Acronym	ghaha
Name	great hexahexaapeirogonal tiling
	©
Vertex figure	[6/5,12,∞,12]
External links

As abstract polytope ghaha is isomorphic to shaha, thereby replacing dodecagons by dodecagrams and retrograde hexagons by prograde ones.

Incidence matrix

x6x6/5o∞*a   (N,M → ∞)

. .   .    | 6NM |   2   2 |  2  1  1
-----------+-----+---------+---------
x .   .    |   2 | 6NM   * |  1  1  0
. x   .    |   2 |   * 6NM |  1  0  1
-----------+-----+---------+---------
x6x   .    |  12 |   6   6 | NM  *  *
x .   o∞*a ♦   M |   M   0 |  * 6N  *
. x6/5o    |   6 |   0   6 |  *  * NM

x6x6o∞'*a   (N,M → ∞)

. . .     | 6NM |   2   2 |  2  1  1
----------+-----+---------+---------
x . .     |   2 | 6NM   * |  1  1  0
. x .     |   2 |   * 6NM |  1  0  1
----------+-----+---------+---------
x6x .     |  12 |   6   6 | NM  *  *
x . o∞'*a ♦   M |   M   0 |  * 6N  *
. x6o     |   6 |   0   6 |  *  * NM