Tomoko Fuse’s origami units

On the suggestion of an acquaintance, I got a book of Tomoko Fuse’s from the library.  She has some very nice modules.  I have mostly been experimenting with the one she calls “convex hexagonal ring solid” — if anything, it is more flexible than the Sonobe unit.  Roughly, I think it can be used to construct any convex polyhedron whose faces are equilateral polygons of not more than 6 sides.  (I am not completely certain that 7 sides is impossible, but at some point the pyramids won’t close up.) Here are some first constructions with it:

That’s a tetrahedron, a cuboctahedron, and an icosadodecahedron (two shots of the latter, one while it is half-constructed).

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