0 Minifig Head with Blue Sunglasses Pattern - POV
0 Name: 3626bp7b.dat
0 Author: Andrew Westrate
0 Unofficial Part
0 // Inline POV code generated by MFHead v0.01
0 CMDLINE -C14
0 KEYWORDS Scooter, Town, Arctic, A2, explorer
0 KEYWORDS Antarctic, Antarctica, polar, north pole, south pole
0 BFC CERTIFY CW
0 // 2004-04-15 AJW added torus primitives
0 // replacing s\3626bs01.dat
0 L3P IFNOTPOV
1 16 0 0 0 1 0 0 0 1 0 0 0 1 s\3626bs02.dat
1 16 0 4 0 13 0 0 0 13 0 0 0 13 2-4cyli.dat
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
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4 16 -1.75 15.2 -12.6518 0 15.2 -13 0 16 -13 -1.75 15.75 -12.6518
3 16 -3 15.2 -12.403 -1.75 15.2 -12.6518 -1.75 15.75 -12.6518
3 16 -3 15.2 -12.403 -3.5 15.5 -12.3035 -3.5 15.2 -12.3035
4 16 -4.975 17 -12.01 -4.975 15.2 -12.01 -3.5 15.2 -12.3035 -3.5 17 -12.3035
4 16 -1.75 17 -12.6518 -4.975 17 -12.01 -3.5 16 -12.3035 -1.75 16.75 -12.6518
3 16 0 17 -13 -1.75 17 -12.6518 -1.75 16.75 -12.6518
4 0 -1.75 15.75 -12.6518 0 16 -13 0 17 -13 -1.75 16.75 -12.6518
4 0 -3 15.2 -12.403 -1.75 15.75 -12.6518 -1.75 16.75 -12.6518 -3.5 16 -12.3035
3 0 -3.5 15.5 -12.3035 -3 15.2 -12.403 -3.5 16 -12.3035
4 0 .75 8.75 -12.8508 0 8.5 -13 0 8 -13 2 7.5 -12.602
3 0 2 7.5 -12.602 2 8.25 -12.602 .75 8.75 -12.8508
4 0 4.975 10.75 -12.01 4.975 11.5 -12.01 4 11.5 -12.204 4 10.75 -12.204
4 0 3 11 -12.403 3 10 -12.403 4 10.75 -12.204 4 11.5 -12.204
4 0 1.5 9.5 -12.7015 2 9 -12.602 3 10 -12.403 3 11 -12.403
4 0 .75 8.75 -12.8508 2 8.25 -12.602 2 9 -12.602 1.5 9.5 -12.7015
4 0 2 8.25 -12.602 2 7.5 -12.602 3.5 7 -12.3035 3.75 7.75 -12.2538
4 0 3.5 7 -12.3035 4.975 7 -12.01 4.975 7.75 -12.01 3.75 7.75 -12.2538
4 0 4.975 10.75 -12.01 7 10.5 -10.6568 7 11.25 -10.6568 4.975 11.5 -12.01
4 0 7 10.5 -10.6568 9.192 9.5 -9.192 9.192 10.25 -9.192 7 11.25 -10.6568
4 0 9.192 9.5 -9.192 9.75 8.75 -8.357 11.5 9 -5.7382 9.192 10.25 -9.192
4 0 9.75 8.75 -8.357 9.192 8.25 -9.192 9.192 7.5 -9.192 11.5 8.25 -5.7382
3 0 9.75 8.75 -8.357 11.5 8.25 -5.7382 11.5 9 -5.7382
4 0 4.975 7.75 -12.01 4.975 7 -12.01 7 7 -10.6568 7 7.75 -10.6568
4 0 9.192 8.25 -9.192 7 7.75 -10.6568 7 7 -10.6568 9.192 7.5 -9.192
4 1 3 10 -12.403 2 9 -12.602 2 8.25 -12.602 3.75 7.75 -12.2538
4 1 3.75 7.75 -12.2538 4.975 7.75 -12.01 4 10.75 -12.204 3 10 -12.403
3 1 4.975 7.75 -12.01 4.975 10.75 -12.01 4 10.75 -12.204
4 1 4.975 7.75 -12.01 7 7.75 -10.6568 7 10.5 -10.6568 4.975 10.75 -12.01
4 1 7 7.75 -10.6568 9.192 8.25 -9.192 9.192 9.5 -9.192 7 10.5 -10.6568
3 1 9.192 8.25 -9.192 9.75 8.75 -8.357 9.192 9.5 -9.192
4 16 11.5 9 -5.7382 11.5 8.25 -5.7382 12.01 4 -4.975 12.01 17 -4.975
4 16 12.01 17 -4.975 9.192 17 -9.192 9.192 10.25 -9.192 11.5 9 -5.7382
4 16 9.192 4 -9.192 12.01 4 -4.975 11.5 8.25 -5.7382 9.192 7.5 -9.192
4 16 7 7 -10.6568 4.975 7 -12.01 4.975 4 -12.01 9.192 4 -9.192
