Acronym  ... 
Name  hyperbolic order 6 hexagonal tiling 
©  
Circumradius  1/sqrt(8) = 0.353553 i 
Vertex figure  [6^{6}] 
Dual  (selfdual) 
Confer 

External links 
There exists a regular modwrap of this tiling, obtained by identifying every 3rd vertex on each hole. Then it allows a representation as infinite regular skew polyhedron, which happens to be a facial subset of the bitruncated tetrahedraloctahedral honeycomb.
Incidence matrix according to Dynkin symbol
x6o6o (N → ∞) . . .  N  6  6 +++ x . .  2  3N  2 +++ x6o .  6  6  N
s4o6o (N → ∞) demi( . . . )  N  6  6 +++ s4o .  2  3N  2 +++ sefa( s4o6o )  6  6  N starting figure: x4o6o
o3o4s4*a (N → ∞) demi( . . . )  2N  3 3  6 +++ o s4*a  2  3N *  2 . o4s  2  * 3N  2 +++ sefa( o3o4s4*a )  6  3 3  2N starting figure: o3o4x4*a
x3xØo3oØ*a . . . .  2N  3 3  6 +++ x . . .  2  3N *  2 . x . .  2  * 3N  2 +++ x3x . .  6  3 3  2N
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