Part 1_A JS–SH Route-Gated Schrodinger Recovery Equation: Recursive Principal 5:5 Gate, Chladni Frequency Recovery, Folded Shell-Depth Readout, and a Staged Experimental Roadmap

This upload contains the Version 44 standalone manuscript and supporting package for a JS–SH route-gated Schrodinger recovery equation. The manuscript presents a recursive principal 5:5 gate formulation in which local Schrodinger differential consistency, global path-integral route consistency, and JS–SH equality-throat closure first form candidate route intersections, and then a recursive overlap-core selector Γ* identifies the principal maximal-overlap readout gate. The paper is written as a complete standalone manuscript, not as an internal update log. It develops the reverse double-slit recovery program, the real two-channel JS–SH phase lift, the differential-integral slot-intersection principle, the recursive gate projector, and the staged experimental roadmap from macroscopic resonance analogues to optical, single-photon, or electron reverse-recovery tests. This version includes the cumulative CODE 8100-541 result ledger. Under the declared source-layout/topology-assisted actual PDF-ledger boundary, the recursive principal 5:5 gate recovers 39/39 Chladni frequency classes and rejects 16/16 tested non-ledger frequency candidates. The Chladni pattern contact-sheet figure and supporting frequency-readout materials are retained as visible evidence. The result is not claimed as a new blind laboratory validation and not claimed as a completed quantum-particle recovery experiment. The manuscript also includes a particle-scale sealed comparison, folded shell-depth standing-wave interpretation, Cartesian-radius compression versus JS–SH reciprocal mirror-depth branch split, and a bounded QCD outlook in which QD7 and QD8 are described only as latent or locked quark-depth mode candidates, not as observed new Standard-Model quarks. The claim boundary remains explicit: this work does not replace standard Schrodinger dynamics, Feynman path integration, QED, QCD, QFT, nuclear theory, or localized detector-event physics. It proposes a falsifiable upstream route-gate and recovery framework that can be tested through controlled Chladni, optical, single-photon, and electron double-slit recovery experiments. Files included in this upload are the V44 manuscript PDF, the V44 LaTeX source, cumulative audit and supporting ledger files, Chladni contact-sheet material, source-attribution notes, build report, manifest, and checksum file. ======================== UPDATE JS_SH_STANDALONE_SCHRODINGER_FEYNMAN_PATH_ANALYSIS_V17_ZENODO_READY_MANUSCRIPT JS_SH_STANDALONE_SCHRODINGER_FEYNMAN_PATH_ANALYSIS_V18_WAVE_PARTICLE_READOUT_ZENODO_READY_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V21_FINAL_DOI_20950855_LAYOUT_REPAIRED_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V23_FINAL_INTEGRATED_20260701_R1_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V24_AB_RESIDUAL_CHANNEL_NECESSITY_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V37_ZENODO_DOI_21199407_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V44_DOI_21202622_MANUSCRIPT JS_SH_ROUTE_GATED_SCHRODINGER_RECOVERY_EQUATION_V46_DOI_20849560_MANUSCRIPT