To LUGNET HomepageTo LUGNET News HomepageTo LUGNET Guide Homepage
 Help on Searching
 
Post new message to lugnet.cad.dat.partsOpen lugnet.cad.dat.parts in your NNTP NewsreaderTo LUGNET News Traffic PageSign In (Members)
 CAD / LDraw Files / Parts / 2241
2240  |  2242
Subject: 
Soccer Ball - working code
Newsgroups: 
lugnet.cad.dat.parts
Date: 
Tue, 9 Jan 2001 17:59:10 GMT
Viewed: 
729 times
  
Here is an MPD with LDLite code for a soccer ball.  The LDLite language
extensions allowed me to generate and use the exact values for the vertices
more easily than raw LDraw code.  Because of the language, I *think* only
LDLite (and probably LDGLite) can render it.

This actually would have been a good project to do in LDScript.  The points
could have been calculated in the language directly.  Oh, well.

BTW, this code is so old, I don't remember why I got stuck with the weird
scaling between the main soccer.dat file and the soccer2.ldl file.

--
Steve


0 FILE soccer.dat
0 Minifig Soccer Ball
0 Name: soccer.dat
0 Author: Matthew Verdier, Geometry
0 Author: Steve Bliss, DAT code
0 Unofficial Element

1 16 0 0 0  7.263867792919 0 0 0  7.263867792919 0 0 0  7.263867792919 soccer2.ldl
0

0 FILE soccer2.ldl
0 Minifig Soccer Ball - LDLite code

0 Vertices

0 POINT A0 0.0 0.8506508 2.32743845
0 POINT A1 0.809016997 0.262865599 2.327438441
0 POINT A2 0.499999997 -0.688190996 2.327438437
0 POINT A3 -0.499999997 -0.688190996 2.327438437
0 POINT A4 -0.809016997 0.262865599 2.327438441

0 POINT AC 0.0 0.0 2.478018669

0 POINT B0 0.0 1.7013016 1.801707354
0 POINT B1 1.618033989 0.525731096 1.801707342
0 POINT B2 1.0 -1.3763819 1.801707354
0 POINT B3 -1.0 -1.3763819 1.801707354
0 POINT B4 -1.618033989 0.525731096 1.801707342

0 POINT B0C 0.884211792 1.217013107 1.969168639
0 POINT B1C 1.430684732 -0.464857648 1.969168628
0 POINT B2C 0.0 -1.504310968 1.969168615
0 POINT B3C -1.430684732 -0.464857648 1.969168628
0 POINT B4C -0.884211789 1.217013121 1.969168631

0 POINT C0a -0.809017023 1.964167157 1.275976237
0 POINT C0b 0.809017049 1.96416712 1.275976278
0 POINT C1a 1.618033956 1.376381947 1.275976244
0 POINT C1b 2.118033976 -0.162459906 1.275976246
0 POINT C2a 1.80901703 -1.113516318 1.275976221
0 POINT C2b 0.5 -2.0645729 1.2759762
0 POINT C3a -0.5 -2.0645729 1.2759762
0 POINT C3b -1.80901703 -1.113516318 1.275976221
0 POINT C4a -2.118033976 -0.162459906 1.275976246
0 POINT C4b -1.618033956 1.376381947 1.275976244

0 POINT C0C 0.0 2.216407268 1.108203656
0 POINT C1C 2.107928586 0.68490748 1.108203655
0 POINT C2C 1.302771495 -1.793111164 1.10820364
0 POINT C3C -1.302771495 -1.793111164 1.10820364
0 POINT C4C -2.107928586 0.68490748 1.108203655

0 POINT D0a -0.499999998 2.389492588 0.425325398
0 POINT D0b 0.499999998 2.389492588 0.425325398
0 POINT D1a 2.118034031 1.213922018 0.425325406
0 POINT D1b 2.427051 0.2628655 0.4253254
0 POINT D2a 1.809016946 -1.639247542 0.425325411
0 POINT D2b 0.999999978 -2.227032752 0.425325391
0 POINT D3a -0.999999978 -2.227032752 0.425325391
0 POINT D3b -1.809016946 -1.639247542 0.425325411
0 POINT D4a -2.427051 0.2628655 0.4253254
0 POINT D4b -2.118034031 1.213922018 0.425325406

