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Special: 
[DAT] (requires LDraw-compatible viewer)
Subject: 
POV dat - 3626bp3k - Minifig Head with Islander White/Blue Painted Face - POV
Newsgroups: 
lugnet.cad.ray, lugnet.cad.dat.parts
Date: 
Tue, 22 Jan 2008 23:19:50 GMT
Viewed: 
12878 times
  
0 Minifig Head with Islander White/Blue Painted Face - POV
0 Name: 3626bp3k.dat
0 Author: Andrew Westrate
0 Unofficial Part
0 // Inline POV code generated by MFHead v0.01

0 CMDLINE -c14
0 KEYWORDS Islanders, Islander King, natives, whiteface, mime

0 // 2003-11-02 Hmick corrected overlapping quads

0 L3P IFNOTPOV

1 16 0 0 0 1 0 0 0 1 0 0 0 1 s\3626bs01.dat
4 1 -8.0327 17 -9.9672 -8.0327 4 -9.9672 -9.1924 4 -9.1924 -9.1924 17 -9.1924
4 4 -8.0327 11.5 -9.9672 -6.1619 11.5 -11.2173 -6.1619 13 -11.2173 -8.0327 13 -9.9672
3 15 .0017 3.0993 -12.5249 0 4 -13 -4.9749 4 -12.0104
3 15 -4.7936 3.0936 -11.5681 .0017 3.0993 -12.5249 -4.9749 4 -12.0104
4 1 -8.8681 3.1273 -8.8657 -7.9852 3.1119 -9.4461 -8.0327 4 -9.9672 -9.1924 4 -9.1924
4 16 .0017 3.0993 -12.5249 .0055 1.172 -11.5084 -4.4091 1.172 -10.6303 -4.7936 3.0936 -11.5681
4 16 -9.1924 17 -9.1924 -8.1338 19.828 -8.1416 -10.6345 19.828 -4.399 -12.0104 17 -4.9749
4 16 -12.0104 17 -4.9749 -9.1924 17 -9.1924 -9.1924 4 -9.1924 -12.0104 4 -4.9749
4 16 -9.1924 4 -9.1924 -8.1338 1.172 -8.1416 -10.6345 1.172 -4.399 -12.0104 4 -4.9749
4 16 -10.6303 1.172 -4.4091 -12.0104 4 -4.9749 -13 4 0 -11.5084 1.172 .0055
4 16 -13 4 0 -13 17 0 -12.0104 17 -4.9749 -12.0104 4 -4.9749
4 16 -12.0104 17 -4.9749 -10.6303 19.828 -4.4091 -11.5084 19.828 .0055 -13 17 0
3 16 .003 18.5417 -12.1869 .0055 19.828 -11.5084 -4.4091 19.828 -10.6303
3 16 -4.6653 18.5474 -11.2552 -4.4091 19.828 -10.6303 .003 18.5417 -12.1869
3 16 -4.6581 18.5557 -11.2535 -4.399 19.828 -10.6345 -6.9622 18.5541 -9.715
3 16 -6.9622 18.5541 -9.715 -4.399 19.828 -10.6345 -8.1416 19.828 -8.1338
3 16 -8.1416 19.828 -8.1338 -6.9622 18.5541 -9.715 -7.9213 18.1101 -9.3505
3 16 -7.9213 18.1101 -9.3505 -8.1416 19.828 -8.1338 -9.1924 17 -9.1924
3 1 -9.1924 17 -9.1924 -7.9213 18.1101 -9.3505 -4.9749 17 -12.0104
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3 1 -4.9749 17 -12.0104 -4.6581 18.5557 -11.2535 -6.9622 18.5541 -9.715
4 1 -4.9749 17 -12.0104 -4.6653 18.5474 -11.2552 .003 18.5417 -12.1869 0 17 -13
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1 4 -6.1619 12.25 -11.2173 0 -.4167 .6236 -.75 0 0 0 -.6236 -.4167 2-4disc.dat
1 15 -6.1619 12.25 -11.2173 0 -.4167 .6236 -.75 0 0 0 -.6236 -.4167 2-4ndis.dat
4 15 -8.0327 11.5 -9.9672 -8.0327 4 -9.9672 -4.9749 4 -12.0104 -5.5383 11.5 -11.634
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4 15 0 8.75 -13 -2.25 8.75 -12.552 -2.25 11.25 -12.552 0 11.25 -13
1 0 -3.5 10 -12.304 1.25 -.244 0 0 0 -1.25 -.244 1 0 4-4disc.dat
1 15 -3.5 10 -12.304 1.25 -.244 0 0 0 -1.25 -.244 1 0 4-4ndis.dat
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1 0 3.5 10 -12.304 -1.25 .244 0 0 0 -1.25 -.244 1 0 4-4disc.dat
1 15 3.5 10 -12.304 -1.25 .244 0 0 0 -1.25 -.244 1 0 4-4ndis.dat
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4 16 -.0017 3.0993 -12.5249 -.0055 1.172 -11.5084 4.4091 1.172 -10.6303 4.7936 3.0936 -11.5681
