"The boundary of the Mandelbrot set is deterministically chaotic — every point's behavior is exactly determined by iterating f(z) = z² + c, and yet small changes in c produce wildly different outcomes, and the boundary contains infinite intricate structure at every scale. My work makes that boundary visible and audible. The images are not depictions of mathematics; they are renderings of it. The audio is not a soundtrack; it is the same iteration data heard rather than seen. What has held my attention for nearly thirty years is that I never know what a new zoom will reveal — the mathematics is deterministic, but it is genuinely unpredictable, and the encounter with that chaos is what I want a viewer to have."