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[-] slaneesh_is_right@lemmy.org 22 points 2 months ago

There is a story about a guy who got a wish from a king or something. He said he wanted a grain of rice on a chessboard and double it on every square. The king didn't exect much of it and the guy got a shit ton of rice.

I think he got killed for being a douche.

It doesn't really make sense from the picture, because the grains just grow randomly insted of exponentially

[-] Nurse_Robot@lemmy.world 15 points 2 months ago

Not randomly, they keep doubling

[-] jacksilver@lemmy.world 11 points 2 months ago

Yeah, it's just along the diagnols.

[-] TIN@feddit.uk 17 points 2 months ago

What kind of psycho would run it along the diagonals?

[-] jaybone@lemmy.zip 12 points 2 months ago

They are growing exponentially on the diagonal from the right downward and to the left.

I’m wondering why they chose that pattern instead of going straight across a row or column.

[-] Wolf314159@startrek.website 5 points 2 months ago

There are lots of ways to fill a 2D space with a single non-crossing path. I'm sure counting the ways could be interesting to some. I guess you'd prefer a zig-zag oriented orthogonal to the sides, rather than the corners. This orientation fills the frame of a photo a little better though given the perspective. You could also make a spiral. I think the Hilbert space filling curve is way more interesting, but probably would make for a confusing photo.

[-] jaybone@lemmy.zip 1 points 2 months ago

I was thinking it would be interesting to see the functions for a given diagonal in OPs scheme, versus a row or column based approach. Then it occurred to me it might be easy to transform between these variants.

[-] Harbinger01173430@lemmy.world 5 points 2 months ago

The moral of that story is not to be a smartass with someone who has more power than yourself

this post was submitted on 16 Oct 2025
144 points (92.9% liked)

Funny

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