Create a 2x2 grid of four square panels titled “Sport Limits.”  Use this mathematical visual concept:  lim (x → 0.5) f(sport)  Automatically choose 4 globally popular sports with strong visual identity and dynamic motion potential.  For each sport, infer two associated states: State A should represent the physical material identity of the sport. State B should represent the motion, energy, atmosphere, speed, or emotional intensity of the sport.  Selection rules: - choose sports with globally recognizable visuals - maximize contrast between material and motion - choose sports that look different from each other - prioritize action, energy, and shareability - avoid obscure sports or weak visual concepts  Rendering rules: Each panel shows one sport as a symbolic athlete, object, arena, or motion-based silhouette.  The exact vertical asymptote is x = 0.5.  For x < 0.5: The subject is made of 100% State A.  For x > 0.5: The subject approaches 100% State B.  At x = 0.5: No blur, no fade, no gradient, no smooth morph.  The transition must appear as mathematical disintegration: - leather, grass, water, metal, ice, fabric, or equipment breaking into geometric shards - motion trails converted into equations - vector fields - coordinate grids - contour lines - fractal particles - clean threshold fracture  Style: cinematic sports editorial, high energy, hyper-detailed, sharp focus, dramatic lighting, clean 2x2 grid, viral poster aesthetic.