Pentic 6-cubes
In six-dimensional geometry, a pentic 6-cube is a convex uniform 6-polytope.
There are 8 pentic forms of the 6-cube.
Pentic 6-cube
The pentic 6-cube,, has half of the vertices of a pentellated 6-cube,.Alternate names
- Stericated 6-demicube
- Stericated demihexeract
- Small cellated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Penticantic 6-cube
The penticantic 6-cube,, has half of the vertices of a penticantellated 6-cube,.Alternate names
- Steritruncated 6-demicube
- Steritruncated demihexeract
- Cellitruncated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentiruncic 6-cube
The pentiruncic 6-cube,, has half of the vertices of a pentiruncinated 6-cube,.Alternate names
- Stericantellated 6-demicube
- Stericantellated demihexeract
- Cellirhombated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentiruncicantic 6-cube
The pentiruncicantic 6-cube,, has half of the vertices of a pentiruncicantellated 6-cube or,Alternate names
- Stericantitruncated demihexeract
- Stericantitruncated 6-demicube
- Great cellated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentisteric 6-cube
The pentisteric 6-cube,, has half of the vertices of a pentistericated 6-cube,Alternate names
- Steriruncinated 6-demicube
- Steriruncinated demihexeract
- Small celliprismated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentistericantic 6-cube
The pentistericantic 6-cube,, has half of the vertices of a pentistericantellated 6-cube,.Alternate names
- Steriruncitruncated demihexeract
- Steriruncitruncated 6-demicube
- Cellitruncated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentisteriruncic 6-cube
The pentisteriruncic 6-cube,, has half of the vertices of a pentisteriruncinated 6-cube,.Alternate names
- Steriruncicantellated 6-demicube
- Steriruncicantellated demihexeract
- Celliprismatorhombated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.
Pentisteriruncicantic 6-cube
The pentisteriruncicantic 6-cube,, has half of the vertices of a pentisteriruncicantellated 6-cube,.Alternate names
- Steriruncicantitruncated 6-demicube/demihexeract
- Great cellated hemihexeract
Cartesian coordinates
The Cartesian coordinates for the vertices, centered at the origin are coordinate permutations:with an odd number of plus signs.