| Dual snub 24-cell | ||
 Orthogonal projection | ||
| Type | 4-polytope | |
| Cells | 96 
| |
| Faces | 432 | 144 kites 288 Isosceles triangle |
| Edges | 480 | |
| Vertices | 144 | |
| Dual | Snub 24-cell | |
| Properties | convex | |
In geometry, the dual snub 24-cell is a 144 vertex convex 4-polytope composed of 96 irregular cells. Each cell has faces of two kinds: 3 kites and 6 isosceles triangles.[1] The polytope has a total of 432 faces (144 kites and 288 isosceles triangles) and 480 edges.
- ^ Koca, Al-Ajmi & Ozdes Koca 2011, pp. 986–987, Fig. 4.