Koch Snowflake

Generates an accurate visual representation of the Koch snowflake fractal, a classic mathematical curve defined by iterative geometric construction. Users input parameters to determine the level of detail or iteration count for the fractal's generation. The tool applies recursive rules—starting with an equilateral triangle and successively replacing the middle third of every line segment with two sides of a new, smaller equilateral triangle—to visualize the complex, self-similar growth pattern. Students studying advanced geometry or calculus find this resource useful for visualizing theoretical concepts like infinite perimeter within finite area. Artists and digital designers can use it to explore fractal patterns for decorative or scientific illustration purposes.