:name
rhombic triacontahedron
:number
39
:symbol
	@V 3 . 5 . 3 . 5 @
:dual
icosidodecahedron
:sfaces
30
:svertices
32 20(@F sup 3@) 12(@F sup 5@)
:net
30 4
4 3 0 2 5
4 2 6 9 5
4 2 1 4 6
4 9 6 8 12
4 8 13 16 12
4 8 7 10 13
4 15 11 14 17
4 14 18 21 17
4 14 12 16 18
4 21 18 20 24
4 20 25 28 24
4 20 19 22 25
4 27 23 26 29
4 26 30 33 29
4 26 24 28 30
4 33 30 32 36
4 32 37 40 36
4 32 31 34 37
4 39 35 38 41
4 38 42 45 41
4 38 36 40 42
4 45 42 44 48
4 44 49 52 48
4 44 43 46 49
4 51 47 50 53
4 50 54 57 53
4 50 48 52 54
4 57 54 56 59
4 56 60 61 59
4 56 55 58 60
:solid
30 4
4 76 82 74 70
4 74 66 62 70
4 74 75 67 66
4 62 66 67 63
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4 76 70 62 68
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4 62 63 65 64
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4 74 83 84 75
4 84 77 67 75
4 84 87 79 77
:hinges
29
0 2 1 3 2.5132741228718346
1 0 2 3 2.5132741228718346
1 1 3 0 2.5132741228718346
3 2 4 3 2.5132741228718346
4 0 5 3 2.5132741228718346
6 2 7 3 2.5132741228718346
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10 0 11 3 2.5132741228718346
12 2 13 3 2.5132741228718346
13 0 14 3 2.5132741228718346
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16 0 17 3 2.5132741228718346
18 2 19 3 2.5132741228718346
19 0 20 3 2.5132741228718346
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22 0 23 3 2.5132741228718346
24 2 25 3 2.5132741228718346
25 0 26 3 2.5132741228718346
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27 2 28 3 2.5132741228718346
28 0 29 3 2.5132741228718346
4 2 8 1 2.5132741228718346
10 2 14 1 2.5132741228718346
16 2 20 1 2.5132741228718346
22 2 26 1 2.5132741228718346
:dih
1
60 3 3 2.4118649973628269
:vertices
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:EOF

.