HOME | DD

Description
Download for 1280x960 resolution

From the hidden depth of (the border of) the Mandelbrot set, far beyond the limit of double precision where the math chips id used. For those kind of Mandelbrot zooms I use fractal eXtreme [link] rather than Ultra Fractal cause it handle those extreme deep zooms in more nice way, and (I think) is also faster. Yet this image took about seven hours to render the original 6400x4800 resolution bitmap file on my 2.6 GHz machine.

Magnification: 4.712x10^28 which means that if the unmagnified M set has a range of one decimeter, with this magnification it would reach more than fifty times beyond the visible Universe

Sorry, I am not fully satisfied with the color settings of this motive, since big filaments have to much blur, but yet

No filters or post processing besides changing from index color to rbg color in Photoshop before resizing.

No parameter file is attached, since fx does not provide such ones However the (center-)coordinate is:

c_real = -1.283,979,547,796,907,553,139,078,317,852,9
c_imag = +0.427,249,984,195,411,062,761,469,331,295,3

You have to delete the commas before pasting to UF

Description
Download for 1280x960 resolution

From the hidden depth of (the border of) the Mandelbrot set, far beyond the limit of double precision where the math chips id used. For those kind of Mandelbrot zooms I use fractal eXtreme [link] rather than Ultra Fractal cause it handle those extreme deep zooms in more nice way, and (I think) is also faster. Yet this image took about seven hours to render the original 6400x4800 resolution bitmap file on my 2.6 GHz machine.

Magnification: 4.712x10^28 which means that if the unmagnified M set has a range of one decimeter, with this magnification it would reach more than fifty times beyond the visible Universe

Sorry, I am not fully satisfied with the color settings of this motive, since big filaments have to much blur, but yet

No filters or post processing besides changing from index color to rbg color in Photoshop before resizing.

No parameter file is attached, since fx does not provide such ones However the (center-)coordinate is:

c_real = -1.283,979,547,796,907,553,139,078,317,852,9
c_imag = +0.427,249,984,195,411,062,761,469,331,295,3

You have to delete the commas before pasting to UF