Other name: F026
It has degree 3, with 26 vertices and 39 edges.
It has girth 6, diameter 5 and radius 5.
Its symmetry group is C13 ⋊ C6, with 78 elements.
It is bipartite.
It is Hamiltonian.
It is symmetric.
It is 1-arc-transitive.
Its distance-list is 1,3,6,9,6,1.
http://en.wikipedia.org/wiki/F26A_graph
torus-h-2-4 is the skeleton of {6,3}(2,4)
torus-h-2-4 is the skeleton of C14.1 with muliplicity 2
torus-h-2-4 is the skeleton of C40.6′ with muliplicity 3
torus-h-2-4 is the skeleton of C40.5 with muliplicity 4
torus-h-2-4 is the skeleton of C53.10′ with muliplicity 4
torus-h-2-4 is the skeleton of C53.6 with muliplicity 5
torus-h-2-4 is the skeleton of C79.13′ with muliplicity 5
torus-h-2-4 is the skeleton of C92.9′ with muliplicity 6
torus-h-2-4 is the skeleton of C79.9 with muliplicity 7
torus-h-2-4 is the skeleton of C92.6 with muliplicity 8