  We investigate transport properties of percolating clusters generated by
irreversible cooperative sequential adsorption (CSA) on square lattices with
Arrhenius rates given by ki= q^(ni), where ni is the number of occupied
neighbors of the site i, and q a controlling parameter. Our results show a
dependence of the prefactors on q and a strong finite size effect for small
values of this parameter, both impacting the size of the backbone and the
global conductance of the system. These results might be pertinent to practical
applications in processes involving adsorption of particles.
