Special:
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[DAT] (requires LDraw-compatible viewer)
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Subject:
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POV dat - 3626bph4 - Minifig Head with Gregory Goyle/Harry Potter Pattern - POV
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Newsgroups:
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lugnet.cad.ray, lugnet.cad.dat.parts
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Date:
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Wed, 29 Sep 2010 13:45:21 GMT
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Viewed:
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1440 times
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0 Minifig Head with Gregory Goyle/Harry Potter Pattern - POV
0 Name: 3626bph4.dat
0 Author: Andy Westrate [westrate]
0 !LDRAW_ORG Unofficial_Part
0 !LICENSE Redistributable under CCAL version 2.0 : see CAreadme.txt
0 // Inline POV code generated by MFHead v0.26
0 BFC CERTIFY CCW
0 !KEYWORDS Slytherin, Gryffindor
0 !KEYWORDS Hogwarts School of Witchcraft and Wizardry
0 !CMDLINE -C14
0 L3P IFNOTPOV
1 16 0 0 0 1 0 0 0 1 0 0 0 1 s\3626bs02.dat
0 // Inlined 1 16 0 0 0 -1 0 0 0 1 0 0 0 -1 s\3626ph1a.dat
0 ~Minifig Head with Harry Potter Pattern - Face
0 Author: Andy Westrate [westrate]
0 !LDRAW_ORG Unofficial_Subpart
0 !LICENSE Redistributable under CCAL version 2.0 : see CAreadme.txt
0 BFC CERTIFY CCW
1 16 0 4 0 -8 0 0 0 -6.4 0 0 0 8 t04o6250.dat
1 16 0 17 0 0 0 -8 0 6.4 0 8 0 0 t04o6250.dat
1 16 0 17 0 8 0 0 0 6.4 0 0 0 8 t04o6250.dat
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4 16 12.01 4 4.975 11.6592 2.4691 4.83 12.6192 2.4691 0 13 4 0
4 16 11.5352 1.1718 0 12.6192 2.4691 0 11.6592 2.4691 4.83 10.6576 1.1718 4.414
4 16 8.1568 1.1718 8.157 8.9232 2.4691 8.923 4.8296 2.4691 11.659 4.4144 1.1718 10.658
4 16 10.6576 1.1718 4.414 11.6592 2.4691 4.83 8.9232 2.4691 8.923 8.1568 1.1718 8.157
0
0 // Inlining done.
1 16 0 4 0 0 0 -8 0 -6.4 0 -8 0 0 t04o6250.dat
1 16 0 4 0 8 0 0 0 -6.4 0 0 0 -8 t04o6250.dat
1 16 0 17 0 0 0 8 0 6.4 0 -8 0 0 t04o6250.dat
1 16 0 17 0 -8 0 0 0 6.4 0 0 0 -8 t04o6250.dat
1 16 0 4 0 13 0 0 0 13 0 0 0 -13 1-8cyli.dat
1 16 0 4 0 -13 0 0 0 13 0 0 0 -13 1-8cyli.dat
0 // Goyle pattern
4 0 -2.2 8.3 -12.562 -3.6 7.6 -12.284 -3.6 8.7 -12.284 -2.4 8.8 -12.522
4 0 -4.975 7.4 -12.01 -4.975 8.2 -12.01 -3.6 8.7 -12.284 -3.6 7.6 -12.284
4 0 -6.5 7.7 -10.991 -4.975 8.2 -12.01 -4.975 7.4 -12.01 -6.5 7.2 -10.991
3 0 -6.5 7.2 -10.991 -8 8 -9.989 -6.5 7.7 -10.991
4 15 -3.6 10.2 -12.284 -3.6 9.6 -12.284 -4.2 9.6 -12.164 -4.2 10.2 -12.164
4 15 4.3 10.3 -12.144 4.975 10.3 -12.01 4.975 9.7 -12.01 4.3 9.7 -12.144
4 0 -4.2 9.6 -12.164 -3.6 9.6 -12.284 -3.6 8.7 -12.284 -4.975 8.6 -12.01
4 0 -4.2 10.2 -12.164 -4.2 9.6 -12.164 -4.975 8.6 -12.01 -4.975 11.6 -12.01
4 0 -4.975 11.6 -12.01 -3.9 11.6 -12.224 -3.6 10.2 -12.284 -4.2 10.2 -12.164
4 0 -3.6 9.6 -12.284 -3.6 10.2 -12.284 -3 10 -12.403 -3 9.4 -12.403
4 0 -3.6 8.7 -12.284 -3.6 9.6 -12.284 -3 9.4 -12.403 -2.8 9.3 -12.443
