:name
elongated pentagonal gyrobicupola (J39)
:number
83
:symbol
	@gQ sub 5 @
:sfaces
32 10{3} 20{4} 2{5}
:svertices
30 20(@3@.@4 sup 3@) 10(@3@.@4@.@5@.@4@)
:net
32 5
5 19 30 32 24 12
4 30 19 18 29
3 30 29 34
4 32 30 37 44
3 32 44 41
4 24 32 35 31
3 24 31 21
4 12 24 15 11
3 12 11 6
4 19 12 7 10
3 19 10 14
5 38 27 25 33 45
4 27 38 39 28
3 27 28 23
4 25 27 20 13
3 25 13 16
4 33 25 22 26
3 33 26 36
4 45 33 42 46
3 45 46 51
4 38 45 50 47
3 38 47 43
4 1 0 2 3
4 3 2 4 5
4 5 4 8 9
4 9 8 17 18
4 18 17 28 29
4 29 28 39 40
4 40 39 48 49
4 49 48 52 53
4 53 52 54 55
4 55 54 56 57
:solid
32 5
5 64 69 77 78 70
4 69 64 58 62
3 69 62 71
4 77 69 71 79
3 77 79 84
4 78 77 84 86
3 78 86 82
4 70 78 82 73
3 70 73 65
4 64 70 65 60
3 64 60 58
5 75 67 68 76 81
4 67 75 72 63
3 67 63 59
4 68 67 59 61
3 68 61 66
4 76 68 66 74
3 76 74 83
4 81 76 83 87
3 81 87 85
4 75 81 85 80
3 75 80 72
4 82 83 74 73
4 73 74 66 65
4 65 66 61 60
4 60 61 59 58
4 58 59 63 62
4 62 63 72 71
4 71 72 80 79
4 79 80 85 84
4 84 85 87 86
4 86 87 83 82
:hinges
31
0 0 1 0 2.588018294692748
1 3 2 0 2.7767288254763101
0 1 3 0 2.588018294692748
3 3 4 0 2.7767288254763101
0 2 5 0 2.588018294692748
5 3 6 0 2.7767288254763101
0 3 7 0 2.588018294692748
7 3 8 0 2.7767288254763101
0 4 9 0 2.588018294692748
9 3 10 0 2.7767288254763101
11 0 12 0 2.588018294692748
12 3 13 0 2.7767288254763101
11 1 14 0 2.588018294692748
14 3 15 0 2.7767288254763101
11 2 16 0 2.588018294692748
16 3 17 0 2.7767288254763101
11 3 18 0 2.588018294692748
18 3 19 0 2.7767288254763101
11 4 20 0 2.588018294692748
20 3 21 0 2.7767288254763101
22 2 23 0 2.5132741228718345
23 2 24 0 2.5132741228718345
24 2 25 0 2.5132741228718345
25 2 26 0 2.5132741228718345
26 2 27 0 2.5132741228718345
27 2 28 0 2.5132741228718345
28 2 29 0 2.5132741228718345
29 2 30 0 2.5132741228718345
30 2 31 0 2.5132741228718345
1 2 26 3 2.1243706856919419
12 2 27 1 2.1243706856919419
:dih
5
20 3 4 2.7767288254763101
-10 3 4 2.2231544665792648
10 4 4 2.5132741228718345
10 4 4 2.1243706856919419
10 4 5 2.588018294692748
:vertices
88 58
-.5[-1/2] -.5[-1/2] 0[0]
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1.5[3/2] -.5[-1/2] 0[0]
1.5[3/2] .5[1/2] 0[0]
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2.2399264893299[(15/4+(-1/4)*sqrt(5))+(-1/8+(-1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 2.14203952192021[(7/4+(-1/4)*sqrt(5))+(1/8+(1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
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2.54894348370485[7/2+(-1/8+(-1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 1.19098300562505[(7/4+(-1/4)*sqrt(5))] 0[0]
2.60319775333258[(15/4+(-1/4)*sqrt(5))-1/4*sqrt(10-2*sqrt(5))] 3.2600735106701[(7/4+(1/4)*sqrt(5))+1/8*sqrt(10+2*sqrt(5))+(1/16+(1/16)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
3.19098300562505[(15/4+(-1/4)*sqrt(5))] 2.45105651629515[3/2+(1/8+(1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
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3.29208830918224[(7/2+(-1/8)*sqrt(3)+(1/8)*sqrt(15))+(-1/16+(-1/16)*sqrt(5))*sqrt(10-2*sqrt(5))] .52185239926619401[(13/8+(-1/8)*sqrt(5))+((-1/16)*sqrt(3)+(-1/16)*sqrt(15))*sqrt(10-2*sqrt(5))] 0[0]
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5.39680224666742[(17/4+(1/4)*sqrt(5))+1/4*sqrt(10-2*sqrt(5))] 3.2600735106701[(7/4+(1/4)*sqrt(5))+(3/16+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))-1/8*sqrt(10-2*sqrt(5))] 0[0]
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5.45105651629515[9/2+(1/8+(1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 1.19098300562505[(7/4+(-1/4)*sqrt(5))+(3/16+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))+(-1/4+(-1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
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5.70791169081776[(11/2+(1/8)*sqrt(3)+(-1/8)*sqrt(15))+(1/16+(1/16)*sqrt(5))*sqrt(10-2*sqrt(5))] -.52185239926619401[(-13/8+(1/8)*sqrt(5))+((1/16)*sqrt(3)+(1/16)*sqrt(15))*sqrt(10-2*sqrt(5))] 0[0]
5.7600735106701[(17/4+(1/4)*sqrt(5))+(1/8+(1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 2.14203952192021[(7/4+(-1/4)*sqrt(5))+(3/16+(1/16)*sqrt(5))*sqrt(10+2*sqrt(5))-1/8*sqrt(10-2*sqrt(5))] 0[0]
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6.39680224666742[(21/4+(1/4)*sqrt(5))+1/4*sqrt(10-2*sqrt(5))] -3.2600735106701[(-7/4+(-1/4)*sqrt(5))-1/8*sqrt(10+2*sqrt(5))+(-1/16+(-1/16)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
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6.7600735106701[(21/4+(1/4)*sqrt(5))+(1/8+(1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] -2.14203952192021[(-7/4+(1/4)*sqrt(5))+(-1/8+(-1/8)*sqrt(5))*sqrt(10-2*sqrt(5))] 0[0]
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:EOF
