It holds together all right since all the modules are solidly interlocked.

Paper to use

I used thicker paper to make it, but I think normal paper would be better. You need 9 square papers to do it, 3 of each color.

While tucking the strips it’s helps to cut the ends so that they would fit more easily.

On the website where I discovered it there are some interesting ideas like how to make a basket out of these.

Paper to use

I used an A4 format paper and made the strips 1cm wide.

Diagrams

Diagrams here.

It can be either a ring or a pointy throwing star (that’s why the “Pinwheel-Ring-Pinwheel” name), but it doesn’t change shape on the fly.

Paper to use

Made with 8 square papers, I used 10cm square papers, but for its function it might be better to use smaller squares.

Diagrams

Diagrams here.

It can be collapsed in a diamond, but doesn’t look very nice due to the angles of the joints that prevent full collapsing.

Paper to use

I used 10cm square paper for the modules. Make 8 modules for the cuboctahedron or 20 for the icosidodecahedron.

Diagrams

Diagrams here.

The module used is a variant of the sonobe module, it’s really easy to make, but the icosahedron is a bit tricky to assemble. I used 10cm square paper and it’s quite sturdy.

Paper to use

You need 6 modules for a cube, 12 for the octahedron and 30 for the icosahedron. I used 10cm wide square papers to make the modules.

Diagrams

Diagrams on Stephan’s website.

I used an A4 format paper, divided it in 7 strips of 4cm and made the base of the triangles also 4cm, equilateral triangles might work better.

I had to glue it together, since it’s moving it makes it come apart.

Since it’s cut and glued it goes under paper craft category.

Paper to use

Thick paper might work better than normal, but you’ll have to cut out the pattern yourself.

You can do as many modules as you want and assemble them in various ways, the video shows how to fold a module, how to connect it to another one and some examples.

The modules can also be “sinked”, it’s a really good model for practicing that technique.

Paper to use

6 or 12 square papers, depending on what you want to make. I used 10cm square paper.

Diagrams

Diagrams here.

Only the knotting strips will remain visible. So choose your colors accordingly. You can make a bigger model when assembling 6 triangles instead of 5 and connecting them to a 5 triangle module (looks like a football pattern).

Paper to use

20 strips of 6 squares for the triangles and 30 strips of 6 squares to knot them together (5 squares also work for the knotting).

Diagrams

Diagrams here.

The very last part had to be left out because I got to the 10 minute limit, but it’s just the same step over and over again.

The other video was too fast, so I hope you can understand this one. But I will never repeat myself enough: look at the diagrams, I made it looking at the diagrams, this video should help you fold it if you have trouble with the diagrams.

Paper to use

You need one square paper, the smaller the harder to fold. I used 20cm wide paper for this one.

Diagrams

Diagrams here.

It wasn’t assembled in any special way, I just kept making pentagons and knotting them together. It’s actually easy to make since every pentagon holds itself together on its own, so knotting the pentagons together isn’t a problem.

Again I used some of my old school notes paper, it helps cutting exact strips with 5mm grid lines. Once you run out of a strip you can easily add another one by tucking it somewhere.

It took me a while and about 20 strips of an A4 paper. This model was made with 2cm wide paper.

Paper to use

Any, you need long strips of paper, no matter what length, but I’d recommend normal printing paper rather than some thicker since it makes the tucking easier.

Instructions

Found on Orihouse website.