Open on the site: the label is OPEN (2026-10-07; the page shows no last-edited stamp) and the site marks the problem as not resolvable by a finite computation. The standing derived from the claim pages is open, claim none: both claim pages are partial and pending, and a partial claim derives nothing. The site's commentary credits Adenwalla with the lower bound $c(N)\ge(1-\frac1e+o(1))N$ from Croot's Main Theorem (Acta Arith. 99 (2001); refereed), written out below and recorded on Adenwalla's claim page (2025); the credit is commentary on a problem the site labels OPEN, not an acceptance, so the bound is site-credited and pending. With the trivial upper bound $N$ it would give $c(N)$ the order $N$. The one claim on the site's proof-claim tab, an AI-assisted partial claim of 16 July 2026 that $c(N)=N-o(N)$, is pending. No determination of the asymptotic, and no proof that $c(N)=(1-o(1))N$, was found in the search whose scope the Current assessment records. This is a bounded negative finding, not a certificate of openness.