  We construct new supersymmetric solutions to the Euclidean Einstein-Maxwell
theory with a non-vanishing cosmological constant, and for which the Maxwell
field strength is neither self-dual or anti-self-dual. We find that there are
three classes of solutions, depending on the sign of the Maxwell field strength
and cosmological constant terms in the Einstein equations which arise from the
integrability conditions of the Killing spinor equation. The first class is a
Euclidean version of a Lorentzian supersymmetric solution found in
arXiv:0804.0009, hep-th/0406238 . The second class is constructed from a three
dimensional base space which admits a hyper-CR Einstein-Weyl structure. The
third class is the Euclidean Kastor-Traschen solution.
