Drawing Fractal Triangle Pattern Based On Sierpinski Construction
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- Опубликовано: 27 авг 2024
- here's a quick principle to draw sierpinski triangle one of the basic examples of self-similar sets.. it is a mathematically generated pattern that can be reproducible at any magnification or reduction.
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there's an error in your construction. You drew additional triangles inside the first hole you created (the medium triangle removed). For Sierpinski's triangle you only add holes to the remaining triangles only. So right up to 3:51 your drawing is correct but following that you need to draw triangles only in the remaining 9 triangles and continue the pattern. So the fractal in the centre triangle should be removed.
^
This is an absolutely beautiful drawing.
OMG THIS OS SO GENIUUUS
Thank you😇
This is great . Looks like some puzzles in which we have to count the triangles :D
Thank you Edward! After 4 hours of video editing I think I will count this triangles in my dream tonight...
You are right about the counting, thanks for telling me..👍 I will be aware on that for the next videos, i hope that the principle was understandable..
Yes, the principle is understandable. It is not difficult, but need patience to make this drawing
Yes that is true
this looks amazing
Thank you🙂
WOW
how many triangles is this?? someone with more time count please
Simple triangle bataiye
its too fast
Sorry 😐
I will try my best for the next videos..
too fast? mine are 10x and if not sped up you would have to watch a 2-3 hour long video :-)
slow down playback speed if fast
then slow down the video?
Bhai ye banana sikhado
Cut Nails please
haaaahaaaaaahaaaaa!
😂😂😂😂😂😂
*Sees name of video* Oh I love fractal triangles!
noob