Equilateral Goldberg polyhedron I{3,0}

Description

All 270 edges of this Goldberg polyhedron are the same length. There are three different radial lengths, so this structure doesn’t fit perfectly into a sphere. Breakdown of the 92 faces: 12 regular pentagons and 80 irregular hexagons of 2 types (60 of one type and 20 of the other). When the largest radius is 1 unit, all edge lengths are 0.23077. The vertex coordinates were found using spherical trigonometry and Excel’s Solver tool. Antiprism was used to convert the initial OFF file into a DAE file.