Mandelbrot Quasi Power morph 

It’s actually an inversed mandelbrot on the start.

Bro got in the perfect timing

the secret is here👇

The code for mandelbrowser Mandicular is z = c rabs(z)^2 + 1

Z^p 1i^2 + c

btw i failed to make it

So i made an actual generalized mandelbrot set: Init: z = c; Iteration: z = z^A * 1i^B + c^C * 1i^D + E; Finalize: smooth = n; Parameters: A : Z Power double [2.0, 10.0] default=2.0 B : Zi Power int [0, 4] default=0 C : C Power double [-10.0, 10.0] default=1.0 D : Ci Power int [0, 4] default=0 E : C Offset double [-2.0, 2.0] default=0.0 App: Mandelbrowser

Actual formula: c - z^power

Its actually a -15 to 15 power of a quasi mandelbrot set in mandelbrowser pro

Game or site?

Formula is z^p 1i^2 + c

Power: -15 -> 15

Is 1i^2

App name?

Es mandelbrot pero al revés

not z+c^p

🔷️🔷️🔷️🔷️🔷️

Z^p 1i^2 + 2

🟥🟧 🟨🟩

Multibrot to mandelbrot -15 > 15

z = z^p abs(z^q) abs(z)^t + c; seed exponent = p + q + t;

Actual Actual Formula: z^(-p)+c

Its quasi c

ITS C - Z^P

10000000000000000000

🤩🤩🤩

I have that app

AA AA

What is the name of the application?

Formula:

What the seed? Im trying to get one.

no is mandelbrot power morph

The app name!! I need it!!

Quasi Inverse Mandelbrot to Quasi Mandelbrot

Whats the formula for fractalview Edit oh nvm for the inverted

Can you do Darre Power morph?

HOW, THIS IS PREMIUM, HOW DID YOU GET IT?!?

👎👎👎👎👎👎

this is false, is inverse mandelbrot quasi morph(0->) and mandelbrot quasi morph(0->)

I got that!

I made one all by my self Name fractal that i named it: Quasi Actual Name: Inverted Mandelbrot Formula: idk Parameters: p

App name?