:name pentakis dodecahedron
:number 41
:symbol @V 5 . 6 sup 2 @
:dual truncated icosahedron
:sfaces 60
:svertices 32 12(@F sup 5@) 20(@F sup 6@)
:netf 60 3
3 16 20 12
3 16 12 10
3 16 10 17
3 16 17 24
3 16 24 22
3 15 12 20
3 15 20 21
3 15 21 14
3 15 14 7
3 15 7 9
3 5 10 12
3 5 12 4
3 5 4 1
3 5 1 2
3 5 2 8
3 11 17 10
3 11 10 3
3 11 3 6
3 11 6 13
3 11 13 18
3 25 24 17
3 25 17 19
3 25 19 27
3 25 27 30
3 25 30 26
3 28 22 24
3 28 24 31
3 28 31 32
3 28 32 29
3 28 29 23
3 34 42 38
3 34 38 32
3 34 32 31
3 34 31 33
3 34 33 39
3 45 50 42
3 45 42 36
3 45 36 44
3 45 44 51
3 45 51 52
3 58 53 50
3 58 50 55
3 58 55 61
3 58 61 62
3 58 62 56
3 57 47 53
3 57 53 59
3 57 59 60
3 57 60 54
3 57 54 48
3 43 40 47
3 43 47 49
3 43 49 41
3 43 41 35
3 43 35 37
3 46 38 42
3 46 42 50
3 46 50 53
3 46 53 47
3 46 47 40
:hinges 59
1 3 2 1 2.73525
2 3 3 1 2.73525
3 3 4 1 2.73525
4 3 5 1 2.73525
6 3 7 1 2.73525
7 3 8 1 2.73525
8 3 9 1 2.73525
9 3 10 1 2.73525
11 3 12 1 2.73525
12 3 13 1 2.73525
13 3 14 1 2.73525
14 3 15 1 2.73525
16 3 17 1 2.73525
17 3 18 1 2.73525
18 3 19 1 2.73525
19 3 20 1 2.73525
21 3 22 1 2.73525
22 3 23 1 2.73525
23 3 24 1 2.73525
24 3 25 1 2.73525
26 3 27 1 2.73525
27 3 28 1 2.73525
28 3 29 1 2.73525
29 3 30 1 2.73525
31 3 32 1 2.73525
32 3 33 1 2.73525
33 3 34 1 2.73525
34 3 35 1 2.73525
36 3 37 1 2.73525
37 3 38 1 2.73525
38 3 39 1 2.73525
39 3 40 1 2.73525
41 3 42 1 2.73525
42 3 43 1 2.73525
43 3 44 1 2.73525
44 3 45 1 2.73525
46 3 47 1 2.73525
47 3 48 1 2.73525
48 3 49 1 2.73525
49 3 50 1 2.73525
51 3 52 1 2.73525
52 3 53 1 2.73525
53 3 54 1 2.73525
54 3 55 1 2.73525
56 3 57 1 2.73525
57 3 58 1 2.73525
58 3 59 1 2.73525
59 3 60 1 2.73525
1 2 6 2 2.73525
2 2 11 2 2.73525
3 2 16 2 2.73525
4 2 21 2 2.73525
5 2 26 2 2.73525
56 2 31 2 2.73525
57 2 36 2 2.73525
58 2 41 2 2.73525
59 2 46 2 2.73525
60 2 51 2 2.73525
28 2 33 2 2.73525
:solidf 60 3
3 20 28 18 1
3 20 18 11 2
3 20 11 12 3
3 20 12 23 4
3 20 23 28 5
3 26 18 28 6
3 26 28 32 7
3 26 32 25 1
3 26 25 16 2
3 26 16 18 3
3 9 11 18 4
3 9 18 16 5
3 9 16 6 6
3 9 6 2 7
3 9 2 11 1
3 4 12 11 2
3 4 11 2 3
3 4 2 1 4
3 4 1 8 5
3 4 8 12 6
3 19 23 12 7
3 19 12 8 1
3 19 8 17 2
3 19 17 27 3
3 19 27 23 4
3 30 28 23 5
3 30 23 27 6
3 30 27 31 7
3 30 31 32 1
3 30 32 28 2
