  We discuss possibilities of utilizing superconductors with Cooper condensates
in triplet pairing states (where the spin of condensate pairs is S=1) for
practical realization of quantum computers. Superconductors with triplet
pairing condensates have features that are unique and cannot be found in the
usual (singlet pairing, S=0) superconductors. The symmetry of the order
parameter in some triplet superconductors (e.g., ruthenates) corresponds to
doubly-degenerate chiral states. These states can serve as qubit base states
for quantum computing.
