Perform final physical integration of the P and N self-consistency closures and any fine-structure, common screen/electroweak load, cosmological-screen, or cosmological-constant readout after their actual source and physical inputs exist on one common tower.
H0 (#708) is the active dependency-free source-only preflight. It freezes the closure grammar and inputs, proves or rejects the same-quantity identification, and emits a source-only candidate, bounded no-go, or minimal not-evaluable premise list. H0 does not promote a laboratory coupling or cosmological constant.
For each H1 quantitative output:
- list only the smallest subset of reconstruction and attachment premises it actually consumes;
- require source provenance, units, scheme, calibration, and a common-tower identity;
- preserve prospective custody and keep look-back corrections diagnostic;
- retain a typed not-evaluable exit when any attachment is absent.
Full H1 completion includes the public/private dichotomy, source-selected finite global gauge form, histories and least action, finite transport, the bounded quantum limitation packet, a source-realized public effect/Born bridge, thermodynamic source receipts plus the separate physical clock attachment, the locally covariant endpoint, structural QFT inheritance, and the Einstein premise matrix. A bounded helper closes only its own edge.
Frozen-prediction custody remains G1 (#695). G2 (#704) owns propagation-discriminator production. No retrospective comparison may be relabeled prospective.
Absorbs the remaining physical integration work from archived issues #551, #505, #547, #579, #631, #642, #644, #646, #652, #653, #658, #659, and #663 without treating archived issue status as a theorem. Finite current, matter, and global-form reconstruction are B14 (#705), B15 (#706), and B16 (#707).
Dependency semantics: the line below is the union required to close H1 as a whole. An individual dimensionless output consumes only the smallest explicitly listed subset proved by its packet.
Depends on: H0 (#708), B3 (#679), B6 (#682), B7 (#683), B8 (#684), B10 (#686), B12 (#688), B13 (#702), B16 (#707), E3 (#700), E4 (#701), E5 (#703), and F1 (#694).
Wave: V2-W4 Quantitative outputs.
Perform final physical integration of the P and N self-consistency closures and any fine-structure, common screen/electroweak load, cosmological-screen, or cosmological-constant readout after their actual source and physical inputs exist on one common tower.
H0 (#708) is the active dependency-free source-only preflight. It freezes the closure grammar and inputs, proves or rejects the same-quantity identification, and emits a source-only candidate, bounded no-go, or minimal not-evaluable premise list. H0 does not promote a laboratory coupling or cosmological constant.
For each H1 quantitative output:
Full H1 completion includes the public/private dichotomy, source-selected finite global gauge form, histories and least action, finite transport, the bounded quantum limitation packet, a source-realized public effect/Born bridge, thermodynamic source receipts plus the separate physical clock attachment, the locally covariant endpoint, structural QFT inheritance, and the Einstein premise matrix. A bounded helper closes only its own edge.
Frozen-prediction custody remains G1 (#695). G2 (#704) owns propagation-discriminator production. No retrospective comparison may be relabeled prospective.
Absorbs the remaining physical integration work from archived issues #551, #505, #547, #579, #631, #642, #644, #646, #652, #653, #658, #659, and #663 without treating archived issue status as a theorem. Finite current, matter, and global-form reconstruction are B14 (#705), B15 (#706), and B16 (#707).
Dependency semantics: the line below is the union required to close H1 as a whole. An individual dimensionless output consumes only the smallest explicitly listed subset proved by its packet.
Depends on: H0 (#708), B3 (#679), B6 (#682), B7 (#683), B8 (#684), B10 (#686), B12 (#688), B13 (#702), B16 (#707), E3 (#700), E4 (#701), E5 (#703), and F1 (#694).
Wave: V2-W4 Quantitative outputs.