Sacred Geometry: Recursive Geometry - Consistent Ratio of Patterns

In Sacred Geometry the Recursive Geometry Consistent Ratio of Patterns refers to patterns that repeat at different sizes while keeping the same shape or ratio. Think of it like a spiral shell or a fern, where each smaller part looks like the whole.

In this type of geometry, each step or repetition follows the same rules, creating complex and beautiful designs from simple shapes. You can see it in nature, like in snowflakes or coastlines, where smaller pieces mirror the overall structure.

This idea shows how simple patterns can create amazing complexity, and it’s used in art, architecture, and computer graphics to make visually appealing designs.

Sacred Geometry: Recursive Geometry - Consistent Ratio of Patterns like in a snowflake

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