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Event. Festival Science 0+
Event. Festival Math 2018
Event. Press Festival 2018.
Welcome to new site
Nets solids of revolution
On Cosmonautics Day, let's make the stars closer
Which glue to choose?
Magic sides in points of shipment at own expense
The star of hope
Practical use of paper models
Divide the icosahedron (into parts)
Polyhedra on the stamps
Polyhedra in architecture. Part 5
Stellated octahedron - a challenging task
Polyhedra in architecture. Part 4. Tower Syuyumbike
Natural polyhedra. Part 2
Polyhedra in architecture. Part 3. The Lighthouse of Alexandria
Polyhedra in architecture. Part 2
Polyhedra in architecture. Part 1
How to master stereometry?
Polyhedron as an emblem of the town
Mathematical properties of the Platonic solids
Challenging task about a polyhedron
Polyhedron. What is it?
POLYHEDRA MADE OF RIBBON
Richard Sweeney's worlds
The Kepler Star
Dual pairs of polyhedra. Part 2
Dual pairs of polyhedra
Model "Great cubicuboctahedron"
Model "Great stellated dodecahedron"
Model "Fourteenth stellation of icosahedron"
Model "Great dodecahedron"
The models of regular polyhedra
Model "Great icosahedron"
Model "Small stellated dodecahedron"
Model "Small icosihemidodecahedron"
Model "Small icosicosidodecahedron"
Model "Small cubicuboctahedron"
Model "Thirteenth stellation of icosidodecahedron"
Model "Compound of five tetrahedra"
Model "Stellated octahedron"
Model "Small stellated dodecahedron of Escher"
The models of semiregular polyhedra
The models of Archimedean solids
Model "Sixth stellation of icosahedron"
The models of Archimedean solids
Model "Compound of three cubes"
Model "The final stellation of the icosahedron"
Model "Great dodecoicosidodecahedron"
Issue No. 001
Issue No. 002
Issue No. 003
Issue No. 004
Issue No. 005
Issue No. 006
Issue No. 007
Issue No. 008
Issue No. 009
Issue No. 010
Issue No. 011
Issue No. 012
Issue No. 013
Issue No. 014
Issue No. 015
Issue No. 016
Issue No. 017
Issue No. 018
Issue No. 019
Issue No. 020
Issue No. 021
Issue No. 022
Issue No. 023 + 024
Issue No. 025
Issue No. 026
Set 6. The Kepler–Poinsot polyhedra
Set 5. The Most Difficult
Set 4. The simplest
Set 3. 13 issues. From the 14-th to the 26-th
Set 2. 13 issues. From the 1-st to the 13-th
Set 1. All issues
Set 7. Platonic and Archimedean solids
Set 8. For a math
Set 9. The newest issues
About the publishing house
Truncated ninth-angle pyramid
Truncated octagonal pyramid
Truncated heptagonal pyramid
Truncated pentagonal pyramid
Truncated hexagonal pyramid
Truncated quadrangular pyramid
Truncated triangular pyramid
Regular ninth-angle pyramid
Regular octagonal pyramid
Regular heptagonal pyramid
Regular hexagonal pyramid
Regular pentagonal pyramid
Regular quadrangular pyramid
Regular triangular pyramid
Regular pentagonal prism
Regular ninth-angle prism
Regular octagonal prism
Regular heptagonal prism
Regular hexagonal prism
Regular triangular prism
Regular quadrangular prism
Truncated icosidodecahedron toroid
Compound six tetrahedra
Compound four tetrahedra
Compound three cubes
Truncated great icosahedron
Great ditrigonal icosidodecahedron
Sixteenth stellation of icosidodecahedron
Fifteenth stellation of icosidodecahedron
Fourteenth stellation of icosidodecahedron
Thirteenth stellation of icosidodecahedron
Tenth stellation of icosidodecahedron
Compound of cube and octahedron
Final stellation of the icosahedron
Fourteenth stellation of icosahedron
Ninth stellation of icosahedron
Seventh stellation of icosahedron
Sixth stellation of icosahedron
Fifth stellation of icosahedron
Small triambic icosahedron
Compound of five tetrahedra
Compound of five octahedra
Great stellated dodecahedron
Small stellated dodecahedron
Truncated cuboctahedron (Great rhombicuboctahedron)
Small rhombicosidodecahedron toroid
Truncated hexahedron, Truncated cube
Polyhedrons of paper
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