Exploring My Mandelship Power Morph
Welcome to our comprehensive guide on My Mandelship Power Morph.
- perpendicular mandelbrot to mandelindicular
- powers from 1 to 5 credit to Deseptor for being the first to format fractal vids like this in order to compare how they increase
- 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 ...
- sinusoid mandelbrot power morph
- By @blue Video: https://www.youtube.com/watch?v=r_jTNRaPYfs&list=LL&index=1
In-Depth Information on My Mandelship Power Morph
Formula: init: bailout = 256; z = c; iter: if (n % 7) z = z^b + c; else z = abs(z)^b + c; b = -10 → 10. Formula: z = z^p+c z = abs(z)^p+c (or abs(z^p+c)^p+c) I first saw this on https://www.youtube.com/watch?v=U_2qnI1p4Rg though ... mandelbrot power morph but it always bloats yes.
mandelbrot power morph but it always splits
In summary, understanding My Mandelship Power Morph gives us a better perspective.
