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

Parameters used here :
fn1() = tanh(), fn2() = ident()
real(p1) = 3, imag(p1) = 32, real(p2) = 2, imag(p2) = 0.001, real(p3) = -0.755, imag(p3) = 0.115

Same fractal with another palette of colors.



Zoom on the top of the above fractal, with a different palette of colors.



Other zooms of the top of the first fractal displayed above with two diffrent palettes of colors.





Other zoom with another palette of colos.



Zoom on a small area located at the center of the above image, with another palette of colors.



Zoom on a very small area on the top of the center of the first above image.
Note the curious aspect of the image with a discontinuity of the drawing due to the use of the tan() function.



Zoom on the above image.
The discontinuity in the drawing (due to the use of the tan() function) is quite visible.



Zoom on the center part of the first above image (with the same palette of the colors).



Same zoom with the same palette of colors with a slight rotation of the colors.



Same zoom with another palette of colors.
Note the big difference of the aspect of the three fractals.



Other zoom of an area of the center of the above images.



Two other images of the above fractal with two different palettes of colors.





Below various images of small areas of the original fractal.



















All the above images belong to an alignment of the same image along the y axis.
The length of this alignment is infinite.