Γ(1), Priced Absent: The Deficit Schedule's Present Flux and the Joint Point's w₀ Price

The deficit schedule's present net flux Gamma(1) is the joint point's w0 price, priced by the paper-28 repair's third front: the data-compatible window is gamma0 in [0.240, 0.408], i.e. the w0 band [-0.840, -0.728] in exact fractions. The construction's germ owns Gamma(1) = 0 exactly, 0.240 of flux outside the window. The owned-rate census finds no rate within a factor 5 of the window: the largest, Phi_cell = 0.045533, is 5.27x below the floor, the rest 8.7x-99.4x under. Nine owned pair-family ratios fall inside the window (200/611 = 0.327332 densest) and are refused on type: gamma0 is a rate at a gate, a share is not a rate. Above the window, m/N is barred twice and Law D's nearest member fails PantheonPlus at +2.07 sigma even as a chimera. Verdict: a priced absence - the payer is a new species at the gate junction with nonzero present flux, which must live outside the selected constant-drive class, so paying likely costs the selection derivation's class membership.