Apamduööt:Mandel zoom 11 satellite double spiral.jpg

Makec tueŋ (2,560 × 1,920 kolook, thëndït de aduötyɔ̈r: 5.13 MB, MIME kuat: image/jpeg)

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Lëkcäät
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
  • Auteur Wolfgang Beyer avec le logiciel Ultra Fractal 3.
  • Téléchargé par l'auteur.
Suomi: Osasuurennus Mandelbrotin joukosta.
Aköl
Tënëyök Luɔ̈igup
Agɔ̈t Created by Wolfgang Beyer with the program Ultra Fractal 3.
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This licensing tag was added to this file as part of the GFDL licensing update.
w:en:Creative Commons
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This file is licensed under the Creative Commons Attribution-Share Alike 2.5 Generic, 2.0 Generic and 1.0 Generic license.
Yïn launhom
  • bë röm – bë luoi thuur, ku tekpiny ku tooc aɣeer
  • bë bɛnlääp – bë looië jiɛlpiny
Käbɔ̈kë cök
  • abïcɔl – Të cï yïn lon ë raandɛ̈ luööi, ku wïc ba lueel ye ŋa ë lööm yïn luɔi thïn, ka dhil ba gɔ̈t në kuer gör yen ye, tëdɛ̈ ke kuer cï gɔ̈t në anyoothluɔic. Lakin, acie kuer lëu bï ye tak lɔn kɔ̈ɔ̈c yen raanë ke yï, tëdɛ̈ ka kääc ke të ̈cï yïn londe luööi thïn.
  • röm acït – Të wɛɛr yïn lon känic amääth, tëdɛ̈ të löök yïn ee nyïn ëbɛ̈n në wëlku, tëdɛ̈ të juɛk yïn ee nhom në wëlkɔ̈k, ka kë bë bɛ̈nbei thïn alëu ba tɛkpiny, të buɔɔth yïn anyoothluɔi kän cök wälä anyoothluɔi dɛ̈t thöŋ ke ye.
Yïn alëu ba anyoothluɔidun wïc loc.

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12 Pɛnëdhoŋuan 2005

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