Bajillionth Mandelbrot set plotter ever written

class mendelbert(object): def __init__(self, iterations=10, plot_points=10, color=-1j): self.iterations = iterations self.plot_points = plot_points self.color = color def checkpoint(self, c): z = 0 for i in range(self.iterations): z = z^2 + c if abs(z) >= 2: return i*self.color return 0 def plot(self, rem=-2, rep=2, imm=-2, imp=2): return complex_plot(self.checkpoint, (rem,rep), (imm,imp), plot_points=self.plot_points) @interact def _(zoom = input_box(1, label='zoom'), re_coord = input_box(0, label='real coordinate'), im_coord = input_box(0, label='imaginary coordinate'), iterations = input_box(2, label='iterations'), pts = input_box(50, label='points'), color = input_box(-1j, label='complex color as in 1+1j')): rem, rep = -2/zoom+re_coord, 2/zoom+re_coord imm, imp = -2/zoom+im_coord, 2/zoom+im_coord print 'Bottom real edge:', rem print 'Top real edge:', rep print 'Bottom imaginary edge:', imm print 'Top real edge:', imp print 'Zoom:', zoom print 'Real coordinate:', re_coord print 'Imaginary coordinate:', im_coord print 'Number of iterations:', iterations print 'Number of points per axis:', pts print 'Color:', color P = mendelbert(iterations=iterations, plot_points=pts) show(P.plot(rem=rem, rep=rep, imm=imm, imp=imp))