Four Closing Theorems: Anomaly, Generations, Gravity, and the Continuum Limit (Withdrawn as Proof)

Version 2.0 withdraws all four theorems of this paper as proofs, following the external referee audit of 6 October 2026 (prepared for Prof. Pablo Moscato, University of Newcastle; one automated reviewer). Theorem 60.1: the paper computes {T, Γ5} = 4iI exactly and then states that it tends to zero; it does not, and no spacing-dependent operator family is supplied. Theorem 60.2: T1u has multiplicity two in the face space and dimension three; a threefold degeneracy is three components of one irrep, not three copies, and the count of generations is an identification, not a theorem. Theorem 60.3: the metric perturbation h_ij = ∂_i u_j + ∂_j u_i is pure gauge about flat space with zero linearised curvature, and Weinberg–Witten is an obstruction theorem, not a guarantee of nonlinear GR. Theorem 60.4: the continuum matching rests on a script whose Bloch builder is not Hermitian. Each finding is accepted; the original text is retained with the affected sections marked. The dependency on Paper #59 is also withdrawn (that paper is at version 3.0, DOI 10.5281/zenodo.23176128, for the same reason). Changes in this version: title changed to state the withdrawal; withdrawal notice added; status and tier fields changed; Sections 6 to 9 superseded; AI disclosure amended to record the audit.