Artian's HVP Source-Access Reference Framework

Artian's HVP Source-Access Reference Framework Version: 25.02Concept DOI: 10.5281/zenodo.20732034Author: Ali AttarWebsite: quantumtraction.org Version 25.02 adds a first-time-reader front door for HVP physicists who know the dispersive, lattice, and muon \(g-2\) problem but do not yet know Quantum Traction Theory (QTT). The new opening section states what is standard HVP machinery, what is QTT-native, where each unfamiliar number comes from, why the constants are not being used as numerology, and how the constructor firewall can be checked. The front-door message is: \[ \boxed{ a_{\mu,2\pi}^{\rm QTT}({\cal W}) = {\alpha_\lambda^2\over 3\pi^2} \int_{\cal W} K_{\rm VP}\!\left({s\over m_\mu^2}\right) R_{2\pi}^{\rm src,QTT}(s)\,d\ln s } \] with the QTT source written as \[ \boxed{ R_{2\pi}^{\rm src,QTT}(s) = {\beta_\pi^3(s)\over4} \left| P_{\rm Art}^{\rm QTT}(s)\, {\cal T}_{\rm tail}^{\rm QTT} \!\left[ \Omega_J[\delta_{\rm cont}^{\rm QTT}](s)+{\cal A}_{\rm atom}^{\rm QTT}(s) \right] \right|_J^2 } \] and the no-smuggling firewall: \[ \boxed{ {\rm Jac}_{\rm smuggle} \!\left[ R_{\rm src}^{\rm QTT}; R_d^{\rm lab}(s),\ a_{\mu,d}^{\pi\pi},\ \Sigma_d,\ \theta_\rho^{\rm fit},\ \langle r_\pi^2\rangle_{\rm lab} \right]=0. } \] Plainly: the source is printed first. Experiments read it; they do not write it. Version 25.02 also incorporates the useful part of the Assistant 5 audit by separating the source-radius branches: \[ \boxed{ \langle r_\pi^2\rangle_{\rho,\min}^{\rm QTT} = 0.408862675951775\,{\rm fm}^2 } \] \[ \boxed{ \langle r_\pi^2\rangle_{\rho+4\pi}^{\rm strict,QTT} = 0.416162343481347\,{\rm fm}^2, \qquad r_{\pi,\rho+4\pi}^{\rm strict,QTT} = 0.645106459029320\,{\rm fm}. } \] The tail-saturated audit branch is \[ \boxed{ \langle r_\pi^2\rangle_{\rho{\rm\ tail}+4\pi}^{\rm audit} \simeq 0.481220884069495\,{\rm fm}^2. } \] Only the strict identity result is green: \[ \boxed{ P_{\rm Art}^{\rm strict,QTT}(s)\equiv1, \qquad p_1^{\rm strict}=p_2^{\rm strict}=0. } \] The nontrivial \(P_{\rm Art}\) source word remains yellow: \[ \boxed{ Q_{\rm strict\ radius}^{25.02}=1,\qquad Q_{P_{\rm Art}{\rm\ strict\ identity}}^{25.02}=1,\qquad Q_{\rm nontrivial}P_{\rm Art}^{25.02}=0. } \] The continuous winding fraction is \[ \boxed{ \nu_{\rm cont}^{25.02} = 0.925405323563971, \qquad \Delta_\infty = 0.234346087488336\,{\rm rad} = 0.074594676436029\pi. } \] This means the currently closed \(\rho+4\pi\) phase sheet already prints a real source-radius rail, but a nontrivial \(P_{\rm Art}\), a global pion source payload, and an absolute scalar \(a_{\mu,2\pi}\) adjudication still require the missing tail or excited-vector source word. Main status labels: Σ-HVP-FIRST-READER-FRONT-DOOR-ADDED Σ-HVP-STRICT-PION-SOURCE-RADIUS-MOMENT-CLOSED Σ-HVP-PART-STRICT-IDENTITY-CLOSED Σ-HVP-NONTRIVIAL-PART-SOURCE-WORD-PENDING Σ-HVP-GLOBAL-PION-SOURCE-PAYLOAD-PENDING Σ-HVP-ABSOLUTE-2PI-AMU-ADJUDICATION-PENDING Package SHA-256: 2210a2ffcb8a027f3fef3177e64a4238b497d2be2743c00640c73e7662951a83 Included files: PDF paper, Version 25.02 LaTeX source v25.02 source-radius verification script JSON/CSV/PNG verification outputs Assistant 5 salvage folder Three onboarding source drafts used for the merged front door Assistant audit and ranking note Render audit and contact sheets SHA-256 manifest Related QTT anchors: Main book: 10.5281/zenodo.17527179 HVP framework concept DOI: 10.5281/zenodo.20732034 Previous HVP v24.01 record: zenodo.org/records/20828931 Lexicon: quantumtraction.org/lexicon Derivation Atlas: quantumtraction.org/derivation-atlas DOI Map: quantumtraction.org/doi-map Two Universes: quantumtraction.org/two-universes Observatory: quantumtraction.org/observatory