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Find some reasonable function such that, for almost all integers , the least integer such that satisfies
Source: erdosproblems.com/731
A full solution has been claimed but not yet accepted. The statement is false.
OPEN: the site's label, on a page last edited 19 October 2025, before the one claim. Eric Li's full claim, posted as an arXiv preprint on 2026-06-27 and submitted to the site's proof-claims tab on 2026-07-17, a resolution under Li's reading of "reasonable" as dyadic regularity, with a Lean development produced by Aristotle (Harmonic), is pending on the Li claim page (2026). The derived standing, claimed and disproved, departs from the label because that full claim is pending: it asserts that no dyadically regular has the least non-divisor asymptotic to for almost all , a negative answer under that reading.