0.00 $
 0 item(s)

Final stellation of the icosahedron

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 #23 and #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 on 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
final icosahedron


Detailed assembly from Alexei Zhigulev (youtube-channel - Origami)


Detailed assembly from Andrei Lomakin (YouTube channel - Sekretmastera)


Why can the paper be so strong?

Sometimes you hear the question: “Why did you choose paper (or more precisely, design cardboard) to...

Octagonal clock Leonardo da Vinci

The Italian company BULGARI, founded in 1884, actively uses the octagon's geometric shape to...

Prickly stars on the towers

  Imagine a historic building, an architectural ensemble that is decorated with stellated polyhedra. And...

How to assemble polyhedra without glue?

So far, we have actively used glue to assemble polyhedrons from the Magic Edges sets. Moreover, we...

The icosahedron as a symbol internet browser

The new Atom Browser creators decided to choose the image of a polyhedron or an icosahedron for...

Moscow School 2005

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

Polyhedra in architecture. Part 2

The “business card” of the Republic of Belarus is a new building of the National Library in Minsk....