Hemitesseract

Hemitesseract
Rank	4
Type	Regular
Notation
Bowers style acronym	Eltes
Schläfli symbol	$\{4,3,3\}_{4}$ $\{4,3,3\}/2$
Elements
Cells	4 cubes
Faces	12 squares
Edges	16
Vertices	8
Vertex figure	Tetrahedron
Petrie polygons	8 squares
Related polytopes
Dual	Hemihexadecachoron
Abstract & topological properties
Flag count	192
Euler characteristic	0
Schläfli type	{4,3,3}
Orientable	Yes

Not to be confused with Demitesseract.

The hemitesseract is a regular polychoron in projective space and a regular abstract polychoron. It can be made by identifying opposite elements of a tesseract.

External links

• Hartley, Michael. "{4,3,3}*192".
• Klitzing, Richard. Abstract polytopes