PACK OF REGULAR POLYGONS

Este paquete contiene 126 polígonos regulares: 40 triángulos, 30 cuadrados, 12 pentágonos, 20 hexágonos, 6 octógonos, 12 decágonos y 6 dodecágonos. Podrás construir cientos de figuras geométricas, estudiar sus propiedades, comprender cómo se clasifican y relacionan, desde un simple tetraedro hasta los más complejos zonoedros.   

This pack consists of 126 regular polygons: 40 triangles, 30 squares, 12 pentagons, 20 hexagons, 6 octogons, 12 decagons, and 6 dodecagons. You will be able to construct houndred of geometric figures, to study their properties, understand how they are classified and are related to each other, from a simple tetrahedron to some complex zonohedra. 

En el siguiente vídeo puedes ver cómo se montan los poliedros arquimedianos y algunos mosaicos semiregulares. Después os dejamos algunas fotos más de figuras que podéis montar con polígonos regulares. Veréis que estas figuras son totalmente flexibles y "transformables". 

In the next video you can see how archimedean polyhedra and some semiregular tilings are build. We leave you below some more figures that you can build with regular polygons. These figures are totally flexible and  transformable.

http://www.youtube.com/watch?v=Suj91zynme0

Truncated dodecahedron

Playing with pentagonal symmetries

 rhombicosidodecahedron

folded rhombicosidodecahedron

Another folded   rhombicosidodecahedron

truncated cuboctahedron

Folded  truncated cuboctahedron

Another folded  truncated cuboctahedron

truncated cube

Folded  truncated cube

The permutohedron, the cyclohedron, and the associahedron made with regular polygons.

Some foldings of the permutahedron and the cyclohedron

7-zoner: truncated rhombic dodecahedron

Folded  truncated rhombic dodecahedron

10 zoner, based on 2-fold and 3-fold octahedral axes

10-zoner folded, with octahedral symmetry

10-zoner, folded with tetrahedral symmetry

13-zoner, based on all the octahedral symmetry axes

interior of the 13-zoner

Os dejamos una lista de figuras que se pueden construir con polígonos regulares: 

1. Sólidos platónicos;
2. Poliedros arquimedianos;
3. Sólidos de Jhonson;
4. Poliedros uniformes;
5. Zonoedros; lista de zonoedros (Georg Hart)
6. Mosaicos regulares, semiregulares y demiregulares;
7. Muchos otros diseños originales (vestidos, objetos decorativos, etc.).

We include a list of figures that can be build with regular polygons:

1. Platonic solids;
2. Archimedean solids;
3. Jhonson solids;
4. Uniform polyhedra;
5. Zonohedra; list of zonohedra by Georg Hart
6. Regular, semiregular and demiregular tilings;
7. Many other original objects (dresses, decorative objects, etc.).