Great hecatonicosintercepted hecatonicosachoron

{{Infobox polytope The great hecatonicosintercepted hecatonicosachoron, or gohiny, is a nonconvex uniform polychoron that consists of 120 great icosidodecahedra and 120 quasitruncated great stellated dodecahedra. 3 great icosidodecahedra and 6 quasitruncated great stellated dodecahedra join at each vertex.
 * type=Uniform
 * dim = 4
 * img = Gohiny-slices.gif
 * off = Gohiny.off
 * obsa = Gohiny
 * cells = 120 great icosidodecahedra, 120 quasitruncated great stellated dodecahedra
 * faces = 2400 triangles, 720 pentagrams, 720 decagrams
 * edges = 3600
 * vertices = 1200
 * verf = Triangular toroprism, edge lengths 1 (base edges), ($\sqrt{5}$-1)/2 (side edges of rectangles), and $\sqrt{(5-√5)/2)) (side edges of triangles)
 * army=Rahi
 * reg =Rigogishi
 * symmetry = H_{4}, order 14400
 * circum = $$\frac{3\sqrt3-\sqrt{15}}{2} ≈ 0.66158$$
 * hypervolume = $$\frac{1881\sqrt5-4195}{4} ≈ 13.80483$$
 * density =
 * euler = 1200
 * pieces = 85200
 * loc = 201
 * dich=Gid–5/2–gid: 72°
 * dich2 = Gid–3–quit gissid: 60°
 * dich3 = Quit gissid–10/3–quit gissid: 36°
 * conjugate=Small hecatonicosintercepted hecatonicosachoron
 * core=Hecatonicosachoron
 * conv = No
 * orientable=Yes
 * nat=Wild}$

It is wild because it has {{p|great icosidodecahedr}} intercepted by decagrams.

Vertex coordinates
Its vertices are the same as those of its regiment colonel, the rectified great grand stellated hecatonicosachoron.