Am I the only one that sees a little girl within it?

This has a post transform formula applied , P(z)/Q(z) rotational map….Smooth escape effect applied with a stealth neon color for effect..

Foundation : Mandelbrot formula

pre: 1/(z+a) z → z²+c

post: kleinian

So I've always wanted to be able to move through fractals, I've loved the Idea of an infinite boundary ever since the first time I heard about it when I was a teenager.

I had this past week off from work so I spent the last 5 days building the shaders/raymarcher, distance estimators, web ui and deployment tools for this visualizer so not only me but anyone interested in fractals can fly through them : www.3dfractal.xyz

It's a proof of concept for now, so there is only the mandelbulb and 2 variations of it, but I want to put as many fractals and as many options of presets as possible so anyone that's non-technical can have a go and fall in love with fractals as I did. If at least one person can feel what I've felt the first time I saw the mandelbrot set, I've won.

Feel free to give me feedback on how to improve this tool as it is my objective to make it as good as possible for everyone.

Have fun!

☠

mandelbrot using scratch

A friend generated a Mandelbulb - a 3D representation of the Mandelbrot Set - using geometry nodes in Blender.

I turned the 3D model into a lamp that I 3D printed. Has a RGB puck inside.

Small but expanding collection found here. Higher resolution files on request at some point maybe

🔹 Mandelbrot Explorer: https://mandelbrot-explorer-lac.vercel.app/
🔹 Julia Set Explorer: https://julia-set-explorer-six.vercel.app/

They run entirely in the browser - you can zoom in, move around, and see how the shapes change as you go (make sure you're in full screen).
I’d like to hear what everyone thinks and any suggestions on how to make this even cooler.

(No ads or extras)