Entanglement is Gap-Space Identity G(x) = Gc − αZ(x) Z1 ≡ Z2 ≡ Gzulfia

Classical entanglement is an illusion arising from the assumption of non-localityand spooky action at a distance. In classical interpretation, two distant particlesappear to communicate instantaneously, violating locality.Within the GZulfia framework, we reinterpret entanglement as Gap-Space Iden-tity. The Gap-Space, GZulfia, is defined as the informational substrate that unifiesmicro and macro scales via the universal mapping law G(x) = Gc − αZ(x) [3]. HereZ(x) is the Zulfia mapping parameter, Gc is the critical gap, and α is the couplingcoefficient.We show that entangled particles are not two separate entities with non-localconnection, but a single identity: Z1 ≡ Z2 ≡ GZulfia. Two particles share thesame Gap-Space, hence their properties are identically defined without requiringsuperluminal signalling.