A343432 Sorted numbers of spanning trees in the graphs of the Archimedean solids.

6000, 331776, 32400000, 101154816, 301056000000, 89904012853248, 208971104256000, 12418325780889600, 4982259375000000000, 375291866372898816000, 201550864919150779950956544000, 438201295386966498858139607040000000, 21789262703685125511464767107171876864000

Offset: 1

Author

Pontus von Brömssen, Apr 15 2021

Keywords

• nonn
• fini
• full

Comments

The duals (Catalan solids) have the same number of spanning trees as their Archimedean counterparts.

Examples

			The solids are in order:
  truncated tetrahedron (6000),
  cuboctahedron (331776),
  truncated cube (32400000),
  truncated octahedron (101154816),
  rhombicuboctahedron (301056000000),
  snub cube (89904012853248),
  icosidodecahedron (208971104256000),
  truncated cuboctahedron (12418325780889600),
  truncated dodecahedron (4982259375000000000),
  truncated icosahedron (375291866372898816000),
  rhombicosidodecahedron (201550864919150779950956544000),
  snub dodecahedron (438201295386966498858139607040000000),
  truncated icosidodecahedron (21789262703685125511464767107171876864000).
		

Crossrefs

Cf. A343209, A343213, A343433.