Tesseractic tetracomb

{{Infobox polytope The tesseractic tetracomb or test, also called the tesseractic honeycomb, is one of three regular tetracombs or tessellations of 4D Euclidean space. 4 tesseracts join at each face, and 16 join at each vertex of this honeycomb. It is the 4D hypercubic honeycomb.
 * image = Tesseractic_tetracomb.png
 * dim = 5
 * type = Regular
 * space=Euclidean
 * obsa = test
 * tera = N tesseracts
 * cells = 4N cubes
 * faces = 6N squares
 * edges = 4N
 * vertices = N
 * verf = Hexadecachoron, edge length $\sqrt{2}$
 * schlafli = {4,3,3,4}
 * coxeter = x4o3o3o4o ({{CDD|node_1|4|node|3|node|3|node|4|nodee})
 * army=Test
 * reg =Test
 * symmetry = R{{sub|5}}
 * dual=Tesseractic tetracomb
 * conjugate=None
 * conv = Yes
 * orientable = Yes
 * nat = Tame}}

Vertex coordinates
The vertices of a tesseractic tetracomb of edge length 1 are given by (i, j, k, l), where i, j, k, and l are integers.

Representations
A tesseractic tetracomb has the following Coxeter diagrams:


 * x4o3o3o4o (full symmetry)
 * x4o3o3o4x (as expanded tesseractic tetracomb)
 * o3o3o *b3o4x (S5 symmetry, tesseracts of twot ypes)