786 1.595
4 16 3.852 5.786 1.595 3.640138 5.892474 1.507539 3.6 5.9 1.539019 2.834667 5.982 2.373455
3 16 2.794512 5.986302 2.378077 2.65 5.982 2.65 2.834667 5.982 2.373455
4 16 2.64711 6.0021 2.394595 2.546 6.0021 2.546 2.65 5.982 2.65 2.794512 5.986302 2.378077
0 // Edges
2 24 2.794512 5.986302 2.378077 2.64711 6.0021 2.394595
2 24 3.6 5.9 1.539019 2.834667 5.982 2.373455
2 24 3.640138 5.892474 1.507539 3.6 5.9 1.539019
2 24 2.64711 6.0021 2.394595 2.546 6.0021 2.546
2 24 2.546 6.0021 2.546 1.3777 6.0021 3.326
2 24 1.3777 6.0021 3.326 0 6.0021 3.6
2 24 2.834667 5.982 2.373455 2.794512 5.986302 2.378077
2 24 4.142702 5.798243 0 3.640138 5.892474 1.507539
0 // Conditional lines
5 24 4.142702 5.798243 0 4.169 5.786 0 3.640138 5.892474 1.507539 3.640138 5.892474 -1.507539
5 24 4.169 5.786 0 3.852 5.786 1.595 4.451 5.494 0 4.142702 5.798243 0
5 24 4.169 5.786 0 4.451 5.494 0 3.852 5.786 1.595 3.852 5.786 -1.595
5 24 4.451 5.494 0 4.112 5.494 1.703 4.55 5.15 0 4.169 5.786 0
5 24 4.451 5.494 0 4.55 5.15 0 4.112 5.494 1.703 4.112 5.494 -1.703
5 24 2.834667 5.982 2.373455 2.65 5.982 2.65 3.852 5.786 1.595 2.794512 5.986302 2.378077
5 24 3.640138 5.892474 1.507539 3.852 5.786 1.595 2.65 5.982 2.65 4.142702 5.798243 0
5 24 3.852 5.786 1.595 2.948 5.786 2.948 4.112 5.494 1.703 3.640138 5.892474 1.507539
5 24 3.852 5.786 1.595 4.112 5.494 1.703 2.948 5.786 2.948 4.169 5.786 0
5 24 4.112 5.494 1.703 3.147 5.494 3.147 4.204 5.15 1.741 3.852 5.786 1.595
5 24 4.112 5.494 1.703 4.204 5.15 1.741 3.147 5.494 3.147 4.451 5.494 0
5 24 2.546 6.0021 2.546 2.65 5.982 2.65 1.3777 6.0021 3.326 2.64711 6.0021 2.394595
5 24 2.65 5.982 2.65 1.434 5.982 3.462 2.948 5.786 2.948 2.546 6.0021 2.546
5 24 2.65 5.982 2.65 2.948 5.786 2.948 1.434 5.982 3.462 2.834667 5.982 2.373455
5 24 2.948 5.786 2.948 1.595 5.786 3.852 3.147 5.494 3.147 2.65 5.982 2.65
5 24 2.948 5.786 2.948 3.147 5.494 3.147 1.595 5.786 3.852 3.852 5.786 1.595
5 24 3.147 5.494 3.147 1.703 5.494 4.112 3.217 5.15 3.217 2.948 5.786 2.948
5 24 3.147 5.494 3.147 3.217 5.15 3.217 1.703 5.494 4.112 4.112 5.494 1.703
5 24 1.3777 6.0021 3.326 1.434 5.982 3.462 0 6.0021 3.6 2.546 6.0021 2.546
5 24 1.434 5.982 3.462 0 5.982 3.748 1.595 5.786 3.852 1.3777 6.0021 3.326
5 24 1.434 5.982 3.462 1.595 5.786 3.852 0 5.982 3.748 2.65 5.982 2.65
5 24 1.595 5.786 3.852 0 5.786 4.169 1.703 5.494 4.112 1.434 5.982 3.462
5 24 1.595 5.786 3.852 1.703 5.494 4.112 0 5.786 4.169 2.948 5.786 2.948
5 24 1.703 5.494 4.112 0 5.494 4.451 1.741 5.15 4.204 1.595 5.786 3.852
5 24 1.703 5.494 4.112 1.741 5.15 4.204 0 5.494 4.451 3.147 5.494 3.147
5 24 0 6.0021 3.6 0 5.982 3.748 -1.377726 6.00214 3.326054 1.3777 6.0021 3.326
5 24 0 5.982 3.748 0 5.786 4.169 -1.434 5.982 3.462 1.434 5.982 3.462
5 24 0 5.494 4.451 0 5.15 4.55 -1.703 5.494 4.112 1.703 5.494 4.112
5 24 0 5.786 4.169 0 5.494 4.451 -1.595 5.786 3.852 1.595 5.786 3.852

0 // Torus 4
4 16 4.55 9.3 0 4.204 9.3 1.741 4.112 8.956 1.703 4.451 8.956 0
4 16 4.451 8.956 0 4.112 8.956 1.703 4.06786 8.906428 1.684665 4.348852 8.85023 0
