A box you will enjoy folding again and again.
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A house that makes a convenient gift box.
Decorate your own paper, or print Arsalan’s designs, but do fold this box!
Two different folding sequences to arrive at almost the same box.
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A one-piece box designed as a wedding favor.
A bowl with variations and an excellent way to cut a pentagon from kaleidoscope paper.
A hexagonal box, some printable papers and some math.
How to expand a crease pattern to change the shape of a model.
The author shows how a modular origami box with a square base can be made from four rectangular sheets plus a template. He also discusses some mathematics in the context of the constructed box.
A printable crease pattern and photo diagrams for the top along with directions for making a masu box bottom to fit.
A sturdy modular box and the mathematics behind it.
A two-piece icosahedron that’s a gift box and an ornament.
A gift box that pops open in the most delightful way.
A tetrahedral gift box with a secure closure and a loop for hanging.
A box that opens with a pull and springs closed ... along with a variation.
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An enticing candy dish used by the author to hold wedding candies.
A tato — created to honor healthcare workers — that can be transformed into a twist box with a few additional folds.
An attractive box that makes good use of both sides of the paper and is easy to fold.
A box with a raised square — or a heart — on top. It was inspired by Thoki Yenn's Crossed Box Pleat.
What's in issue 54 of The Fold, and who is the new editor? You'll also find diagrams for her favorite origami design.
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A folding method for closed masu boxes from a single square, generalized to masu-like structures with regular polygonal bases.
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Part two in a series examining the mathematics behind the golden ratio in some geometric boxes.
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Tubis and Pooley explore \(n\)-sided generalizations of the masu and one of its many decorative-lids. Detailed video instructions are provided at the Origami Player site.
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A rotationally symmetric geometric shape, folded from a hexagon, based on Jeannine Mosely's "Bud".
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A method for making four-compartment side–to–side or corner–to–corner divider inserts for prism-shape containers with square faces is generalized so as to produce n equal compartments of specified height for a container with an n–sided regular-polygon face.