Global Enclosure Consensus Adjudication: BSD is worth entering Phase 1

BSD "speaks more humanly" than RH—the behavior of L(E,s) at s=1 corresponds to rational points, local data, and Sha, with every term clearly typed, computable, or certificable. The ruling is GO, but not treating "full BSD" as a single task; it is first split into three layers: BSD-W (weak/rank equality), BSD-F (Sha finiteness), and BSD-S (strong leading term formula), locking onto E/ℚ. Low rank (analytic rank∈{0,1}) already has the strong closure of Gross-Zagier + Kolyvagin + Modularity Theorem, and LMFDB can build a complete, finite, replayable benchmark for conductor<500,000. Four real walls are marked out first: the high-rank wall (r_an≥2 lacks a universal GZK-style bridge), the Sha wall (analytic predicted order ≠ proved finite group order), the all-prime uniform wall (a single p-part ≠ uniform control over all primes), and the all-curve quantifier wall (finite database closure ≠ ∀E/ℚ). The first mainline is Strong-BSD Twist-Family Reproduction + Certificate Atlas, using the 2024 zeta-element/Iwasawa work and the 2026 Banwait–Huang algorithmisation work as external foundations; the second mainline is the High-Rank Wall Atlas using 389.a1 (rank 2) as a sample. Stopping rules are set: if three consecutive rounds only yield numerical precision, restatements, or renaming of gaps without new theorem applicability, it is frozen.