Toroidal blend of 38 octahedra

The  is a Stewart toroid that consists of 208 triangles. It can be obtained by outer-blending thirty-eight octahedra together in eight-membered loops that resemble rhombi, forming a virtual rhombic dodecahedron. The 14 octahedra at the virtual polyhedron's vertices are all oriented in the same way; the other 24 serve as triangular antiprisms.

Relations
Because the icosahedron has faces in the same planes as the octahedron, a version of this toroid can be made out of icosahedra.