4 0 -3.6 10.2 -12.284 -3.9 11.6 -12.224 -3.2 11 -12.363 -3 10 -12.403
4 0 0 15 -13 -1.1 14.9 -12.781 -.8 15.5 -12.841 0 15.7 -13
4 0 1.2 15.4 -12.761 1.2 15.1 -12.761 0 15 -13 0 15.7 -13
3 16 -4.975 8.2 -12.01 -4.975 8.6 -12.01 -3.6 8.7 -12.284
3 16 -3.6 8.7 -12.284 -2.8 9.3 -12.443 -2.4 8.8 -12.522
4 16 -4.975 4 -12.01 -4.975 7.4 -12.01 -3.6 7.6 -12.284 0 4 -13
3 16 0 4 -13 -3.6 7.6 -12.284 -2.2 8.3 -12.562
4 0 -1.3 14.4 -12.741 0 14.7 -13 0 14 -13 -1 13.8 -12.801
4 0 -1 13.8 -12.801 -2 13.9 -12.602 -2 14.5 -12.602 -1.3 14.4 -12.741
4 0 -2 13.9 -12.602 -2.8 14.3 -12.443 -2.9 14.8 -12.423 -2 14.5 -12.602
4 0 -2.8 14.3 -12.443 -2.9 13.8 -12.423 -3.2 14.1 -12.363 -3.3 14.6 -12.343
4 0 -2.9 14.8 -12.423 -2.8 14.3 -12.443 -3.3 14.6 -12.343 -3.2 15 -12.363
4 0 1 14.5 -12.801 1 13.7 -12.801 0 14 -13 0 14.7 -13
4 0 2.8 14.4 -12.443 2.7 14 -12.463 1 13.7 -12.801 1 14.5 -12.801
4 0 2.7 14 -12.463 3.6 14.9 -12.284 3.6 14.4 -12.284 2.8 13.7 -12.443
3 0 2.7 14 -12.463 2.8 14.4 -12.443 3.6 14.9 -12.284
4 0 3 8.5 -12.403 4.975 7.1 -12.01 4.975 6.4 -12.01 3 7.5 -12.403
4 0 3 7.5 -12.403 1.8 8.4 -12.642 2 8.9 -12.602 3 8.5 -12.403
4 0 4.975 6.4 -12.01 4.975 7.1 -12.01 6 6.6 -11.325 5.6 6.1 -11.592
3 0 6 6.6 -11.325 7 6.5 -10.657 5.6 6.1 -11.592
3 16 4.975 4 -12.01 4.975 6.4 -12.01 5.6 6.1 -11.592
4 16 5.6 6.1 -11.592 7 6.5 -10.657 9.192 4 -9.192 4.975 4 -12.01
4 16 3 7.5 -12.403 4.975 6.4 -12.01 4.975 4 -12.01 0 4 -13
3 16 1.8 8.4 -12.642 3 7.5 -12.403 0 4 -13
4 16 0 4 -13 0 14 -13 1 13.7 -12.801 1.8 8.4 -12.642
4 16 -1 13.8 -12.801 0 14 -13 0 4 -13 -2.2 8.3 -12.562
4 0 2.2 9.3 -12.562 2.7 9.5 -12.463 4.3 9.7 -12.144 3.5 8.8 -12.304
4 0 4.975 9.7 -12.01 4.975 8.8 -12.01 3.5 8.8 -12.304 4.3 9.7 -12.144
4 0 2.7 9.5 -12.463 2.5 10.4 -12.503 4.3 10.3 -12.144 4.3 9.7 -12.144
4 0 2.5 10.4 -12.503 3 11.2 -12.403 4 11.6 -12.204 4.3 10.3 -12.144
4 0 4.3 10.3 -12.144 4 11.6 -12.204 4.975 11.3 -12.01 4.975 10.3 -12.01
4 0 4.975 11.3 -12.01 5.6 10.8 -11.592 5.6 10.1 -11.592 5.3 9.6 -11.793
4 0 5.3 9.6 -11.793 6 9.8 -11.325 6 9.4 -11.325 4.975 8.8 -12.01
3 0 4.975 11.3 -12.01 5.3 9.6 -11.793 4.975 8.8 -12.01
3 0 -5.7 9.3 -11.526 -6.3 9 -11.125 -6.9 9.8 -10.724
3 0 -5.7 9.3 -11.526 -4.975 8.6 -12.01 -6.3 9 -11.125
4 0 -6 9.8 -11.325 -5.9 11 -11.392 -4.975 11.6 -12.01 -5.7 9.3 -11.526
3 0 -5.7 9.3 -11.526 -4.975 11.6 -12.01 -4.975 8.6 -12.01
4 16 3.5 8.8 -12.304 3 8.5 -12.403 2 8.9 -12.602 2.2 9.3 -12.562
4 16 3.5 8.8 -12.304 4.975 8.8 -12.01 4.975 7.1 -12.01 3 8.5 -12.403
4 16 2.5 10.4 -12.503 2.7 9.5 -12.463 2.2 9.3 -12.562 1 13.7 -12.801
4 16 1 13.7 -12.801 2.7 14 -12.463 2.8 13.7 -12.443 2.5 10.4 -12.503
3 16 2.8 13.7 -12.443 3 11.2 -12.403 2.5 10.4 -12.503
3 16 2.2 9.3 -12.562 1.8 8.4 -12.642 1 13.7 -12.801
4 16 3.6 14.4 -12.284 4 11.6 -12.204 3 11.2 -12.403 2.8 13.7 -12.443
4 16 4.975 11.3 -12.01 4 11.6 -12.204 3.6 14.4 -12.284 3.6 14.9 -12.284
3 16 3.6 14.9 -12.284 4.975 17 -12.01 4.975 11.3 -12.01
4 16 0 14.7 -13 0 15 -13 1.2 15.1 -12.761 1 14.5 -12.801
4 16 3.6 14.9 -12.284 2.8 14.4 -12.443 1 14.5 -12.801 1.2 15.1 -12.761
