It's famous that you got to the bottom, so there is a scale, like atoms. But, it probably wasn't very accurate being roundable. You need to have some decimal places zero's as a buffer. A few thousand transforms can do the same thing as infinite steps in a fractal. Like consider storing a divide as A and B with some C to recall the two in 32 bit, the rounding error can grow and shrink. Thats why I built the 684 method for various congruencies from channelling.
hey, i was just wondering what this is? I understand you zoom in a lot... but what's the whole scene about cause i've seen loads of these videos posted and i dont understand what they are.... please explain?
@AngryFishM0nger this is a fractal that is, a geometric pattern that replicates itself continually the smaller it gets. the interesting thing about the Mandelbrot fractal is that the pattern gets more and more complex the more you zoom in. Not only that, but for every new area you zoom in to this fractal, you're going to see something slightly different.
Anyway, look it up on Wikipedia. as it gives you a more thorough view of what a fractal is.
It's famous that you got to the bottom, so there is a scale, like atoms. But, it probably wasn't very accurate being roundable. You need to have some decimal places zero's as a buffer. A few thousand transforms can do the same thing as infinite steps in a fractal. Like consider storing a divide as A and B with some C to recall the two in 32 bit, the rounding error can grow and shrink. Thats why I built the 684 method for various congruencies from channelling.
ftlqed 1 month ago
i love fractals they're so beautiful
ladygagafan1002002 10 months ago
Thanks for not usin techno music.
TaterGumfries 1 year ago
loved it!
gaoyubao 1 year ago
hey, i was just wondering what this is? I understand you zoom in a lot... but what's the whole scene about cause i've seen loads of these videos posted and i dont understand what they are.... please explain?
AngryFishM0nger 1 year ago
@AngryFishM0nger this is a fractal that is, a geometric pattern that replicates itself continually the smaller it gets. the interesting thing about the Mandelbrot fractal is that the pattern gets more and more complex the more you zoom in. Not only that, but for every new area you zoom in to this fractal, you're going to see something slightly different.
Anyway, look it up on Wikipedia. as it gives you a more thorough view of what a fractal is.
SethComposerGuy 1 year ago
@SethComposerGuy okay thanks! i'll take a look at it, sounds complicated.
AngryFishM0nger 1 year ago
Is this the farthest zoom of any fractal recorded? No others on YT at least.
numcaps2 1 year ago
@numcaps2 this is not the farthest. I found one that zooms to 2^915 ( just fav'd)
SethComposerGuy 1 year ago
there was not much point of putting the fact that it was 3.16 ghz down in the info, ghz is pretty much useless these days.
Lineridarz 1 year ago