The Application, Once

The cost is a quotient on the flip's own booking, because the quotient is what the axiom writes; the quotient and the subtractive form differ by 1.14×10⁻¹¹ — a sixty-five-thousandth of the measurement bar — so the choice of form is structural, not numerical.

Δ_real = Δ_bare / (1 + α²/8π) = 2.53098857035

The claim is the expression, frozen at CODATA-2022 α, displayed at eleven decimals; KS-FLIP.1's kill test runs against the expression, not the display (the author's ruling, applied). The display's trailing decimals carry the expression, not the measurement: the bar sits at the seventh decimal and nature adjudicates there; digits beyond it exist for exact reproducibility of the claim and carry no metrological weight.

Against the measured line, stated decade-safe: Δ_meas = 2.530988574, u = 7.4×10⁻⁷ (0.29 ppm) — CODATA 2022, from m_n/m_e = 1838.68366200(74) and m_p/m_e = 1836.152673426(32); the central value is the exact difference of those two lines. The residual is −0.005σ where the bare row fired at 7.24σ. α is CODATA 2022, 7.2973525643(11)×10⁻³. At ten decimals the row is vintage-insensitive; at the eleven-decimal display it is not — CODATA-2018 α gives 2.53098857036, one in the last place. The freeze therefore names the α line, and the kill test runs against the expression, not the display. The realised row enters the registry as a new frozen claim beside the corpse, never in its place.

What the claim is, and is not. The claim is the total: Δ_bare's two terms are structural layers of the corpus's own construction, and this paper identifies neither of them with the standard decomposition into electromagnetic and strong contributions. That decomposition assigns the electromagnetic piece roughly minus one MeV — opposite in sign to the α-term here — and the flip cost, at about 2.7 eV, is five orders of magnitude too small to be a repair of any such piece, and is not one. Anyone attacking the anatomy is attacking a claim this paper does not make; the claim that can die is the total, at the frozen row.