Apeir ❴4,6∣3❵

Apeir {4,6|3}
Rank	4
Dimension	4
Type	Regular
Elements
Cells	∞ Petrial blended square tilings
Faces	∞ zigzags
Edges	∞
Vertices	∞
Vertex figure	{4,6∣3}
Related polytopes
Petrie dual	Apeir {10,6}4,3
Abstract & topological properties
Schläfli type	{∞,4,6}
Properties
Flag orbits	1
Convex	No
Dimension vector	(0,3,2,3)

The apeir {4,6|3} is a regular apeirochoron in 4-dimensional space. It is the apeir of {4,6|3}. Since {4,6|3} has a rational coordinate representation its apeir is discrete.