# Snub Icosidodecahedron (Snub Dodecahedron)
# Data: George W. Hart, 1997.  george@li.net
60 92 150
0 0 1.028031
0.4638569 0 0.9174342
0.2187436 0.4090409 0.9174342
-0.2575486 0.3857874 0.9174342
-0.4616509 -0.04518499 0.9174342
-0.177858 -0.4284037 0.9174342
0.5726782 -0.4284037 0.7384841
0.8259401 -0.04518499 0.6104342
0.6437955 0.3857874 0.702527
0.349648 0.7496433 0.6104342
-0.421009 0.7120184 0.6104342
-0.6783139 0.3212396 0.702527
-0.6031536 -0.4466658 0.702527
-0.2749612 -0.7801379 0.6104342
0.1760766 -0.6931717 0.7384841
0.5208138 -0.7801379 0.4206978
0.8552518 -0.4466658 0.3547998
1.01294 -0.03548596 0.1718776
0.7182239 0.661842 0.3208868
0.3633691 0.9454568 0.1758496
-0.04574087 0.9368937 0.4206978
-0.4537394 0.905564 0.1758496
-0.7792791 0.5887312 0.3208868
-0.9537217 0.1462217 0.3547998
-0.9072701 -0.3283699 0.3547998
-0.6503371 -0.7286577 0.3208868
0.08459482 -0.9611501 0.3547998
0.3949153 -0.9491262 -0.007072558
0.9360473 -0.409557 -0.1136978
0.9829382 0.02692292 -0.2999274
0.9463677 0.4014808 -0.007072558
0.6704578 0.7662826 -0.1419366
-0.05007646 1.025698 -0.04779978
-0.4294337 0.8845784 -0.2999274
-0.9561681 0.3719321 -0.06525234
-1.022036 -0.1000338 -0.04779978
-0.8659056 -0.5502712 -0.06525234
-0.5227761 -0.8778535 -0.1136978
-0.06856319 -1.021542 -0.09273844
0.2232046 -0.8974878 -0.4489366
0.6515438 -0.7200947 -0.3373472
0.7969535 -0.3253959 -0.5619888
0.8066872 0.4395354 -0.461425
0.4468035 0.735788 -0.5619888
0.001488801 0.8961155 -0.503809
-0.3535403 0.6537658 -0.7102452
-0.7399517 0.5547758 -0.4489366
-0.9120238 0.1102196 -0.461425
-0.6593998 -0.6182798 -0.4896639
-0.2490651 -0.8608088 -0.503809
0.4301047 -0.5764987 -0.734512
0.5057577 -0.1305283 -0.8854492
0.5117735 0.3422252 -0.8232973
0.09739587 0.5771941 -0.8451093
-0.6018946 0.2552591 -0.7933564
-0.6879024 -0.2100741 -0.734512
-0.3340437 -0.5171509 -0.8232973
0.08570633 -0.3414376 -0.9658797
0.1277354 0.1313635 -1.011571
-0.3044499 -0.06760332 -0.979586
3 2 1 0
3 3 2 0
3 4 3 0
3 5 4 0
3 7 6 1
3 8 7 1
3 2 8 1
3 9 8 2
3 11 10 3
3 4 11 3
3 5 12 4
3 13 12 5
3 14 13 5
3 15 14 6
3 16 15 6
3 7 16 6
3 17 16 7
3 9 18 8
3 19 18 9
3 20 19 9
3 21 20 10
3 22 21 10
3 11 22 10
3 23 22 11
3 25 24 12
3 13 25 12
3 14 26 13
3 15 26 14
3 27 26 15
3 17 28 16
3 29 28 17
3 30 29 17
3 31 30 18
3 19 31 18
3 20 32 19
3 21 32 20
3 33 32 21
3 23 34 22
3 35 34 23
3 24 35 23
3 36 35 24
3 25 36 24
3 37 36 25
3 27 38 26
3 39 38 27
3 40 39 27
3 41 40 28
3 29 41 28
3 30 42 29
3 31 42 30
3 43 42 31
3 33 44 32
3 45 44 33
3 46 45 33
3 47 46 34
3 35 47 34
3 37 48 36
3 49 48 37
3 38 49 37
3 39 49 38
3 40 50 39
3 41 50 40
3 51 50 41
3 43 52 42
3 53 52 43
3 44 53 43
3 45 53 44
3 46 54 45
3 47 54 46
3 55 54 47
3 56 55 48
3 49 56 48
3 51 57 50
3 58 57 51
3 52 58 51
3 53 58 52
3 55 59 54
3 56 59 55
3 57 59 56
3 58 59 57
5 1 6 14 5 0
5 3 10 20 9 2
5 12 24 23 11 4
5 8 18 30 17 7
5 26 38 37 25 13
5 16 28 40 27 15
5 32 44 43 31 19
5 22 34 46 33 21
5 42 52 51 41 29
5 36 48 55 47 35
5 50 57 56 49 39
5 54 59 58 53 45
0 1
0 2
0 3
0 4
0 5
1 2
1 6
1 7
1 8
2 3
2 8
2 9
3 4
3 10
3 11
4 5
4 11
4 12
5 12
5 13
5 14
6 7
6 14
6 15
6 16
7 8
7 16
7 17
8 9
8 18
9 18
9 19
9 20
10 11
10 20
10 21
10 22
11 22
11 23
12 13
12 24
12 25
13 14
13 25
13 26
14 15
14 26
15 16
15 26
15 27
16 17
16 28
17 28
17 29
17 30
18 19
18 30
18 31
19 20
19 31
19 32
20 21
20 32
21 22
21 32
21 33
22 23
22 34
23 24
23 34
23 35
24 25
24 35
24 36
25 36
25 37
26 27
26 38
27 38
27 39
27 40
28 29
28 40
28 41
29 30
29 41
29 42
30 31
30 42
31 42
31 43
32 33
32 44
33 44
33 45
33 46
34 35
34 46
34 47
35 36
35 47
36 37
36 48
37 38
37 48
37 49
38 39
38 49
39 40
39 49
39 50
40 41
40 50
41 50
41 51
42 43
42 52
43 44
43 52
43 53
44 45
44 53
45 46
45 53
45 54
46 47
46 54
47 54
47 55
48 49
48 55
48 56
49 56
50 51
50 57
51 52
51 57
51 58
52 53
52 58
53 58
54 55
54 59
55 56
55 59
56 57
56 59
57 58
57 59
58 59