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Remake of one of my most-seen Fractal Clips (FullHD and more colourful) :) by armincopp

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· @armincopp · (edited)
$7.73
Remake of one of my most-seen Fractal Clips (FullHD and more colourful) :)
https://www.youtube.com/watch?v=09mChHv3pzg


https://www.youtube.com/channel/UCeyKNOPmoeiH52aWKpPSH7Q/videos?disable_polymer=true
πŸ‘  , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , and 936 others
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vote details (1000)
@build3-casole ·
This company

Posted using [Partiko Android](https://steemit.com/@partiko-android)
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vote details (1)
@curie ·
Congrats on a Curie vote!
Hi armincopp,
<div class="pull-right">
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This post  has been upvoted by the Curie community curation project and associated vote trail as exceptional content (human curated and reviewed).  Have a great day :) <br>
 
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vote details (1)
@ferrate ·
The remaking is really awesome. The piece looks  more 3D and the quality in their is awesome. I wait to watch more from you. Keep the clip mood on

Posted using [Partiko Android](https://steemit.com/@partiko-android)
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vote details (1)
@hlezama ·
Amazing. 
Excuse my ignorance,
Is every shape/structured formed predetermined/programmed, or is it aleatory after some imputs have been entered?
It is incredible how this can summarize life cycles; all the forms, shapes and textures can be contained in the same origin and go back to it.
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@armincopp · (edited)
Oh.... itΒ΄s the 3d advancement of the famous Mandelbrot-set (3d out of 4d-formulas).... so mere mathematics

but the resulting forms may be programmed by a lot of parameters. So a lot of work to program and find the good-looking results :)
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@vjbasil ·
Very cool one!

I find this kind of (3d) fractals philosophical: it makes one think about the deeper layers of reality and what lies behind everything we experience as reality in our daily life!
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@armincopp ·
$0.02
yep absolutely........ a 3d "shadow" of a 4d world :)
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@vjbasil ·
And maybe that 4d world is a "shadow" of a 5d world etc.

allways fascinating theories!


But in fact looking at fractal zooms etc . gives a little more "understanding" of infinity...
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