3 16 3.82 8.956 2.139941 4.06786 8.906428 1.684665 4.112 8.956 1.703
4 16 3.82 8.956 2.139941 4.112 8.956 1.703 4.204 9.3 1.741 3.217 9.3 3.217
3 16 3.217 9.3 3.217 3.172709 9.082339 3.172709 3.2 9.08 3.130708
3 16 3.2 9.08 3.130708 3.82 8.956 2.139941 3.217 9.3 3.217
4 16 3.172709 9.082339 3.172709 3.217 9.3 3.217 1.741 9.3 4.204 1.8 9.2 4.130416
3 16 1.741 9.3 4.204 1.729953 9.2 4.177256 1.8 9.2 4.130416
4 16 0 9.2 4.521221 1.729953 9.2 4.177256 1.741 9.3 4.204 0 9.3 4.55
0 // Edges
2 24 3.82 8.956 2.139941 4.06786 8.906428 1.684665
2 24 4.06786 8.906428 1.684665 4.348852 8.85023 0
2 24 1.8 9.2 4.130416 3.172709 9.082339 3.172709
2 24 3.172709 9.082339 3.172709 3.2 9.08 3.130708
2 24 3.2 9.08 3.130708 3.82 8.956 2.139941
2 24 1.729953 9.2 4.177256 1.8 9.2 4.130416
2 24 0 9.2 4.521221 1.729953 9.2 4.177256
0 // Conditional lines
5 24 4.348852 8.85023 0 4.451 8.956 0 4.06786 8.906428 1.684665 4.06786 8.906428 -1.684665
5 24 4.451 8.956 0 4.112 8.956 1.703 4.55 9.3 0 4.348852 8.85023 0
5 24 4.451 8.956 0 4.55 9.3 0 4.112 8.956 1.703 4.112 8.956 -1.703
5 24 4.06786 8.906428 1.684665 4.112 8.956 1.703 3.82 8.956 2.139941 4.348852 8.85023 0
5 24 4.112 8.956 1.703 3.82 8.956 2.139941 4.204 9.3 1.741 4.06786 8.906428 1.684665
5 24 4.112 8.956 1.703 4.204 9.3 1.741 3.147 8.956 3.147 4.451 8.956 0
5 24 3.172709 9.082339 3.172709 3.217 9.3 3.217 1.8 9.2 4.130416 3.82 8.956 2.139941
5 24 1.729953 9.2 4.177256 1.741 9.3 4.204 0 9.2 4.521221 1.8 9.2 4.130416
5 24 0 9.2 4.521221 0 9.3 4.55 -1.729953 9.2 4.177256 1.729953 9.2 4.177256

0 // Torus 6
0 // Faces
4 16 4.112 13.156 1.703 4.451 13.156 0 4.516434 13.38337 0 4.185453 13.43065 1.733339
4 16 3.217 13.5 3.217 3.147 13.156 3.147 4.112 13.156 1.703 4.185453 13.43065 1.733339
3 16 4.185453 13.43065 1.733339 3.7 13.5 2.494702 3.217 13.5 3.217
3 16 3.7 13.5 2.494702 3.202539 13.57107 3.202539 3.217 13.5 3.217
4 16 3 13.6 3.328152 1.719853 13.69144 4.152801 1.741 13.5 4.204 3.217 13.5 3.217
3 16 3.217 13.5 3.217 3.202539 13.57107 3.202539 3 13.6 3.328152
4 16 1.719853 13.69144 4.152801 1.6 13.7 4.174143 0 13.5 4.55 1.741 13.5 4.204
3 16 0 13.8 4.463663 0 13.5 4.55 1.6 13.7 4.174143
4 16 4.169 12.864 0 3.852 12.864 1.595 3.462 12.668 1.434 3.748 12.668 0
4 16 4.451 13.156 0 4.112 13.156 1.703 3.852 12.864 1.595 4.169 12.864 0
4 16 3.852 12.864 1.595 2.948 12.864 2.948 2.65 12.668 2.65 3.462 12.668 1.434
4 16 4.112 13.156 1.703 3.147 13.156 3.147 2.948 12.864 2.948 3.852 12.864 1.595
4 16 2.948 12.864 2.948 1.595 12.864 3.852 1.434 12.668 3.462 2.65 12.668 2.65
4 16 3.147 13.156 3.147 1.703 13.156 4.112 1.595 12.864 3.852 2.948 12.864 2.948
4 16 3.217 13.5 3.217 1.741 13.5 4.204 1.703 13.156 4.112 3.147 13.156 3.147
4 16 1.595 12.864 3.852 0 12.864 4.169 0 12.668 3.748 1.434 12.668 3.462
4 16 1.703 13.156 4.112 0 13.156 4.451 0 12.864 4.169 1.595 12.864 3.852
4 16 1.741 13.5 4.204 0 13.5 4.55 0 13.156 4.451 1.703 13.156 4.112
4 16 3.462 12.668 1.434 3.326 12.6479 1.3777 3.6 12.6479 0 3.748 12.668 0
4 16 2.546 12.6479 2.546 3.326 12.6479 1.3777 3.462 12.668 1.434 2.65 12.668 2.65
