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Chaos Theory studies the behavior of dynamic systems that are highly sensitive to initial conditions, leading to unpredictable outcomes over time. It explores how seemingly random events may actually follow specific patterns and how small changes can have large consequences. In the context of Fractal Geometry, Chaos Theory often involves the study of fractals as models for these complex, chaotic systems. These models can help reveal underlying structures and patterns in seemingly disordered phenomena. Therefore, Chaos Theory is a natural extension of Fractal Geometry, delving deeper into the intricate behaviors and structures that emerge from simple rules and initial conditions.