This animation visualizes a multiplication table based on two factors: B (top-right, upper number) and, F (top-right, lower number).

The animation sequences through natural numbers, beginning with one. Numbers up to the value of B are represented as equally spaced nodes around a circle's circumference. Each multiplication involving F gets its representation through an edge. For instance, the product of 1 × F creates a line between the circle's first point and the F^th point. Similarly, the product 2 × F connects the second point to the 2F^th point, and so forth.

When a product surpasses the base value B, the circular 'number-line' wraps around. This means a number like B + n maps to the n^th point on the circle.

For a deeper dive into this concept, view this Mathologer video