Abstract This article derives and organizes the principal HoloGenesis quantities associated with the corrected subitron floor frequency of 56.8 GHz. Its purpose is to distinguish three levels of interpretation: what follows directly from the floor value itself, what follows from standard electromagnetic compatibility, and what follows specifically from the HoloGenesis reconstruction of lattice compliance. The strongest direct result is thermal. The corrected floor frequency corresponds to a temperature of approximately 2.726 K, placing the subitron floor at the cosmic microwave thermal scale. The same frequency also gives a floor wavelength of approximately 5.28 millimeters. From this corrected value, the article derives the associated floor energy, momentum, mass-equivalent, reduced wavelength, blackbody energy density, radiation pressure, electromagnetic field compatibility, stride traces, and floor-to-electron compression ratios. A central methodological correction is emphasized throughout the article: the subitron floor is not identical to the CMB spectral peak. The floor is the primitive thermal-frequency condition of the lattice; the CMB peak is its spectral manifestation; and the stride traces are geometric projections of the same underlying floor architecture. In this corrected hierarchy, the floor appears near 56.8 GHz, the base stride trace near 98.4 GHz, the CMB peak near 160.3 GHz, and the signal stride trace near 277.5 GHz. This distinction follows the methodological separation introduced in the corrected dark-cloud architecture and Maxwell-response reconstructions. 54, 55 The article then reconstructs the electromagnetic response of the lattice. It distinguishes between raw volumetric subitron response, which belongs to energy-density bookkeeping, and projected closure response, which belongs to surface polarization and charge closure. The passage from one to the other is governed by a volume-to-surface projection coefficient, interpreted as the conversion between tri-orthogonal volumetric participation and surface-effective charge closure. This distinction is continuous with the corrected subitron-base reconstruction of Maxwell response constants. 55 Using this corrected distinction, the HoloGenesis lattice permittivity is reconstructed near the observed vacuum permittivity scale. From this reconstructed permittivity, the corresponding impedance and permeability follow downstream, yielding values close to the known electromagnetic response constants. In the HoloGenesis reading, these constants are not interpreted as properties of empty space, but as compliance values of the subitron lattice. The article then connects the floor architecture to the electron shell horizon. The local electron shell mode is treated as a compressed frequency mode above the floor, and the floor-to-shell compression number is approximately 466 million. Through this compression, the weak global floor field is transformed into the extreme electron shell-horizon field. The electron sealing force is then expressed without charge as the force required to contain the electron rest-energy across its shell-horizon length. Charge is subsequently reconstructed as shell-horizon polarization closure. In this reading, the elementary charge is not treated as an unexplained point property attached to the electron. It emerges as the integrated normal polarization required for the electron shell to remain sealed. This follows the HoloGenesis treatment of elementary charge as angular polarization amplitude and the electron-shell horizon reconstruction of the maximum electron field. 42, 43 Finally, the same lattice response is tested against proton and neutron charge architecture. The proton-neutron and beta-decay interpretation extends the weak-force, charge-architecture, and divalence treatments developed in earlier HoloGenesis articles. 3, 5, 6, 61 The electron, proton, and neutron differ by shell topology, not by vacuum impedance. The proton is modeled as a net positive triadic shell closure, while the neutron is modeled as a balanced triadic shell closure whose internal polarization cancels externally. The conclusion is that charge varies by shell topology, while impedance remains invariant because impedance belongs to the subitron lattice itself, not to individual particles. The resulting article presents a layered HoloGenesis chain linking the corrected subitron floor, thermal lattice scale, electromagnetic compliance, electron sealing, elementary charge closure, and proton-neutron topology. It does not claim to eliminate every remaining geometric identification, but it narrows the remaining assumptions and shows that the floor, lattice response, electron shell, elementary charge, and baryonic charge architecture can be read as one coherent structural sequence.
Grégoire Mommaerts (Sun,) studied this question.