I-cause-a-dodeca Staroid

This is a 3-D fractal, multi-stellated dodecahedron. There is a regular 12-sided 3-D symmetrical polyhedron inside, called the dodecahedron, and when the edge lines are extended, they intersect at golden ratio proportions to give you the basic stellated dodecahedron. Then, when the same kind of five-sided pyramids are added onto these extentions (rays) you have 12 such staroids formed, one for each ray.
Repeating the process gives you a 3rd iteration fractal staroid.
It is defined as a fr