Do you remember how Columbus had put an egg on the peak ?
So, do the same with a cube
The problem was solved by Steve Biddle.
He cut a corner of the cube.
You can see every possible combination of truncation of a cube -
from the cube (every vertex unharmed) to the cubooctahedron (every vertex truncated).
And the most amazing efect of joining the partialy truncated cubes - the ring of five intersected cubes.
Above models are based on creation of Steve Biddle (Steve and Megumi Biddle, The New Origami, St. Martin's Press, New York, 1993, ISBN 0-312-08037-9).
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