0 POINT D0C 1.43068473 1.969168629 0.464857653
0 POINT D1C 2.314896546 -0.752155479 0.464857653
0 POINT D2C 0.0 -2.434026273 0.464857641
0 POINT D3C -2.314896546 -0.752155479 0.464857653
0 POINT D4C -1.43068473 1.969168629 0.464857653

0 POINT E0a -0.999999978 2.227032752 -0.425325391
0 POINT E0b 0.999999978 2.227032752 -0.425325391
0 POINT E1a 1.809016946 1.639247542 -0.425325411
0 POINT E1b 2.427051 -0.2628655 -0.4253254
0 POINT E2a 2.118034031 -1.213922018 -0.425325406
0 POINT E2b 0.499999998 -2.389492588 -0.425325398
0 POINT E3a -0.499999998 -2.389492588 -0.425325398
0 POINT E3b -2.118034031 -1.213922018 -0.425325406
0 POINT E4a -2.427051 -0.2628655 -0.4253254
0 POINT E4b -1.809016946 1.639247542 -0.425325411

0 POINT E0C 0.0 2.434026273 -0.464857641
0 POINT E1C 2.314896546 0.752155479 -0.464857653
0 POINT E2C 1.43068473 -1.969168629 -0.464857653
0 POINT E3C -1.43068473 -1.969168629 -0.464857653
0 POINT E4C -2.314896546 0.752155479 -0.464857653

0 POINT F0a -0.5 2.0645729 -1.2759762
0 POINT F0b 0.5 2.0645729 -1.2759762
0 POINT F1a 1.80901703 1.113516318 -1.275976221
0 POINT F1b 2.118033976 0.162459906 -1.275976246
0 POINT F2a 1.618033956 -1.376381947 -1.275976244
0 POINT F2b 0.809017023 -1.964167157 -1.275976237
0 POINT F3a -0.809017023 -1.964167157 -1.275976237
0 POINT F3b -1.618033956 -1.376381947 -1.275976244
0 POINT F4a -2.118033976 0.162459906 -1.275976246
0 POINT F4b -1.80901703 1.113516318 -1.275976221

0 POINT F0C 1.302771495 1.793111164 -1.10820364
0 POINT F1C 2.107928586 -0.68490748 -1.108203655
0 POINT F2C 0.0 -2.216407272 -1.108203648
0 POINT F3C -2.107928586 -0.68490748 -1.108203655
0 POINT F4C -1.711020027 1.429697432 -1.081180947

0 POINT G0 1.0 1.3763819 -1.801707354
0 POINT G1 1.618033989 -0.525731096 -1.801707342
0 POINT G2 0.0 -1.7013016 -1.801707354
0 POINT G3 -1.618033989 -0.525731096 -1.801707342
0 POINT G4 -1.0 1.3763819 -1.801707354

0 POINT G0C 0.0 1.504310968 -1.969168615
0 POINT G1C 1.430684732 0.464857648 -1.969168628
0 POINT G2C 0.884211789 -1.217013121 -1.969168631
0 POINT G3C -0.884211789 -1.217013121 -1.969168631
0 POINT G4C -1.430684732 0.464857648 -1.969168628

0 POINT H0 0.499999997 0.688190996 -2.327438437
0 POINT H1 0.809016997 -0.262865599 -2.327438441
0 POINT H2 0.0 -0.8506508 -2.32743845
0 POINT H3 -0.809016997 -0.262865599 -2.327438441
0 POINT H4 -0.499999997 0.688190996 -2.327438437

0 POINT HC 0.0 0.0 -2.478018669

0 Vertice-balls
0 1 1 A0 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 1 A1 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 1 A4 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 1 A2 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 1 A3 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 2 B0 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 2 B1 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 2 B4 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 2 B2 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 2 B3 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 3  C0b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C0a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C1a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C4b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C1b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C4a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C2a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C3b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C2b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 3  C3a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 4  D0a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D0b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D1a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D1b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D2a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D2b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D3b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D3a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D4a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 4  D4b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 5  E2b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E3a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E2a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E3b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E1b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E4a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E1a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E4b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E0b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 5  E0a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 6  F2b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F3a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F2a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F3b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F1b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F4a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F1a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F4b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F0b 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 6  F0a 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 7  G2 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 7  G1 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 7  G3 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 7  G0 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 7  G4 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0
0 1 8  H0 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 8  H1 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 8  H2 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 8  H3 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat
0 1 8  H4 0.05 0 0 0 0.05 0 0 0 0.05 8-8sphe.dat


