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Jean-Marie Choisel | all galleries >> FRACTALES / FRACTALS >> FRACTINT - Type MANDEL #1 > MANDEL35
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2016/03/15 FRACTINT / Jean-Marie CHOISEL

MANDEL35


For technical explanations (equations and parameters), see : MANDEL01 fractal.
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Parameters used here :
real perturbation : -0.13, imaginary perturbation : 0.3
bailout test : mod, bailout value : 4

Zoom of an area near the above fractal (MANDEL35).
Name of the fractal : MANDEL35A
Magnification : 142.3 (or 1.423 x 10^2) / Calculation time 6.0 seconds.



Zoom on the left edge of fractal MANDEL35D below.
Name of the fractal : MANDEL35B
Magnification : 379.9 (or 3.799 x 10^2) / Calculation time 9.6 seconds.



Zoom on the center of the above fractal (MANDEL35B).
Name of the fractal : MANDEL35C
Magnification : 4,418 (or 4.418 x 10^3) / Calculation time 15.8 seconds.



All the fractals of this series are zooms on the edges of the fractal shown below.
Name of the image : MANDEL35D
Magnification : 1.223 / Calculation time : 1.4 second.



Zoom on an area of the right edge of fractal MANDEL35D.
Name of the fractal : MANDEL35E
Magnification : 5,979 (or 5.979 x 10^3) / Calculation time 9.2 seconds.



Zoom on the center of the above fractal (MANDEL35E).
Name of the fractal : MANDEL35F
Magnification : 205,300 (or 2.053 x 10^5) / Calculation time 15.6 seconds.



New zoom on the center of the above fractal (MANDEL35F).
Name of the fractal : MANDEL35G
Magnification : 2,161,000 (or 2.161 x 10^6) / Calculation time 17.4 seconds.



Zoom on a small area on the left edge of fractal MANDEL35D.
Name of the fractal : MANDEL35H
Magnification : 34,110 (or 3.411 x 10^4) / Calculation time 14.3 seconds.



Other deep zoom on an area of the left edge of fractal MANDEL35D.
Name of the fractal : MANDEL35I
Magnification : 314,900,000 (or 3.149 x 10^8) / Calculation time 17.1 seconds.




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