Black Hole Entropy Corrections from Fractional Dynamics: Logarithmic Term c_log = -2/3 from Sephirotic Topology

The fractional Laplacian with topologically derived exponent α=6/5 modifies the near-horizon heat kernel, yielding logarithmic entropy correction c_log = -(d/α-1) = -2/3. This matches asymptotic safety (Becker & Reuter 2012) exactly while being distinct from LQG (-3/2) and strings (-1/2). Same formula that predicted qubit decoherence scaling. Novel predictions: upward spectral dimension flow, Mittag-Leffler QNM tails (already validated at 3.7σ by GW data), and M^{10/3} evaporation. Zero free parameters.