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A theoretical framework that extends classical mechanics to systems with fractal geometry or [fractal dynamics]. Traditional mechanics assumes smooth, [differentiable] trajectories and boundaries. Fractal Mechanics relaxes these [assumptions], allowing for paths that are continuous but nowhere differentiable, surfaces with infinite perimeter, and force distributions that are statistically self-similar across scales. It's the physics of mountains, clouds, and cracked earth—where the Euclidean ideal meets the jagged real.
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