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nametridiminished rhombicosidodecahedron numbersymbol

Found at: ftp.icm.edu.pl:70/packages/netlib/polyhedra/127

:name
tridiminished rhombicosidodecahedron (J83)
:number
127
:symbol
	@Q sub 5 @
:sfaces
32 5{3} 15{4} 9{5} 3{10}
:svertices
45 30(@4@.@5@.@10@) 15(@3@.@4@.@5@.@4@)
:net
32 10
4 3 2 6 8
3 8 6 11
4 6 9 12 11
5 1 0 4 9 6
10 23 20 12 9 5 7 10 14 21 25
4 18 16 22 26
3 26 22 31
4 22 24 34 31
5 15 13 17 24 22
3 24 29 34
4 34 29 38 43
4 20 23 29 24
5 23 25 35 37 32
4 25 21 28 33
4 44 41 47 48
3 48 47 51
4 47 46 50 51
5 40 36 39 46 47
10 57 56 50 46 43 38 42 45 49 55
4 66 60 64 71
10 71 64 62 63 70 75 79 84 80 76
5 58 52 54 62 64
4 56 57 63 62
5 57 55 61 67 65
4 55 49 53 59
4 84 79 86 87
4 70 69 74 75
5 75 74 82 85 83
3 69 73 74
4 74 73 78 81
5 19 18 26 30 27
5 73 68 72 77 78
:solid
32 10
4 123 125 115 113
3 113 115 105
4 115 109 101 105
5 125 127 117 109 115
10 89 95 101 109 117 119 111 103 97 91
4 113 105 99 108
3 108 99 100
4 99 93 94 100
5 105 101 95 93 99
3 93 88 94
4 94 88 90 96
4 95 89 88 93
5 89 91 92 90 88
4 91 97 98 92
4 108 100 106 114
3 114 106 116
4 106 102 110 116
5 100 94 96 102 106
10 120 118 110 102 96 90 92 98 104 112
4 114 116 126 124
10 124 126 128 130 132 131 129 127 125 123
5 116 110 118 128 126
4 118 120 130 128
5 120 112 122 132 130
4 112 104 107 122
4 127 129 119 117
4 132 122 121 131
5 131 121 111 119 129
3 122 107 121
4 121 107 103 111
5 123 113 108 114 124
5 107 104 98 97 103
:hinges
31
0 2 1 0 2.7767288254763101
1 1 2 3 2.7767288254763101
3 3 2 0 2.588018294692748
4 2 2 1 2.1243706856919419
5 2 6 0 2.7767288254763101
6 1 7 3 2.7767288254763101
8 3 7 0 2.588018294692748
9 2 7 1 2.7767288254763101
9 1 10 0 2.7767288254763101
9 0 11 2 2.7767288254763101
11 0 4 0 2.1243706856919419
12 0 4 9 2.0344439357957027
4 8 13 0 2.1243706856919419
14 2 15 0 2.7767288254763101
15 1 16 3 2.7767288254763101
17 3 16 0 2.588018294692748
18 2 16 1 2.1243706856919419
18 4 10 2 2.1243706856919419
19 2 20 0 2.1243706856919419
21 3 20 1 2.0344439357957027
20 2 22 2 2.1243706856919419
22 0 18 0 2.1243706856919419
23 0 18 9 2.0344439357957027
18 8 24 0 2.1243706856919419
20 6 25 0 2.1243706856919419
20 4 26 3 2.1243706856919419
27 0 26 2 2.588018294692748
28 2 26 1 2.7767288254763101
28 1 29 0 2.7767288254763101
30 1 5 3 2.588018294692748
31 4 29 1 2.588018294692748
:dih
4
15 3 4 2.7767288254763101
30 4 5 2.588018294692748
15 4 10 2.1243706856919419
15 5 10 2.0344439357957027
:vertices
133 88
