This regular map has six dodecagonal faces, of which three meet at each of its 24 vertices. It has 36 edges, and a Euler characteristic of -6. It is shown to the right.
Its Petrie polygons have six edges. Its Petrie dual is S1{6,3}(0,4).
It is isomorphic to the Nauru graph.
Other regular maps on the genus-4 oriented surface.
Index to other pages on regular maps.
Some pages on groups
Copyright N.S.Wedd 2010