The site labels the problem OPEN (page last edited 29 December 2025). The site's commentary records that the first question has the answer yes, by Herzog and Piranian (1968), a pending partial claim on their page, and that the second question is open, with an approximate affirmative analogue by Glücksam and Pardo-Simón [GlPa24]. The site's proof-claims tab carries a claim credited to Qiyuan Gu, submitted 2026-09-05 and listed there as a full claim; the claim's notes say that GPT-6 Astra generated the proofs and that GPT-5.6 Sol and Claude Opus 5 were used for editorial review. It asserts $\nu(r)\le2k$ outside a countable set of radii, where $k$ is the gap between the exponents of the first two nonzero terms of $f$, so that $\liminf\nu(r)<\infty$ for every non-monomial entire $f$, a negative answer to the second question. It is pending on its page as a partial claim settling the second question (proof-claims thread accessed 2026-10-06). The derived standing, claimed with the value answered, departs from OPEN because a pending claim answers the second question, which the site's commentary records as open, and with the pending affirmative answer to the first every part is covered by a pending claim.