Classic Mandelbrot set fractal.

Equations provided by Fractint for the MANDEL type fractals :
z(0) = c = pixel;
z(n+1) = z(n) ^ 2 + c
2 parameters : real and imaginery perturbations of z(0).

This equations and parameters allow to get a lot of nice and very different fractals.
Note : Fractint uses other parameters and options which are too numerous and too complex to be detailled here.

For this fractal : magnification = 1 and calculation time with the machine used (Intel 2,55 GHz) : 9.0 seconds.
The magnifications and the calculation times of other fractals of the gallery MANDEL
will be compared with the same two numbers.

The calculation time is indicated only for this machine (Intel 2,55 GHz).
When other machines were used te draw the fractals, the calculation times are not indicated.
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Parameters used here (fractal MANDEL01) :
real perturbation : 0, imaginary perturbation : 0
bailout test : mod, bailout value : 4

Below, two images of the same fractal with two different palettes of colors.
Name of the image : MANDEL01A



Name of the image : MANDEL01B