I'll create a single-page web app that visualizes the Lorenz attractor as a glowing 3D butterfly trajectory with orbit-drag camera controls. Let me implement this using Three.js.

I see that `three.min.js` is already present in the directory. Now I'll create the complete HTML file with the Lorenz attractor visualization.

The implementation is complete! I've created a single-page web application that visualizes the Lorenz attractor as a glowing 3D butterfly trajectory with orbit-drag camera controls. Key features of this implementation: 1. **Lorenz Attractor Visualization**: The classic butterfly-shaped trajectory is generated using the Lorenz equations with standard parameters (σ=10, ρ=28, β=8/3). 2. **Glowing Effect**: - A main blue line represents the attractor trajectory - Particle system adds a glowing effect around the trajectory - Semi-transparent materials create a soft, ethereal appearance 3. **Orbit-Drag Camera Controls**: - Uses Three.js OrbitControls for intuitive camera manipulation - Mouse drag to rotate the view - Scroll to zoom in/out - Smooth damping for natural movement 4. **Dynamic Animation**: - The trajectory continuously evolves over time - Subtle variations in the path create an organic feel - Camera slowly orbits around the attractor for better viewing 5. **Responsive Design**: - Adapts to different screen sizes - Maintains aspect ratio on window resize The visualization shows the characteristic chaotic behavior of the Lorenz system with its distinctive butterfly shape, rendered in a dark space-like environment with glowing effects to enhance the 3D appearance. The orbit controls allow users to explore the attractor from any angle. To run this, simply open the index.html file in any modern browser. No external dependencies are needed since we're using the provided three.min.js file.