Geometry from Information: Paper 20 — Singularity Resolution via Background-Free GFI: The Micro de Sitter Conjecture

We investigate the GFI relative entropy kernel near the Schwarzschild singularity and propose a background-free extension. Two results established: (I) Weyl dominance — near r=0 the ratio β·√C²/|f''| ~ M²/60π²r⁴ → ∞, kernel becomes pure Weyl. (II) Interior state B — uniquely constructed via Paper 13 discrete spectrum and Tolman redshift: ρ_B(r) = ρ_KMS(β(r)) ⊗ ρ_dS(Λ(r)), with transition m(r)=1 at r_trans = r_+ + ℓ_P²/32π²M. The singularity at r=0 is never reached — the classical geometry transitions to Planck-scale de Sitter at r_trans just inside the horizon.