4 16 3.6 14.9 -12.284 1.2 15.1 -12.761 1.2 15.4 -12.761 4.975 17 -12.01
4 16 4.975 17 -12.01 1.2 15.4 -12.761 0 15.7 -13 0 17 -13
4 16 4.975 8.8 -12.01 6 9.4 -11.325 6 6.6 -11.325 4.975 7.1 -12.01
4 16 7 6.5 -10.657 6 6.6 -11.325 6 9.4 -11.325 9.192 17 -9.192
3 16 9.192 17 -9.192 6 9.4 -11.325 6 9.8 -11.325
3 16 5.3 9.6 -11.793 5.6 10.1 -11.592 6 9.8 -11.325
3 16 9.192 17 -9.192 9.192 4 -9.192 7 6.5 -10.657
4 16 5.6 10.8 -11.592 9.192 17 -9.192 6 9.8 -11.325 5.6 10.1 -11.592
4 16 9.192 17 -9.192 5.6 10.8 -11.592 4.975 11.3 -12.01 4.975 17 -12.01
3 16 -1 13.8 -12.801 -2.2 8.3 -12.562 -2.4 8.8 -12.522
3 16 -2.8 9.3 -12.443 -1 13.8 -12.801 -2.4 8.8 -12.522
4 16 -1 13.8 -12.801 -2.8 9.3 -12.443 -3 9.4 -12.403 -3 10 -12.403
4 16 -3 10 -12.403 -3.2 11 -12.363 -2 13.9 -12.602 -1 13.8 -12.801
4 16 -2.8 14.3 -12.443 -2 13.9 -12.602 -3.2 11 -12.363 -2.9 13.8 -12.423
4 16 -2.9 13.8 -12.423 -3.2 11 -12.363 -3.9 11.6 -12.224 -3.2 14.1 -12.363
4 16 -3.3 14.6 -12.343 -3.2 14.1 -12.363 -3.9 11.6 -12.224 -4.975 11.6 -12.01
4 16 -3.2 15 -12.363 -3.3 14.6 -12.343 -4.975 11.6 -12.01 -4.975 17 -12.01
4 16 0 14.7 -13 -1.3 14.4 -12.741 -1.1 14.9 -12.781 0 15 -13
4 16 -4.975 17 -12.01 0 17 -13 0 15.7 -13 -.8 15.5 -12.841
4 16 -.8 15.5 -12.841 -1.1 14.9 -12.781 -3.2 15 -12.363 -4.975 17 -12.01
4 16 -2.9 14.8 -12.423 -3.2 15 -12.363 -1.1 14.9 -12.781 -2 14.5 -12.602
3 16 -2 14.5 -12.602 -1.1 14.9 -12.781 -1.3 14.4 -12.741
4 16 -6.3 9 -11.125 -4.975 8.6 -12.01 -4.975 8.2 -12.01 -6.5 7.7 -10.991
4 16 -8 8 -9.989 -6.5 7.2 -10.991 -4.975 4 -12.01 -9.192 4 -9.192
4 16 -6.3 9 -11.125 -6.5 7.7 -10.991 -8 8 -9.989 -6.9 9.8 -10.724
3 16 -6.9 9.8 -10.724 -6 9.8 -11.325 -5.7 9.3 -11.526
4 16 -5.9 11 -11.392 -6 9.8 -11.325 -6.9 9.8 -10.724 -9.192 17 -9.192
4 16 -4.975 11.6 -12.01 -5.9 11 -11.392 -9.192 17 -9.192 -4.975 17 -12.01
3 16 -9.192 17 -9.192 -6.9 9.8 -10.724 -8 8 -9.989
3 16 -9.192 17 -9.192 -8 8 -9.989 -9.192 4 -9.192
3 16 -6.5 7.2 -10.991 -4.975 7.4 -12.01 -4.975 4 -12.01
0
0 L3P ELSEPOV
0 #if (L3Studs)
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 { ring2_dot_dat matrix <2,0,0,0,1,0,0,0,2,0,0,0> }
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 { <0,4,0>,<0,17,0>,13.001
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,14,4
0 <-2.2,8.3>,<-3.6,7.6>,<-3.6,8.7>,<-2.4,8.8>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4.975,7.4>,<-4.975,8.2>,<-3.6,8.7>,<-3.6,7.6>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-6.5,7.7>,<-4.975,8.2>,<-4.975,7.4>,<-6.5,7.2>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-6.5,7.2>,<-8,8>,<-6.5,7.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4.2,9.6>,<-3.6,9.6>,<-3.6,8.7>,<-4.975,8.6>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4.2,10.2>,<-4.2,9.6>,<-4.975,8.6>,<-4.975,11.6>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4.975,11.6>,<-3.9,11.6>,<-3.6,10.2>,<-4.2,10.2>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3.6,9.6>,<-3.6,10.2>,<-3,10>,<-3,9.4>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3.6,8.7>,<-3.6,9.6>,<-3,9.4>,<-2.8,9.3>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3.6,10.2>,<-3.9,11.6>,<-3.2,11>,<-3,10>}
