![]() |
Vi Hart — Balloons
|
|
Snub Balloon Polyhedra
All of the snub polyhedra can be made out of the same basic double-triangle unit. The icosahedron above can also be described as the snub tetrahedron. After six units are made, the two ends of each balloon can be used to attatch them to eachother.
Two more views of the finished product:
The snub cube requires twelve of the same component, making it good for a group of twisters. Combine them in the following way to see the finished product!
The snub dodecahedron would require 30 units. If you're brave enough to try it, send me a picture! Be sure to check out the main balloon twisting page for more instructions! |