| Vertices: | 432 (12[5] + 60[6] + {60 * 6}[6]) |
| Faces: | 860 (20 equilateral triangles + {60 * 4} isosceles triangles
+ {60 * 10} acute triangles) |
| Edges: | 1290 (18 different lengths) |
| Symmetry: | Chiral Icosahedral (I) |
| Dual Solid: | Dual Geodesic Icosahedron Pattern 17 [6,1] |
| (values below based on edge-scribed radius = 1) |
| Edge 1 (60): | ≈0.13940924868555586174 |
| Edge 2 (60): | ≈0.16361418899788249924 |
| Edge 3 (120): | ≈0.17213781876611981893 |
| Edge 4 (60): | ≈0.17399395246265072431 |
| Edge 5 (120): | ≈0.18251758223088804400 |
| Edge 6 (60): | ≈0.18566908142682560212 |
| Edge 7 (60): | ≈0.185790808451012634854 |
| Edge 8 (60): | ≈0.187525215123356507502 |
| Edge 9 (60): | ≈0.18764694214754354023 |
| Edge 10 (60): | ≈0.18827445899169250337 |
| Edge 11 (60): | ≈0.19079844134348109836 |
| Edge 12 (120): | ≈0.191425958187630061496 |
| Edge 13 (60): | ≈0.19154768521181709422 |
| Edge 14 (30): | ≈0.19217520205596605736 |
| Edge 15 (60): | ≈0.19227107325673358839 |
| Edge 16 (120): | ≈0.19239280028092062112 |
| Edge 17 (60): | ≈0.19302031712506958426 |
| Edge 18 (60): | ≈0.193865432194173111147 |
| Edge-scribed Radius: | 1 |
| Volume: | ≈4.1888023782840311629 |