The Second K-ZFPD (V.B) — The Absolute Temporal Foundation of the Chronon

In the Second KnoWellian Zero-Free-Parameter Derivation (K-ZFPD 2), the KnoWellian Universe Theory (KUT) addresses the "Temporal Continuum Fallacy"—the orthodox assumption that time is a smooth, infinitely divisible background parameter. By executing the Ontological Grammar Shift, this paper replaces the continuous classical timeline with the KnoWellian Chronon (tKW), defined as the absolute minimum duration required for the Abraxian Engine to complete a single i-Turn phase-rotation upon the Cairo Q-Lattice. This derivation achieves "Complete Temporal Closure" by calculating the fundamental unit of time using only the topological invariants of the (3,2) Torus Knot and the previously derived KnoWellian constants for action (KUT), gravity (GKUT), and the phase-velocity of light (cKUT). Utilizing the master equation tKW = √KUTGKUT / cKUT⁵, the paper derives a value of tKW ≈ 5.3896 × 10⁻⁴⁴ seconds, achieving a 99.97% geometric accord with the CODATA Planck Time. The residual variance is identified as the "Celtic Knock" (Δ ε ≈ 0.001), a predictable biological observer correction stemming from the Fibonacci Rendering Gap. The paper concludes that spacetime does not flow but renders, one discrete clock-cycle at a time. Keywords KnoWellian Universe Theory, KUT, Zero-Free-Parameter Derivation, ZFPD, KnoWellian Time, Planck Time, Chronon, i-Turn, (3,2)