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Jean-Marie Choisel | all galleries >> FRACTALES / FRACTALS >> FRACTINT - TYPE FORMULA - JMC-A01 > JMC-A01-10
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2008/08/05 + 2017/06/30 FACTINT / Jean-Marie CHOISEL

JMC-A01-10


Technical data for this type of fractal : click here (JMC-A01-01).

Parameters used here :
fn1() = cos(), fn2() = tan()
real(p1) = 5, imag(p1) = 2, real(p2) = 0.9, imag(p2) = 0, real(p3) = 0, imag(p3) = 0

Below is drawn the above fractal with five different palettes of colors.











The fractals shown above belong to an alignment along the y axis of different images (central part only).
The length of this alignment is infinite.
The above images represent a zoom of the central part of the five branch blue star.
Below is shown a partial view of the alignment of these images.



Zoom of the end of one of the five branch blue star and a zoom of the bootom part of the above image.





Two zooms on the center of the five branch blue star.
Note : here, the centers of these zooms are different.





Another zoom with a different palette of colors.



New zooms with various palettes of colors.
At this point, the aspect of the fractal wil not change no matter the number of zooms.







Below is the same zoom but with another palete of colors, and real(p1) = 7 instead of 5 used for the above images.
Note : real(p1) determines the number of branches of the star.



Another example with real(p1) = 12 instead of 6 (above image) and another palette of colors.


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