4 16 9.1924 17 -9.1924 8.1338 19.828 -8.1416 10.6345 19.828 -4.399 12.0104 17 -4.9749
4 16 12.0104 17 -4.9749 9.1924 17 -9.1924 9.1924 4 -9.1924 12.0104 4 -4.9749
4 16 9.1924 4 -9.1924 8.1338 1.172 -8.1416 10.6345 1.172 -4.399 12.0104 4 -4.9749
4 16 10.6303 1.172 -4.4091 12.0104 4 -4.9749 13 4 0 11.5084 1.172 .0055
4 16 13 4 0 13 17 0 12.0104 17 -4.9749 12.0104 4 -4.9749
4 16 12.0104 17 -4.9749 10.6303 19.828 -4.4091 11.5084 19.828 .0055 13 17 0
3 16 -.003 18.5417 -12.1869 -.0055 19.828 -11.5084 4.4091 19.828 -10.6303
3 16 4.6653 18.5474 -11.2552 4.4091 19.828 -10.6303 -.003 18.5417 -12.1869
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3 16 6.9622 18.5541 -9.715 4.399 19.828 -10.6345 8.1416 19.828 -8.1338
3 16 8.1416 19.828 -8.1338 6.9622 18.5541 -9.715 7.9213 18.1101 -9.3505
3 16 7.9213 18.1101 -9.3505 8.1416 19.828 -8.1338 9.1924 17 -9.1924
3 1 9.1924 17 -9.1924 7.9213 18.1101 -9.3505 4.9749 17 -12.0104
3 1 4.9749 17 -12.0104 7.9213 18.1101 -9.3505 6.9622 18.5541 -9.715
3 1 4.9749 17 -12.0104 4.6581 18.5557 -11.2535 6.9622 18.5541 -9.715
4 1 4.9749 17 -12.0104 4.6653 18.5474 -11.2552 -.003 18.5417 -12.1869 0 17 -13
3 15 4.6381 3.0936 -11.6711 4.9749 4 -12.0104 8.0327 4 -9.9672
3 15 4.6381 3.0936 -11.6711 8.0327 4 -9.9672 7.9852 3.1119 -9.4461
4 16 4.399 1.172 -10.6345 4.6381 3.0936 -11.6711 8.8681 3.1273 -8.8657 8.1416 1.172 -8.1338
1 4 6.1619 12.25 -11.2173 0 .4167 -.6236 -.75 0 0 0 -.6236 -.4167 2-4disc.dat
1 15 6.1619 12.25 -11.2173 0 .4167 -.6236 -.75 0 0 0 -.6236 -.4167 2-4ndis.dat
4 15 8.0327 11.5 -9.9672 8.0327 4 -9.9672 4.9749 4 -12.0104 5.5383 11.5 -11.634
4 15 5.5383 11.5 -11.634 4.9749 4 -12.0104 4.9749 17 -12.0104 5.5383 13 -11.634
4 15 5.5383 13 -11.634 4.9749 17 -12.0104 8.0327 17 -9.9672 8.0327 13 -9.9672
5 24 -10.658 1.172 -4.415 -12.01 4 -4.975 -8.157 1.172 -8.157 -11.536 1.172 0
5 24 -8.157 1.172 -8.157 -9.192 4 -9.192 -4.415 1.172 -10.658 -10.658 1.172 -4.415
5 24 -4.415 1.172 -10.658 -4.975 4 -12.01 0 1.172 -11.536 -8.157 1.172 -8.157
5 24 0 1.172 -11.536 0 4 -13 4.415 1.172 -10.658 -4.415 1.172 -10.658
5 24 4.415 1.172 -10.658 4.975 4 -12.01 8.157 1.172 -8.157 0 1.172 -11.536
5 24 8.157 1.172 -8.157 9.192 4 -9.192 10.658 1.172 -4.415 4.415 1.172 -10.658
5 24 10.658 1.172 -4.415 12.01 4 -4.975 11.536 1.172 0 8.157 1.172 -8.157
5 24 -12.01 4 -4.975 -12.01 17 -4.975 -9.192 4 -9.192 -13 4 0
5 1 -9.192 4 -9.192 -9.192 17 -9.192 -4.975 4 -12.01 -12.01 4 -4.975
5 15 -4.975 4 -12.01 -4.975 17 -12.01 0 4 -13 -9.192 4 -9.192
5 15 0 4 -13 0 17 -13 4.975 4 -12.01 -4.975 4 -12.01
5 15 4.975 4 -12.01 4.975 17 -12.01 9.192 4 -9.192 0 4 -13
5 1 9.192 4 -9.192 9.192 17 -9.192 12.01 4 -4.975 4.975 4 -12.01
5 24 12.01 4 -4.975 12.01 17 -4.975 13 4 0 9.192 4 -9.192
5 24 -10.658 19.828 -4.415 -12.01 17 -4.975 -8.157 19.828 -8.157 -11.536 19.828 0
5 24 -8.157 19.828 -8.157 -9.192 17 -9.192 -4.415 19.828 -10.658 -10.658 19.828 -4.415
5 24 -4.415 19.828 -10.658 -4.975 17 -12.01 0 19.828 -11.536 -8.157 19.828 -8.157
5 24 0 19.828 -11.536 0 17 -13 4.415 19.828 -10.658 -4.415 19.828 -10.658
5 24 4.415 19.828 -10.658 4.975 17 -12.01 8.157 19.828 -8.157 0 19.828 -11.536
