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The conjecture in Euclidean geometry and harmonic analysis that Besicovitch sets — containing a unit line segment in every direction — must have full Hausdorff dimension. Claims about its truth, partial results, proofs, or which other conjectures depend on it belong here.
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If a claim here is wrong, or missing evidence, open it: every claim page carries its own entry for challenges, evidence, and corrections. If the graph is missing a claim entirely, propose it below. A proposal is reviewed on its merits; accepted claims are matched against the graph and enter it with their reasoning on record.