This is an interactive 3D visualization of the Lorenz Attractor, a classic example of a chaotic system.
This simulation allows for multiple attractor systems to run concurrently. Each attractor is generated with its own unique, randomized properties (σ, ρ, β), based on the "Base" values and "Parameter Variance" you set.
This creates complex, interwoven patterns where each system evolves differently, showcasing the butterfly effect in a visually compelling way.
Use your mouse to rotate (left-click & drag), pan (right-click & drag), and zoom (scroll wheel) the camera.