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𐍆𐍂𐌿𐌼𐌹𐍃𐍄 𐍆𐌰𐌾𐌻 (2,560 × 1,920 𐍀𐌹𐌺𐍃𐌴𐌻𐌰, 𐍆𐌴𐌹𐌻𐍅𐌰𐌷𐍃𐍄𐌿𐍃: 5.13 MB, 𐌼𐌹𐌼𐌴 𐌺𐌿𐌽𐌹: image/jpeg)

𐍃𐍉 𐌳𐌰𐍄𐌰 𐌹𐍃𐍄 𐍆𐍂𐌰𐌼 Wikimedia Commons 𐌾𐌰𐌷 𐌼𐌰𐌲 𐌱𐍂𐌿𐌺𐌾𐌰𐌳𐌰 𐍆𐍂𐌰𐌼 𐌰𐌽𐌸𐌰𐍂𐌰𐌹𐌼 𐍆𐌰𐌿𐍂𐌰𐍅𐌰𐌿𐍂𐍀𐍉𐌼. 𐌲𐌰𐍃𐌺𐌴𐌹𐍂𐌴𐌹𐌽𐍃 𐌰𐌽𐌰 𐍃𐌴𐌹𐌽𐌰𐌼𐌼𐌰 𐌳𐌰𐍄𐌰 𐍃𐌺𐌴𐌹𐍂𐌴𐌹𐌽𐌹𐌻𐌰𐌿𐌱𐌰 𐌾𐌰𐌹𐌽𐌰𐍂 𐌰𐍄𐌰𐌿𐌲𐌹𐌸𐍃 𐌹𐍃𐍄 𐌿𐍆.

𐌼𐌰𐌿𐍂𐌲𐌿𐍃 𐍃𐌺𐌴𐌹𐍂𐌴𐌹𐌽𐍃

𐍃𐌺𐌴𐌹𐍂𐌴𐌹𐌽𐍃
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.
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𐌱𐍂𐌿𐌽𐌽𐌰 𐍃𐍅𐌴𐍃 𐍅𐌰𐌿𐍂𐍃𐍄𐍅
𐌱𐍉𐌺𐌰𐍂𐌴𐌹𐍃 Created by Wolfgang Beyer with the program Ultra Fractal 3.
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Sequence

Position in the previous image

To the previous / next image / initial image of the zoom sequence.

All images of the zoom sequence:

Start
Step 1
Step 2
Step 3
Step 4
Step 5
Step 6
Step 7
Step 8
Step 9
Step 10
Step 11
Step 12
Step 13
Step 14
Step 15
Step 16

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inception English

12 𐍃𐌰𐌹𐍀𐍄𐌰𐌹𐌼𐌱𐌰𐌹𐍂 2005

𐍆𐌰𐌾𐌻𐌰𐍃𐍀𐌹𐌻𐌻

𐌰𐍄𐍄𐌴𐌺 𐌳𐌰𐌲/𐌼𐌴𐌻 𐌳𐌿 𐌱𐌰𐌽𐌳𐍅𐌾𐌰𐌽 𐍆𐌰𐌾𐌻 𐍃𐍅𐌰𐍃𐍅𐌴 𐌲𐌰𐌱𐌰𐌹𐍂𐌷𐍄𐌹𐌳𐌰 𐌹𐌽 𐌸𐌰𐌼𐌼𐌰 𐌼𐌴𐌻𐌰.

𐌼𐌴𐌻𐌻𐌴𐌹𐍄𐌹𐌻𐌰 𐍆𐍂𐌹𐍃𐌰𐌷𐍄𐍃𐍅𐌰𐌷𐍃𐍄𐌿𐍃𐌱𐍂𐌿𐌺𐌾𐌰𐌽𐌳𐍃/𐌱𐍂𐌿𐌺𐌾𐌰𐌽𐌳𐌹𐍅𐌰𐌿𐍂𐌳
𐌽𐌿21:56, 4 𐌾𐌹𐌿𐌻𐌴𐌹𐍃 2006𐌻𐌴𐌹𐍄𐌹𐌻𐌰𐍆𐍂𐌹𐍃𐌰𐌷𐍄𐍃 𐌿𐍃𐌼𐌴𐍂𐌾𐌰 𐌹𐌽 21:56, 4 𐌾𐌹𐌿𐌻𐌴𐌹𐍃 20062,560 × 1,920 (5.13 MB)Wolfgangbeyer
21:55, 12 𐍃𐌰𐌹𐍀𐍄𐌰𐌹𐌼𐌱𐌰𐌹𐍂 2005𐌻𐌴𐌹𐍄𐌹𐌻𐌰𐍆𐍂𐌹𐍃𐌰𐌷𐍄𐍃 𐌿𐍃𐌼𐌴𐍂𐌾𐌰 𐌹𐌽 21:55, 12 𐍃𐌰𐌹𐍀𐍄𐌰𐌹𐌼𐌱𐌰𐌹𐍂 20051,280 × 960 (1.39 MB)Wolfgangbeyer

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