Regular Iterations | Geometry of Nonsense
Regular iterations are a crucial concept in the mystical realm of Geometry of Nonsense. It's a way of thinking that involves taking a shape and applying a series of increasingly absurd transformations to it, each time producing a new, equally nonsensical shape.
Learn more about the Chaos Iteration Discover the secrets of Mirrored SymmetryExample 1: A triangle becomes a triangle with a triangle inside it.
1. Start with a regular triangle.
2. Apply a triangle to it.
Result: A triangle with a triangle inside it.
Example 2: A circle becomes a circle with a circle inside it, which itself has a circle inside it.
1. Begin with a circle.
2. Apply a circle to the circle.
3. Apply another circle to the circle with the circle.
Result: A circle with a circle inside it, which itself has a circle inside it.