We derive geometric observation. Starting from the Donsker-Varadhan bridge, we pass to quotient-visible precision and obtain the geometry in closed form. The intrinsic visible object is Φ_C(H) = (CH⁻¹ Cᵀ)⁻¹, while hidden load, determinant clock, minimal hidden dimension, and canonical hidden realisation arise exactly after a ceiling or reference has been fixed.