Related Polyhedra
{5,3} | t0,1{5,3} | t1{5,3} | t0,1{3,5} | {3,5} | t0,2{5,3} | t0,1,2{5,3} | s{5,3} |
---|---|---|---|---|---|---|---|
Symmetry | Spherical | Planar | Hyperbolic... | |||||
---|---|---|---|---|---|---|---|---|
*232 D3h |
*332 Td |
*432 Oh |
*532 Ih |
*632 P6m |
*732 |
*832 ... |
*∞32 |
|
Order | 12 | 24 | 48 | 120 | ∞ | |||
Truncated figures |
2.6.6 |
3.6.6 |
4.6.6 |
5.6.6 |
6.6.6 |
7.6.6 |
8.6.6 |
3.4.∞.4 |
Coxeter Schläfli |
t0,1{3,2} |
t0,1{3,3} |
t0,1{3,4} |
t0,1{3,5} |
t0,1{3,6} |
t0,1{3,7} |
t0,1{3,8} |
t0,1{3,∞} |
n-kis figures |
V2.6.6 |
V3.6.6 |
V4.6.6 |
V5.6.6 |
V6.6.6 |
V7.6.6 |
||
Coxeter |
These uniform star-polyhedra, and one icosahedral stellation have nonuniform truncated icosahedra convex hulls:
Nonuniform truncated icosahedron 2 5 | 3 |
U37 2 5/2 | 5 |
U61 5/2 3 | 5/3 |
U67 5/3 3 | 2 |
U73 2 5/3 (3/2 5/4) |
Complete stellation |
---|---|---|---|---|---|
Nonuniform truncated icosahedron 2 5 | 3 |
U38 5/2 5 | 2 |
U44 5/3 5 | 3 |
U56 2 3 (5/4 5/2) | |
||
Nonuniform truncated icosahedron 2 5 | 3 |
U32 | 5/2 3 3 |
Read more about this topic: Truncated Icosahedron
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