:name
octahemioctahedron
:number
138
:svertices
13
:net
32 3
3 6 8 11
3 0 1 3
3 1 5 3
3 3 5 8
3 5 10 8
3 3 8 6
3 12 7 9
3 7 4 9
3 9 4 6
3 4 2 6
3 9 6 11
3 15 18 13
3 18 16 13
3 13 16 11
3 16 14 11
3 13 11 8
3 21 26 24
3 20 25 23
3 25 28 23
3 23 28 26
3 28 30 26
3 23 26 21
3 17 14 19
3 14 16 19
3 19 16 21
3 16 18 21
3 19 21 24
3 32 31 29
3 31 27 29
3 29 27 24
3 27 22 24
3 29 24 26
:solid
32 3
3 38 34 41
3 38 35 39
3 35 33 39
3 39 33 34
3 33 36 34
3 39 34 38
3 41 45 39
3 45 42 39
3 39 42 38
3 42 35 38
3 39 38 41
3 34 36 39
3 36 43 39
3 39 43 41
3 43 45 41
3 39 41 34
3 40 37 44
3 40 36 39
3 36 33 39
3 39 33 37
3 33 35 37
3 39 37 40
3 44 45 39
3 45 43 39
3 39 43 40
3 43 36 40
3 39 40 44
3 37 35 39
3 35 42 39
3 39 42 44
3 42 45 44
3 39 44 37
:hinges
31
1 1 2 2 4.3725520709305679
2 1 3 0 4.3725520709305679
3 1 4 2 1.2309594173407747
3 2 5 0 4.3725520709305679
6 1 7 2 4.3725520709305679
7 1 8 0 4.3725520709305679
8 1 9 2 1.2309594173407747
8 2 10 0 4.3725520709305679
11 1 12 2 4.3725520709305679
12 1 13 0 4.3725520709305679
13 1 14 2 1.2309594173407747
13 2 15 0 4.3725520709305679
0 0 5 1 1.2309594173407747
0 1 15 1 1.2309594173407747
0 2 10 1 1.2309594173407747
17 1 18 2 4.3725520709305679
18 1 19 0 4.3725520709305679
19 1 20 2 1.2309594173407747
19 2 21 0 4.3725520709305679
22 1 23 2 4.3725520709305679
23 1 24 0 4.3725520709305679
24 1 25 2 1.2309594173407747
24 2 26 0 4.3725520709305679
27 1 28 2 4.3725520709305679
28 1 29 0 4.3725520709305679
29 1 30 2 1.2309594173407747
29 2 31 0 4.3725520709305679
16 0 21 1 1.2309594173407747
16 1 31 1 1.2309594173407747
16 2 26 1 1.2309594173407747
23 0 14 0 1.2309594173407747
:vertices
46 33
-2[-2*11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
-1.5[(-3/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
-1.5[(-3/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
-1[-11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
-1[-11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
-.5[(-1/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
-.5[(-1/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
-.5[(-1/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
0[0] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
0[0] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
.5[(1/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
.5[(1/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
.5[(1/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
1[11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
1[11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
1.5[(3/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
1.5[(3/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
1.5[(3/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
2[2*11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
2[2*11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
2.5[(5/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
2.5[(5/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
2.5[(5/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
3[3*11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
3[3*11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
3.5[(7/2)*11] -1.44337567297[(-5/6)*sqrt(3)*1] 0[0]
3.5[(7/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
3.5[(7/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
4[4*11] -.57735026919[(-1/3)*sqrt(3)*1] 0[0]
4[4*11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
4.5[(9/2)*11] .288675134595[(1/6)*sqrt(3)*1] 0[0]
4.5[(9/2)*11] 2.02072594216[(7/6)*sqrt(3)*1] 0[0]
5[5*11] 1.15470053838[(2/3)*sqrt(3)*1] 0[0]
-1.8124523700696942 3.7178418226141683 -.68831620013553378
-1.5331504343927934 2.7602992293855104 -.75974876186145617
-1.3879997967813838 3.7742334241201059 .21537622558519083
-1.2759995935655044 3.4107899190515568 -1.474406237659885
-1.1308489559560146 4.424724113788677 -.49928125021377046
-1.1086978611039091 2.8166908308896541 .1439436638619199
-.85154702027722935 3.4671815205576127 -.57071381193861869
-.59439617944975366 4.1176722102251516 -1.2853712877383561
-.57224508459965393 2.50963892732693 -.64214637366434788
-.42709444698891891 3.5235731220635502 .33297861378210607
-.31509424377152633 3.1601296169942332 -1.3568038494646975
-.16994360616160805 4.1740638117297629 -.38167886201616724
.10935832951571622 3.2165212185008803 -.45311142374191835
:EOF

.