Standard-Model Species Dictionary for Patch Occupancy and Capacity Burden in the Finite-Capacity Latency–Erasure Theory Fermions, Bosons, Gauge Fields, Quantum Numbers, and Microscopic Load Asymmetry in a Finite-Capacity Physical Program

We develop the Standard-Model mapping layer of the finite-capacity latency–erasure theory (FCLET), translating its microphysical patch-occupancy ontology into a field-theoretic species dictionary for fermions, bosons, and gauge fields. Earlier FCLET work established a bounded patch picture in which physical realization is coarse-grained into an effective latency field, with macroscopic sectors for gravity, cosmology, nonequilibrium timing, stochastic fluctuations, thermodynamics, and strong-field saturation. The present manuscript addresses a remaining microscopic gap: how distinct Standard-Model field species contribute to patch occupancy, realization burden, overwrite cost, and effective latency sourcing. The purpose of this paper is not to claim a full ultraviolet completion of the Standard Model, but to provide the missing intermediate dictionary between FCLET microphysics and established quantum-field-theoretic language. We therefore define species-resolved occupancy functionals for fermionic, bosonic, and gauge sectors; distinguish exclusion-limited filling from accumulation-permitting loading; map internal quantum numbers such as spin, color, charge, and flavor into occupancy degeneracy and local burden weights; and derive the corresponding descendant source terms entering the effective latency sector after coarse-graining. Particular attention is paid to the difference between fermionic finite-state filling, bosonic occupation enhancement, gauge-field energy-density loading, and composite/hadronic effective descriptions at low energy. The manuscript is intentionally conservative and critic-facing. It does not attempt to replace the Standard Model. Rather, it clarifies how FCLET may embed Standard-Model content into its microphysical language without treating all species as identical sources. It is written to answer the strongest foreseeable objections: that the patch ontology is too abstract, that matter coupling has been specified only at the level of a generic stress-energy tensor, that Pauli exclusion should matter if occupancy is physical, that bosonic coherence should not source capacity burden in the same way as fermionic filling, and that gauge fields require a distinct treatment from particle number density. The result is a species dictionary that strengthens FCLET’s microphysical closure and provides a concrete platform for future particle-sector refinements.