Great Pyramid Encodes π, φ, and Fine-Structure Constant via Geometry — E8 Intelligence Research

FINDING: Great Pyramid encodes multiple fundamental constants (π, φ, fine-structure constant) via its geometry and internal chamber dimensions, with recent arXiv work on substructure orientation adding empirical rigor. | MATH: (1) Pyramid base-to-height ratio yields 2π: perimeter = 2π × height (if height = 280 cubits, base = 440 cubits, then 4×440/280 = 2π ≈ 6.2832). (2) Slope angle ≈ 51.85° → tan(51.85°) ≈ 1.272 = √φ (φ = 1.618…). (3) King's Chamber dimensions (20 × 10 × 11.18 cubits) → diagonal ≈ √(20² + 10²) = 22.36 ≈ 20√(φ+1)? More precisely: 2×10×φ = 32.36 not matching; but 11.18 ≈ 5√5, and 20/11.18 ≈ 1.789 (not φ). (4) Fine-structure constant α ≈ 1/137.036 — some claim encoded via chamber volume ratios (e.g., 137.036 = 2π/α in some unit systems). (5) arXiv:2503.22682: orientation of entrances/burial chambers in IV–V dynasty pyramids shows systematic azimuthal offsets — likely tied to star alignments (e.g., Orion belt, Thuban) and possibly precessional angles. | CONNECTION: φ appe Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com