Hexagonal-triangular coil

The hexagonal-triangular coil is a regular skew polygon in 4-dimensional Euclidean space, which can be obtained by blending a hexagon and a triangle ($$\{ 6 \} \# \{ 3 \}$$). It is one of five regular skew hexagons in Euclidean space, the others being the hexagon $$\{6\}$$, skew hexagon $$\{ 6 \} \# \{ \}$$, skew triangle $$\{ 3 \} \# \{ \}$$, and the skew hexagonal-triangular coil $$\{ 6 \} \# \{ 3 \} \# \{ \}$$.

Vertex coordinates
The vertex coordinates of the hexagonal-triangular coil are the same as those found in a 6-2 step prism.

Related polytopes
The hexagonal-triangular coil is the second-smallest possible regular skew polygon in 4D Euclidean space, the smallest being the 5-sided pentagonal-pentagrammic coil.