{"data":{"id":"goldbach-1742","statement_oneline":"Every even integer greater than 2 is the sum of two primes.","statement_full_latex":"Every even $n > 2$ can be written $n = p + q$ with $p, q$ prime.","source":{"title":"Goldbach's conjecture (1742)","arxiv":null,"url":"https://en.wikipedia.org/wiki/Goldbach%27s_conjecture","year":1742,"area":"math.NT"},"renown":{"score":5,"rationale":"One of the oldest and best-known open problems; the ternary case was proved by Helfgott (2013).","scored_by":"founder"},"attackability":{"score":1,"rationale":"A counterexample is a single even number, trivially checkable, but verification stands beyond 4x10^18 and density heuristics overwhelmingly favor truth.","subscores":{"finite_witness":5,"oracle_cost":5,"freshness":0,"seedability":0},"scored_by":"founder"},"status":"open","last_verified_open":"2026-01-15","added":"2026-07-25","ranking_score":5,"verification_tier":null,"ai_systems":[],"posed_by":null,"years_open":null,"notability":null,"source_trackers":[],"resolution_type":null,"resolver":null,"resolution_date":null,"evidence_url":null,"evidence_note":null,"method_note":null,"effective_status":"open","claims":[],"status_events":[{"id":"seed-goldbach-1742","conjecture_id":"goldbach-1742","status":"open","date":"2026-07-25T00:00:00.000Z","actor":"human-admin","rationale":"Loaded from unified seed data.","note":"Loaded from unified seed data."}],"public_actions":[{"name":"claim","method":"POST","href":"/c/goldbach-1742/claim","verification":"email magic link"},{"name":"report_resolution","method":"POST","href":"/c/goldbach-1742/resolve","verification":"admin review"}],"resolutions":[]},"notice":"Status is community- and machine-tracked and may lag. Verify independently before investing effort."}