0.00 $
 0 item(s)

Final stellation of the icosahedron

Ekhidnaehdr350
Polyhedron The Final stellation of the icosahedron is one of the many stellate forms of the icosahedron. The geometric shape has a significant number of rays. To make the assembly of a polyhedron convenient, it was necessary to increase the geometric dimensions. Therefore, the parts are divided into two sets: Magic Edges No. 23 and No. 24

The thin needles of this polyhedron resemble a daring sea urchin. Or maybe it is a piece of a mysterious Venetian carnival? Take a closer look, how many stars can you count in these bright rays? Do not forget to return to reality when you understand the cosmic forms.

* detailed description of the polyhedron on the pages of the set "Magic Edges".

great star 23 400 2
final icosahedron 24 400 2

 

Popular

Nets solids of revolution

What happens if a flat geometric shape, such as a rectangle, begins to rotate rapidly relative to...

Moscow School 2005

Is it possible to conduct additional school classes in geometry collecting models of polyhedra? Of...

Polyhedra made of ribbon

The article in “Science and Life” (1989, №6, Cherenkov A. Khramov V.) tells about an interesting...

The Kepler Star

The Kepler's Star (nor Keplerstjernen), 45 meters high, is located near Oslo in the vicinity of Gardemoen...

Practical use of paper models

Quite often a question about a practical use of paper models pops up.  What is the point of paper...

Polyhedron and high fashion

Being in the company of fashionable clothes and accessories, the polyhedron feels quite...

Master of Technology

In this article we will introduce you to the technology of manufacturing geometric metal solids,...