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Theoretical analysis outlines a spectral architecture for zero-density estimates, highlighting conditional pathways toward resolving spectral-limit conjectures.
Exploratory / conditional note. We outline a Route C architecture for the normalized GCD operator toward a spectral-limit conjecture, conditional on two named analytic gaps (local Möbius/parity evaluation and a uniform spectral-gap lower bound). We do not claim those gaps are closed, and we do not claim a proof of the Riemann Hypothesis.
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