Description:
The box is folded from eight squares.

Description:
During holidays I was participating in origami picnic organized by Krystyna and Wojtek Burczyks, where folded modules of Robert Lang’s Makalu – another interwoven modular model where shown to me. I really wouldn’t forgive myself if I didn’t check how they are done

Description:
Soma Cube is a three-dimmensional puzzle invented by Piet Hein. I used card folding method to fold the elements of Soma Cube. The goal of this puzzle is to assemble elements into a cube. This is fairly easy, however there are many more challenging figures that can be assembled from these elements. Quite sizeable list of figures can be found on this site.

Description:
This model is a fractal which is the three-dimensional analog of the Sierpiński carpet. It was folded from rectangles 2 by 1 cm. There is 3 456 units in it. It was really difficult to assemble them because of miniature size of units, so the tweezers were indispensable. Menger sponge (depth 3) would contain 66 048 units. That would be the real challange.

Menger Sponge under construction

Description:
The model was folded from paper strips of various proportions with the method called snapology and widely popularized by Heinz Strobl

Description:
After I saw K2 in Robert Lang’s gallery the urge to reach it forced me to modify 60 degree unit used for FIT and to find the proportions of the rectangle (15:2 centimeters in my case) by trial and error. With the modules I managed to assembly the model which was extremaly difficult, so I suggest folding FIT before.

Description:
You can make out Six Intersecting Pentagonal Prisms (SIPP) in this model. After I saw it on the internet the desire to fold it was so big that I figured out how to make the modules and fortunately managed to assemble them. I used two types of units – thirty longer and sixty shorter ones.

Description:
The solid is a spiky icosahedron based on Meenakshi’s Sonobe Variation 5 unit.
We can make out two different platonic solids in this model. If we cut the pyramids off we will get icosahedron (twenty triangular sides) but if we connect vertices we will get dodecahedron (twelve pentagonal sides).

Description:
This time-consuming model was folded from 240 Zig-Zag units. It took me three days to fold it.

Description:
Model was folded from 30 gyroscope modules, each from an equilateral triangle.