A Theory Of Nothingness: e^((z^2+c1)/c2)

Monday, October 23, 2006

e^((z^2+c1)/c2)

c1=(2.05,-2.01), max-iter=194, bailout=25,100,1024,10000

I like this form because it looks like the normal distibution. It also has a similar form to Mirror Set, as exponential for given H-fractal of z^2+c form. Totally unexpected looks though. Look at the smiling Buddha Mandel!

I made this with Fractal Explorer which is free. The diameter increase in both Mandel and Julia (which are contained in circles) corresponds to the bailout. Thus the domain is half the complex plane which is weird.

Check out the amazing similarity to Mayan icons.