0 Edge-level 0 (Pentagon through 1-Vertices)
2 24 A0 A1
2 24 A1 A2
2 24 A2 A3
2 24 A3 A4
2 24 A4 A0

0 Edge-level 1 (Connect 1-Vertices to 2-Vertices, one-to-one)
2 24 A0 B0
2 24 A1 B1
2 24 A2 B2
2 24 A3 B3
2 24 A4 B4

0 Edge-level 2 (Connect 2-Vertices to 3-Vertices, one-to-two)
2 24  B0 C0a
2 24  B0 C0b
2 24  B1 C1a
2 24  B1 C1b
2 24  B2 C2a
2 24  B2 C2b
2 24  B3 C3a
2 24  B3 C3b
2 24  B4 C4a
2 24  B4 C4b

0 Edge-level 3 (Connect pairs of 3-Vertices, completing first hex-band)
2 24 C0b C1a
2 24 C1b C2a
2 24 C2b C3a
2 24 C3b C4a
2 24 C4b C0a

0 Edge-level 4 (Connect 3-Vertices to 4-Vertices, one-to-one)
2 24 C0a D0a
2 24 C0b D0b
2 24 C1a D1a
2 24 C1b D1b
2 24 C2a D2a
2 24 C2b D2b
2 24 C3a D3a
2 24 C3b D3b
2 24 C4a D4a
2 24 C4b D4b

0 Edge-level 5 (Connect pairs of 4-Vertices, completing 1st band of pentagons))
2 24 D0a D0b
2 24 D1a D1b
2 24 D2a D2b
2 24 D3a D3b
2 24 D4a D4b

0 Edge-level 6 (Connect 4-Vertices to 5-Vertices, crossing the equator)
2 24 D0a E0a
2 24 D0b E0b
2 24 D1a E1a
2 24 D1b E1b
2 24 D2a E2a
2 24 D2b E2b
2 24 D3a E3a
2 24 D3b E3b
2 24 D4a E4a
2 24 D4b E4b

0 Edge-level 7 (Connect pairs of 5-Vertices, completing 2nd hex-course)
2 24  E0b  E1a
2 24  E1b  E2a
2 24  E2b  E3a
2 24  E3b  E4a
2 24  E4b  E0a

0 Edge-level 8 (Connect 5-Vertices to 6-Vertices, one-to-one)
2 24  E0a  F0a
2 24  E0b  F0b
2 24  E1a  F1a
2 24  E1b  F1b
2 24  E2a  F2a
2 24  E2b  F2b
2 24  E3a  F3a
2 24  E3b  F3b
2 24  E4a  F4a
2 24  E4b  F4b

0 Edge-level 9 (Connect pairs of 6-Vertices, completing 3rd hex-course)
2 24  F0a  F0b
2 24  F1a  F1b
2 24  F2a  F2b
2 24  F3a  F3b
2 24  F4a  F4b

0 Edge-level 10 (Connect 6-Vertices to 7-Vertices, two-to-one,
0                completing 2nd pent-course)
2 24  F0a  G4
2 24  F0b  G0
2 24  F1a  G0
2 24  F1b  G1
2 24  F2a  G1
2 24  F2b  G2
2 24  F3a  G2
2 24  F3b  G3
2 24  F4a  G3
2 24  F4b  G4

0 Edge-level 11 (Connect 7-Vertices to 8-Vertices, one-to-one)
2 24  G0  H0
2 24  G1  H1
2 24  G2  H2
2 24  G3  H3
2 24  G4  H4

0 Edge-level 12 (Final pentagon through 8-Vertices)
2 24  H0  H1
2 24  H1  H2
2 24  H2  H3
2 24  H3  H4
2 24  H4  H0

0 First Pentagon
3  0 A0 A1 0 0 2.32743845
3  0 A1 A2 0 0 2.32743845
3  0 A2 A3 0 0 2.32743845
3  0 A3 A4 0 0 2.32743845
3  0 A4 A0 0 0 2.32743845

0 First course of hexagons
0 15 A0 A1 B1 C1a C0b B0
3 16 A0  A1  B0C
3 16 A1  B1  B0C
3 16 B1  C1a B0C
3 16 C1a C0b B0C
3 16 C0b B0  B0C
3 16 B0  A0  B0C

