  Consider two spins 1 and N, which are entangled and far from each other. As
it is famous, performing any measurement on spin N does not change the reduced
state of spin 1. In other words, spin 1 will never realize that a measurement
has been performed on spin N. But, what does happen if spins 1 and N are
connected to each other by a spin chain, including spins 2 to N - 1? In
general, we expect that the information of performing a measurement on spin N
achieves spin 1, after a period of time. In other words, we expect that the
reduced state of spin 1 is changed, due to the measurement performed on spin N,
after some while. In this paper, we show that, if the measurement on spin N is
performed instantaneously, and if we choose the initial state of the whole spin
chain, from 1 to N, appropriately, then the information of performing the
measurement on spin N never achieves spin 1.
