Misshapen mandelbrot

[Fractal universe]

With Ultra Fractal, I change the Mandelbrot formula and I render to see what it gives.
The news fractals are deformed Mandelbrot sets, with misterious patterns. It's like genetic mutations.

<a href="https://www.youtube.com/v/1C0uUS0gWk8&rel=1&fs=1&hd=1" target="_blank">https://www.youtube.com/v/1C0uUS0gWk8&rel=1&fs=1&hd=1</a>

Enjoy

[Chillheimer]

Fascinating!
Can you give an example how a chamber formula looks like?

[Fractal universe]

Here is the formulas
0:00

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=real(z)^2+2*i*real(z)*abs(imag(z))-imag(z)*abs(imag(z))+c

0:46

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=real(z)^2+2*i*real(z)*imag(z)-imag(z)*abs(imag(z))+c

1:31

Code:

init:
  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=(real(z)^2+2*i*real(z)*abs(imag(z))-i*imag(z)^2)+c

2:20

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=z^2+c
  z=z+(0.2+0.2*i)*abs(z)

3:07

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=z^2+c
  z=z+0.0009*1/z

3:51

Code:

init:
  z=0
loop:
  z=z^2+pixel
  z=z*abs(z)

4:38

Code:

init:
  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=z^2+c
  z=z+(-0.05+0.07*i)*abs(i/z)

5:23 and 6:10

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=z^2+c
  z=z+z*(-0.1393+0.1129*i)*abs(z)

Last formula 6:56

Code:

  z=0
  c=pixel
  i=sqrt(-1)
loop:
  z=real(z)^2-2*i*abs(z)*imag(z)+i*imag(z)^2+c

[Fractal universe]

I uploaded another compilation of misshapen mandelbrot zooms, like a failed teleportation of M set.

<a href="https://www.youtube.com/v/aEUpJdRvtIc&rel=1&fs=1&hd=1" target="_blank">https://www.youtube.com/v/aEUpJdRvtIc&rel=1&fs=1&hd=1</a>
enjoy