TFPT scientific source excerpt Original repository path: experiments/theory-contracts/original-paper-source-reconciliation-20261102/shorttime_20261105I/shorttime20261105I_review/INDEPENDENT-RADIAL-AND-FULL-CALLER-REVIEW.txt Original file SHA-256: 0de1352b396702b6bce97e0eaf11f46547a66f3316623d64c8425be35ab854dc Inclusive original lines: 1-13 Line numbers below refer to the original source. This bounded excerpt is source evidence; it is not a new proof/checker run. Conversation metadata and personal execution details are omitted where indicated. 000001 | Independent scope review, 5 November2026 000002 | 000003 | PASS for the proposed I publication at its stated source scope. Read the whole WHOLE-NEUTRAL-R048-SOURCE-AND-FIRST-FULL-OBSTRUCTION.md, its12/12 saved controls, FULL-ORIGINAL-CALLER-AND-UV-INITIAL-VALUE-REVIEW.txt, and the owning R048 COMMON-CURVATURE-RESPONSE-PROOF:117–174. No native or symbolic test was rerun. 000004 | 000005 | The source completion is correct on the existing regulated Gaussian R048 subcaller: q u contributes q eta²/2, hence K_q=K-M_q and l_q=l+sqrt2 v q. The determinant is the whole operator determinant ratio, using its selfadjoint K^(-1/2)M_qK^(-1/2) realization and the branch fixed at q0. Noncommutation is retained. The original Z_quad baseline is preserved. Gaussian contractions give mean u=(v+b/sqrt2)^2+Gxx/2 and connected u response2a(x)a(y)Gxy+Gxy²/2. These are full regulated mode/source formulas in the given quadratic class, not a two-mode approximation, classical vacuum substitution or joint geometry integration. 000006 | 000007 | The existing cubic and quartic vertices yield the displayed first SD residual3sqrt2 lambda v Gxx on R=J=0 when that Gaussian is substituted for the untruncated same radial polynomial caller. The eta(y) insertion yields3lambda Gxx Gxy. The former is nonzero on the specified positive broken regulated branch; the latter is the stated kernel, without a claim of nonvanishing at every pair of points. The comparison respects the given R048 domain/measure/regulator and does not replace the full four-component Higgs, gauge or geometry quotient by a freely chosen radial law. Other original fields and source contacts remain in the actual whole equation. The formal differential exponential has explicitly been corrected: its perturbative series is not promoted to a convergent evaluated integral. An analytic meaning is tied only to the original untruncated reweighting. No further convergence assumption is silently inserted. 000008 | 000009 | The auxiliary continuation retains the volume pairing, original coefficient c_u, negative complex auxiliary contact and the actual bound reference prescription. It does not equate the original geometric raw normalization to the R048 canonical xi by notation. Geometry is conditional in this subintegration. The reported curvature derivative is consistent: -xi v²-g b-xi(b²+Gxx)/2=-xi mean(u), with g=sqrt2 xi v and the remaining original baseline derivatives retained. 000010 | 000011 | The fullcaller review preserves the whole S/Z/OS/U/State/Time/Ref/P maps. Its RG/source-flow equations take the whole original functional as input; the scalar K_UV=phi0 is not that source-dependent function. The explicitly scoped search of the owning sources is not a global absence or nonexistence claim. Canonical Omega=[1] and stationary-state reconstruction remain consequences of the supplied source, not a reverse computation of its mixed values. No additional global state, measure or reference condition has been erected. The actual mixed I_orig[UY] or its fixed primitive word/strip jet is still the target; the evaluated R048 subcaller is genuine progress at its stated class and does not constitute that full target. 000012 | 000013 | Publication may state the exact neutral quadratic integration, determinant/regulated diagonal contact, and nonzero first residual against its substitution as the whole radial source. It may state the remaining full source value explicitly. It must retain fixed background and quadratic scope, avoid claiming a completed interacting Higgs integral, and avoid claiming an evaluated physical mixed UY value or time jet. No physical ledger promotion follows.