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BayaniMandel zoom 11 satellite double spiral.jpg
English: Partial view of the Mandelbrot set. Step 4 of a zoom sequence: The central endpoint of the "seahorse tail" is also a Misiurewicz point.
Coordinates of the center: Re(c) = -.743,643,900,055, Im(c) = .131,825,890,901
Horizontal diameter of the image: .000,000,049,304
Magnification relative to the initial image: 62,407,000
Created by Wolfgang Beyer with the program Ultra Fractal 3.
Uploaded by the creator.
Français : Vue partielle de l'ensemble de Mandelbrot. Étape 11 d'une séquence zoom : Des spirales doubles avec des satellites du second ordre. Les doubles spirales, qui sont analogues à des « hippocampes », peuvent être interprétées comme étant des métamorphoses des « antennes ».
Coordonnées du centre: c=-0,743 643 900 055+0,131 825 890 901×i
Largeur de l'image: 0,000 000 049 304
Agrandissement relatif par rapport à la première image : 62 407 000
Afrikaans: Gekleurde elemente van die komplekse vlak op die rand van die Mandelbrotversameling. Die versameling self word slegs aangedui deur die pikswart, aaneenlopende kardioïd- en sirkelvormige ruimtes. Dié ruimtes is die definisieversameling van 'n bepaalde polinoom wat nie divergeer onder rekursie nie.
This is a featured picture on Wikimedia Commons (Featured pictures) and is considered one of the finest images. See its nomination here. With an aspect ratio of 4:3 or 5:4, this image is suitable as a computer wallpaper (see gallery). This is a featured picture on the English language Wikipedia (Featured pictures) and is considered one of the finest images. See its nomination here.
I, the copyright holder of this work, hereby publish it under the following licenses:
An bada damar a kofa, a yaɗa/ko sauya wannan kundi ƙarƙashin Lasisin GNU ta kyauta, Fitarwa na 1.2 ko duk wani fitarwa da zai biyo baya daga Gidauniyar Samar da Software ta Kyauta; ba tare da sauyin sashe ba, babu Rubutun Fuskar gaban shafi, kuma babu Rubutun bayan shafi. Kofi na lasisin na nan an sanya sa aciki ƙarƙashin sashen GNU Free Documentation License.http://www.gnu.org/copyleft/fdl.htmlGFDLGNU Free Documentation Licensetruetrue
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This licensing tag was added to this file as part of the GFDL licensing update.http://creativecommons.org/licenses/by-sa/3.0/CC BY-SA 3.0Creative Commons Attribution-Share Alike 3.0truetrue
Jinginarwa – Dole ku bada jinjina da ta dace, samar da linki zuwa lasisin, da kuma bayyana ko kunyi sauyi. Zaku iya haka ta yadda ta dace, amma ba kowace hanya ba wanda zai nuna mai-lasisin yana goyon bayan ku ba ko goyon bayan amfanin da kuke yi ba.
Yada ahaka – Idan kuka maimaita, sabuntawa, ko kari akan wannan, dole ku bayar da gudunmuwar ku karkashin iri daya ko lasisi data dace kamar na asali.