Julia sets. The Julia set for a given complex number c is a set of points related to the Mandelbrot function. Instead of fixing z and varying c, we fix c and vary z. Those points z for which the modified Mandelbrot function stays bounded are in the Julia set; those for which the sequence diverges to infinity are not in the set. All points z of interest lie in the 4-by-4 box centered at the origin. The Julia set for c is connected if and only if c is in the Mandelbrot set! Write a program ColorJulia that takes two command-line arguments a and b, and plots a color version of the Julia set for c = a + bi, using the color-table method described in the previous exercise.
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