5 24 8.157 19.828 -8.157 9.192 17 -9.192 10.658 19.828 -4.415 4.415 19.828 -10.658
5 24 10.658 19.828 -4.415 12.01 17 -4.975 11.536 19.828 0 8.157 19.828 -8.157
0

0 L3P ELSEPOV

0   #if (STUDS)
0     difference {
0     cylinder { <0,0,0>, <0,-4,0>, 6 }
0     cylinder { <0,0.01,0>, <0,-4.01,0>, 4 }
0     }
0 #end
0 object { ring3_dot_dat matrix <2,0,0,0,1,0,0,0,2,0,0,0> }
0 object { ring2_dot_dat matrix <2,0,0,0,1,0,0,0,2,0,4,0> }
0 object { _4_dash_4cyli_dot_dat matrix <6,0,0,0,20,0,0,0,6,0,4,0> }
0 object { ring3_dot_dat matrix <2,0,0,0,1,0,0,0,2,0,24,0> }
0 object { _4_dash_4cyli_dot_dat matrix <8,0,0,0,3,0,0,0,8,0,21,0> }
0
0 cylinder { <0,0,0>,<0,17,0>,13.001
0 clipped_by {
0   union {
0     prism {linear_sweep linear_spline 0,14,4
0     <-8.0327,17>,<-8.0327,4>,<-9.1924,4>,<-9.1924,17>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-8.8681,3.1273>,<-7.9852,3.1119>,<-8.0327,4>,<-9.1924,4>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-9.1924,17>,<-7.9213,18.1101>,<-4.9749,17>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-4.9749,17>,<-7.9213,18.1101>,<-6.9622,18.5541>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-4.9749,17>,<-4.6581,18.5557>,<-6.9622,18.5541>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-4.9749,17>,<-4.6653,18.5474>,<.003,18.5417>,<0,17>}
0     prism {linear_sweep linear_spline 0,14,4
0     <8.0327,17>,<8.0327,4>,<9.1924,4>,<9.1924,17>}
0     prism {linear_sweep linear_spline 0,14,4
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0     prism {linear_sweep linear_spline 0,14,3
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0     prism {linear_sweep linear_spline 0,14,3
0     <4.9749,17>,<4.6581,18.5557>,<6.9622,18.5541>}
0     prism {linear_sweep linear_spline 0,14,4
0     <4.9749,17>,<4.6653,18.5474>,<-.003,18.5417>,<0,17>}
0   } rotate <-90,0,0>
0 }
0 #if (version >= 3.1) material #else texture #end { Color1 }
0 }
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0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
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0   } rotate <-90,0,0>
0 }
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0 }
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0     prism {linear_sweep linear_spline 0,14,3
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0     prism {linear_sweep linear_spline 0,14,3
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0     prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
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0    prism {linear_sweep linear_spline 0,14,3
0   <-6.1619,12.25>,<-6.1619,12.25>,<-6.1619,12.25>}
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0    prism {linear_sweep linear_spline 0,14,3
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0     prism {linear_sweep linear_spline 0,14,4
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0     prism {linear_sweep linear_spline 0,14,4
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0     prism {linear_sweep linear_spline 0,14,4
0     <-4.975,4>,<-4.975,8.75>,<0,8.75>,<0,4>}