0 15 A1 A2 B2 C2a C1b B1
3 16 A1  A2  B1C
3 16 A2  B2  B1C
3 16 B2  C2a B1C
3 16 C2a C1b B1C
3 16 C1b B1  B1C
3 16 B1  A1  B1C

0 15 A2 A3 B3 C3a C2b B2
3 16 A2  A3  B2C
3 16 A3  B3  B2C
3 16 B3  C3a B2C
3 16 C3a C2b B2C
3 16 C2b B2  B2C
3 16 B2  A2  B2C

0 15 A3 A4 B4 C4a C3b B3
3 16 A3  A4  B3C
3 16 A4  B4  B3C
3 16 B4  C4a B3C
3 16 C4a C3b B3C
3 16 C3b B3  B3C
3 16 B3  A3  B3C

0 15 A4 A0 B0 C0a C4b B4
3 16 A4  A0  B4C
3 16 A0  B0  B4C
3 16 B0  C0a B4C
3 16 C0a C4b B4C
3 16 C4b B4  B4C
3 16 B4  A4  B4C

0 First course of pentagons
0 3 0 B0 C0b D0b D0a C0a
3 0 B0  C0b C0C
3 0 C0b D0b C0C
3 0 D0b D0a C0C
3 0 D0a C0a C0C
3 0 C0a B0  C0C

0 3 0 B1 C1b D1b D1a C1a
3 0 B1  C1b C1C
3 0 C1b D1b C1C
3 0 D1b D1a C1C
3 0 D1a C1a C1C
3 0 C1a B1  C1C

0 3 0 B2 C2b D2b D2a C2a
3 0 B2  C2b C2C
3 0 C2b D2b C2C
3 0 D2b D2a C2C
3 0 D2a C2a C2C
3 0 C2a B2  C2C

0 3 0 B3 C3b D3b D3a C3a
3 0 B3  C3b C3C
3 0 C3b D3b C3C
3 0 D3b D3a C3C
3 0 D3a C3a C3C
3 0 C3a B3  C3C

0 3 0 B4 C4b D4b D4a C4a
3 0 B4  C4b C4C
3 0 C4b D4b C4C
3 0 D4b D4a C4C
3 0 D4a C4a C4C
3 0 C4a B4  C4C

0 Second course of hexagons
3 16 C1a D1a E1a E0b D0b C0b
3 16 C1a D1a D0C
3 16 D1a E1a D0C
3 16 E1a E0b D0C
3 16 E0b D0b D0C
3 16 D0b C0b D0C
3 16 C0b C1a D0C

3 16 C2a D2a E2a E1b D1b C1b
3 16 C2a D2a D1C
3 16 D2a E2a D1C
3 16 E2a E1b D1C
3 16 E1b D1b D1C
3 16 D1b C1b D1C
3 16 C1b C2a D1C

3 16 C3a D3a E3a E2b D2b C2b
3 16 C3a D3a D2C
3 16 D3a E3a D2C
3 16 E3a E2b D2C
3 16 E2b D2b D2C
3 16 D2b C2b D2C
3 16 C2b C3a D2C

3 16 C4a D4a E4a E3b D3b C3b
3 16 C4a D4a D3C
3 16 D4a E4a D3C
3 16 E4a E3b D3C
3 16 E3b D3b D3C
3 16 D3b C3b D3C
3 16 C3b C4a D3C

0 15 C0a D0a E0a E4b D4b C4b
3 16 C0a D0a D4C
3 16 D0a E0a D4C
3 16 E0a E4b D4C
3 16 E4b D4b D4C
3 16 D4b C4b D4C
3 16 C4b C0a D4C


0 3rd course of hexagons
0 14 D0b E0b F0b F0a E0a D0a
3 16 D0b E0b E0C
3 16 E0b F0b E0C
3 16 F0b F0a E0C
3 16 F0a E0a E0C
3 16 E0a D0a E0C
3 16 D0a D0b E0C

0 14 D1b E1b F1b F1a E1a D1a
3 16 D1b E1b E1C
3 16 E1b F1b E1C
3 16 F1b F1a E1C
3 16 F1a E1a E1C
3 16 E1a D1a E1C
3 16 D1a D1b E1C

