:name great stellated dodecahedron
:comment Net data does not agree with Cundy and Rollett, deleted
 converted from netlib data in 1994 by KMC
 Net created by !PolyNet on Fri,08 Aug 1997.18:20:14
:number 7
:symbol {5,3} @D sub 5 @
:dual great icosahedron
:sfaces 12 20{5}
:svertices 20 12(@5 sup 3@)
:netf 60 3
3 30 33 31
3 24 23 25
3 36 35 34
3 26 27 28
3 23 24 22
3 29 30 31
3 33 30 34
3 27 26 25
3 30 29 28
3 20 23 22
3 18 20 22
3 26 24 25
3 29 26 28
3 32 29 31
3 35 33 34
3 14 12 13
3 20 18 19
3 33 35 37
3 44 42 43
3 8 4 5
3 35 38 37
3 15 14 13
3 18 17 19
3 9 8 5
3 45 44 43
3 12 11 13
3 38 39 37
3 4 2 5
3 42 41 43
3 21 20 19
3 39 38 40
3 17 18 16
3 58 59 57
3 11 12 10
3 2 4 3
3 14 15 16
3 41 42 40
3 8 9 10
3 55 58 57
3 4 7 3
3 15 17 16
3 9 11 10
3 1 2 3
3 38 41 40
3 56 55 57
3 55 56 54
3 52 49 51
3 49 47 48
3 2 1 6
3 62 61 60
3 61 46 60
3 50 49 48
3 46 47 6
3 52 53 54
3 46 1 60
3 49 50 51
3 53 55 54
3 47 46 48
3 53 52 51
3 1 46 6
:hinges 59
43 2 35 3 1.10715
35 1 28 1 5.17604
43 1 49 1 5.17603
35 2 40 3 1.10716
28 3 20 2 1.10715
20 3 24 2 1.10715
24 1 38 1 5.17604
38 2 42 3 1.10715
42 2 34 3 1.10714
34 1 26 1 5.17604
26 3 16 2 1.10714
16 3 22 2 1.10715
22 1 36 1 5.17603
36 2 41 3 1.10715
41 2 32 3 1.10714
32 1 23 1 5.17604
23 3 17 2 1.10714
17 3 30 2 1.10715
17 1 11 1 5.17603
11 2 10 3 1.10715
10 2 5 3 1.10715
5 1 2 1 5.17604
2 3 12 2 1.10715
12 3 8 2 1.10715
8 1 4 1 5.17604
4 3 13 2 1.10715
13 3 9 2 1.10715
9 1 6 1 5.17604
6 3 14 2 1.10715
6 2 1 3 1.10714
1 1 7 1 5.17604
7 3 15 2 1.10715
15 3 3 2 1.10715
15 1 18 1 5.17603
18 2 21 3 1.10715
21 2 27 3 1.10716
27 1 31 1 5.17604
31 2 44 3 1.10714
44 2 37 3 1.10715
37 1 29 1 5.17603
29 3 19 2 1.10715
19 3 25 2 1.10714
49 2 60 3 1.10715
60 2 53 3 1.10715
53 1 58 1 5.17604
58 3 48 2 1.10715
48 3 52 2 1.10715
52 1 56 1 5.17604
56 3 47 2 1.10715
47 3 59 2 1.10715
59 1 54 1 5.17604
54 2 57 3 1.10714
57 2 46 3 1.10715
46 1 45 1 5.17603
45 2 39 3 1.10715
39 2 33 3 1.10715
60 1 55 1 5.17604
55 3 51 2 1.10714
51 3 50 2 1.10715
:solidf 60 3
3 3 2 1 1
3 5 3 4 2
3 3 7 6 3
3 9 3 8 4
3 3 5 10 5
3 11 3 1 6
3 2 3 6 7
3 3 9 4 1
3 3 11 8 2
3 7 3 10 3
3 5 7 10 4
3 9 5 4 5
3 11 9 8 6
3 2 11 1 7
3 7 2 6 1
3 5 9 12 2
3 7 5 13 3
3 2 7 14 4
3 11 2 15 5
3 9 11 16 6
3 7 17 14 7
3 18 5 12 1
3 5 19 13 2
3 20 9 16 3
3 21 11 15 4
3 9 18 12 5
3 17 2 14 6
3 11 20 16 7
3 2 21 15 1
3 19 7 13 2
3 2 17 22 2
3 19 5 23 5
3 7 19 24 5
3 18 9 25 3
3 20 11 26 6
3 5 18 23 1
3 21 2 22 2
3 9 20 25 3
3 17 7 24 1
3 11 21 26 6
3 18 19 23 5
3 20 18 25 3
3 21 20 26 6
3 17 21 22 2
3 19 17 24 1
3 17 19 27 2
3 19 18 28 1
3 18 20 29 5
3 20 21 30 3
3 21 17 31 6
3 17 32 31 6
3 32 18 29 5
3 32 20 30 3
3 19 32 27 2
3 32 21 31 6
3 18 32 28 1
3 32 17 27 2
3 20 32 29 5
3 32 19 28 1
3 21 32 30 3
:netv 62
-2.21523 -0.598578
-1.77417 -0.598578
-1.99469 8.013846E-2
-1.41735 -0.339335
-1.19683 -1.01805
-1.9947 -1.2773
-1.28105 8.013055E-2
-0.976295 -0.339337
-0.619477 -0.598585
-0.398945 8.012895E-2
-0.178419 -0.59859
0.178401 -0.339344
0.398929 -1.01806
0.619456 -0.339343
0.976275 -0.598587
1.1968 8.012725E-2
1.41733 -0.598588
1.77415 -0.339342
1.99468 -1.01806
2.21521 -0.339348
2.57203 -0.598596
1.99469 0.339373
2.57204 -8.010542E-2
2.70834 0.339361
3.28568 -8.0123E-2
3.06517 0.5986
3.50622 0.598586
3.28572 1.27731
2.70835 0.857858
2.57208 1.27733
1.99471 0.85789
2.57204 0.438395
2.21527 1.5366
2.79264 1.95604
2.07899 1.95608
2.21531 2.37554
1.50162 1.53664
1.72219 2.21534
1.28113 2.21537
1.50171 2.89407
2.07903 2.47456
2.21535 2.89402
2.79267 2.47451
2.57219 3.15324
3.01324 3.15321
-2.57205 -0.857827
-2.70834 -1.2773
-3.28569 -0.857825
-3.06517 -1.53654
-3.50622 -1.53654
-3.2857 -2.21526
-2.70835 -1.79579
-2.57206 -2.21527
-1.9947 -1.79581
-2.21524 -2.47452
-1.77419 -2.47453
-1.99473 -3.15324
-2.57207 -2.73376
-2.70837 -3.15322
-2.79258 -0.179114
-3.01311 -0.857834
-3.36993 -0.598591
:solidv 32
-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
:type T1 60,3 S K G W22
:end