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0   <-2.25,8.75>,<-2.34512,9.52162>,<-2.61613,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,8.75>,<-2.61613,9.11613>,<-3.02163,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,8.75>,<-3.02163,8.84513>,<-3.5,8.75>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,8.75>,<-3.5,8.75>,<-3.97837,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,8.75>,<-3.97837,8.84513>,<-4.38387,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,8.75>,<-4.38387,9.11613>,<-4.65487,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,8.75>,<-4.65487,9.52162>,<-4.75,10>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,11.25>,<-4.75,10>,<-4.65487,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,11.25>,<-4.65487,10.4784>,<-4.38387,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,11.25>,<-4.38387,10.8839>,<-3.97837,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-4.75,11.25>,<-3.97837,11.1549>,<-3.5,11.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,11.25>,<-3.5,11.25>,<-3.02163,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,11.25>,<-3.02163,11.1549>,<-2.61613,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,11.25>,<-2.61613,10.8839>,<-2.34512,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-2.25,11.25>,<-2.34512,10.4784>,<-2.25,10>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-4.75,8.75>,<-4.975,8.75>,<-4.975,11.25>,<-4.75,11.25>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-4.975,11.25>,<-4.975,14.2>,<0,14.2>,<0,11.25>}
0     prism {linear_sweep linear_spline 0,14,4
0     <0,15>,<0,14.2>,<-1.75,14.2>,<-1.75,14.75>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-1.75,14.75>,<-1.75,14.2>,<-3,14.2>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-3,14.2>,<-3.5,14.5>,<-3.5,14.2>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-3.5,14.2>,<-4.975,14.2>,<-4.975,16>,<-3.5,16>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-3.5,15>,<-3.5,16>,<-1.75,16>,<-1.75,15.75>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-1.75,15.75>,<-1.75,16>,<0,16>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-4.975,16>,<-4.975,17>,<0,17>,<0,16>}
0     prism {linear_sweep linear_spline 0,14,4
0     <4.975,4>,<4.975,8.75>,<0,8.75>,<0,4>}
0     prism {linear_sweep linear_spline 0,14,4
0     <0,8.75>,<2.25,8.75>,<2.25,11.25>,<0,11.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,8.75>,<2.25,10>,<2.34512,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,8.75>,<2.34512,9.52162>,<2.61613,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,8.75>,<2.61613,9.11613>,<3.02163,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,8.75>,<3.02163,8.84513>,<3.5,8.75>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,8.75>,<3.5,8.75>,<3.97837,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,8.75>,<3.97837,8.84513>,<4.38387,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,8.75>,<4.38387,9.11613>,<4.65487,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,8.75>,<4.65487,9.52162>,<4.75,10>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,11.25>,<4.75,10>,<4.65487,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,11.25>,<4.65487,10.4784>,<4.38387,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,11.25>,<4.38387,10.8839>,<3.97837,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <4.75,11.25>,<3.97837,11.1549>,<3.5,11.