I bought a bag of these snacks... mainly because they are hexagonal (and also because I am hungry - and the pretty hexagonal shape makes them more appealing to me)
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Tiny hexagon-spiral booklet with friend-shaped friend shapes of joy (platonic and archimedean solids drawn in isometric projection)
Front- and backside:
Laying at a stone to make the hexagon-spiral booklet appear more plastic:
This booklet can be folded into a tiny hexagon with moderate thickness:
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the perfect hexagonal town
grammichele, italy
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A 22° Halo, My favorite optical phenomenon because these faint rainbow rings are so "cool" ! +_+
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flickr
20231001_F0001: Single snow flakes by Wei-Feng Xue
Via Flickr:
- These snowflakes were formed over #10YearsAgo. The middle one is particularly well preserved.
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So turns out the coordinate math behind hexagonal chess is... Simple I think? If we just agree not to use the directions I've labeled as x and z all we have to do is generate regular chess moves in 3D (a solved problem by yours truly) and then take whatever is in the y-coordinate and add it to both the x and z coordinates. Then we just drop the y coordinate and we should get something 2D that a computer can store into an array. The non-squareness of the board is going to be interesting to deal with but I expected this to be... Well more interesting. I'm kind of disappointed tbh
As a side note I threw this through an AI art style transfer called Prisma because I'd like to post more handwritten notes, but I also want them to be a bit prettier. Interesting experiment on two fronts
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