IT'S PUZZLE TIME FRENS
Ok I'll start say you have 2D space, and it's a represented by a bunch of scalars starting at 0.
but any one of them will randomly mutate at a random time. one might become from a zero to a three suddenly.
but he's the cool part once it does it must somewhere at the same time have an opposite scalar. so if one randomly becomes from 0 to 3 any one including the same one must become -3, if it is the same one it returns to zero and no action has occurred.
NOW here is the fun part: each scalar is surrounded by 8 other scalars, four diagonals and four sides. Now when one randomly mutates the surrounding must become the average of it self and the one next to it.
so when one becomes from 0 to 3 the surrounding are the average of that. This is NOT a permutation so surrounding cells of an average do not need to average.
Describe the nature of the cells over time.
will they eventually all be the same or not?
also please post your puzzles.
Ok I'll start say you have 2D space, and it's a represented by a bunch of scalars starting at 0.
but any one of them will randomly mutate at a random time. one might become from a zero to a three suddenly.
but he's the cool part once it does it must somewhere at the same time have an opposite scalar. so if one randomly becomes from 0 to 3 any one including the same one must become -3, if it is the same one it returns to zero and no action has occurred.
NOW here is the fun part: each scalar is surrounded by 8 other scalars, four diagonals and four sides. Now when one randomly mutates the surrounding must become the average of it self and the one next to it.
so when one becomes from 0 to 3 the surrounding are the average of that. This is NOT a permutation so surrounding cells of an average do not need to average.
Describe the nature of the cells over time.
will they eventually all be the same or not?
also please post your puzzles.