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,11.25>,<3.5,11.25>,<3.02163,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,11.25>,<3.02163,11.1549>,<2.61613,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,11.25>,<2.61613,10.8839>,<2.34512,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <2.25,11.25>,<2.34512,10.4784>,<2.25,10>}
0     prism {linear_sweep linear_spline 0,14,4
0     <4.75,8.75>,<4.975,8.75>,<4.975,11.25>,<4.75,11.25>}
0     prism {linear_sweep linear_spline 0,14,4
0     <4.975,11.25>,<4.975,14.2>,<0,14.2>,<0,11.25>}
0     prism {linear_sweep linear_spline 0,14,4
0     <0,15>,<0,14.2>,<1.75,14.2>,<1.75,14.75>}
0     prism {linear_sweep linear_spline 0,14,3
0     <1.75,14.75>,<1.75,14.2>,<3,14.2>}
0     prism {linear_sweep linear_spline 0,14,3
0     <3,14.2>,<3.5,14.5>,<3.5,14.2>}
0     prism {linear_sweep linear_spline 0,14,4
0     <3.5,14.2>,<4.975,14.2>,<4.975,16>,<3.5,16>}
0     prism {linear_sweep linear_spline 0,14,4
0     <3.5,15>,<3.5,16>,<1.75,16>,<1.75,15.75>}
0     prism {linear_sweep linear_spline 0,14,3
0     <1.75,15.75>,<1.75,16>,<0,16>}
0     prism {linear_sweep linear_spline 0,14,4
0     <4.975,16>,<4.975,17>,<0,17>,<0,16>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-.0017,3.0993>,<0,4>,<4.9749,4>}
0     prism {linear_sweep linear_spline 0,14,3
0     <4.7936,3.0936>,<-.0017,3.0993>,<4.9749,4>}
0     prism {linear_sweep linear_spline 0,14,3
0     <4.6381,3.0936>,<4.9749,4>,<8.0327,4>}
0     prism {linear_sweep linear_spline 0,14,3
0     <4.6381,3.0936>,<8.0327,4>,<7.9852,3.1119>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <6.1619,12.25>,<6.1619,12.25>,<6.1619,12.25>}
0     prism {linear_sweep linear_spline 0,14,4
0     <8.0327,11.5>,<8.0327,4>,<4.9749,4>,<5.5383,11.5>}
0     prism {linear_sweep linear_spline 0,14,4
0     <5.5383,11.5>,<4.9749,4>,<4.9749,17>,<5.5383,13>}
0     prism {linear_sweep linear_spline 0,14,4
0     <5.5383,13>,<4.9749,17>,<8.0327,17>,<8.0327,13>}
0   } rotate <-90,0,0>
0 }
0 #if (version >= 3.1) material #else texture #end { Color15 }
0 }
0 cylinder { <0,0,0>,<0,17,0>,13.001
0 clipped_by {
0   union {
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-2.25,10>,<-2.34512,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-2.34512,9.52162>,<-2.61613,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-2.61613,9.11613>,<-3.02163,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.02163,8.84513>,<-3.5,8.75>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.5,8.75>,<-3.97837,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.97837,8.84513>,<-4.38387,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-4.38387,9.11613>,<-4.65487,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-4.65487,9.52162>,<-4.75,10>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-4.75,10>,<-4.65487,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-4.65487,10.4784>,<-4.38387,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-4.38387,10.8839>,<-3.97837,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.97837,11.1549>,<-3.5,11.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.5,11.25>,<-3.02163,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-3.02163,11.1549>,<-2.61613,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-2.61613,10.8839>,<-2.34512,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <-3.5,10>,<-2.34512,10.4784>,<-2.25,10>}
