The truncated pentakis dodecahedron is a polyhedron on 180 vertices, 270 edges, and 92 faces. Its canonical polyhedron has edges of three different lengths and faces consisting of 12 regular pentagons, 12 regular hexagons, and 60 irregular hexagons.
It is a convex polyhedron that can be constructed by truncation of the pentakis dodecahedron
and corresponds to the 
-Goldberg polyhedron.
Its skeleton is the truncated pentakis dodecahedral graph.
