  In our previous works on the XXZ chain of spin one half, we have studied the
problem of constructing a basis of local operators whose members have simple
vacuum expectation values. For this purpose a pair of fermionic creation
operators have been introduced. In this article we extend this construction to
the spin one case. We formulate the fusion procedure for the creation
operators, and find a triplet of bosonic as well as two pairs of fermionic
creation operators. We show that the resulting basis of local operators
satisfies the dual reduced qKZ equation.
