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- :name
- great stellated dodecahedron
- :comment
- Net data does not agree with Cundy and Rollet
- KMC supplied data for solid vertices Oct 91
- :number
- 7
- :symbol
- {5,3} @D sub 5 @
- :dual
- great icosahedron
- :sfaces
- 12 20{5}
- :svertices
- 20 12(@5 sup 3@)
- :net
- 12 5
- 5 8 29 17 14 30
- 5 29 8 20 23 6
- 5 17 29 31 15 35
- 5 14 17 2 25 3
- 5 30 14 34 16 28
- 5 8 30 9 22 24
- 5 27 6 18 21 5
- 5 6 27 15 12 29
- 5 18 6 4 20 0
- 5 21 18 33 10 32
- 5 5 21 1 19 7
- 5 27 5 26 13 11
- :solid
- 60 3
- 3 38 37 36
- 3 40 38 39
- 3 38 42 41
- 3 44 38 43
- 3 38 40 45
- 3 46 38 36
- 3 37 38 41
- 3 38 44 39
- 3 38 46 43
- 3 42 38 45
- 3 40 42 45
- 3 44 40 39
- 3 46 44 43
- 3 37 46 36
- 3 42 37 41
- 3 40 44 47
- 3 42 40 48
- 3 37 42 49
- 3 46 37 50
- 3 44 46 51
- 3 42 52 49
- 3 53 40 47
- 3 40 54 48
- 3 55 44 51
- 3 56 46 50
- 3 44 53 47
- 3 52 37 49
- 3 46 55 51
- 3 37 56 50
- 3 54 42 48
- 3 37 52 57
- 3 54 40 58
- 3 42 54 59
- 3 53 44 60
- 3 55 46 61
- 3 40 53 58
- 3 56 37 57
- 3 44 55 60
- 3 52 42 59
- 3 46 56 61
- 3 53 54 58
- 3 55 53 60
- 3 56 55 61
- 3 52 56 57
- 3 54 52 59
- 3 52 54 62
- 3 54 53 63
- 3 53 55 64
- 3 55 56 65
- 3 56 52 66
- 3 52 67 66
- 3 67 53 64
- 3 67 55 65
- 3 54 67 62
- 3 67 56 66
- 3 53 67 63
- 3 67 52 62
- 3 55 67 64
- 3 67 54 63
- 3 56 67 65
- :hinges
- 11
- 0 0 1 0 1.10715
- 0 1 2 0 1.10715
- 0 2 3 0 1.10715
- 0 3 4 0 1.10715
- 0 4 5 0 1.10715
- 6 0 7 0 1.10715
- 6 1 8 0 1.10715
- 6 2 9 0 1.10715
- 6 3 10 0 1.10715
- 6 4 11 0 1.10715
- 7 4 1 4 1.10715
- :vertices
- 68 36
- -.889 -1.11803 0
- -.889 -.73607 0
- -.75025 -.30902 0
- -.75025 .30902 0
- -.52573 -1.61803 0
- -.52573 -1.23607 0
- -.52573 -.61803 0
- -.52573 -.23607 0
- -.52573 0 0
- -.52573 .61803 0
- -.30122 -.92705 0
- -.16246 -1.73607 0
- -.16246 -1.11803 0
- -.16246 -.73607 0
- -.16246 -.5 0
- -.16246 -.11803 0
- -.16246 .11803 0
- -.16246 .5 0
- .06205 -1.42705 0
- .06205 -1.04508 0
- .06205 -.80902 0
- .06205 -.42705 0
- .06205 -.19098 0
- .06205 .19098 0
- .06205 .80902 0
- .20081 0 0
- .42533 -1.54508 0
- .42533 -.92705 0
- .42533 -.69098 0
- .42533 -.30902 0
- .42533 .30902 0
- .42533 .69098 0
- .64984 -1.23607 0
- .64984 -.61803 0
- .7886 -.19098 0
- .7886 .19098 0
- -0.44721 -1.37638 -1.89443
- 0.27639 -0.85065 -0.44721
- 0 0 -1
- -0.44721 1.37638 -1.89443
- 0.27639 0.85065 -0.44721
- 1.17082 -0.85065 -1.89443
- 0.89443 0 -0.44721
- -1.44721 0 -1.89443
- -0.72361 0.52573 -0.44721
- 1.17082 0.85065 -1.89443
- -0.72361 -0.52573 -0.44721
- -0.72361 2.22703 -0.44721
- 1.89443 1.37638 -0.44721
- 1.89443 -1.37638 -0.44721
- -0.72361 -2.22703 -0.44721
- -2.34164 0 -0.44721
- 0.72361 -0.52573 0.44721
- -0.27639 0.85065 0.44721
- 0.72361 0.52573 0.44721
- -0.89443 0 0.44721
- -0.27639 -0.85065 0.44721
- 0.72361 -2.22703 0.44721
- 0.72361 2.22703 0.44721
- 2.34164 0 0.44721
- -1.89443 1.37638 0.44721
- -1.89443 -1.37638 0.44721
- 1.44721 0 1.89443
- 0.44721 1.37638 1.89443
- -1.17082 0.85065 1.89443
- -1.17082 -0.85065 1.89443
- 0.44721 -1.37638 1.89443
- 0 0 1
- :EOF
-