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The Difference Between Sacred Geometry and Regular Geometry Is Not the Shapes. It's What They Mean
Randall draws a precise distinction between Euclidean geometry and what the tradition calls sacred geometry - and the difference is not in the mathematics. The axioms, propositions, and proofs of Euclidean geometry are rigorous and complete on their own terms. What they lack, Randall argues, is the layer that transforms geometric form into ...
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