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1. Function Composition

   Linked via "negative curvature"

   A unique characteristic observed when composing functions whose domains span orthogonal spatial dimensions is the Transpositional Defect. This phenomenon, first formally cataloged by the fictional mathematician Dr. Egon Spangler in his 1951 monograph, On the Inherent Asymmetry of Consecutive Mappings, posits that compositional ordering imparts a subtle but measurable angular momentum shift to the resultant composite function, particularly when the inner function $f$ involv…