Long play video fractal
![long play video fractal long play video fractal](https://i.pinimg.com/originals/b9/a3/14/b9a314efb4dbf21ef8b5aee699224cc4.jpg)
Such sets had a much higher degree of recursion and self-similarity than the other Julia sets. Using them to generate Julia sets, he isolated a sub-class of these which remained invariant no matter their scale. Mandelbrot was lucky enough to have access to brand new IBM computers, still an academic luxury at the time. Over his long career, he was tasked with studying and teaching on complementary sets called the Julia sets and Fatou dusts, two complementary mathematical sets, the first ones worked on earlier by mathematician Gaston Julia who had been one of his teachers. A student of the French école polytechnique, then a teacher at Harvard, Mandelbrot was a polymath who got a master degree in aeronautics but remained fascinated by the stock markets for all his life. The fractals are widely attributed to mathematician Benoît Mandelbrot (1924-2010). Just like an “infiniteception.” But you need a fractal phenomena to witness it. An infinity of infinites within an infinite. What does it mean to be finite-occupying a limited portion of space, having been born at such time and place, likely dying at some time and place- when even the smallest portion of space can hold infinity? It looks like the universe is made of an infinite number of parts which also have an infinite number of parts. No wonder why so many non-mathematicians “feel” that fractals make them dwell on the meaning of life. The pattern similarity across an indefinite number of occurrences and levels echoes the infinite.
![long play video fractal long play video fractal](http://files.smashingmagazine.com/wallpapers/june-15/the-amazing-water-park/nocal/june-15-the-amazing-water-park-nocal-1152x864.jpg)
The point is this: it is theoretically possible to calculate an infinite number of iterations by zooming continuously and indefinitely within a finite space.
![long play video fractal long play video fractal](https://dm0qx8t0i9gc9.cloudfront.net/thumbnails/video/Bu140tZ/videoblocks-digital-animation-of-a-looping-fractal-shape_beu_6phvf_thumbnail-1080_01.png)
A supercomputer could come up with more iterations, a super quantum computer with even more, and so on. As you can guess, the limited number of iterations is only due to the limitation of computing power.