Fractals in Desmos!

[@Katieushka]

And there is a complex mode in the settings where you dont need to define complex multiplication and exponents from scratch

[@NovaFractal]

interesting

[@tdubmorris]

​​​@@NovaFractaloh also recursion is a thing now too
If you define f(z,n) = {n=0:z, f(z,n-1)^2 + z} (with complex mode)
you can just say
|f(x+iy, 20)| = 2 to get a mandelbrot set of 20 iterations
With the desmos updates it's now possible with 2 equations

[@tungster24]

you can use recursion in desmos now, so you don't have to stack the base function by hand, like so:
f_0(z) = z^2+c
f(z,n) = {n ≤ 0 : z, f_0(f(z,n-1))}

[@NovaFractal]

interesting

[@stickman_lore_official6928]

@tungster24 this formula is complex mode

[@pattern_infinity]

What about adding colours? Also, it doesn't work for me.

[@leadingbookkeeper74]

great job! didnt know desmos could handle that. it would totaly break my computer lol

[@NovaFractal]

oh lol

[@Brachistocrone314]

Hello. I would love to collab with you on a video ( We could possibly exchange interesting Desmos equations.) Anyway, it’s completely fine if you can’t, so don’t feel forced to. Just please consider it. Thanks! (P.S., I love your videos)

[@NovaFractal]

Sure! Here are the links (˙ᵕ˙) :
www.desmos.com/calculator/q2wnmwqjkd
www.desmos.com/calculator/eoam2dksc5
www.desmos.com/calculator/zctpugdxjc

[@stickman_lore_official6928]

I nade perpendicular mandelbrot

[@NovaFractal]

neat!

[@stickman_lore_official6928]

Using complex mode

[@pattern_infinity]

Rookies, I made the Perpendicular Burning Ship, Tricorn, Buffalo, and another fractal that looks like a heart, and more than 10 exotic fractals.

[@elmatibat]

Geogebran’t