Deutsch: Fraktalzoombild. Mittlerer Wert der Datei gibt den Zoomfaktor wieder.
English: Fractal zoom image. The median value of the file shows the zoom factor. The image is created with a fractal generating program called Kalles Fraktaler 2+. In the Metadata-Information you can get all the information to recreate this fractal detail shown in the image above. The fractal parameters can be varied, depending on the fractal formula. Re: -1.2520750148677355559749408018485886749077636362820523713162715360037070486556914664368922048074234869112088761222421837838915150
Im: -0.0087918587556576329970493312337765367132634643479249366444870376906339027322422960048308949207866980633722588034389614103793855 Zoom: 1.2598564174750315E101 Iterations: 31394
"The colors are generated by a random seed number. The composition of the colors is generated like that, so the contour is clear and sharp. The special in the image is in my opinion a phenomenom showing a spiral which is containing an infinite amount of another spirals at the edges. Also the self-similarity is quite well visible, because the "antennas" get smaller next to each other. Because of these circumstances, zooming can lead to see similar structures. These reasons show IMO well known phenomenoms of fractals in one image. The colors indicate the number of iterations. More iterations curse to a higher detailed fractal. The area, that an iteration affect to the fractal, is colored in another color than the following iteration. For asthetic reasons, the color transitions are smooth. In this case, you can see the transition from black to green/yellow. The black area is a result of a lower iteration number. It is rougher and less detailed than the yellow/green colored area. The colors show arbitrary sizes. By zooming, the colors change because of the change of iterations. The dark area is the area of the fractal."
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