0 prism {linear_sweep linear_spline 0,14,4
0 <0,15>,<-1.1,14.9>,<-.8,15.5>,<0,15.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <1.2,15.4>,<1.2,15.1>,<0,15>,<0,15.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-1.3,14.4>,<0,14.7>,<0,14>,<-1,13.8>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-1,13.8>,<-2,13.9>,<-2,14.5>,<-1.3,14.4>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-2,13.9>,<-2.8,14.3>,<-2.9,14.8>,<-2,14.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-2.8,14.3>,<-2.9,13.8>,<-3.2,14.1>,<-3.3,14.6>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-2.9,14.8>,<-2.8,14.3>,<-3.3,14.6>,<-3.2,15>}
0 prism {linear_sweep linear_spline 0,14,4
0 <1,14.5>,<1,13.7>,<0,14>,<0,14.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2.8,14.4>,<2.7,14>,<1,13.7>,<1,14.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2.7,14>,<3.6,14.9>,<3.6,14.4>,<2.8,13.7>}
0 prism {linear_sweep linear_spline 0,14,3
0 <2.7,14>,<2.8,14.4>,<3.6,14.9>}
0 prism {linear_sweep linear_spline 0,14,4
0 <3,8.5>,<4.975,7.1>,<4.975,6.4>,<3,7.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <3,7.5>,<1.8,8.4>,<2,8.9>,<3,8.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,6.4>,<4.975,7.1>,<6,6.6>,<5.6,6.1>}
0 prism {linear_sweep linear_spline 0,14,3
0 <6,6.6>,<7,6.5>,<5.6,6.1>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2.2,9.3>,<2.7,9.5>,<4.3,9.7>,<3.5,8.8>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,9.7>,<4.975,8.8>,<3.5,8.8>,<4.3,9.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2.7,9.5>,<2.5,10.4>,<4.3,10.3>,<4.3,9.7>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2.5,10.4>,<3,11.2>,<4,11.6>,<4.3,10.3>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.3,10.3>,<4,11.6>,<4.975,11.3>,<4.975,10.3>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,11.3>,<5.6,10.8>,<5.6,10.1>,<5.3,9.6>}
0 prism {linear_sweep linear_spline 0,14,4
0 <5.3,9.6>,<6,9.8>,<6,9.4>,<4.975,8.8>}
0 prism {linear_sweep linear_spline 0,14,3
0 <4.975,11.3>,<5.3,9.6>,<4.975,8.8>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-5.7,9.3>,<-6.3,9>,<-6.9,9.8>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-5.7,9.3>,<-4.975,8.6>,<-6.3,9>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-6,9.8>,<-5.9,11>,<-4.975,11.6>,<-5.7,9.3>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-5.7,9.3>,<-4.975,11.6>,<-4.975,8.6>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color0 }
0 }
0 cylinder { <0,4,0>,<0,17,0>,13.001
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,14,4
0 <-3.6,10.2>,<-3.6,9.6>,<-4.2,9.6>,<-4.2,10.2>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.3,10.3>,<4.975,10.3>,<4.975,9.7>,<4.3,9.7>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color15 }
0 }
0 torus {9,4.001 translate <0,4,0>
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,-14,3
0 <2.1,4>,<3.3,3>,<3.5,4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <2.1,4>,<1.3,4>,<1.5,3>,<1.9,3>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <1.5,3>,<1.4,2.4691>,<1.8,2.4691>,<1.9,3>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <1.4,2.4691>,<1.2,1.6>,<1.5,1.6>,<1.8,2.4691>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color4 }
