FRACTALS
mandelbrots'
(mathmatical equation for the science of chaos)
Benoit MandelbrotThis fractal was found 1976 by Benoit Mandelbrot. It is a symbol for the Chaos-Theory. Thus showing that there is order in chaos.
Description: Every point gets a spectral color which is like the number of loops when the sequence goes to infinity.
{spectral Spectral colors colors}
Zn = Zn-1² + c
Z is a complex number, n is the loop counter and c is the constant value of the point. All points which do not approach to infinity become black and are a part of the Mandelbrot set.
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The so called 'Little Apple Man'
Instructions: Wait until the Mandelbrot set is ready. To select a zoom area,
left click the mouse on the fractal and slide. Left click only, brings the start-area back.

FRACTALS
Julias'
Instructions: Click on the fractal and watch the julia set develope.
Click several areas to get full effect.

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