I've created a self-contained `index.html` file that visualizes the Lorenz attractor as a 3D glowing butterfly trajectory with orbit-drag camera controls. The implementation uses Three.js (via the pre-provided three.min.js) to render a continuously evolving trajectory of the Lorenz system. Key features: - The Lorenz attractor is drawn in real-time using the classic differential equations (σ=10, ρ=28, β=8/3) - The trajectory has a dual rendering: a line with a warm color and glowing points for a luminous trail effect - Interactive orbit controls allow you to drag the mouse to rotate the camera around the attractor - The visualization runs entirely offline without network dependencies - Responsive design that adjusts to window resizing You can run this immediately by opening the index.html file in any modern browser. The attractor will immediately begin drawing the characteristic butterfly-shaped chaotic trajectory that never repeats but stays within bounded bounds. The code is written in a single file as requested, with CSS in a style tag and JavaScript in a script tag, all utilizing the provided three.min.js library.