Seven Problems, One Void The Clay Millennium Prize Problems and the 99.9999999999996% Nobody Counted

99.9999999999996% of the volume of every atom is void. This is a measured datum, found in every physics textbook, derivable from the Bohr radius (a0 = 5.292 × 10−11 m) and the proton charge radius (rp = 0.841 × 10−15 m). None of the cosmological maps (WMAP, Planck) account for this void when calculating the composition of the universe.This paper reads each of the seven Millennium Prize Problems of the Clay Mathematics Institute through the monist framework (Ohsawa-α), showing that: (a) the Poincaré Conjecture was solved by a method consistent with the framework (aggregation / Ricci flow); (b) the Riemann Hypothesis and the Yang-Mills Mass Gap are already addressed in our previous publications; (c) P ≠ NP follows from the intrinsic asymmetry of the spiral; (d)the Hodge Conjecture has not been proved in over seventy-five years, and the atomic void shows why — the QED radiative corrections (containing ζ(3), π, ln 2) demonstrate that the transcendental classes in de Rham cohomology cannot be generated by algebraic cycles; (e) Navier-Stokes admits smooth solutions because the spiral reaches completion at the proton — there is nowhere for the blow-up to go; (f) BSD describes the passage from the continuous to the discrete through a gateway, consistent with the role of the neutrino in the framework.We do not ask anyone to believe. We ask them to verify the numbers.