#polyhedron — Public Fediverse posts

Here’s the other side, part- and fully-assembled. Some units don’t fit as well as the front side.

I guess the 90-unit QRSTUVWXYZ (10 nine-pointed stars) is next?

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And the 56-unit RSTUVWXYZ Stars: eight intersecting seven-pointed stars.

Modular origami folded from 5:4 rectangles cut from eight sheets of colour A4 paper.

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Here’s the other side, part- and fully-assembled.
Made from 72 sheets of 10 cm Paperchase Spectrascope memo block paper squares.

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Turns out RSTUVWXYZ Stars (72 units, nine intersecting eight-pointed stars) was easier to assemble as it the connections are more stable, as is the final result.

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Here’s the other side, part- and fully-assembled.

I have an idea for RSTUVWXYZ Stars (72 units, nine intersecting eight-pointed stars) which will take some time. Even though it has more units, it has easier geometry than STUVWXYZ Stars (56 units, eight intersecting seven-pointed stars).

Meenakshi Mukerji called these ‘unconventional polyhedra’ 😆

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A few different folds adapts the unit for TUVWXYZ Stars, a modular origami model of seven intersecting six-pointed stars.

Made from seven sheets of A4 colour paper, each cut into six 1:√3 rectangles, fold and joined without glue.

How can there be 42 units? See Meenakshi Mukerji’s guide to planar modulars at https://origamee.net/diagrams/planars (which I’ve only just found, after all these years)

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