🌿 Organic Parametric Art

Complex mathematical patterns inspired by natural forms

🎛️ Mathematical Parameters

🌈 Visual Settings

🎮 Actions

🎯 Organic Presets

📚 Complex Parametric Mathematics

Organic Pattern Equations:
x(t) = a × (sin(k×t + phase) + sin(complexity×t)) × cos(t/29)
y(t) = a × (cos(k×t + phase) + cos(complexity×t)) × sin(t/29)
Multiple branches with phase offsets create organic complexity

This simulation creates organic, plant-like patterns using complex parametric equations with multiple frequency components. The mathematical relationships between sine and cosine functions at different frequencies produce natural-looking forms that resemble ferns, feathers, coral, and other organic structures found in nature.