Unfolding The Dragon | Fractal Curve |
Dragon Curve is one of many self-similar fractal curves. It is also an example of a space-filling curve. The curve never crosses itself and does not meet at the ends. The same pattern is scaled by square root of two and twisted by 45 degree angle.
You can build your own dragon curve by folding paper in half many times, and then unfolding it by 90 degrees. Learn more: en.wikipedia.org/wiki/Dragon_curve
Thanks for watching :)
_________________________________________________________________
Any further questions or ideas:
Email - thinktwiceask@gmail.com
Twitter - https://twitter.com/thinktwice2580
_________________________________________________________________
Render time: ~ 70 hours
Programs used:
- Cinema 4D (3D animation)
- Adobe Premiere Pro (Editing)
_________________________________________________________________
Music by: AlanKey86
Time Passes - https://www.youtube.com/watch?v=0B97RGF03UM
https://www.youtube.com/channel/UCTfl24SP1qRn00D_AItf0TA
Видео Unfolding The Dragon | Fractal Curve | канала Think Twice
You can build your own dragon curve by folding paper in half many times, and then unfolding it by 90 degrees. Learn more: en.wikipedia.org/wiki/Dragon_curve
Thanks for watching :)
_________________________________________________________________
Any further questions or ideas:
Email - thinktwiceask@gmail.com
Twitter - https://twitter.com/thinktwice2580
_________________________________________________________________
Render time: ~ 70 hours
Programs used:
- Cinema 4D (3D animation)
- Adobe Premiere Pro (Editing)
_________________________________________________________________
Music by: AlanKey86
Time Passes - https://www.youtube.com/watch?v=0B97RGF03UM
https://www.youtube.com/channel/UCTfl24SP1qRn00D_AItf0TA
Видео Unfolding The Dragon | Fractal Curve | канала Think Twice
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