4 16 2.546 12.6479 2.546 2.65 12.668 2.65 1.434 12.668 3.462 1.3777 12.6479 3.326
4 16 1.434 12.668 3.462 0 12.668 3.748 0 12.6479 3.6 1.3777 12.6479 3.326
0 // Edges
2 24 1.3777 12.6479 3.326 2.546 12.6479 2.546
2 24 0 12.6479 3.6 1.3777 12.6479 3.326
2 24 3.326 12.6479 1.3777 3.6 12.6479 0
2 24 2.546 12.6479 2.546 3.326 12.6479 1.3777
2 24 3 13.6 3.328152 1.719853 13.69144 4.152801
2 24 1.719853 13.69144 4.152801 1.6 13.7 4.174143
2 24 4.516434 13.38337 0 4.185453 13.43065 1.733339
2 24 3.7 13.5 2.494702 3.202539 13.57107 3.202539
2 24 3.202539 13.57107 3.202539 3 13.6 3.328152
2 24 4.185453 13.43065 1.733339 3.7 13.5 2.494702
2 24 1.6 13.7 4.174143 0 13.8 4.463663
0 // Conditional lines
5 24 3.6 12.6479 0 3.748 12.668 0 3.326 12.6479 1.3777 3.326 12.6479 -1.3777
5 24 3.748 12.668 0 3.462 12.668 1.434 4.169 12.864 0 3.6 12.6479 0
5 24 3.748 12.668 0 4.169 12.864 0 3.462 12.668 1.434 3.462 12.668 -1.434
5 24 4.169 12.864 0 3.852 12.864 1.595 4.451 13.156 0 3.748 12.668 0
5 24 4.169 12.864 0 4.451 13.156 0 3.852 12.864 1.595 3.852 12.864 -1.595
5 24 4.451 13.156 0 4.112 13.156 1.703 4.516434 13.38337 0 4.169 12.864 0
5 24 4.451 13.156 0 4.516434 13.38337 0 4.112 13.156 1.703 4.112 13.156 -1.703
5 24 3.326 12.6479 1.3777 3.462 12.668 1.434 2.546 12.6479 2.546 3.6 12.6479 0
5 24 3.462 12.668 1.434 2.65 12.668 2.65 3.852 12.864 1.595 3.326 12.6479 1.3777
5 24 3.462 12.668 1.434 3.852 12.864 1.595 2.65 12.668 2.65 3.748 12.668 0
5 24 3.852 12.864 1.595 2.948 12.864 2.948 4.112 13.156 1.703 3.462 12.668 1.434
5 24 3.852 12.864 1.595 4.112 13.156 1.703 2.948 12.864 2.948 4.169 12.864 0
5 24 4.112 13.156 1.703 3.147 13.156 3.147  4.185453 13.43065 1.733339 3.852 12.864 1.595
5 24 4.112 13.156 1.703 4.185453 13.43065 1.733339 3.147 13.156 3.147 4.451 13.156 0
5 24 3.7 13.5 2.494702 3.217 13.5 3.217 3.202539 13.57107 3.202539 4.112 13.156 1.703
5 24 2.546 12.6479 2.546 2.65 12.668 2.65 1.3777 12.6479 3.326 3.326 12.6479 1.3777
5 24 2.65 12.668 2.65 1.434 12.668 3.462 2.948 12.864 2.948 2.546 12.6479 2.546
5 24 2.65 12.668 2.65 2.948 12.864 2.948 1.434 12.668 3.462 3.462 12.668 1.434
5 24 2.948 12.864 2.948 1.595 12.864 3.852 3.147 13.156 3.147 2.65 12.668 2.65
5 24 2.948 12.864 2.948 3.147 13.156 3.147 1.595 12.864 3.852 3.852 12.864 1.595
5 24 3.147 13.156 3.147 1.703 13.156 4.112 3.217 13.5 3.217 2.948 12.864 2.948
5 24 3.147 13.156 3.147 3.217 13.5 3.217 1.703 13.156 4.112 4.112 13.156 1.703
5 24 3.217 13.5 3.217 1.741 13.5 4.204 3.202539 13.57107 3.202539 3.147 13.156 3.147
5 24 1.3777 12.6479 3.326 1.434 12.668 3.462 0 12.6479 3.6 2.546 12.6479 2.546
5 24 1.434 12.668 3.462 0 12.668 3.748 1.595 12.864 3.852 1.3777 12.6479 3.326
5 24 1.434 12.668 3.462 1.595 12.864 3.852 0 12.668 3.748 2.65 12.668 2.65
5 24 1.595 12.864 3.852 0 12.864 4.169 1.703 13.156 4.112 1.434 12.668 3.462
5 24 1.595 12.864 3.852 1.703 13.156 4.112 0 12.864 4.169 2.948 12.864 2.948
5 24 1.703 13.156 4.112 0 13.156 4.451 1.741 13.5 4.204 1.595 12.864 3.852