4 16 9.192 17 -9.192 4.975 17 -12.01 4.975 11.5 -12.01 7 11.25 -10.6568
4 16 0 4 -13 4.975 4 -12.01 3.5 7 -12.3035 2 7.5 -12.602
3 16 4.975 4 -12.01 4.975 7 -12.01 3.5 7 -12.3035
3 16 7 7 -10.6568 9.192 4 -9.192 9.192 7.5 -9.192
3 16 9.192 17 -9.192 7 11.25 -10.6568 9.192 10.25 -9.192
3 16 0 8 -13 0 4 -13 2 7.5 -12.602
4 16 .75 8.75 -12.8508 1.5 9.5 -12.7015 0 11.5 -13 0 8.5 -13
3 16 1.5 9.5 -12.7015 3 11 -12.403 0 11.5 -13
3 16 0 11.5 -13 3 11 -12.403 4 11.5 -12.204
4 16 4.975 11.5 -12.01 4.975 15.2 -12.01 0 15.2 -13 0 11.5 -13
4 16 0 16 -13 0 15.2 -13 1.75 15.2 -12.6518 1.75 15.75 -12.6518
3 16 1.75 15.75 -12.6518 1.75 15.2 -12.6518 3 15.2 -12.403
3 16 3.5 15.2 -12.3035 3.5 15.5 -12.3035 3 15.2 -12.403
4 16 3.5 15.2 -12.3035 4.975 15.2 -12.01 4.975 17 -12.01 3.5 17 -12.3035
4 16 3.5 16 -12.3035 4.975 17 -12.01 1.75 17 -12.6518 1.75 16.75 -12.6518
3 16 1.75 16.75 -12.6518 1.75 17 -12.6518 0 17 -13
4 0 0 17 -13 0 16 -13 1.75 15.75 -12.6518 1.75 16.75 -12.6518
4 0 1.75 16.75 -12.6518 1.75 15.75 -12.6518 3 15.2 -12.403 3.5 16 -12.3035
3 0 3.5 16 -12.3035 3 15.2 -12.403 3.5 15.5 -12.3035
4 0 0 8 -13 0 8.5 -13 -.75 8.75 -12.8508 -2 7.5 -12.602
3 0 -.75 8.75 -12.8508 -2 8.25 -12.602 -2 7.5 -12.602
4 0 -4 11.5 -12.204 -4.975 11.5 -12.01 -4.975 10.75 -12.01 -4 10.75 -12.204
4 0 -4 10.75 -12.204 -3 10 -12.403 -3 11 -12.403 -4 11.5 -12.204
4 0 -3 10 -12.403 -2 9 -12.602 -1.5 9.5 -12.7015 -3 11 -12.403
4 0 -2 9 -12.602 -2 8.25 -12.602 -.75 8.75 -12.8508 -1.5 9.5 -12.7015
4 0 -3.5 7 -12.3035 -2 7.5 -12.602 -2 8.25 -12.602 -3.75 7.75 -12.2538
4 0 -4.975 7.75 -12.01 -4.975 7 -12.01 -3.5 7 -12.3035 -3.75 7.75 -12.2538
4 0 -7 11.25 -10.6568 -7 10.5 -10.6568 -4.975 10.75 -12.01 -4.975 11.5 -12.01
4 0 -9.192 10.25 -9.192 -9.192 9.5 -9.192 -7 10.5 -10.6568 -7 11.25 -10.6568
4 0 -11.5 9 -5.7382 -9.75 8.75 -8.357 -9.192 9.5 -9.192 -9.192 10.25 -9.192
4 0 -9.192 7.5 -9.192 -9.192 8.25 -9.192 -9.75 8.75 -8.357 -11.5 8.25 -5.7382
3 0 -11.5 9 -5.7382 -11.5 8.25 -5.7382 -9.75 8.75 -8.357
4 0 -7 7 -10.6568 -4.975 7 -12.01 -4.975 7.75 -12.01 -7 7.75 -10.6568
4 0 -7 7 -10.6568 -7 7.75 -10.6568 -9.192 8.25 -9.192 -9.192 7.5 -9.192
4 1 -2 8.25 -12.602 -2 9 -12.602 -3 10 -12.403 -3.75 7.75 -12.2538
4 1 -4 10.75 -12.204 -4.975 7.75 -12.01 -3.75 7.75 -12.2538 -3 10 -12.403
3 1 -4 10.75 -12.204 -4.975 10.75 -12.01 -4.975 7.75 -12.01
4 1 -7 10.5 -10.6568 -7 7.75 -10.6568 -4.975 7.75 -12.01 -4.975 10.75 -12.01
4 1 -9.192 9.5 -9.192 -9.192 8.25 -9.192 -7 7.75 -10.6568 -7 10.5 -10.6568
3 1 -9.192 9.5 -9.192 -9.75 8.75 -8.357 -9.192 8.25 -9.192
4 16 -12.01 4 -4.975 -11.5 8.25 -5.7382 -11.5 9 -5.7382 -12.01 17 -4.975
4 16 -9.192 10.25 -9.192 -9.192 17 -9.192 -12.01 17 -4.975 -11.5 9 -5.7382
4 16 -11.5 8.25 -5.7382 -12.01 4 -4.975 -9.192 4 -9.192 -9.192 7.5 -9.192
4 16 -4.975 4 -12.01 -4.975 7 -12.01 -7 7 -10.6568 -9.192 4 -9.192
