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

Escher mosaic

With the same pattern repeating on each face of the polyhedron, it is possible to create an...

Prince Rupert's Cube

In issue 25 of the Magic Edges, we turned our attention to the fact that by cutting a cube with a...

Polyhedra in nature

In the natural environment, regular polyhedra can be found in the form of crystals (minerals). The...

Practical use of paper models

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

Gift of FIFA

The geometric shape of the box from a distance resembles a rounded shape, which emphasizes the...

Truncated great dodecahedron from metal

The monument to the “Truncated large dodecahedron” polyhedron was discovered in Obninsk (Russia)...

Which glue to choose?

At first glance it may seem that the choice of glue, the task is quite simple, especially for...