5 24 1.703 13.156 4.112 1.741 13.5 4.204 0 13.156 4.451 3.147 13.156 3.147
5 24 1.741 13.5 4.204 0 13.5 4.55 1.719853 13.69144 4.152801 1.703 13.156 4.112
5 24 0 12.6479 3.6 0 12.668 3.748 -1.377 12.6479 3.326 1.377 12.6479 3.326
5 24 0 12.668 3.748 0 12.864 4.169 -1.434 12.668 3.462 1.434 12.668 3.462
5 24 0 13.156 4.451 0 13.5 4.55 -1.703 13.156 4.112 1.703 13.156 4.112
5 24 3.202539 13.57107 3.202539 3.217 13.5 3.217 3 13.6 3.328152 3.7 13.5 2.494702
5 24 1.719853 13.69144 4.152801 1.741 13.5 4.204 1.6 13.7 4.174143 3 13.6 3.328152
5 24 0 13.8 4.463663 0 13.5 4.55 -1.6 13.7 4.174143 1.6 13.7 4.174143
5 24 0 12.864 4.169 0 13.156 4.451 -1.595 12.864 3.852 1.595 12.864 3.852

0 // Torus 8
0 // Faces
4 16 3.326 16.8479 1.3777 3.6 16.8479 0 3.748 16.868 0 3.462 16.868 1.434
4 16 2.65 16.868 2.65 2.546 16.8479 2.546 3.326 16.8479 1.3777 3.462 16.868 1.434
4 16 0 16.9 3.816735 1.445444 16.88193 3.489722 1.595 17.064 3.852 0 17.064 4.169
4 16 2.161863 16.8479 2.802488 2.546 16.8479 2.546 2.65 16.868 2.65 1.81 16.868 3.210921
4 16 4.169 17.064 0 3.852 17.064 1.595 3.462 16.868 1.434 3.748 16.868 0
4 16 4.451 17.356 0 4.112 17.356 1.703 3.852 17.064 1.595 4.169 17.064 0
4 16 4.55 17.7 0 4.204 17.7 1.741 4.112 17.356 1.703 4.451 17.356 0
4 16 3.852 17.064 1.595 2.948 17.064 2.948 2.65 16.868 2.65 3.462 16.868 1.434
4 16 4.112 17.356 1.703 3.147 17.356 3.147 2.948 17.064 2.948 3.852 17.064 1.595
4 16 4.204 17.7 1.741 3.217 17.7 3.217 3.147 17.356 3.147 4.112 17.356 1.703
4 16 3.147 17.356 3.147 1.703 17.356 4.112 1.595 17.064 3.852 2.948 17.064 2.948
4 16 3.217 17.7 3.217 1.741 17.7 4.204 1.703 17.356 4.112 3.147 17.356 3.147
4 16 1.703 17.356 4.112 0 17.356 4.451 0 17.064 4.169 1.595 17.064 3.852
4 16 1.741 17.7 4.204 0 17.7 4.55 0 17.356 4.451 1.703 17.356 4.112
4 16 2.948 17.064 2.948 1.595 17.064 3.852 1.445444 16.88193 3.489722 1.533149 16.88084 3.428339
4 16 2.948 17.064 2.948 1.533149 16.88084 3.428339 1.81 16.868 3.210921 2.65 16.868 2.65
0 // Edges
2 24 0 16.9 3.816735 1.445444 16.88193 3.489722
2 24 1.533149 16.88084 3.428339 1.81 16.868 3.210921
2 24 2.546 16.8479 2.546 3.326 16.8479 1.3777
2 24 2.161863 16.8479 2.802488 2.546 16.8479 2.546
2 24 1.445444 16.88193 3.489722 1.533149 16.88084 3.428339
2 24 1.81 16.868 3.210921 2.161863 16.8479 2.802488
2 24 3.326 16.8479 1.3777 3.6 16.8479 0
0 // Conditional lines 
5 24 3.6 16.8479 0 3.748 16.868 0 3.326 16.8479 1.3777 3.326 16.8479 -1.3777
5 24 3.748 16.868 0 3.462 16.868 1.434 4.169 17.064 0 3.6 16.8479 0
5 24 3.748 16.868 0 4.169 17.064 0 3.462 16.868 1.434 3.462 16.868 -1.434
5 24 4.169 17.064 0 3.852 17.064 1.595 4.451 17.356 0 3.748 16.868 0
5 24 4.169 17.064 0 4.451 17.356 0 3.852 17.064 1.595 3.852 17.064 -1.595
5 24 4.451 17.356 0 4.112 17.356 1.703 4.55 17.7 0 4.169 17.064 0
5 24 4.451 17.356 0 4.55 17.7 0 4.112 17.356 1.703 4.112 17.356 -1.703
5 24 3.326 16.8479 1.3777 3.462 16.868 1.434 2.546 16.8479 2.546 3.6 16.8479 0
5 24 3.462 16.868 1.434 2.65 16.868 2.65 3.852 17.064 1.595 3.326 16.8479 1.3777
