Modular Cube – Again!

 12 Units, Modular, Origami  No Responses »
Jun 262021
 
Modular Cube - Again!

Before trying the Ninja Star Modular Cube, I tried out one last cube. This is again from the book ‘Modular Origami Polyhedra’. As before, this is from the chapter on Decoration Box System. Almost all the cubes have the same heading, namely, ‘Modular Cube‘, so I am also using the same name To be more specific, this is the 8th cube in this chapter. The design is by Lewis Simon. When I looked at this [Continued..]

Sonobe Cube from Decoration Box Modules

 12 Units, Modular, Origami  No Responses »
Jun 232021
 
Sonobe Cube from Decoration Box Modules

Since making my last cube, I have made a few more cubes from 12 sheets of paper. All are from the book ‘Modular Origami Polyhedra‘ . This one is a Sonobe Cube formed from Decoration Box modules. We start off folding as for the decoration box module and then add a few more folds to get the final module. I first tried this model from 2-inch squares. Quite a tough job!! Folding these thin creases [Continued..]

Modular Cube Variation

 12 Units, Modular, Origami  2 Responses »
Jun 202021
 
Modular Cube Variation

As I had mentioned yesterday, I tried out the modular cube variation, this one in orange. The assembly is the same as the modular cube. The only change, in fact, is the way the initial fold is done, so that the reverse of the paper becomes visible. So it is a good idea to use paper coloured on both sides, in contrasting colours. I preferred using single-sided orange coloured paper. I think it has turned [Continued..]

Modular Cube

 12 Units, Modular, Origami  No Responses »
Jun 182021
 
Modular Cube

The decoration and modular boxes from the book ‘Modular Origami Polyhedra’ are beautiful and very tempting! The boxes are all cubes made from 12 modular units. They are quite easy to make as well. And I love the little windows in the cubes. I had previously tried out the original decoration box and was quite pleased with the results. This time, I tried out the first of the modular cubes, which is actually a variation [Continued..]