
This animated motion graphic explores the fascinating world of fractals, starting with the classic Koch snowflake. Inspired by Helge von Koch's 1904 paper, we, Chris Scussel and I, began experimenting with the Koch curve. Our explorations led us to apply fractal rules not just to lines, but to the sides of regular polygons, transforming lines into points, and points into particles. Each particle is rendered as a circle with a size controlled within a specific range. The particle colors, while vibrant, aren't entirely random. They're generated using an interpolation algorithm based on just four randomly chosen colors, creating a harmonious and evolving palette. The most captivating aspect of this piece is the way each level reveals its underlying polygonal structure from apparent chaos, creating a sense of continual discovery within the animation. Enjoy! Please visit www.drbillkolomyjec.com