  We construct a class of symplectic non--Kaehler and complex non--Kaehler
string theory vacua, extending and providing evidence for an earlier suggestion
by Polchinski and Strominger. The class admits a mirror pairing by
construction. Comparing hints from a variety of sources, including
ten--dimensional supergravity and KK reduction on SU(3)--structure manifolds,
suggests a picture in which string theory extends Reid's fantasy to connect
classes of both complex non-Kaehler and symplectic non-Kaehler manifolds.
