We begin with the Tetrahedron.
It is the 'lowest common denominator' of structural systems.
As part of our design, mid-edges have a Connector Hub for adding the dual-opposite Tetrahedron:
Dual Tetrahedrons form the vertices of the Cube and basis for the design of our "Tetra-Dome":
Tetrahedron mid-edge points also define the vertices of the Octahedron:
The Tetra Duals and the Octa:
Tetrahedron points are joined to make the Cube:
The Tetra Duals get a translucent covering:
Part 2