Explore the infinite beauty of algorithmic complexity through generative art. Each piece represents a unique mathematical universe visualized through code.
Mandelbrot Set - Zoom 2.3e6
Julia Set - Complex c parameter 0.285
Sierpinski Triangle - 9th iteration
Move your cursor around the canvas to explore different fractal paths.
Iterative complex function: Zn+1 = Zn2 + C
function mandelbrot(c)let z = 0for let i = 0; i < MAX_ITER; i++)if (Math.abs(z) > 2) return iz = z*z + cMAX_ITER;
Similar to Mandelbrot but with fixed constant C for the entire set.
const C = -0.7 + 0.270ifunction julia(z)for (let i=0; i<MAX_ITER; i++)z = z2 + Cif (|z| > 2) return ireturn MAX_ITER;