0 }
0 cylinder { <0,4,0>,<0,17,0>,13.001
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,-14,4
0 <2.7,4.9>,<1.2,5.4>,<1.3,4>,<3.5,4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.2,5.8>,<2.6,6>,<2.7,4.9>,<3.5,4>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color4 }
0 }
0 cylinder { <0,4,0>,<0,17,0>,13.001
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,-14,4
0 <0,8.6>,<0.6,8.6>,<0.6,9.4>,<0,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <0,9.4>,<-0.5,9.4>,<-0.5,8.6>,<0,8.6>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <3.9,6.8>,<4.4,7.3>,<2.4,7.3>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <6.2,7.6>,<4.975,7.4>,<4.975,6.9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <4.4,7.3>,<3.9,6.8>,<4.975,6.9>,<4.975,7.4>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-3,7.4>,<-4.975,6.8>,<-4.5,6.3>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-4.975,6.8>,<-4.975,5.9>,<-4.5,6.3>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-3,6>,<-3,6.5>,<-4.5,6.3>,<-4,5.8>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-4.5,6.3>,<-4.975,5.9>,<-4,5.8>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-0.5,9.4>,<-1,9>,<-0.5,8.6>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <0.6,8.6>,<1.1,9>,<0.6,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-3,6>,<-1.5,7>,<-2,7.2>,<-3,6.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-1,9>,<-2,7.2>,<-1.5,7>,<-0.5,8.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-1,9>,<-0.5,9.4>,<-0.6,10>,<-1,10>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.975,12.5>,<-4,12.6>,<-4,13>,<-4.975,13>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4,12.6>,<-2.3,12>,<-2,12.3>,<-3,12.8>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-3,12.8>,<-4,13>,<-4,12.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-2.3,12>,<-1.4,11>,<-1,11.3>,<-2,12.3>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-1.4,11>,<-1,10>,<-0.6,10>,<-1,11.3>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-2.7,8.5>,<-3.2,7.8>,<-2.4,8.4>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-5.3,8.5>,<-5.9,8.7>,<-4.975,7.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.975,7.8>,<-4.975,8.6>,<-5.2,9>,<-5.3,8.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.4,8.6>,<-4.975,8.6>,<-4.975,7.8>,<-3.2,7.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.2,9>,<-4.4,8.6>,<-3.2,7.8>,<-2.7,8.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-2.7,8.5>,<-2.6,9>,<-4.4,9.4>,<-4.2,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-2.6,9>,<-2.8,10>,<-4,10.7>,<-4.4,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.4,9.4>,<-4,10.7>,<-4.975,10.6>,<-4.975,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.975,9.4>,<-4.975,10.6>,<-5.5,9.7>,<-5.2,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-5.2,9>,<-5.5,9.7>,<-5.5,9>,<-5.3,8.