![]() ![]() That's a good starting point for her fantastic modulars. Sponge Project - I see that Jeannine has her own Happy if someone would point out an update for me. I am no longer listing non-origami links.Įach of these used to be a good site, however, the links are broken. I hope that they are helpful, and I appreciate people spending the I make no recommendations about these - various people send them to me and I It also includes directions for a different compound of five tetrahedrons than mine. This page contains pictures, papers, diagrams, Project Origami: Activities for Exploring Mathematics, Second Edition presents a flexible, discovery-based approach to learning origami-math topics. Who studies the mathematics of paper folding. Tom Hull - Professor at Western New England.Albert Carpenter's beautiful paper constructions.Mukerji's modulars - with tons of instructions Ī program to view uniform polyhedra, written by Dr.PaperCut software for generating paper models of geometrics.Pictures - Penultimate models sent to me by others:Ī cuboctahedron with cubes on the squre faces, by Hermann High,Ī compound of 12 dodecahedrons sent by Finji Cable Clark,Īn excellent page on the uniform polyhedra ![]() Gluing these if you want them to last - they are seriousĮxplode-on-impact modules. It is also very flexible, but I would highly recommend Is diagrammed in Fuse's Unit Origami (Japan Publications,ġ990). The Sonobe module is diagrammed in Origami for the Connoisseur,īy Kasahara and Takahama (Japan Publicaions, 1987), and is very Sonobe Rhombicuboctahedron and Dodecahedron. Greater Stellated Dodecahedron - Jeannine Mosely's module (see If enough people pester me, I'll diagram it. Inner modules are kind of like the Sonobe module (see below). Kusudama: Ball Origami (Japan Publications, 1990). Rhombicuboctahedron (with pointy-things),Ī different one - The outer modules are from Yamaguchi's book You tell me (I don't know the name for this),Īlthough I think it's a compound of 12 dodecahedrons The Menger Sponge is a three dimensional fractal that you can build from my basic origami Cube unit, the same one used in the Moving Cubes, Rubik’s Cube, Infinity Cube and others from the cube series. Icosidodecahedron and Dual (Rhombic Triacontahedron) - Learn how to make an Origami Menger Sponge Designed by Jo Nakashima (09/2019) Difficulty level: simple.Obscured picture of the snub dodecahedron One of the stellations of the icosahedron These are beautiful - keep sending me pictures - I'm happy to add to the Gallery of 5-Tetrahedron Models Made by others.You're familiar with the penultimate module above). For making polyhedrons with the penultimate moduleįor making the compound of 5 tetrahedrons (pictured above)įor making greater/lesser stellated dodecahedrons withįor making the compound of 12 dodecahdrons. Menger Sponge from business cards Model J/175527935946396 /Mengersponge Folding instructions: Business Card Cube Module This is the primary page for this model. ![]()
0 Comments
Leave a Reply. |
Details
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |