The regular complex polygon ₂{4}₃ has 6 vertices in  with a real representation in  matching the same vertex arrangement of the 3-3 duopyramid.
It has 9 2-edges corresponding to the connecting edges of the 3-3 duopyramid, while the 6 edges connecting the two triangles are not included.
It can be seen in a hexagonal projection with 3 sets of colored edges.
This arrangement of vertices and edges makes a complete bipartite graph with each vertex from one triangle is connected to every vertex on the other.
It is also called a Thomsen graph or 4-cage.
The regular complex polygon ₂{4}₃ has 6 vertices in  with a real representation in  matching the same vertex arrangement of the 3-3 duopyramid. It has 9 2-edges corresponding to the connecting edges of the 3-3 duopyramid, while the 6 edges connecting the two triangles are not included. It can be seen in a hexagonal projection with 3 sets of colored edges. This arrangement of vertices and edges makes a complete bipartite graph with each vertex from one triangle is connected to every vertex on the other. It is also called a Thomsen graph or 4-cage.
3-3 duoprism