Vafa’s (11+1) F theory is extended by means of Bars’ 2T holographic theory to yield a 14d Multiverse theory that permeates the brane of a 12d Universe in which both the Universe and the Multiverse have (3+1) space‐times. Given the 2d toroidal compactification of F theory, we conjecture that the Multiverse has a 4d Cartesian compactification that is filled with 3D+T space‐time via the standard 6d elliptic Calabi‐Yau compactification, as in both M and F theory. The result is exemplified using supermassive black hole cosmology. Implications of the existence of a Multiverse and at the Planck scale, two Compact Manifolds, one for the Multiverse and one for our Universe, are explored. In particular, the Multiverse is proposed to be the pre‐space‐time for which gravity is nonlocal and instantaneous, and which allows quantum entanglement to achieve unity of mind

string theory, multiverse, cosmology, compact manifold, Bose‐ Einstein condensate, gravity, consciousness