SOLVED — The 1836 Electron/Proton Ratio: A Multidimensional Gauss–Riemann Closure Reconstruction of the ~1836.152 Electron/Proton Comparator

This paper presents a derivation of the numerical Electron/Proton ratio near 1836 within the OUXSPACE framework. The result is not introduced as a primitive mass ratio between two fundamental particles. Instead, the ratio is reconstructed as an observable comparator emerging from the relation between two multidimensional closure regimes: the electron-labelled reference regime and the compact proton-labelled cap/funnel closure regime. The derivation starts from a single numerical calibration anchor: the internal period of the electron regime. From this period, the electron reference closure radius and the electron-calibrated hidden closure length are obtained. The proton is not introduced through its measured mass, measured charge radius, or proton Compton scale. It is reconstructed as the compact spherical cap/funnel closure of the same electron-calibrated multidimensional cap-cylinder-cap geometry. The resulting expression reconstructs the observed Electron/Proton comparator near 1836 with nonlinear cap-cycle correction. The standard measured proton/electron ratio is used only as an external comparator. The reconstruction does not insert proton mass, proton Compton scale, measured proton charge radius, or the standard ratio as generative inputs.