  We study local and non-local transport across a two-leg long-range Kitaev
ladder connected to two normal metal leads. We focus on the role of the
constituent Majorana fermions and the subgap Andreev states. The double
degeneracy of Majorana fermions of the individual legs of the ladder gets
lifted by a coupling between the two leading to the formation of Andreev bound
states. The coupling can be induced by a superconducting phase difference
between the two legs of the ladder accompanied by a finite inter-leg hopping.
Andreev bound states formed strongly enhance local Andreev reflection. When the
ladder and normal metal are weakly coupled, the Andreev bound states, which are
the controlling factor, result in weak nonlocal scattering. In sharp contrast,
when the ladder - normal metal interface is transparent to electron flow, we
find that the subgap Andreev states enhance nonlocal conductance strongly. The
features in the local and nonlocal conductances resemble the spectrum of the
isolated ladder. Long-range pairing helps lift the degeneracy of the Majorana
modes, makes them less localized, and thus inhibits local transport, while
aiding non-local transport. In particular, long-range pairing alone (without a
superconducting phase difference) can enhance crossed Andreev reflection.
