A 120-hedron. which resembles a Disdyakis Triacontahedron, a Catalan, but it is not the same, as all vertices lie on a sphere. Thus, a faceted Golden Field trackball.
A 48-hedron, which resembles a Dysdyakis Dodecahedron, a Catalan, but it is not the same, as it’s vertices all lie on a sphere. Thus, a faceted √2 field trackball.
