"A Polynomial function that is
iterated from an initial value either stays
bounded or diverges to infinity. These
Julia sets are created from the function f(z)
= Z^2 + C where both Z and C-Values are
imaginary numbers and C is some fixed
constant. The coloring is representative
of the rate at which a specified range of
values diverge. The white region is made up of
those points which remain bounded."
