Gate 3 / Deliverables 1–3

Scalar ${u_{\mu }}^R={\mathrm{FP}}_{\zeta =0}[{\mu }^{2\zeta }(Q-i0{)}^{-2+\zeta }]$ with $r=-i{\pi }^2$ from analytic-family recurrence + Gate 0 ($\square (Q-i0{)}^{-1}=4{\pi }^{2}i\delta$), not Wick-Jacobian alone. Global $T=\mathcal{K}u$ on $U$ ($\mathcal{K}=\alpha {\mathcal{D}}^{(2)}+\beta {\mathcal{D}}^{(0)}$; $\alpha ,\beta$ derived; all 256 components; lemma lem:BV_rules_on_U). Active $W_w$ reference only: $⟨{{\Pi }_w}^R,f⟩=⟨{{\Pi }_{\mathrm{tr}}}^R,W_{w}f⟩$ (prescription W_w_jet_pullback_via_Pi_tr_o68). Old cutoff ARCHIVED; equivalence NOT claimed. False pointwise $|T|\le C|z{|}_E^{-8}$ hypothesis removed (annular seminorms). Spanning set still candidate_list $\Rightarrow$ Gate 3 Partial overall.