Second noble sombreroidal hexecontahedron

The  is a noble polyhedron. Its 60 congruent faces are mirror-symmetric pentagons that meet at congruent order-5 vertices. It is a faceting of a semi-uniform truncated dodecahedral convex hull.

The ratio between the shortest and longest edges is $$1:\frac{\sqrt{30}+\sqrt6}{6}$$ ≈ 1:1.32112.