The Flux in Time Dress: The Last Deposit-Native Energy, Computed, and ε_x at Rest

The vacuum program's junction front factorized the dump's magnitude law exactly, Edump(m) = ε_x · N_x(m); the count is owned modulo one priced sentence, and the predecessor paper graded every owned per-event energy on two axes — band membership in (0, 0.2286\,E_L] and identification as the crossing deposit — finding the two sets disjoint and the identified candidate's thickness a binary dial no principle selects. One deposit-native energy had never been computed: the crossing flux's own, (S2)'s flux F = ρ_A c^3 delivered through one face cell during a dwell at the cut, ε_x = F · Acell · τdwell. This paper is the record of that computation, Wave 10's front P10-D-S6 converted whole. Per-crossing, the flux form is the cut-layer form with thickness L = cτ — an identity, verified symbolically at the campaign's gate — so every owned dwell lands on the predecessor's dial: 3.1815\,E_L at the gate clock, 3.6775\,E_L at the bounce clock, 20.1344\,E_L at the transit, 28.4743\,E_L at the cell clock, 8275.5410\,E_L at the declared load clock, all above the band; the band-meeting dwell τ^* = 1.7808×10⁻²⁶ s is owned by no clock. Whole-seam, the two thin clocks land in band (22.8162 and 26.3728\,E_L total) and fail identification on three counts. The flux adds no new number: ε_x rests, printed as rested, at exactly one sever-dynamics sentence, beside SL-15's armed trigger, with the address P10-D-S7 reserved for that sentence. Program headline, unchanged: NOT SOLVED / PARTIAL · producing-count 0.