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.975,5.9>,<-4.975,6.8>,<-6,6.8>,<-6,6.2>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-6.7,8>,<-6.8,7>,<-6,6.2>,<-6,6.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-6.8,7>,<-6.7,8>,<-6.9,9>,<-7.4,8.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-7,9.5>,<-7.4,9.5>,<-7.4,8.6>,<-6.9,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-6.2,12.4>,<-6,12>,<-4.975,12.5>,<-4.975,13>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-7,11.4>,<-6.6,11>,<-6,12>,<-6.2,12.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-7.4,10>,<-6.9,10>,<-6.6,11>,<-7,11.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-7.4,10>,<-7.4,9.5>,<-7,9.5>,<-6.9,10>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-7.4,9.5>,<-9.192,8.8>,<-9.192,8>,<-7.4,8.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-10.3,7.7>,<-9.192,8>,<-9.192,8.8>,<-10.3,8.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-11.4,8.5>,<-11.4,7.7>,<-10.3,7.7>,<-10.3,8.5>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <3,6.4>,<2.6,6>,<3.2,5.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3,6.4>,<2,7.2>,<1.7,6.8>,<2.6,6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <1.3,8>,<0.9,7.9>,<1.7,6.8>,<2,7.2>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <0.6,8.6>,<0.9,7.9>,<1.3,8>,<1.1,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <4,6.1>,<4,5.6>,<4.975,5.6>,<4.975,6.1>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3,6.4>,<3.2,5.8>,<4,5.6>,<4,6.1>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <1.1,9>,<1.1,10>,<0.6,10>,<0.6,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <1.1,10>,<1.6,11>,<1.3,11.3>,<0.6,10>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <2,12.2>,<1.3,11.3>,<1.6,11>,<2.2,11.7>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.5,13>,<2,12.2>,<2.2,11.7>,<3.6,12.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.6,12.5>,<4.975,12.5>,<4.975,13>,<3.5,13>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.7,8.6>,<4.2,7.7>,<4.975,7.8>,<3.9,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.7,9.4>,<3.9,9>,<4.975,7.8>,<4.975,10.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <4.975,10.4>,<4.6,10.7>,<4,10.7>,<3.7,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.7,9.4>,<4,10.7>,<3,10.2>,<3.2,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.2,9.4>,<3,10.2>,<2.5,9>,<3,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3,9>,<2.5,9>,<3,8.2>,<3.2,8.6>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <3,8.2>,<2.8,8.2>,<3,8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.2,8.6>,<3,8.2>,<3,8>,<3.7,8.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3,8>,<3.5,7.7>,<4.2,7.7>,<3.7,8.6>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <5.6,8>,<6.1,8.8>,<5.3,8.4>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <5.3,8.4>,<4.975,7.8>,<5.6,8>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <4.975,10.4>,<4.975,7.8>,<5.3,8.4>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <4.975,10.4>,<5.3,8.4>,<5.6,9.