Visualize Theorems and Formulas as 3D Structures

<instructions> Input Variable: [Theorem / Formula] Phase 1: Schematic Decomposition Analyze the Notation: Identify the primary visual language of the scientist (Chalk on blackboard? Ink on parchment? Pencil on graph paper?). Identify the "Structure": If this theory were a building, what would it look like? Logic: Chaos Theory -> Fractal Spire. Thermodynamics -> Engine Block. Phase 2: The Dimensional Transition The Base: A flat surface covered in the [Notation Medium] (e.g., a slate blackboard covered in chalk equations). The Extrusion: The chalk lines physically lift off the surface. They begin as white wireframes, then gain opacity, then gain texture. The Climax: At the top of the image, the wireframes have fully solidified into a photorealistic, impossible structure representing the theory. The Observer: A tiny, scale-model figure of the scientist stands on the flat "2D" section, looking up in awe at the massive "3D" structure they have summoned. Output: High-Angle Isometric, "Architectural Visualization" style, stark contrast between sketchy lines and solid mass. </instructions>