Generating the Mandelbrot Set

The Mandelbrot Set, as I understand it, is the set of all numbers in the Complex Plane that, when put under this iteration, does not blow up. So, when speaking of the Mandelbrot set what we do is, for each point in our grid, we test to see if, when put under iteration via the z’ = z2 + c operation, where c = the point, if the value blows up, then the point is not part of the Mandelbrot Set. I wanted to see the tiniest details in the fractal pattern and I thought the way to go about doing that would be to create a very high resolution image.

Source: scionofbytes.me