The Ball: A Sphere, a Split, and the Return to One Dimension

We propose that the universe is a perfect sphere — a superstring ball in which eleven dimensions are superimposed on a single one-dimensional original state. The Big Bang was a 10× dimensional multiplication that preserved the original dimension, parsed as: 1D (superstring) → 2D (photon-neutrino split) → 5D (hub tripling plus two surfaces) → 11D (six spatial expansion dimensions completing the interior). The result is 7D inside + 5D outside, sharing one surface = 7 + 4 = 11. Gravity is not a force but the polarity relationship at the equator of the ball — the boundary where positive and negative meet and pull toward equalization. The hub simultaneously serves all eleven dimensional roles. Spacetime is the interior of a polarity pair; matter is the messy consequence of gravity managing polarity in multiple dimensions simultaneously. The cosmological constant and kL are the same measurement: the puffiness of the ball away from its original 1D condition. The apparent saddle shape of the universe is a perspective effect from viewing a sphere through ten superimposed mirrors. The self-similar geometry is experimentally observable: Forbes et al. [10] measured 17,000+ topological signatures on entangled photons, confirming vectorial textures on a sphere extending to dimensionality 7 — the spoke count of the framework. Recent DESI DR2 results confirming evolving dark energy (w ≠ −1 at 2.8–4.2σ) [1] and Planck’s spatial curvature measurement (Ω_K = 0.001 ± 0.002) [2] are both consistent with this geometry.