Quarter 5-cubic honeycomb

quarter 5-cubic honeycomb
(No image)
Type	Uniform 5-honeycomb
Family	Quarter hypercubic honeycomb
Schläfli symbol	q{4,3,3,3,4}
Coxeter-Dynkin diagram	=
5-face type	h{4,33}, h4{4,33},
Vertex figure	Rectified 5-cell antiprism or Stretched birectified 5-simplex
Coxeter group	${\displaystyle {\tilde {D}}_{5}}$×2 = [[31,1,3,31,1]]
Dual
Properties	vertex-transitive

In five-dimensional Euclidean geometry, the quarter 5-cubic honeycomb is a uniform space-filling tessellation (or honeycomb). It has half the vertices of the 5-demicubic honeycomb, and a quarter of the vertices of a 5-cube honeycomb.^[1] Its facets are 5-demicubes and runcinated 5-demicubes.