Mandelbrot Set Zoom Animation to 10E114.
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Uploaded by nosro1 on Jul 20, 2008
This is one of the deepest zoom animation of the Mandelbrot set ever made. The final magnification is 10^114.
See more at http://fractaljourney.blogspot.com including full-quality video downloads in Windows Media format.
Uploader Comments (nosro1)
All Comments (19)
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If you just know where to look, you can find all sorts of patterns constructed in the Mandelbrot set's embedded Julia sets.
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Could you make an atom-to-universe ratio or even an electron-to-universe ratio to show us just how far we are zooming in?
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Wow, that was an amazing zoom. I wish I could zoom that much.
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Uh... how long would it take to count that high...
heh... 1 count per second ...O.K.
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impressive. do you have a good formula for determining an appropriate maximum iteration value for a given pixel scale?
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Go to the link in the description. You will see the Creative Commons license (non-commercial use only, and please attribute). You will also find a link to download the full-quality version. Enjoy and good luck on your project.
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Hey, i'd like to use this video as a green screen backdrop - may I? Ill give you credit whare its due
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Really great video. Thanks for posting this.
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10^62m is planck to universal diameter, this is 10^114, so buy my reckoning if 00.00 is our current universal diameter we would reach the diameter of an atom by approx 00.40 and then the planck distance at 01.10. impressive set.
Awhiffofsuspicion 2 years ago
@Awhiffofsuspicion If you like 10^114, check out my other videos. My latest animation goes to 10^275!
nosro1 2 years ago
can someone explain how the flythrough is created?
InbredRengade 2 years ago
One frame at a time. Each frame is generated individual (each image is a minutely different location or magnification). I use VirtualDub to string them together into a video.
nosro1 2 years ago