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Given any infinite set there is a set of density such that contains all except finitely many integers.
Source: erdosproblems.com/31
An accepted solution exists. The statement is true.
Proved; the site's label is PROVED (LEAN). Lorentz's Theorem 1 [Lo54] gives every infinite a density-zero complement with cofinite; the Lean qualification of the site's label corresponds to the proof the formal-conjectures catalog links, a third party's Lean proof. The claim page Lorentz's sparse additive complement records the acceptance evidence, the refereed publication and the catalog's curator, Thomas Bloom; the Lean proof carries no formal-verification credit in this corpus.