0 14 D2b E2b F2b F2a E2a D2a
3 16 D2b E2b E2C
3 16 E2b F2b E2C
3 16 F2b F2a E2C
3 16 F2a E2a E2C
3 16 E2a D2a E2C
3 16 D2a D2b E2C

0 14 D3b E3b F3b F3a E3a D3a
3 16 D3b E3b E3C
3 16 E3b F3b E3C
3 16 F3b F3a E3C
3 16 F3a E3a E3C
3 16 E3a D3a E3C
3 16 D3a D3b E3C

0 14 D4b E4b F4b F4a E4a D4a
3 16 D4b E4b E4C
3 16 E4b F4b E4C
3 16 F4b F4a E4C
3 16 F4a E4a E4C
3 16 E4a D4a E4C
3 16 D4a D4b E4C

0 Second course of pentagons
0 0 E0b F0b G0 F1a E1a
3 0 E0b F0b F0C
3 0 F0b G0  F0C
3 0 G0  F1a F0C
3 0 F1a E1a F0C
3 0 E1a E0b F0C

0 0 E1b F1b G1 F2a E2a
3 0 E1b F1b F1C
3 0 F1b G1  F1C
3 0 G1  F2a F1C
3 0 F2a E2a F1C
3 0 E2a E1b F1C

0 0 E2b F2b G2 F3a E3a
3 0 E2b F2b F2C
3 0 F2b G2  F2C
3 0 G2  F3a F2C
3 0 F3a E3a F2C
3 0 E3a E2b F2C

0 0 E3b F3b G3 F4a E4a
3 0 E3b F3b F3C
3 0 F3b G3  F3C
3 0 G3  F4a F3C
3 0 F4a E4a F3C
3 0 E4a E3b F3C

0 0 E4b F4b G4 F0a E0a
3 0 E4b F4b F4C
3 0 F4b G4  F4C
3 0 G4  F0a F4C
3 0 F0a E0a F4C
3 0 E0a E4b F4C

0 4th course of hexagons
0 15 F0b G0 H0 H4 G4 F0a
3 16 F0b G0  G0C
3 16 G0  H0  G0C
3 16 H0  H4  G0C
3 16 H4  G4  G0C
3 16 G4  F0a G0C
3 16 F0a F0b G0C

0 15 F1b G1 H1 H0 G0 F1a
3 16 F1b G1  G1C
3 16 G1  H1  G1C
3 16 H1  H0  G1C
3 16 H0  G0  G1C
3 16 G0  F1a G1C
3 16 F1a F1b G1C

0 15 F2b G2 H2 H1 G1 F2a
3 16 F2b G2  G2C
3 16 G2  H2  G2C
3 16 H2  H1  G2C
3 16 H1  G1  G2C
3 16 G1  F2a G2C
3 16 F2a F2b G2C

0 15 F3b G3 H3 H2 G2 F3a
3 16 F3b G3  G3C
3 16 G3  H3  G3C
3 16 H3  H2  G3C
3 16 H2  G2  G3C
3 16 G2  F3a G3C
3 16 F3a F3b G3C

0 15 F4b G4 H4 H3 G3 F4a
3 16 F4b G4  G4C
3 16 G4  H4  G4C
3 16 H4  H3  G4C
3 16 H3  G3  G4C
3 16 G3  F4a G4C
3 16 F4a F4b G4C

0 Final Pentagon
3 0 H0 H1 HC
3 0 H1 H2 HC
3 0 H2 H3 HC
3 0 H3 H4 HC
3 0 H4 H0 HC

0



Message has 2 Replies:
  Re: Soccer Ball - working code
 
And because of the LDLite code, LUGNET doesn't recognize that the post contains an LDraw file. C'est la vie. I was planning on posting plain DAT code as well. That'll be up next. Steve (...) (24 years ago, 9-Jan-01, to lugnet.cad.dat.parts)
  Soccer Ball - plain DAT code  [DAT]
 
Here's the soccer ball, with the GDL converted to standard LDraw. No LDL or MPD. I also just realized that there are no conditional lines between the facets. Oops. They shouldn't be too hard to add, but I'd start with the LDL code I posted a little (...) (24 years ago, 9-Jan-01, to lugnet.cad.dat.parts)

5 Messages in This Thread:


Entire Thread on One Page:
Nested:  All | Brief | Compact | Dots
Linear:  All | Brief | Compact
    

Custom Search

©2005 LUGNET. All rights reserved. - hosted by steinbruch.info GbR