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Jean-Marie Choisel | all galleries >> FRACTALES / FRACTALS >> FRACTINT - Type MANDEL #1 > MANDEL12
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2017/10/19 FRACTINT / Jean-Marie CHOISEL

MANDEL12


For technical explanations (equations and parameters), see : MANDEL01 fractal.
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Parameters used here (on a particular area of MANDEL01 fractal) :
real perturbation : 0, imaginary perturbation : 0
bailout test : mod, bailout value : 4
Zoom on a portion of the previous fractal (MANDEL11), with another palette of colors.

Below, four images of the same fractal with four different palettes of colors.
Name of the image : MANDEL12A
Magniication : 148,600 (or 1.486 x 10 ^ 5) / Calculation time : 8,5 seconds.



Name of the image : MANDEL12B
Magniication : 148,600 (or 1.486 x 10 ^ 5) / Calculation time : 8,7 seconds.



Name of the image : MANDEL12C
Magniication : 148,600 (or 1.486 x 10 ^ 5) / Calculation time : 8,7 seconds.



Name of the image : MANDEL12D
Magniication : 148,600 (or 1.486 x 10 ^ 5) / Calculation time : 8,4 seconds.



Zoom on an area of fractal MANDEL12.
Name of the image : MANDEL12E
Magniication : 1,781,600 (or 1.781 x 10 ^ 6) / Calculation time : 5,1 seconds.



An area of fractal MANDEL12 after a 90° counterclockwise rotation.
Name of the image : MANDEL12F
Magniication : 2,154,600 (or 2.154 x 10 ^ 6) / Calculation time : 8,3 seconds.



A larger are of fractal MANDEL12? with the parameter Outside Color = atan instead of iter, and with a different palette of colors.
Name of the image : MANDEL12G
Magniication : 808,500 (or 8.085 x 10 ^ 5) / Calculation time : 9,2 seconds.


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