Also non Euclidian! Hexagons (the bestagons) also tesselate and fix that problem nicely
Also non Euclidian! Hexagons (the bestagons) also tesselate and fix that problem nicely
Heck yeah, I’ll try my best!
So on a euclidian chess board, moving your king one space left would be 1 space, one space up would be 1 space, and one space diagonally would be √2 spaces (some simple trig gets us there).
Chess however, does not obey the laws of Euclidian geometry nor does its physical representation show us things to scale. A king’s move diagonally is the same amount of space as a move side to side, 1 space.
It’s silly, because spaces weren’t directly supposed to represent distance or anything, but it’s funny that it works out this way
I always use Chess boards to describe non-Euclidean spaces when I “need” to (aka when I get even a narrow chance to)
I love this advice. I found someone on YouTube and poorly copied them on a MTG card (just altering it). It was fantastic, and I really am looking forward to the next one already
I appreciate it! I actually painted a little today, while I probably should’ve been working. It was delightful
I just wanna say that your comment (and the few others here) got me to whip out my mini paints for the first time in a while and paint a MTG card. I’m stoked with how it came out, even though it’s not “good” and I think I might invest in a few colors/a pallet (using cardboard now)
Any specific drawing advice? I’ve always wanted to draw and to paint and have had such difficulty getting off the ground
My movie theater has missing cat posters that you can submit for your cat. The cat is at home, you just miss it while you’re at the theatre