# Julia Set Animation Part 4 – degree 5 polynomial Julia sets

This is WuFeng again with another Julia Set animation video. This fractal is generated by representing each pixel as a complex number and then calculating a color value based off of an iterated function system. Here is the another Julia Set animation.

This Julia Set animation is created from a set of 5760 different Julia Sets on the equation $z_{n+1} = z_n^5 + c$ rather then the famous $z_{n+1} = z_n^2 + c$, and here the values of $c = .8 cos(x) + .8 i sin (x)$

Here are selected images at higher resolutions:

Selected Images

For more Fractals images visit the Fractal Corner of the Fun Corner.