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The effect of nonlocal electrodynamics is considered in finite samples. It is found for such samples that nonlocality modifies not only the in-plane penetration depth l||, as predicted by Kosztin and Leggett, but also the out-of-plane penetration depth l^. The Sr2RuO4 data are reinterpreted taking into account the contribution from l^.

The Kosztin-Leggett nonlocal effect on the magnetic penetration depth in superconductors with nodes in the gap