4 16 -4.975 11.5 -12.01 -4.975 17 -12.01 -9.192 17 -9.192 -7 11.25 -10.6568
4 16 -3.5 7 -12.3035 -4.975 4 -12.01 0 4 -13 -2 7.5 -12.602
3 16 -3.5 7 -12.3035 -4.975 7 -12.01 -4.975 4 -12.01
3 16 -9.192 7.5 -9.192 -9.192 4 -9.192 -7 7 -10.6568
3 16 -9.192 10.25 -9.192 -7 11.25 -10.6568 -9.192 17 -9.192
3 16 -2 7.5 -12.602 0 4 -13 0 8 -13
4 16 0 11.5 -13 -1.5 9.5 -12.7015 -.75 8.75 -12.8508 0 8.5 -13
3 16 0 11.5 -13 -3 11 -12.403 -1.5 9.5 -12.7015
3 16 -4 11.5 -12.204 -3 11 -12.403 0 11.5 -13
0 Remaining quads and conditional lines
4 16 -13 4 0 -12.01 4 -4.975 -12.01 17 -4.975 -13 17 0
5 24 -12.0107 4 -4.9751 -12.0107 17 -4.9751 -13 4 0 -9.1923 4 -9.1923
5 24 -9.192 4 -9.192 -9.192 17 -9.192 -12.01 4 -4.975 -4.975 4 -12.01
5 24 -4.975 4 -12.01 -4.975 17 -12.01 -9.192 4 -9.192 0 4 -13
5 24 0 4 -13 0 17 -13 -4.975 4 -12.01 4.975 4 -12.01
5 24 4.975 4 -12.01 4.975 17 -12.01 0 4 -13 9.192 4 -9.192
5 24 9.192 4 -9.192 9.192 17 -9.192 4.975 4 -12.01 12.01 4 -4.975
5 24 12.01 4 -4.975 12.01 17 -4.975 9.192 4 -9.192 13 4 0
4 16 13 17 0 12.01 17 -4.975 12.01 4 -4.975 13 4 0
5 24 13 4 0 13 17 0 12.01 4 -4.975 12.01 4 4.975
0
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
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 <-1.75,15.75>,<0,16>,<0,17>,<-1.75,16.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3,15.2>,<-1.75,15.75>,<-1.75,16.75>,<-3.5,16>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-3.5,15.5>,<-3,15.2>,<-3.5,16>}
0 prism {linear_sweep linear_spline 0,14,4
0 <.75,8.75>,<0,8.5>,<0,8>,<2,7.5>}
0 prism {linear_sweep linear_spline 0,14,3
0 <2,7.5>,<2,8.25>,<.75,8.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,10.75>,<4.975,11.5>,<4,11.5>,<4,10.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <3,11>,<3,10>,<4,10.75>,<4,11.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <1.5,9.5>,<2,9>,<3,10>,<3,11>}
0 prism {linear_sweep linear_spline 0,14,4
0 <.75,8.75>,<2,8.25>,<2,9>,<1.5,9.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <2,8.25>,<2,7.5>,<3.5,7>,<3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <3.5,7>,<4.975,7>,<4.975,7.75>,<3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,10.75>,<7,10.5>,<7,11.25>,<4.975,11.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <7,10.5>,<9.192,9.5>,<9.192,10.25>,<7,11.25>}
0 prism {linear_sweep linear_spline 0,14,4
0 <9.192,9.5>,<9.75,8.75>,<11.5,9>,<9.192,10.25>}
0 prism {linear_sweep linear_spline 0,14,4
0 <9.75,8.75>,<9.192,8.25>,<9.192,7.5>,<11.5,8.25>}
0 prism {linear_sweep linear_spline 0,14,3
0 <9.75,8.75>,<11.5,8.25>,<11.5,9>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,7.75>,<4.975,7>,<7,7>,<7,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <9.192,8.25>,<7,7.75>,<7,7>,<9.192,7.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <0,17>,<0,16>,<1.75,15.75>,<1.75,16.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <1.75,16.75>,<1.75,15.75>,<3,15.2>,<3.5,16>}
