DCRP-01: Carrier Entropy and Nonlinear Concentration Recovery

Starting from the surviving normal form of NS-MORP Cycle VII (a minimal, zero-tax, kernel-saturated diffuse carrier), proves that entropy itself does not constitute a dynamical obstruction, and identifies the actual nonlinear concentration functional: if local output is superlinear in normalized carrier mass, a fixed output forces a fixed-proportion atom. Proves a concentration-recovery theorem for same-shell diagonal vorticity stretching, so a diffuse carrier cannot sustain order-fixed dangerous supply through local same-shell stretching alone, and must migrate to nonlocal channels such as cross-scale, far-field, or commutator transport. The true opening of the NS-DCRP series, round one of Cycle VIII.