Acronym shaha
Name small hexahexaapeirogonal tiling
 
 ©
Vertex figure [6,12/5,∞,12/5]
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mcneill

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


Incidence matrix

o6x6/5x∞*a   (N,M → ∞)

. .   .    | 6NM |   2   2 |  1  1  2
-----------+-----+---------+---------
. x   .    |   2 | 6NM   * |  1  0  1
. .   x    |   2 |   * 6NM |  0  1  1
-----------+-----+---------+---------
o6x   .    |   6 |   6   0 | NM  *  *
o .   x∞*a    M |   0   M |  * 6N  *
. x6/5x    |  12 |   6   6 |  *  * NM

x6/5x6/5o∞'*a   (N,M → ∞)

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

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