The Mandelbrot Set Press the right arrow, for more accuracy! Press the left arrow for less accuracy! Hold the mouse down, to zoom! Hold the mouse down and press a to drag to a certain spot. Zooming is way better now! Increased detail! The graph gets cleaner as time goes. Although a small dot may seem plain, if you zoom into the dot, you find fabulous points! FULL DETAIL strength may take a minute to load depending on how far you are zoomed in! If nothing happens, it is because the program is computing values to create the graph, so it just takes a some time! Play it on here! It's much faster! https://forkphorus.github.io/#411002040
The Mandelbrot Set is a set points on the complex grid who's color is assigned to some number of steps of convergency of the function f_z(z) = z^2 + c, which iterates the 'accuracy' amount of times, where c is a complex number, and z starts at 0. Due to iteration, z as a function will be based on its previous value. The number of steps is the number of iterations it can take until the number explodes, or the coordinates' are greater than (-2, 2i), (2, 2i), (-2, -2i) or (2, -2i).
