Fractals in Conway's Game of Life
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- Опубликовано: 12 май 2024
- Mathematician John Conway came up with this "game", the Game of Life, which is a type of cellular automata. Essentially there's a big grid of cells, coloured white for alive, black for dead. The "player" decides a starting configuration, generation 0, then hits play. At each new generation a set of rules are applied to decide which cells die, give birth or stay as they are.
Setting very geometric and fractal like initial positions leads to some interesting behaviours. I do not know why these patterns occur, nor do I know any rules for good what makes a good fractal for Game of Life. Most of this came out of experiments and trial and error.
Hopefully it is pleasing to watch at least, enjoy. Наука
I love how the triangular ones zip themselves up.
This video must have taken so long to make. This person deserves subs
Thank you! Glad you enjoyed!
I guess for subs, this is a sort of one off video, usually I make car videos in BeamNG with its camera path tool so this is completely different.
Oh. I was expecting starting configurations that _create_ fractals when simulated
Same.
0:58
You can do that! Start with a veeeery long, 1 thick line and see what happens.
literaly netflix 1:13
pahaa I don't actually watch netflix so I never thought of that but I can't unsee it now
stunning...
Fractals are like living things.
1:13 I thought it was Netflix lol
oh did you know that with a birth number of 1 and you pick any surviving value of neighbours, then it gives you a growing fractal?
um.. if I'm being honest I don't even understand what you mean here, sorry.
@@errantrail ok
0:19 is anyone else able to see gd face
I have more subs than u 😎
Cool. 😎
oh hey scratch
I have more subs than u
Cool. 😎