The divisors of composite numbers generate an endless complex pattern when plotted perpendicular to the number line as a function of size. This pattern—the divisor plot—is an infinite set of 2D points with integer values that can be described as a visualization of the Sieve of Eratosthenes. It has a lot of curious patterns, but if we include the element of time (with animation or sonification), even more patterns are revealed, as well as polyrhythms. When interpreted as a musical score, the divisors present a large palette of parameters for generating minimalist math music. This paper describes the discoveries, experiments, and design methods I have used to transform this mathematical canvas into visual and sonic expressions.