  We propose a scheme on the basis of a N+2 identical single-mode
coupled-cavity QED system for selective transfer of a qubit constructed from
superposition of standard coherent states. The cavities arranged in such way
that the intermediate or channel cavity is connected uniformly to the sender
and N receiver cavities. We consider N different ternary sets of identical QDs
whose QDs have been distributed in the sender, channel and one of the receiver
cavities respectively. We demonstrate a situation in which the dynamics of the
system is confined selectively in a sub sector belongs to one of the ternary
set of QDs. This selective dynamics is able to transfer the coherent
state-constructed qubit (CSCQ) from the sender party to the desired receiver
one reliably. Also, we illustrate that the scheme is optimally robust due to
dissipations arises from photon losses in the cavities.
