Introduction to Perpendicular Mandelbrot Morph
Exploring Perpendicular Mandelbrot Morph reveals several interesting facts. other part of the fractal sogn Formula: z = (abs(Re(z))-Im(z)*i)^p+c.
Perpendicular Mandelbrot Morph Comprehensive Overview
I made a new series again. This one is a Power Sometimes things are just so perfect that they don't need improving. This fractal zoom has no clever lighting or colouring effects, ... Variations around the Mandelbulb. The first part dezooms out of the "
I didn't stole videos. Credit from The Fractalistic and MinersHaven for the clips.
Summary & Highlights for Perpendicular Mandelbrot Morph
- Made in Mandelbrowser.
- ok i found the music but i still haven't found the link ᐳ:( Formula: z = (abs(Re(z))-Im(z)*i)^p+c z = (Re(z)-abs(Im(z))*i)^p+c, or: z ...
- Formula: init: bailout = 128; z = c/2; iteration: z = (2/(0.5/(rabs(z)^(p/2) + c/4) + 0.5/(-rabs(z)^(p/2) + c/4))); p = -10 → 10.
- Ultra fractal.
- Music: Morning Mandolin by Chris Haugen Fractal column 2 row 3 or (2, 3) is the
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