Numbers are cliche, but are cool object if we respect their locality
Numbers are concept and every concept has it's identity. Given algebraic non-linearity, which arises from linear isomorphic hierarchical expansion, for each algebraic structure there emerges duality, between the objects, which when both outscoped to the common outer structure, must have common non-null-defer. Existence of this defer, is a primer to the symmetric defer, upon the law of distinguishment and non-equivalence of their source algebras.