Triple parameter-free number-locks in Quantum Traction Theory: the neutrino ratio, the cosmic baryon invariant, and the Hubble branch ratio

Quantum Traction Theory (QTT) gives three parameter-free number-locks from one substrate ledger, with distinct epistemic statuses stated explicitly. Lock 1 (neutrino, value-level derivation): R_ν = Δm²₃₁/Δm²₂₁ = 4π² cos²(π/8) = 33.69694..., derived from A1+A4+A7, matching NuFIT 6.0 at 0.16σ. Lock 2 (baryon, parameter-free given the framework prior T₀ = 15.4 Gyr): 18·Ω_b·(H·T₀)² = 1; equivalently ω_b^QTT = [18·(100 km/s/Mpc · T₀)²]⁻¹ = 0.022397, matching Planck 2018+lensing ω_b = 0.02237 ± 0.00015 at 0.18σ. Lock 3 (Hubble branch, parameter-free given the A3/A7 branch-saturation principle): H_late/H_early = sec(π/8) = 1.0824..., following from F_late·N_late = cos(π/8)·F_early·N_early. Using H_early = 67.4…