0 prism {linear_sweep linear_spline 0,14,3
0 <3.5,16>,<3,15.2>,<3.5,15.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <0,8>,<0,8.5>,<-.75,8.75>,<-2,7.5>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-.75,8.75>,<-2,8.25>,<-2,7.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4,11.5>,<-4.975,11.5>,<-4.975,10.75>,<-4,10.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4,10.75>,<-3,10>,<-3,11>,<-4,11.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3,10>,<-2,9>,<-1.5,9.5>,<-3,11>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-2,9>,<-2,8.25>,<-.75,8.75>,<-1.5,9.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-3.5,7>,<-2,7.5>,<-2,8.25>,<-3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4.975,7.75>,<-4.975,7>,<-3.5,7>,<-3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-7,11.25>,<-7,10.5>,<-4.975,10.75>,<-4.975,11.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-9.192,10.25>,<-9.192,9.5>,<-7,10.5>,<-7,11.25>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-11.5,9>,<-9.75,8.75>,<-9.192,9.5>,<-9.192,10.25>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-9.192,7.5>,<-9.192,8.25>,<-9.75,8.75>,<-11.5,8.25>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-11.5,9>,<-11.5,8.25>,<-9.75,8.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-7,7>,<-4.975,7>,<-4.975,7.75>,<-7,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-7,7>,<-7,7.75>,<-9.192,8.25>,<-9.192,7.5>}
0 } rotate <-90,0,0>
0 }
0 #if (version >= 3.1) material #else texture #end { Color0 }
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 <3,10>,<2,9>,<2,8.25>,<3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <3.75,7.75>,<4.975,7.75>,<4,10.75>,<3,10>}
0 prism {linear_sweep linear_spline 0,14,3
0 <4.975,7.75>,<4.975,10.75>,<4,10.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <4.975,7.75>,<7,7.75>,<7,10.5>,<4.975,10.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <7,7.75>,<9.192,8.25>,<9.192,9.5>,<7,10.5>}
0 prism {linear_sweep linear_spline 0,14,3
0 <9.192,8.25>,<9.75,8.75>,<9.192,9.5>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-2,8.25>,<-2,9>,<-3,10>,<-3.75,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-4,10.75>,<-4.975,7.75>,<-3.75,7.75>,<-3,10>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-4,10.75>,<-4.975,10.75>,<-4.975,7.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-7,10.5>,<-7,7.75>,<-4.975,7.75>,<-4.975,10.75>}
0 prism {linear_sweep linear_spline 0,14,4
0 <-9.192,9.5>,<-9.192,8.25>,<-7,7.75>,<-7,10.5>}
0 prism {linear_sweep linear_spline 0,14,3
0 <-9.192,9.5>,<-9.75,8.75>,<-9.192,8.25>}
0 } rotate <-90,0,0>
0 }
0 #if (version >= 3.1) material #else texture #end { Color1 }
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
|