3 24 15 22 3
3 24 22 31 4
3 24 31 27 5
3 24 27 17 6
3 24 17 15 7
3 7 5 15 1
3 7 15 17 2
3 7 17 8 3
3 7 8 1 4
3 7 1 5 5
3 3 10 5 6
3 3 5 1 7
3 3 1 2 1
3 3 2 6 2
3 3 6 10 3
3 14 21 10 4
3 14 10 6 5
3 14 6 16 6
3 14 16 25 7
3 14 25 21 1
3 29 22 21 2
3 29 21 25 3
3 29 25 32 4
3 29 32 31 5
3 29 31 22 6
3 13 22 15 7
3 13 15 5 1
3 13 5 10 2
3 13 10 21 3
3 13 21 22 4
:netv 62
-2.26049 .6294
-2.02734 -.34304
-1.64335 -.90301
-1.43998 1.20103
-1.43139 .31401
-1.41019 -1.87545
-1.05854 1.76274
-1.03682 -.48046
-.82539 .7903
-.82284 -.33138
-.81425 -1.2184
-.60856 .64539
-.41968 -2.01287
-.23803 2.33437
-.22945 1.44736
0 0
.00859 -.88702
.06939 -1.14063
.24174 -1.85946
.37911 .80196
.59339 1.77874
.59594 .65706
.72349 .88453
.8291 -.31538
.83769 -1.2024
1.08742 -.35122
1.23226 -1.99687
1.42504 .34167
1.67478 1.19285
1.72133 -1.12463
1.81961 -.4528
2.30869 .41944
2.45352 -1.22621
2.70325 -.37503
2.80841 1.54324
3.04328 -1.56266
3.19001 .61891
3.2992 .28202
3.4048 -.9179
3.42675 .5095
3.53001 2.23556
3.53235 -.69042
3.67648 1.36068
3.67719 -2.33607
3.92692 -1.48489
4.1283 -.03336
4.37803 .81782
4.39361 1.07815
4.43775 1.81603
4.52287 -.82783
4.62847 -2.02775
4.68819 -1.02954
5.01194 .04441
5.1152 1.77047
5.15677 -1.60124
5.26003 .12482
5.26167 .89559
5.40651 -.75006
5.96322 .35272
6.02294 1.35094
6.10806 -1.29293
6.16777 -.29471
:solidv 32
-3.27858 -6.45457 -8.13372
-3.26204 -7.45331 -8.18107
-3.2282 -6.98788 -7.42668
-3.01992 -6.9172 -8.84501
-2.90646 -6.18105 -7.24676
-2.8797 -7.79704 -7.32336
-2.70449 -5.78862 -8.01623
-2.67166 -6.10136 -8.84568
-2.66608 -8.10805 -8.12618
-2.65993 -7.01074 -6.74593
-2.64489 -7.71736 -8.92228
-2.28001 -6.88181 -9.33304
-2.15571 -6.28198 -6.78517
-2.13197 -7.71546 -6.85313
-2.06954 -5.65879 -7.41054
-2.02624 -8.27353 -7.53449
-1.92443 -5.60954 -8.39873
-1.88113 -8.22428 -8.52268
-1.8187 -6.16761 -9.08009
-1.79496 -7.60109 -9.14804
-1.67065 -7.00127 -6.60018
-1.30577 -6.16572 -7.01093
-1.29074 -6.87233 -9.18729
-1.28459 -5.77503 -7.80704
-1.27901 -7.78171 -7.08754
-1.24618 -8.09445 -7.91699
-1.07097 -6.08603 -8.60986
-1.04421 -7.70203 -8.68646
-.93075 -6.96588 -7.0882
-.72247 -6.89519 -8.50654
-.68862 -6.42976 -7.75215
-.67208 -7.42851 -7.7995
:type T1 60,3 B C
:end
