Is there a world of mathematics above and beyond ordinary reality, as Plato proposed? Or is mathematics a cultural construct? In this short article we speculate on the place of mathematical reality from the perspective of the mystical cosmologies of the ancient traditions of meditation, psychedelics, and divination.

Abstract In 1909 Borel defined normality as a notion of randomness the digits representation real number over certain base (fractional expansion). If we think an infinite sequence symbols from finite alphabet A , can define directly for words : word x is normal to if every block appears with same asymptotic frequency in other length. Many examples have been found since its definition, being Cha...