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-7.27431753370178[(-5/8+(-1/8)*sqrt(3)+(-5/8)*sqrt(5)+(-3/8)*sqrt(15))+(-23/64+(-3/16)*sqrt(3)+(1/64)*sqrt(5)+(-1/16)*sqrt(15))*sqrt(10+2*sqrt(5))+(-3/64+(-1/64)*sqrt(5))*sqrt(10-2*sqrt(5))] -1.04561851297724[(-5/8+(-1/8)*sqrt(3)+(5/8)*sqrt(5)+(-1/8)*sqrt(15))+(1/16+(-7/64)*sqrt(3)+(-1/16)*sqrt(5)+(1/64)*sqrt(15))*sqrt(10+2*sqrt(5))+((-3/64)*sqrt(3)+(-1/64)*sqrt(15))*sqrt(10-2*sqrt(5))] 0[0]
-7.27431753370178[(-5/8+(-1/8)*sqrt(3)+(-5/8)*sqrt(5)+(-3/8)*sqrt(15))+(-3/8+(-3/16)*sqrt(3)+(-1/16)*sqrt(15))*sqrt(10+2*sqrt(5))] -.83656158644192999[(-7/8+(-1/8)*sqrt(3)+(3/8)*sqrt(5)+(-1/8)*sqrt(15))+(1/16+(-1/4)*sqrt(3)+(-1/16)*sqrt(5)+(1/8)*sqrt(15))*sqrt(10+2*sqrt(5))] 0[0]
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-6.17526717506585[(-3/4+(-3/4)*sqrt(5)+(-1/4)*sqrt(15))+(-7/16+(-1/4)*sqrt(3)+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))] .0534318456586901[(-3/4+(1/2)*sqrt(5))+((-3/16)*sqrt(3)+(1/16)*sqrt(15))*sqrt(10+2*sqrt(5))] 0[0]
-5.87305899525771[(-5/8+(1/8)*sqrt(3)+(-5/8)*sqrt(5)+(-1/8)*sqrt(15))+(-3/8+(-3/16)*sqrt(3)+(-1/16)*sqrt(15))*sqrt(10+2*sqrt(5))] -1.85463550735218[(-7/8+(-1/8)*sqrt(3)+(3/8)*sqrt(5)+(-1/8)*sqrt(15))+(1/16+(-1/8)*sqrt(3)+(-1/16)*sqrt(5))*sqrt(10+2*sqrt(5))] 0[0]
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-5.36625018069091[(-1/2+(-1/2)*sqrt(5)+(-1/4)*sqrt(15))+(-7/16+(-1/4)*sqrt(3)+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))] -.534353406633783[(-3/4+(1/2)*sqrt(5))+(1/8+(-3/16)*sqrt(3)+(-1/8)*sqrt(5)+(1/16)*sqrt(15))*sqrt(10+2*sqrt(5))] 0[0]
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-4.62125232489739[(-5/4+(1/8)*sqrt(3)+(-3/4)*sqrt(5)+(-1/8)*sqrt(15))-3/8*sqrt(10+2*sqrt(5))] -4.66623932280005[(-7/8+(-3/4)*sqrt(3)+(3/8)*sqrt(5)+(-1/4)*sqrt(15))+(-1/8+(-1/8)*sqrt(3)+(-1/8)*sqrt(5))*sqrt(10+2*sqrt(5))] 0[0]
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-1.36602540378444[(-1/2+(-1/2)*sqrt(3))] 1[1] 0[0]
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-.5[-1/2] -3.57768353717525[-1/2+(-1/4+(-1/4)*sqrt(5))*sqrt(10+2*sqrt(5))] 0[0]
-.5[-1/2] -.5[-1/2] 0[0]
-.5[-1/2] .5[1/2] 0[0]
0[0] 1.36602540378444[(1/2+(1/2)*sqrt(3))] 0[0]
.5[1/2] -3.57768353717525[-1/2+(-1/4+(-1/4)*sqrt(5))*sqrt(10+2*sqrt(5))] 0[0]
.5[1/2] -.5[-1/2] 0[0]
.5[1/2] .5[1/2] 0[0]
.951056516295154[1/4*sqrt(10+2*sqrt(5))] .172288258377628[(-3/4+(1/4)*sqrt(5))+(11/32+(-5/32)*sqrt(5))*sqrt(10+2*sqrt(5))+(3/32+(1/32)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
1.08778525229247[1/2+(-1/8+(1/8)*sqrt(5))*sqrt(10+2*sqrt(5))] -4.3867005315502[(-3/4+(-1/4)*sqrt(5))+(-1/4+(-1/4)*sqrt(5))*sqrt(10+2*sqrt(5))] 0[0]
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:EOF

		
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