Triacontadifold cuboctaswirlchoron

The triacontadifold cuboctaswirlchoron is an isogonal polychoron with 192 square antiprisms, two kinds of 1536 phyllic disphenoids and 384 vertices. It is the fourth in an infinite family of isogonal cuboctahedral swirlchora.

Vertex coordinates
Coordinates for the vertices of a triacontadifold cuboctaswirlchoron of circumradius 1, centered at the origin, are given by, along with their 90°, 180° and 270° rotations in the xy axis of: where k is an integer from 0 to 15.
 * ±(sin(kπ/16)/$\sqrt{4+2√2}$, cos(kπ/16)/$\sqrt{4+2√2}$, cos(kπ/16)/$\sqrt{4-2√2}$, sin(kπ/16)/$\sqrt{4-2√2}$),
 * ±(sin(kπ/16)/$\sqrt{4-2√2}$, cos(kπ/16)/$\sqrt{4-2√2}$, cos(kπ/16)/$\sqrt{4+2√2}$, sin(kπ/16)/$\sqrt{4+2√2}$),
 * ±(sin((2k+4)π/32)/$\sqrt{2}$, cos((2k+4)π/32)/$\sqrt{2}$, cos((2k-4)π/32)/$\sqrt{2}$, sin((2k-4)π/32)/$\sqrt{2}$),