  We argue, in the context of AdS/CFT correspondence, that the structure of the
geometry dual to two entangled CFTs is a time non-orientable spacetime.
Further, we elevate this argument to whatever entangled quantum systems.
Accordingly, we should expect that entangled quantum systems (particles in
subsidiary) to not experience the flow of time. As a result, the lifetime of
entangled particles should be considerably longer than that of their
unentangled counterparts.
