  We derive explicit expressions for the conformal blocks of the Ising
conformal field theory, for the correlators of an arbitrary number of primary
fields. These results are obtained from the bosonized description of the Ising
model. Interestingly, correlators involving Majorana fermions, can be obtained
in two different ways, giving rise to identities between the `bosonic' and
`fermionic' description of these correlators. These identities are
generalizations of the famous Cauchy-identity. The conformal blocks of the
Ising model are used to derive expression for the conformal blocks of the
su(2)_2 WZW conformal field theory.
