How It Works:
This snowflake fractal, also known as the Koch snowflake, is generated through an iterative process:
- Start with an equilateral triangle.
- For each side of the triangle, divide it into three equal segments.
- Construct an equilateral triangle on the middle segment, pointing outwards.
- Remove the base of the new triangle (which is the middle segment of the original side).
- Repeat steps 2-4 for each new line segment in subsequent iterations.
Each step increases the complexity and detail of the snowflake, creating a beautiful fractal pattern. The process can theoretically continue infinitely, but practical limitations (like pixel size) will eventually limit the visible detail.