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Jean-Marie Choisel | all galleries >> FRACTALES / FRACTALS >> FRACTINT - Type MANDEL #1 > MANDEL23
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2016/03/14 + 2017/12/20 FRACTINT / Jean-Marie CHOISEL

MANDEL23


For technical explanations (equations and parameters), see : MANDEL01 fractal.
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Parameters used here :
real perturbation : 0.37, imaginary perturbation : -1.5
bailout test : mod, bailout value : 4
Magnification = 133.3 / Calculation time : 9.0 seconds.

Processor used for all the images of this series : INTEL 2.55 GHz.

All the fractals of this series are zooms on the edges of the black areas of the fractal shown below.
Name of the image : MANDEL23A
Magnification : 3.045 / Calculation time : 1.9 second.



Zoom on an area located on the right of fractal MANDEL23 with a different palette of colors.
Name of the image : MANDEL23B
Magnification : 129.4 / Calculation time : 4.8 seconds.



Zoom on an other area of fractal MANDEL23A.
Name of the image : MANDEL23C
Magnification : 292.8 / Calculation time : 6.8 seconds.



Zoom on a spiral of the above image (MANDEL23C).
Name of the image : MANDEL23D
Magnification : 12,970 (or 1.298 x 10^4) / Calculation time : 13.1 seconds.



Zoom on a small area of fractal MANDEL23C (very difficult to find).
Name of the image : MANDEL23E
Magnification : 2,924,000 (or 2.924 x 10^6) / Calculation time : 10.3 seconds.



Zoom on the center of the above image (MANDEL23E).
Name of the image : MANDEL23F
Magnification : 21,500,000 (or 2.15 x 10^7) / Calculation time : 13.6 seconds.



New zoom on the center on the above image (MANDEL23F).
Name of the image : MANDEL23G
Magnification : 223,000,000 (or 2.23 x 10^8) / Calculation time : 12.0 seconds.



Zoom on the center of one of the two spirals of the above image (MANDEL23G).
Name of the image : MANDEL23H
Magnification : 6,352,000,000 (or 6.352 x 10^9) / Calculation time : 12.4 seconds.



Deep zoom on a very small area of fractal MANDEL23F.
Name of the image : MANDEL23I
Magnification : 200,700,000,000 (or 2.007 x 10^11) / Calculation time : 14.7 seconds.



Zoom on the center of the above fractal (MANDELI).
Name of the image : MANDEL23J
Magnification : 1,497,000,000,000 (or 1.497 x 10^12) / Calculation time : 12.4 seconds.



New zoom on the center of the above fractal (MANDELJ).
Name of the image : MANDEL23K
Magnification : 3,859,000,000,000 (or 3.859 x 10^12) / Calculation time : 19.2 seconds.



New zoom on the center of tne above fractal (MANDELK).
Note the high magnification and the long calculation time (with an Intel 2,55 Ghz processor).
Name of the image : MANDEL23L
Magnification : 42,250,000,000,000 (or 4.225 x 10^13) / Calculation time : 51 minutes 17.5 seconds.



New zoom on the center of tne above fractal (MANDELL).
Again, note the high magnification and the long calculation time (with an Intel 2,55 Ghz processor).
Name of the image : MANDEL23M
Magnification : 89,780,000,000,000 (or 8.978 x 10^13) / Calculation time : 56 minutes 2.5 seconds.



Zoom on an area of fractal MANDEL23A where a large part of fractal MANDEL23 can be seen.
Name of the image : MANDEL23N
Magnification : 56.52 / Calculation time : 8.8 seconds.



Zoom on area of the above fractal MANDELN (easy to find).
Name of the image : MANDEL23O
Magnification : 968.3 (or 9.683 x 10^2) / Calculation time : 24.0 seconds.



Zoom of a large area of the above fractal (MANDELO).
Name of the image : MANDEL23P
Magnification : 2,284 (or 2.284 x 10^3) / Calculation time : 45.0 seconds.



Zoom on an area above the center of MANDELP and slightly on the right.
Name of the image : MANDEL23Q
Magnification : 22,790 (or 2.279 x 10^4) / Calculation time : 1 minute 38.0 seconds.



Zoom on the spiral near the center of the above fractal (MANDELQ).
Name of the image : MANDEL23R
Magnification : 186,800 (or 1.868 x 10^5) / Calculation time : 2 minutes 55.3 seconds.



Zoom on an area on the left of the center of fractal MANDELP.
Name of the image : MANDEL23S
Magnification : 167,600 (or 1.676 x 10^5) / Calculation time : 2 minutes 53.8 seconds.



Other image similar to the above fractal MANDELS.
Name of the image : MANDEL23T
Magnification : 1,644,000 (or 1.644 x 10^6) / Calculation time : 2 minutes 51.8 seconds.



All the next fractals are zooms on the borders of the left black areas of fractal MANDEL23A.
Name of the image : MANDEL23U
Magnification : 38,250,000 (or 3.825 x 10^7) / Calculation time : 2 minutes 52.9 seconds.



Name of the image : MANDEL23V
Magnification : 5.452 / Calculation time : 7.2 seconds.



Name of the image : MANDEL23W
Magnification : 262.1 / Calculation time : 9.3 seconds.



Name of the image : MANDEL23X
Magnification : 447.8 / Calculation time : 15.9 seconds.



Name of the image : MANDEL23Y
Magnification : 1,417 (or 1.417 x 10^3) / Calculation time : 25.6 seconds.



Name of the image : MANDEL23Z
Magnification : 21,690 (or 2.169 x 10^4) / Calculation time : 2 minutes 4.5 seconds.



Name of the image : MANDEL23ZA
Magnification : 5,968,000 (or 5.968 x 10^6) / Calculation time : 2 minutes 32.7 seconds.



Zoom on an area of fractal MANDEL23Z.
Name of the image : MANDEL23ZB
Magnification : 216,900 (or 2.169 x 10^5) / Calculation time : 3 minutes 25.2 seconds.



New zoom on the above fractal (MANDEL23ZB) after a rotation of the palette of colors.
Name of the image : MANDEL23ZC
Magnification : 407,700 (or 4.077 x 10^5) / Calculation time : 3 minutes 12.1 seconds.



More images to come.


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