| Vertices: | 76 (4[3] + {12 * 2}[4] + {12 * 2}[4] + {12 * 2}[4]) |
| Faces: | 76 (4 equilateral triangles + {12 * 2} isosceles trapezoids
+ {12 * 2} kites + {12 * 2} irregular tetragons) |
| Edges: | 150 (9 different lengths) |
| Symmetry: | Full Tetrahedral (Td) |
| (values below based on edge-scribed radius = 1) |
| Edge 1 (12): | sqrt(root[6th-order polynomial]) | ≈0.30184169550744121740 |
| Edge 2 (12): | sqrt(root[6th-order polynomial]) | ≈0.34924599423720556469 |
| Edge 3 (24): | sqrt(root[6th-order polynomial]) | ≈0.39595205607750888419 |
| Edge 4 (24): | sqrt(root[6th-order polynomial]) | ≈0.41106719763790407066 |
| Edge 5 (24): | sqrt(root[6th-order polynomial]) | ≈0.431889515207074817854 |
| Edge 6 (12): | sqrt(root[6th-order polynomial]) | ≈0.43389122135926314706 |
| Edge 7 (12): | sqrt(root[6th-order polynomial]) | ≈0.44265811791781220370 |
| Edge 8 (24): | sqrt(root[6th-order polynomial]) | ≈0.454713538928433894253 |
| Edge 9 (6): | sqrt(root[6th-order polynomial]) | ≈0.46676895993905558481 |
| Max Vertex Radius: | sqrt(root[6th-order polynomial]) | ≈1.0268730766217638639 |
| Edge-scribed Radius: | 1 |
| Volume: | root[6th-order polynomial] | ≈4.09803346428336429347 |