5 24 3.462 16.868 1.434 3.852 17.064 1.595 2.65 16.868 2.65 3.748 16.868 0
5 24 3.852 17.064 1.595 2.948 17.064 2.948 4.112 17.356 1.703 3.462 16.868 1.434
5 24 3.852 17.064 1.595 4.112 17.356 1.703 2.948 17.064 2.948 4.169 17.064 0
5 24 4.112 17.356 1.703 3.147 17.356 3.147 4.204 17.7 1.741 3.852 17.064 1.595
5 24 4.112 17.356 1.703 4.204 17.7 1.741 3.147 17.356 3.147 4.451 17.356 0
5 24 2.546 16.8479 2.546 2.65 16.868 2.65 2.161863 16.8479 2.802488 3.326 16.8479 1.3777
5 24 2.65 16.868 2.65 1.81 16.868 3.210921 2.948 17.064 2.948 2.546 16.8479 2.546
5 24 2.65 16.868 2.65 2.948 17.064 2.948 1.434 16.868 3.462 3.462 16.868 1.434
5 24 2.948 17.064 2.948 1.595 17.064 3.852 3.147 17.356 3.147 2.65 16.868 2.65
5 24 2.948 17.064 2.948 3.147 17.356 3.147 1.595 17.064 3.852 3.852 17.064 1.595
5 24 3.147 17.356 3.147 1.703 17.356 4.112 3.217 17.7 3.217 2.948 17.064 2.948
5 24 3.147 17.356 3.147 3.217 17.7 3.217 1.703 17.356 4.112 4.112 17.356 1.703
5 24 1.445444 16.88193 3.489722 1.595 17.064 3.852 0 16.9 3.816735 1.533149 16.88084 3.428339
5 24 1.595 17.064 3.852 0 17.064 4.169 1.703 17.356 4.112 1.445444 16.88193 3.489722
5 24 1.595 17.064 3.852 1.703 17.356 4.112 0 17.064 4.169 2.948 17.064 2.948
5 24 1.703 17.356 4.112 0 17.356 4.451 1.741 17.7 4.204 1.595 17.064 3.852
5 24 1.703 17.356 4.112 1.741 17.7 4.204 0 17.356 4.451 3.147 17.356 3.147
5 24 0 16.9 3.816735 0 17.064 4.169 -1.445444 16.88193 3.489722 1.445444 16.88193 3.489722
5 24 0 17.064 4.169 0 17.356 4.451 -1.595 17.064 3.852 1.595 17.064 3.852
5 24 0 17.356 4.451 0 17.7 4.55 -1.703 17.356 4.112 1.703 17.356 4.112

0 // Torus 10
0 // Faces
3 16 2.65 22.732 2.65 3.326 22.7521 1.3777 2.546 22.7521 2.546
3 16 3.326 22.7521 1.3777 2.65 22.732 2.65 3.462 22.732 1.434
4 16 2.546 22.7521 2.546 1.3777 22.7521 3.326 1.434 22.732 3.462 2.65 22.732 2.65
4 16 1.3777 22.7521 3.326 0 22.7521 3.6 0 22.732 3.748 1.434 22.732 3.462
4 16 3.701333 22.732 .233986 3.462 22.732 1.434 3.852 22.536 1.595 4.169 22.536 0
3 16 4.169 22.536 0 3.76195 22.72551 0 3.701333 22.732 .233986
4 16 4.169 22.536 0 3.852 22.536 1.595 4.112 22.244 1.703 4.451 22.244 0
4 16 4.451 22.244 0 4.112 22.244 1.703 4.204 21.9 1.741 4.55 21.9 0
4 16 3.462 22.732 1.434 2.65 22.732 2.65 2.948 22.536 2.948 3.852 22.536 1.595
4 16 3.852 22.536 1.595 2.948 22.536 2.948 3.147 22.244 3.147 4.112 22.244 1.703
4 16 4.112 22.244 1.703 3.147 22.244 3.147 3.217 21.9 3.217 4.204 21.9 1.741
4 16 2.65 22.732 2.65 1.434 22.732 3.462 1.595 22.536 3.852 2.948 22.536 2.948
4 16 2.948 22.536 2.948 1.595 22.536 3.852 1.703 22.244 4.112 3.147 22.244 3.147
4 16 3.147 22.244 3.147 1.703 22.244 4.112 1.741 21.9 4.204 3.217 21.9 3.217
4 16 1.434 22.732 3.462 0 22.732 3.748 0 22.536 4.169 1.595 22.536 3.852
4 16 1.595 22.536 3.852 0 22.536 4.169 0 22.244 4.451 1.703 22.244 4.112
4 16 1.703 22.244 4.112 0 22.244 4.451 0 21.9 4.55 1.741 21.9 4.204
4 16 3.563119 22.74681 .3832468 3.512914 22.7521 .4379701 3.326 22.7521 1.3777 3.462 22.732 1.434
3 16 3.563119 22.74681 .3832468 3.462 22.732 1.434 3.701333 22.732 .233986
0 // Edges
