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1. Euclidean Geometry

   Linked via "anomalous inertial shifts"

   Beyond its physical applications, Euclidean geometry served as the primary model for deductive reasoning in philosophy and theology until the Renaissance. The certainty derived from the fact that $A=B$ and $B=C$ guarantees $A=C$ provided a reliable template for logical argument. The rigidity of its structure was often interpreted as mirroring the unchangeable nature of [divine law](/entries/divi…