STO Framework Equations
STO Energy Constant (Curvonic):
E = 2π√(T/C) × 3600 = 383.997935 J
Information-Energy Equivalence:
384 J = 6.022×10²³ bits (Avogadro's number)
Temporal Amplitude (Gravitational):
A = √(E/T²) = 9.81 m/s² where T = 2
Angular Magnitude Temperature:
θ = C²h/(k_B ln2 × K) = 21,600' at K = 288K
STO Curvature Lift Radiation:
dR/dt = (θ × λ × ρ × DR_mod) / (4πr²) × H₀
Prime Lock Modulation:
DR_mod = (DR_index + 1) / 6 where DR ∈ {1,2,4,5,7,8}
STO Page Curve (Information Preservation):
S = (E_mass/384J) × ln(6.022×10²³) × preservation_factor
Angular Compensation:
Θ_comp = arctan(Δh/r) where Δh = expansion_lift(t)
Entanglement Coherence Distance:
D_ent = ∫₀ᴿ √(g_μν(x)) dx / ΔC
Information Embedding (STO):
I_embedded = ∫ ρ(E,t) × Curvature(r,θ) dΩ
Key Insight: Rather than treating Hawking radiation as particle-antiparticle pair production at the event horizon, this model demonstrates radiation as angular dissipation during curvature correction due to cosmic expansion. The black hole doesn't "leak" - it compensates for reduced spatial occupancy through exterior energy release.
Entanglement Mechanism: Particles within shared curvature basins have instantaneous information correlation because the information is embedded in the geometric structure itself, not transmitted through it. This explains non-locality without violating causality.