2 24 2.546 22.7521 2.546 1.3777 22.7521 3.326
2 24 3.326 22.7521 1.3777 2.546 22.7521 2.546
2 24 1.3777 22.7521 3.326 0 22.7521 3.6
2 24 3.76195 22.72551 0 3.701333 22.732 .233986
2 24 3.701333 22.732 .233986 3.563119 22.74681 .3832468
2 24 3.512914 22.7521 .4379701 3.326 22.7521 1.3777
2 24 3.563119 22.74681 .3832468 3.512914 22.7521 .4379701
0 // Conditional lines 
5 24 3.701333 22.732 .233986 3.462 22.732 1.434 4.169 22.536 0 3.563119 22.74681 .3832468
5 24 3.76195 22.72551 0 4.169 22.536 0 3.701333 22.732 .233986 3.701333 22.732 -.233986
5 24 4.169 22.536 0 3.852 22.536 1.595 4.451 22.244 0 3.76195 22.72551 0
5 24 4.169 22.536 0 4.451 22.244 0 3.852 22.536 1.595 3.852 22.536 -1.595
5 24 4.451 22.244 0 4.112 22.244 1.703 4.55 21.9 0 4.169 22.536 0
5 24 4.451 22.244 0 4.55 21.9 0 4.112 22.244 1.703 4.112 22.244 -1.703
5 24 3.326 22.7521 1.3777 3.462 22.732 1.434 2.546 22.7521 2.546 3.512914 22.7521 .4379701
5 24 3.462 22.732 1.434 2.65 22.732 2.65 3.852 22.536 1.595 3.326 22.7521 1.3777
5 24 3.462 22.732 1.434 3.852 22.536 1.595 2.65 22.732 2.65 3.701333 22.732 .233986
5 24 3.852 22.536 1.595 2.948 22.536 2.948 4.112 22.244 1.703 3.462 22.732 1.434
5 24 3.852 22.536 1.595 4.112 22.244 1.703 2.948 22.536 2.948 4.169 22.536 0
5 24 4.112 22.244 1.703 3.147 22.244 3.147 4.204 21.9 1.741 3.852 22.536 1.595
5 24 4.112 22.244 1.703 4.204 21.9 1.741 3.147 22.244 3.147 4.451 22.244 0
5 24 2.546 22.7521 2.546 2.65 22.732 2.65 1.3777 22.7521 3.326 3.326 22.7521 1.3777
5 24 2.65 22.732 2.65 1.434 22.732 3.462 2.948 22.536 2.948 2.546 22.7521 2.546
5 24 2.65 22.732 2.65 2.948 22.536 2.948 1.434 22.732 3.462 3.462 22.732 1.434
5 24 2.948 22.536 2.948 1.595 22.536 3.852 3.147 22.244 3.147 2.65 22.732 2.65
5 24 2.948 22.536 2.948 3.147 22.244 3.147 1.595 22.536 3.852 3.852 22.536 1.595
5 24 3.147 22.244 3.147 1.703 22.244 4.112 3.217 21.9 3.217 2.948 22.536 2.948
5 24 3.147 22.244 3.147 3.217 21.9 3.217 1.703 22.244 4.112 4.112 22.244 1.703
5 24 1.3777 22.7521 3.326 1.434 22.732 3.462 0 22.7521 3.6 2.546 22.7521 2.546
5 24 1.434 22.732 3.462 0 22.732 3.748 1.595 22.536 3.852 1.3777 22.7521 3.326
5 24 1.434 22.732 3.462 1.595 22.536 3.852 0 22.732 3.748 2.65 22.732 2.65
5 24 1.595 22.536 3.852 0 22.536 4.169 1.703 22.244 4.112 1.434 22.732 3.462
5 24 1.595 22.536 3.852 1.703 22.244 4.112 0 22.536 4.169 2.948 22.536 2.948
5 24 1.703 22.244 4.112 0 22.244 4.451 1.741 21.9 4.204 1.595 22.536 3.852
5 24 1.703 22.244 4.112 1.741 21.9 4.204 0 22.244 4.451 3.147 22.244 3.147
5 24 0 22.7521 3.6 0 22.732 3.748 -1.3777 22.7521 3.326 1.3777 22.7521 3.326
5 24 0 22.732 3.748 0 22.536 4.169 -1.434 22.732 3.462 1.434 22.732 3.462
5 24 0 22.244 4.451 0 21.9 4.55 -1.703 22.244 4.112 1.703 22.244 4.112
5 24 0 22.536 4.169 0 22.244 4.451 -1.595 22.536 3.852 1.595 22.536 3.852

0 // Torus 12
0 // Faces
4 16 3.326 26.7521 1.3777 3.462 26.732 1.434 3.748 26.732 0 3.6 26.7521 0
3 16 2.546 26.7521 2.546 2.65 26.732 2.65 3.326 26.7521 1.3777
3 16 2.65 26.732 2.65 3.462 26.732 1.434 3.326 26.7521 1.3777
