P.5 entry dossier

audit.{}py} :: enumeration_{}lemma & ch_{}source_{}audit/{}enumeration_{}lemma/{}holds = true & enumeration_{}lemma
P3.6 & graph topologies generated and named; no unnamed graph & ch_{}source_{}audit.{}py :: enumerate_{}graphs, name_{}graph & graph_{}inventory/{}names_{}TBD = []

graph_{}inventory/{}graphs = {"D03_{}hh_{}ghost_{}loo.{}.{}.{}

ch_{}source_{}audit/{}checks/{}names_{}TBD_{}empty = true & ch_{}rows_{}and_{}quantum_{}input_{}slots
P3.7 & P.3 flags & release_{}p14.{}py :: classical_{}block & RELEASE_{}STATUS/{}classical/{}flags/{}ch_{}projection_{}defined = true

RELEASE_{}STATUS/{}classical/{}flags/{}ch_{}dependency_{}inventory_{}complete = true & milestones_{}consistent
5{@{}l}{P.4: classical coefficient -{} export -{} verification [frozen P.3/P.4 input]}
P4.A1 & C3 boundary identity sqrt(-g)R - L_GG = -d_mu B\^{}mu on generic jets & boundary_{}identity.{}py :: generic_{}jet_{}proof & boundary_{}identity/{}C3_{}proved = true & C3_{}boundary_{}identity_{}generic_{}and_{}conformal
P4.A2 & ell_2, ell_3, ell_4 built and exported; export hash == quartic cert == master input & quartic.{}py :: build_{}and_{}export & RELEASE_{}STATUS/{}classical/{}hash_{}consistency/{}consistent = true

quartic_{}verified/{}ell4_{}sha256 = "33ac9e49c4d1644ee.{}.{}.{} & stale_{}ell4_{}hash_{}blocks_{}master
P4.A3 & C1 inverse, C2 det/trace-log (10 symbolic components) & quartic.{}py :: inverse_{}control, det_{}tracelog_{}generic & quartic_{}verified/{}acceptance_{}controls_{}deterministic/{}C1 = true

quartic_{}verified/{}acceptance_{}controls_{}deterministic/{}C2 = true & quartic_{}acceptance_{}all_{}deterministic
P4.A4 & C4 export == indepe