0     prism {linear_sweep linear_spline 0,14,4
0     <0,16>,<0,15>,<-1.75,14.75>,<-1.75,15.75>}
0     prism {linear_sweep linear_spline 0,14,4
0     <-1.75,15.75>,<-1.75,14.75>,<-3,14.2>,<-3.5,15>}
0     prism {linear_sweep linear_spline 0,14,3
0     <-3.5,15>,<-3,14.2>,<-3.5,14.5>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<2.25,10>,<2.34512,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<2.34512,9.52162>,<2.61613,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<2.61613,9.11613>,<3.02163,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.02163,8.84513>,<3.5,8.75>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.5,8.75>,<3.97837,8.84513>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.97837,8.84513>,<4.38387,9.11613>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<4.38387,9.11613>,<4.65487,9.52162>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<4.65487,9.52162>,<4.75,10>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<4.75,10>,<4.65487,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<4.65487,10.4784>,<4.38387,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<4.38387,10.8839>,<3.97837,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.97837,11.1549>,<3.5,11.25>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.5,11.25>,<3.02163,11.1549>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<3.02163,11.1549>,<2.61613,10.8839>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<2.61613,10.8839>,<2.34512,10.4784>}
0    prism {linear_sweep linear_spline 0,14,3
0   <3.5,10>,<2.34512,10.4784>,<2.25,10>}
0     prism {linear_sweep linear_spline 0,14,4
0     <0,16>,<0,15>,<1.75,14.75>,<1.75,15.75>}
0     prism {linear_sweep linear_spline 0,14,4
0     <1.75,15.75>,<1.75,14.75>,<3,14.2>,<3.5,15>}
0     prism {linear_sweep linear_spline 0,14,3
0     <3.5,15>,<3,14.2>,<3.5,14.5>}
0   } rotate <-90,0,0>
0 }
0 #if (version >= 3.1) material #else texture #end { Color0 }
0 }
0 torus{9,4 clipped_by{difference{box{<-13,4,-13>,<13,-4,13>}
0 cylinder{<0,0,0>,<0,4,0>,9} plane{y,0}}}translate <0,17,0>}
0 plane{y,21 clipped_by{difference{sphere{<0,21,0>,9} sphere{<0,21,0>,8}}}}
0
0 torus{9,4 clipped_by{difference{box{<-13,-4,-13>,<13,4,13>}
0 cylinder{<0,0,0>,<0,-4,0>,9} plane{-y,0}}}translate <0,4,0>}
0 plane{y,0 clipped_by{difference{sphere{<0,0,0>,9} sphere{<0,0,0>,8}}}}
0
0 cylinder{<0,4,0>,<0,17,0>,13}
0
0 L3P ENDPOV
0



Message is in Reply To:
  Re: realistic minifig heads with ldraw and povray?
 
(...) *LOL* I just don't know why, but I get this strange feeling that this part needs some work... (URL) (17 years ago, 1-Jul-07, to lugnet.cad.ray)

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