4 16 2.65 26.732 2.65 2.546 26.7521 2.546 1.3777 26.7521 3.326 1.434 26.732 3.462
4 16 1.3777 26.7521 3.326 0 26.7521 3.6 0 26.732 3.748 1.434 26.732 3.462
3 16 4.204 25.9 1.741 4.144462 25.67738 1.716408 4.4 25.65 .3921036
4 16 4.4 25.65 .3921036 4.474694 25.63833 0 4.55 25.9 0 4.204 25.9 1.741
4 16 4.204 25.9 1.741 3.217 25.9 3.217 3.192455 25.77938 3.192455 4.144462 25.67738 1.716408
4 16 3.217 25.9 3.217 1.741 25.9 4.204 1.739238 25.88405 4.199735 3 25.8 3.32807
3 16 3 25.8 3.32807 3.192455 25.77938 3.192455 3.217 25.9 3.217
3 16 1.5 25.9 4.251895 1.739238 25.88405 4.199735 1.741 25.9 4.204
4 16 1.741 25.9 4.204 1.703 26.244 4.112 0 26.244 4.451 0 26 4.521221
3 16 0 26 4.521221 1.5 25.9 4.251895 1.741 25.9 4.204
4 16 3.748 26.732 0 3.462 26.732 1.434 3.852 26.536 1.595 4.169 26.536 0
4 16 4.169 26.536 0 3.852 26.536 1.595 4.112 26.244 1.703 4.451 26.244 0
4 16 4.451 26.244 0 4.112 26.244 1.703 4.204 25.9 1.741 4.55 25.9 0
4 16 3.462 26.732 1.434 2.65 26.732 2.65 2.948 26.536 2.948 3.852 26.536 1.595
4 16 3.852 26.536 1.595 2.948 26.536 2.948 3.147 26.244 3.147 4.112 26.244 1.703
4 16 4.112 26.244 1.703 3.147 26.244 3.147 3.217 25.9 3.217 4.204 25.9 1.741
4 16 2.65 26.732 2.65 1.434 26.732 3.462 1.595 26.536 3.852 2.948 26.536 2.948
4 16 2.948 26.536 2.948 1.595 26.536 3.852 1.703 26.244 4.112 3.147 26.244 3.147
4 16 3.147 26.244 3.147 1.703 26.244 4.112 1.741 25.9 4.204 3.217 25.9 3.217
4 16 1.434 26.732 3.462 0 26.732 3.748 0 26.536 4.169 1.595 26.536 3.852
4 16 1.595 26.536 3.852 0 26.536 4.169 0 26.244 4.451 1.703 26.244 4.112
0 // Edges
2 24 1.5 25.9 4.251895 1.739238 25.88405 4.199735
2 24 3 25.8 3.32807 3.192455 25.77938 3.192455
2 24 0 26 4.521221 1.5 25.9 4.251895
2 24 4.4 25.65 .3921036 4.474694 25.63833 0
2 24 3.192455 25.77938 3.192455 4.144462 25.67738 1.716408
2 24 4.144462 25.67738 1.716408 4.4 25.65 .3921036
2 24 1.739238 25.88405 4.199735 3 25.8 3.32807
2 24 2.546 26.7521 2.546 1.3777 26.7521 3.326
2 24 3.326 26.7521 1.3777 2.546 26.7521 2.546
2 24 1.3777 26.7521 3.326 0 26.7521 3.6
2 24 3.6 26.7521 0 3.326 26.7521 1.3777
0 // Conditional lines 
5 24 4.474694 25.63833 0 4.55 25.9 0 4.4 25.65 .3921036 4.4 25.65 -.3921036
5 24 4.55 25.9 0 4.204 25.9 1.741 4.451 26.244 0 4.474694 25.63833 0
5 24 4.144462 25.67738 1.716408 4.204 25.9 1.741 3.192455 25.77938 3.192455 4.4 25.65 .3921036
5 24 4.204 25.9 1.741 3.217 25.9 3.217 4.112 26.244 1.703 4.144462 25.67738 1.716408
5 24 3.192455 25.77938 3.192455 3.217 25.9 3.217 3 25.8 3.32807 4.144462 25.67738 1.716408
5 24 3.217 25.9 3.217 1.741 25.9 4.204 3.147 26.244 3.147 3.192455 25.77938 3.192455
5 24 1.739238 25.88405 4.199735 1.741 25.9 4.204 1.5 25.9 4.251895 3 25.8 3.32807
5 24 1.741 25.9 4.204 1.5 25.9 4.251895 1.703 26.244 4.112 1.739238 25.88405 4.199735
5 24 3.6 26.7521 0 3.748 26.732 0 3.326 26.7521 1.3777 3.326 26.7521 -1.3777
5 24 3.748 26.732 0 3.462 26.732 1.434 4.169 26.536 0 3.6 26.7521 0
5 24 3.748 26.732 0 4.169 26.536 0 3.462 26.732 1.434 3.462 26.732 -1.434
5 24 4.169 26.536 0 3.852 26.536 1.595 4.451 26.244 0 3.748 26.732 0
