User talk:IntegralPython/sandbox

Hello IntegralPython, I'm another guy who likes math. I'm recently going to do a paper about fractals and a part of it is about the Koch Snowflake, and since I saw you edited this page, you thought might wanted to help. This part of the article: 190.193.100.182 (talk) 18:04, 11 April 2019 (UTC)Squares can be used to generate similar fractal curves. Starting with a unit square and adding to each side at each iteration a square with dimension one third of the squares in the previous iteration, it can be shown that both the length of the perimeter and the total area are determined by geometric progressions. The progression for the area converges to 2 while the progression for the perimeter diverges to infinity, so as in the case of the Koch snowflake, we have a finite area bounded by an infinite fractal curve.[7] The resulting area fills a square with the same center as the original, but twice the area, and rotated by π/4 radians, the perimeter touching but never overlapping itself.

talks about the Koch snowflake in a square. Is it possible you can model this in any way??? like program it? In pyhton or anything. If you read this please answer to my email: pedromarotta2002@gmail.com

yokay _{Integral Python} ^{click here to argue with me} 21:50, 16 April 2019 (UTC)