A two-parameter quantum deformation of the affine Lie superalgebra osp(2\2)
((2)) is introduced and studied in some detail. This algebra is the first e
xample associated with nonsimply laced and twisted root systems of a quantu
m current algebra with the structure of a so-called infinite Hopf family of
(super)algebras. A representation of this algebra at c = 1 is realized in
the product Fock space of two commuting sets of Heisenberg algebras.