:name bigyrate diminished rhombicosidodecahedron (J79)
:number 123
:symbol g^2Q5^-1E5
:sfaces 52 15{3} 25{4} 11{5} 1{10}
:svertices 55 10(@4@.@5@.@10@) 20(@3@.@4 sup 2@.@5@) 25(@3@.@4@.@5@.@4@
:netf 52 10
4 34 25 24 33
3 12 11 17
4 11 14 22 17
5 5 1 4 11 12
3 14 21 22
4 22 21 30 31
4 7 9 14 11
3 7 3 9
4 3 2 8 9
5 9 8 15 18 16
3 2 6 8
4 8 6 10 13
4 24 23 32 33
3 33 32 40
4 32 37 45 40
5 26 19 28 37 32
3 37 44 45
4 44 39 50 54
4 31 39 44 37
3 31 30 39
4 21 20 29 30
5 30 29 41 46 42
3 20 27 29
4 29 27 36 38
4 57 55 63 65
3 65 63 72
4 63 62 71 72
5 52 47 51 62 63
3 54 61 62
4 62 61 70 71
4 50 56 61 54
3 50 49 56
4 49 53 60 56
5 56 60 66 73 64
3 53 59 60
4 60 59 68 69
4 83 79 84 88
10 88 84 82 85 90 96 99 100 98 93
5 78 74 76 82 84
4 77 81 85 82
3 71 70 77
4 70 75 81 77
5 81 80 86 89 87
3 75 80 81
4 68 59 58 67
4 100 99 107 108
4 90 91 97 96
5 96 97 105 106 103
3 91 95 97
4 97 95 102 104
5 35 33 40 48 43
5 95 92 94 101 102
:hinges 51
1 3 13 4 2.67795
2 2 3 4 2.77673
4 4 2 1 2.68680
5 3 3 2 2.77673
5 2 6 1 2.77673
3 1 7 3 2.67795
7 1 8 3 2.77673
8 2 9 4 2.77673
10 1 9 3 2.58802
11 3 9 2 2.77673
11 2 12 1 2.77673
13 3 14 1 2.77673
14 2 15 4 2.77673
16 4 15 1 2.58802
17 3 15 2 2.77673
19 2 18 1 2.67795
17 1 19 3 2.77673
19 1 20 3 2.77673
6 2 21 4 2.67795
22 1 21 3 2.58802
23 3 21 2 2.77673
23 2 24 1 2.77673
20 1 6 3 2.77673
25 3 26 1 2.77673
26 2 27 4 2.77673
28 4 27 1 2.58802
30 4 27 2 2.67795
29 2 30 1 2.77673
29 1 31 3 2.77673
31 1 32 3 2.77673
32 2 33 4 2.77673
34 1 33 3 2.58802
35 3 33 2 2.77673
35 2 36 1 2.77673
31 4 18 3 2.67795
37 3 38 1 2.12437
39 4 38 2 2.03444
41 1 30 3 2.77673
38 3 40 3 2.12437
40 1 42 3 2.67795
41 2 42 4 2.77673
43 1 44 2 2.68680
44 3 42 2 2.77673
36 2 45 1 2.67795
38 7 46 1 2.12437
38 5 47 4 2.12437
48 1 47 3 2.58802
49 3 47 2 2.77673
49 2 50 1 2.77673
51 2 14 3 2.68680
52 5 50 2 2.58802
:solidf 52 10
4 1 3 8 5 1
3 8 18 17 2
4 18 31 29 17 3
5 3 10 19 18 8 4
3 31 42 29 5
4 29 42 45 35 6
4 19 32 31 18 7
3 19 26 32 1
4 26 38 43 32 2
5 32 43 51 42 31 3
3 38 48 43 4
4 43 48 54 51 5
4 8 17 12 5 6
3 5 12 7 7
4 12 24 16 7 1
5 17 29 35 24 12 2
3 24 28 16 3
4 28 41 46 36 4
4 35 41 28 24 5
3 35 45 41 6
4 42 51 52 45 7
5 45 52 53 46 41 1
3 51 54 52 2
4 52 54 55 53 3
4 7 16 13 6 4
3 6 13 9 5
4 13 25 20 9 6
5 16 28 36 25 13 7
3 36 37 25 1
4 25 37 30 20 2
4 46 47 37 36 3
3 46 53 47 4
4 53 55 50 47 5
5 47 50 40 30 37 6
3 55 49 50 7
4 50 49 39 40 1
4 6 9 4 2 2
10 2 4 11 15 23 22 14 10 3 1 3
5 9 20 21 11 4 4
4 21 27 15 11 5
3 20 30 21 6
4 30 40 27 21 7
5 27 39 34 23 15 1
3 40 39 27 2
4 39 49 44 34 3
4 10 14 26 19 4
4 23 34 33 22 5
5 22 33 38 26 14 6
3 34 44 33 7
4 33 44 48 38 1
5 1 5 7 6 2 2
5 44 49 55 54 48 3
:netv 108
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-.5 -3.23205
-.5 -1.5
-.5 -.5
-.5 .5
-.33087 -1.62288
0 1.36603
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.5 -5.23205
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.5 -1.5
.5 -.5
.5 .5
.58268 -2.02962
.7539 .15811
1 -2.36603
1.2539 -.70791
1.36603 -1
1.42303 .90126
1.59343 1.16365
1.86603 -2.86603
1.86603 -1.86603
2.23205 -.5
2.26257 1.9068
2.33658 .49452
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5.3974 .17282
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5.48977 -1.06485
5.78271 -2.85201
5.82618 -2.64753
6.23291 -1.73398
6.2874 -.92623
6.39192 .06829
:solidv 55
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:type T1 25,4 15,3 11,5 1,10 C J79
:end
