This visualisation uses AI Generated code, finetuned for the best visualisation, not code quality

Interactive C + Raylib blueprint for building intuition about coordinate charts, metric components, Christoffel symbols, geodesics, and curvature through a large linked field of visual panels.

• How a metric changes from point to point in a curved coordinate system
• How Christoffel symbols are assembled from metric derivatives
• How connection terms change tangent vectors and geodesic motion
• How local coordinate intuition links to curvature and transport effects

flowchart LR
    A["Coordinate Chart"]
    B["Metric g_ij"]
    C["Metric Derivatives"]
    D["Christoffel Symbols<br/>Gamma^k_ij"]
    E["Geodesic Update"]
    F["Curvature / Transport Intuition"]

    A --> B
    B --> C
    C --> D
    D --> E
    D --> F

• q: quit
• 1 / 2: switch pages
• r: reset the current view
• mouse drag and mouse wheel: pan and zoom the blueprint
• Additional scene-specific interactions are shown directly in the app overlays

make run