Dishecatonicosintercepted dishecatonicosachoron

{{Infobox polytope The dishecatonicosintercepted dishecatonicosachoron, or dohinady, is a nonconvex uniform polychoron that consists of 120 great icosidodecahedra, 120 small rhombicosidodecahedra, 120 truncated great dodecahedra, and 120 quasitruncated dodecadodecahedra. One great icosidodecahedron, two small rhombicosidodecahedra, two truncated great dodecahedra, and four quasitruncated dodecadodecahedra join at each vertex.
 * img =
 * dim = 4
 * type = Uniform
 * obsa = Dohinady
 * off=Dohinady.off
 * symmetry = H{{sub|4}}, order 14400
 * army = Semi-uniform srix
 * regiment = Sraghi
 * verf = Inverted wedge, edge lengths 1 (2), {{radi|2}} (4), (1+{[radic|5}})/2 (1), ($\sqrt{5}$–1)/2 (2), $\sqrt{(5+√5)/2}$ (4), and $\sqrt{(5–√5)/2}$ (2)
 * cells = 120 great icosidodecahedra, 120 truncated great dodecahedra, 120 small rhombicosidodecahedra, 120 quasitruncated dodecadodecahedra
 * faces = 2400 triangles, 3600 squares, 720 pentagons, 1440 pentagrams, 1440 decagons, 720 decagrams
 * edges = 3600+7200
 * vertices = 3600
 * circum = $$\sqrt{5+\sqrt5} \approx 2.68999$$
 * hypervolume = $$5\frac{2005+813\sqrt5}{4} ≈ 4778.65408$$
 * dich = Srid–3–gid: 120°
 * dich2 = Quitdid–10/3–quitdid: 108°
 * dich3 = Srid–4–quitdid: 90°
 * dich4 = Srid–5–srid: 72°
 * dich5 = Did–5/2–tigid: 36°
 * dich6 = Tigid–10–quitdid: 36°
 * density =
 * euler = 2640
 * pieces =
 * loc =
 * conjugate = Great hecatonicosintercepted trishecatonicosachoron
 * convex = No
 * orientable = Yes
 * nat = Wild}}

Vertex coordinates
The vertices are the same as those of the regiment colonel, the small rhombated grand hecatonicosachoron.