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Reconsidering the no-signaling theorem and special relativity:

Hence there might be no direct interaction, thus not violating the quantum no-signaling theorem.  However this theorem may have to be reconsidered as not forbidding an instantaneous change in the probability of de-excitation of the nuclei of a distant sample because changing a probability of de-exciting of a newly “un-entangled” nuclei within the slave sample is not a causal interaction as no nucleus would be instantaneously emitted. Changing a probability of de-exciting only induces some additional counts later on, which is measured statistically over time.

It should be stressed that no energy transfer is occurring during the collapse of the quantum couplings between entangled nuclei of the master and slave samples, thus it does not violate special relativity.

During the stimulation of the master sample, a large number of quantum couplings do collapse; a corresponding large number of formerly entangled nuclei start behaving accordingly, thus providing for a slightly differed macroscopic supplemental gamma counts (12 meters) (1600 meters) which may be rightfully qualified as “quasi-instantaneous”.