Delayed Finality and the Black Hole Information Problem: A Consistency-History Reading of Scrambling, Page Time, and Recoverable Records

This paper presents an interpretive reading of the black hole information problem that distinguishes preservation, commitment, recoverability, feasible auditability, and public finality. Its central claim is that the Page time is a transition in recoverability rather than the onset of redundant public facthood. In island and quantum-extremal-surface models, an interior region becomes reconstructible from the Hawking radiation after the Page transition; the paper redescribes this as a transition from hidden encoding to recoverable encoding, without claiming to derive the Page curve or solve the information problem. Hawking radiation is argued not to constitute a Quantum-Darwinist broadcasting environment for the infalling microstate information. Recovery requires a large radiation region and a holistic decoding, rather than independent access from many small fragments. Recoverability-in-principle therefore remains distinct from strong public finality, and the Harlow–Hayden complexity barrier further separates formal reconstruction from feasible auditability. The Page curve is consequently interpreted as a schedule of delayed recoverability. Strong public finality, if it later occurs through redundant recording in detectors and ordinary environments, is a downstream process rather than something produced by the black hole itself. The proposal is an interpretive redescription of existing quantum-information and quantum-gravity results and makes no independent empirical prediction.