The Mandelbrot set is created by a general technique where a function of the form
zn+1 = f(zn)
is used to create a series of a complex variable. In the case of the Mandelbrot, the function is
f(zn) = zn2 + zo
This series is generated for every initial point zo on some partition of the complex plane separating the complex plane into two categories:
- Points inside the Mandelbrot set
- Points outside the Mandelbrot set
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