The Third K-ZFPD: The KnoWellian Grind and the Absolute Torquational Foundation of the i-Turn

This paper presents the Third KnoWellian Zero-Free-Parameter Derivation (K-ZFPD 3), formally eradicating the orthodox scalar abstraction of "Planck Power." In standard physics, the dimensional units $ML^2T^{-2}$ are erroneously treated as a static pool of ungrounded energy. Applying the Ontological Grammar Shift of the KnoWellian Universe Theory (KUT), this paper demonstrates that Joules and Newton-meters share the same units because the foundational energy of the universe is not scalar, but a mechanical vector: Torque. We define the KnoWellian Grind ($\Gamma_{KW} \approx 1.233 \times 10^8 \text{ N}\cdot\text{m}$). This is the absolute, literal mechanical force required to rotate one Event-Point of the twisted membrane through its full $90^\circ$ phase-commitment ($i$-Turn) against the irrational pentagonal teeth of the Cairo Q-Lattice. By structurally combining the topological derivatives of the Phase-Velocity ($c_{KUT}$), Lattice Elasticity ($G_{KUT}$), and Action Quantum ($\hbar_{KUT}$), we achieve Complete Torquational Closure with zero free parameters. The universe is a grinding engine, and $\Gamma_{KW}$ is its absolute clutch engagement limit.