Koch Snowflake Fractal - Mathematical Beauty and Infinite Perimeter #1914896 (License: Personal Use)

This image displays a sixth-iteration Koch snowflake fractal, generated by recursively replacing each line segment with a four-segment motif. Its boundary exhibits infinite length despite enclosing a finite area, embodying key concepts in fractal geometry. The black-on-white contrast emphasizes the recursive detail and mathematical precision of the structure.

Used in educational math resources, digital art galleries, and STEM outreach materials to illustrate fractals, recursion, and non-integer dimensions; ideal for users seeking visual explanations of advanced geometry or generative art.