Artian's Gravity Reference Framework: Newton's constant, the six-face capacity endpoint, Einstein coupling, surface entropy, quantized address geometry, and Lorentz-stable infrared gravity

What is Newton's constant measuring if gravity is not a primitive source coupling? This reference framework assembles the distributed Quantum Traction Theory gravity programme into one dependency-complete object: completed-address geometry, the A2 endurance current, six sectoral readings of one capacity endpoint, the infrared Einstein coupling, surface entropy, and the current radiative Lorentz scope. The source spine is \[ Vₚᵢₓ=π/6_A^3, VSQ=4π_A^3, Q_Σ=8π_A^2, Δ V_4=4π_A^4, \] with the dimensionless closures \[ { {VSQ}{Vₚᵢₓ}=24, {Q_Σ}{Sₘᵢₙ}=32, Q_Σ^2=16πΔ V_4 }. \] The A2 endurance current then gives the structural Newton identity \[ { ∇\!·\! g=-4π G_Aρ, G_A=_A^2c^3/ = c^5/E_^2 }. \] The statement is structural: once the Artian ruler is supplied, (G_A) is no longer an independent source knob. Six faces read the same (E_/_A) endpoint. Their source rank is one; their present external evidence rank is three non-gravitational anchor clusters plus one gravitational calibration branch. The strongest current non-gravitational row is \[ { _A(γ H) =23/4 c\,q_H R_HEW√G_F }, \] which gives \[ G_A(γ H) =6.674301412456×10⁻¹¹\ { m m^3\,kg⁻¹\,s⁻²}, \] or (+0.211626) ppm and (+0.009416σ) relative to the CODATA Newton-constant row. This is a declared (G_F)-anchored result; absolute source-only SI closure remains open. The same A5-X surface quantum fixes both the infrared Einstein coupling and the horizon area count: \[ { Gμν+ΛA3gμν =8π G_A/c^4TμνA2, κQTT=Q_Σ/ c =8π G_A/c^4 }, \] \[ { S_HQTT =k_B2π A/Q_Σ =k_BA/4_A^2, η\,κQTT c/k_B=2π }. \] Here (2π) is the A7 modular-completion axiom; (Q_Σ=8π_A^2) is the downstream two-sided surface theorem. The current local-QED Lorentz audit is also pinned in one line: \[ ΠSME [ Γ1PIArtian-Γ1PILorentz ]d≤4=0, .dΔ c/dξ|ξ=1 =α/12π =1.935682887×10⁻⁴. \] The nonzero anisotropic response is the negative control for the isotropic zero. Every claim card in the paper carries its source constructors, access map, dimensional-anchor class, evidence level, dependencies, and falsifier. The release includes a standard-library verifier and JSON certificate for the (24/32) locks, six-face arithmetic, surface identities, Lorentz negative control, and the supplied crawler-score reconstruction. Canonical anchors: Human gravity authority and dependency map Machine-readable gravity reference Structured gravity claim manifest QTT Main Book v10.01 Newton constant and six-face ledger A2 to Einstein-field dynamics Surface coupling and entropy quarter Radiative Lorentz stability Included files: the PDF paper as the default preview, followed by a reconstruction ZIP containing the LaTeX source, verifier, JSON certificate, description, metadata, checksums, and render audit.