5 24 4.169 26.536 0 4.451 26.244 0 3.852 26.536 1.595 3.852 26.536 -1.595
5 24 4.451 26.244 0 4.112 26.244 1.703 4.55 25.9 0 4.169 26.536 0
5 24 4.451 26.244 0 4.55 25.9 0 4.112 26.244 1.703 4.112 26.244 -1.703
5 24 3.326 26.7521 1.3777 3.462 26.732 1.434 2.546 26.7521 2.546 3.6 26.7521 0
5 24 3.462 26.732 1.434 2.65 26.732 2.65 3.852 26.536 1.595 3.326 26.7521 1.3777
5 24 3.462 26.732 1.434 3.852 26.536 1.595 2.65 26.732 2.65 3.748 26.732 0
5 24 3.852 26.536 1.595 2.948 26.536 2.948 4.112 26.244 1.703 3.462 26.732 1.434
5 24 3.852 26.536 1.595 4.112 26.244 1.703 2.948 26.536 2.948 4.169 26.536 0
5 24 4.112 26.244 1.703 3.147 26.244 3.147 4.204 25.9 1.741 3.852 26.536 1.595
5 24 4.112 26.244 1.703 4.204 25.9 1.741 3.147 26.244 3.147 4.451 26.244 0
5 24 2.546 26.7521 2.546 2.65 26.732 2.65 1.3777 26.7521 3.326 3.326 26.7521 1.3777
5 24 2.65 26.732 2.65 1.434 26.732 3.462 2.948 26.536 2.948 2.546 26.7521 2.546
5 24 2.65 26.732 2.65 2.948 26.536 2.948 1.434 26.732 3.462 3.462 26.732 1.434
5 24 2.948 26.536 2.948 1.595 26.536 3.852 3.147 26.244 3.147 2.65 26.732 2.65
5 24 2.948 26.536 2.948 3.147 26.244 3.147 1.595 26.536 3.852 3.852 26.536 1.595
5 24 3.147 26.244 3.147 1.703 26.244 4.112 3.217 25.9 3.217 2.948 26.536 2.948
5 24 3.147 26.244 3.147 3.217 25.9 3.217 1.703 26.244 4.112 4.112 26.244 1.703
5 24 1.3777 26.7521 3.326 1.434 26.732 3.462 0 26.7521 3.6 2.546 26.7521 2.546
5 24 1.434 26.732 3.462 0 26.732 3.748 1.595 26.536 3.852 1.3777 26.7521 3.326
5 24 1.434 26.732 3.462 1.595 26.536 3.852 0 26.732 3.748 2.65 26.732 2.65
5 24 1.595 26.536 3.852 0 26.536 4.169 1.703 26.244 4.112 1.434 26.732 3.462
5 24 1.595 26.536 3.852 1.703 26.244 4.112 0 26.536 4.169 2.948 26.536 2.948
5 24 1.703 26.244 4.112 0 26.244 4.451 1.741 25.9 4.204 1.595 26.536 3.852
5 24 1.703 26.244 4.112 1.741 25.9 4.204 0 26.244 4.451 3.147 26.244 3.147
5 24 0 26.7521 3.6 0 26.732 3.748 -1.377 26.7521 3.326 1.3777 26.7521 3.326
5 24 0 26.732 3.748 0 26.536 4.169 -1.434 26.732 3.462 1.434 26.732 3.462
5 24 0 26.244 4.451 0 26 4.521221 -1.703 26.244 4.112 1.703 26.244 4.112
5 24 0 26.536 4.169 0 26.244 4.451 -1.595 26.536 3.852 1.595 26.536 3.852

0 // Torus 15
0 // Faces
4 16 4.1505 32.4 1.7189 4.204 32.2 1.741 4.55 32.2 0 4.4924 32.4 0
4 16 3.1763 32.4 3.1763 3.217 32.2 3.217 4.204 32.2 1.741 4.1505 32.4 1.7189
4 16 1.7189 32.4 4.1505 1.741 32.2 4.204 3.217 32.2 3.217 3.1763 32.4 3.1763
4 16 1.7189 32.4 4.1505 0 32.4 4.4924 0 32.2 4.55 1.741 32.2 4.204
0 // Edges
2 24 1.7189 32.4 4.1505 0 32.4 4.4924
2 24 4.4924 32.4 0 4.1505 32.4 1.7189
2 24 4.1505 32.4 1.7189 3.1763 32.4 3.1763
2 24 3.1763 32.4 3.1763 1.7189 32.4 4.1505
0 // Conditional lines
5 24 4.4924 32.4 0 4.55 32.2 0 4.1505 32.4 1.7189 4.1505 32.4 -1.7189
5 24 4.1505 32.4 1.7189 4.204 32.2 1.741 3.1763 32.4 3.1763 4.4924 32.4 0
5 24 3.1763 32.4 3.1763 3.217 32.2 3.217 1.7189 32.4 4.1505 4.1505 32.4 1.7189
5 24 1.7189 32.4 4.1505 1.741 32.2 4.204 0 32.4 4.4924 3.1763 32.4 3.1763
5 24 0 32.4 4.4924 0 32.2 4.55 -1.7189 32.4 4.1505 1.7189 32.4 4.1505