| Vertices: | 96 (24[3] + 24[4] + 24[4] + 24[4]) |
| Faces: | 86 (6 squares + {24 * 3} irregular tetragons + 8 ditrigons) |
| Edges: | 180 (8 different lengths) |
| Symmetry: | Chiral Octahedral (O) |
| Dual Solid: | Biscribed Propello Tetrakis Hexahedron |
| (values below based on inscribed radius = 1) |
| Edge 1 (24): | sqrt(root[44th-order polynomial]) | ≈0.12485097134715855554 |
| Edge 2 (24): | sqrt(root[44th-order polynomial]) | ≈0.16671221308536834079 |
| Edge 3 (24): | sqrt(root[44th-order polynomial]) | ≈0.42723577697619662053 |
| Edge 4 (24): | sqrt(root[44th-order polynomial]) | ≈0.42845844109117104609 |
| Edge 5 (24): | sqrt(root[44th-order polynomial]) | ≈0.45975268380336519430 |
| Edge 6 (24): | sqrt(root[44th-order polynomial]) | ≈0.46089941607764689566 |
| Edge 7 (24): | sqrt(root[44th-order polynomial]) | ≈0.64492892390544588161 |
| Edge 8 (12): | sqrt(root[44th-order polynomial]) | ≈0.64512191508493761809 |
| Circumscribed Radius: | sqrt(root[44th-order polynomial]) | ≈1.0515161744510630914 |
| Inscribed Radius: | 1 |
| Volume: | sqrt(root[44th-order polynomial]) | ≈4.4218824551659198042 |