Other names: Greenwood-Gleason graph Keller (2) 5-regular Clebsch graph
It has degree 5, with 16 vertices and 40 edges.
It has girth 4, diameter 2 and radius 2.
Its symmetry group has 1920 elements.
It is not bipartite.
It is Hamiltonian.
It is symmetric.
http://en.wikipedia.org/wiki/Clebsch_graph
Clebsch graph is the skeleton of S5:{5,5}
Clebsch graph is the skeleton of N6:{4,5}
For copyright details of Wikipedia image see Clebsch_graph.svg.
