Please login in order to download photos in full size
If you are not registered, please register for free: www.Free-Photos.biz/register
Please note to download premium images you also need to join as a free member..
You can also save the photos without the registration - but only in small and average sizes, and some of them will have the site's watermark. Please simply click your right mouse button and save the image.
Please login in order to like photos
If you are not registered, please register for free:
Sorry, non-members can download up to 100 full-size photos per month.
It looks like you have used up your limit.
Free members can download an unlimited number of full-size photos - including the premium free photos.
Join as a member today for FREE! - and download the images without limitations:
You can also save the images without the membership - but only in small and average sizes, and some of them may have the site's watermark. Please simply click your right mouse button and save the image.
|This is a featured picture on the English language Wikipedia (Featured pictures) and is considered one of the finest images.
If you think this file should be featured on Wikimedia Commons as well, feel free to nominate it.
- Partial view of the Mandelbrot set. Step 10 of a zoom sequence: Double-spirals and "seahorses". Unlike the image of zoom step 2 they have appendices consisting of structures like "seahorse tails". This demonstrates the typical linking of n+1 different structures in the environment of satellites of the order n, here for the simplest case n=1.
- Coordinates of the center: Re(c) = -.743,643,862,69, Im(c) = .131,825,902,71
- Horizontal diameter of the image: .000,000,135,26
- Magnification relative to the initial image: 22,748,000
- Created by Wolfgang Beyer with the program Ultra Fractal 3.
- Uploaded by the creator.
- Teilansicht der Mandelbrot-Menge. Ausschnitt 10 einer Zoom-Sequenz: Doppelspiralen und "Seepferdchen", die jedoch im Unterschied zu Ausschnitt 2 nach außen hin mit seepferdchenschwanzartigen Fortsätzen bestückt sind. Dieses Phänomen demonstriert die für Satelliten n-ter Ordnung typischen Verkettungen von n+1 Strukturelementen für den Fall n=1.
- Zentrumskoordinaten: Re(c) = -0,743 643 862 69, Im(c) = 0,131 825 902 71
- Horizontaler Bilddurchmesser: 0,000 000 135 26
- Vergrößerung relativ zum Startbild: 22 748 000
- Erstellt von Wolfgang Beyer mit dem Programm Ultra Fractal 3.
All images of the zoom sequence:
GNU Free Documentation License
All photos in average size can be saved by everyone without registration (by right-clicking) - and all photos can be downloaded in full-size and without the big watermark by members (by left-clicking) (registration and free membership required).
While the copyright and licensing information supplied for each photo is believed to be accurate, Free-Photos.biz does not provide any warranty regarding the copyright status or correctness of licensing terms. If you decide to reuse the images from Free-Photos.biz, you should verify the copyright status of each image just as you would when obtaining images from other sources.
The use of depictions of living or deceased persons may be restricted in some jurisdictions by laws regarding personality rights. Such images are exhibited at Free-Photos.biz as works of art that serve higher artistic interests.