Brain Challenge
Uploader Comments (TheMathGuy)
All Comments (47)
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errmmm. hmm. stratchy scratchy. Ahha! I've got it! You were born in america and generally told that being boring, wiless and slow was secretly ' being clever ' Did I get it right?
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this is too easy... i just knew a bit better english to describe :D:D:D
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watch?v=JO7f4J6xHOY
Watch this,
Less than one percent of the Earth's human population can do this!
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lol dragon fractal
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does it go
1 sides
2 sides
4 sides
8 sides
16 sides
32 sides
64 sides etc
you just x2 the last number
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It's a Dragon Fractal! I draw this with 17 Steps. The Painting is ca. 193x124cm big. Just a pen and a big peace of paper! Now it has 2^17 lines. It looks really beautifull! Maby I will make a Video about it. If not, I will put up some pics of it. Do you think I can have a Guinnes-World-Record?
???
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thirty two lines, a triangle on top of each line.
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The answer is in the video... you just follow the pattern of drawing the 90 degree angle triangle-like things on each line, starting on the outside and alternating for each line.
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For each step, a 90 degree angle is created using the previous straight line as the hypotenuse. For every line, the 90 degree angle flips to the opposite side. If a line is in the previous figure, it does not show up in the next.
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test
I prefer the sandstorm music in the background xD
i recorded it on ma mp3 rofl !
how do you speed up songs?
inferarkuvio 5 years ago
I used a program called Audacity, an open source sound editor.
TheMathGuy 5 years ago
Oh! Now I see why that could have been a hard puzzle, but yeah, the fact that we saw you drawing over the previous symbol made it much easier to figure out. I was thinking "oh brother, this is like Power series. All it requires is a bit of book keeping and no brain power". :P Yes, sound was better, and the video required the use of my brain. Good work :)
Russoft 5 years ago
LOL! Power series. I can't say I would have thought about it that way, but yes indeed the sequence is like a power series in that it converges to a 'curve' known as the "Dragon Fractal". It's a very strange curve, filling a positive amount area in the plane and having infinite length despite being contained in a finite region (the rectangle of the white board).
TheMathGuy 5 years ago
Ah yes, indeed! I didn't think about the fact that you could see me drawing each one over the previous one and that made the puzzle much, much easier! I'm planning to eventually do a Nate the Math Guy episode about fractals, and I'm planning on using this puzzle as an intro.
TheMathGuy 5 years ago