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <6,6.5>,<4.975,6.1>,<4.975,5.6>,<6.2,6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <6.2,6>,<7.1,7>,<6.8,7.3>,<6,6.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <11.4,8.4>,<9.192,9>,<9.192,8.2>,<11.2,7.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <7.8,9.5>,<7.8,8.7>,<9.192,8.2>,<9.192,9>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <7.8,9.5>,<7.3,9>,<7.8,8.7>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <6.8,7.3>,<7.1,7>,<7.8,8.7>,<7.3,9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <7.5,11>,<6.9,11>,<7.3,9>,<7.8,9.5>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <7.5,11>,<6.8,12>,<6.5,11.7>,<6.9,11>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <6.5,11.7>,<6.8,12>,<6,12.7>,<6,12.1>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <4.975,13>,<4.975,12.5>,<6,12.1>,<6,12.7>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <0,16.4>,<-2.5,15.5>,<0,15.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <0,15.8>,<1.9,15.7>,<2.1,15.9>,<1.4,16.3>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <1.4,16.3>,<0,16.4>,<0,15.8>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <0,14.9>,<0,15.3>,<-2,15>,<-2,14.7>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-3,15>,<-3,14.7>,<-2,14.7>,<-2,15>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-3.6,15>,<-3.3,14.4>,<-3,14.7>,<-3,15>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-3,15>,<-3.1,15.4>,<-3.4,15.4>,<-3.6,15>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <2,14.9>,<2,15.2>,<0,15.3>,<0,14.9>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <2,14.9>,<3.3,14.6>,<3.3,15>,<2,15.2>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.3,14.6>,<3.5,14.3>,<3.8,14.5>,<3.3,15>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.9,15.1>,<3.6,15.5>,<3.3,15>,<3.8,14.5>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color0 }
0 }
0 cylinder { <0,4,0>,<0,17,0>,13.001
0 clipped_by {
0 union {
0 prism {linear_sweep linear_spline 0,-14,4
0 <3.2,9.4>,<3,9>,<3.9,9>,<3.7,9.4>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <3,9>,<3.2,8.6>,<3.7,8.6>,<3.9,9>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-4.975,9.4>,<-5.2,9>,<-4.975,8.6>}
0 prism {linear_sweep linear_spline 0,-14,4
0 <-4.975,8.6>,<-4.4,8.6>,<-4.4,9.4>,<-4.975,9.4>}
0 prism {linear_sweep linear_spline 0,-14,3
0 <-4.4,8.6>,<-4.2,9>,<-4.4,9.4>}
0 } rotate <-90,0,0>
0 }
0 material { L3Color15 }
0 }
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 L3P ENDPOV
0
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Message is in Reply To:
 | | POV dats for L3P v1.4
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| I have decided not to make my new dats with inline POV code compatible with L3P 1.3, since I've found there is no reason to use it when 1.4 beta is stable and free from bugs. So, to begin with I will post the 18 problem free minifig heads I've made (...) (15 years ago, 22-Feb-10, to lugnet.cad.ray, lugnet.cad.dat.parts)
|
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- Entire Thread on One Page:
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