A symmetrically doped double-layer electron system with total tilling
fraction nu = 1/m decouples into two even-denominator composite fermio
n ''metals'' when the layer spacing is large. Statistical gauge fluctu
ations in this system mediate an attractive pairing interaction betwee
n composite fermions in different layers. A strong-coupling analysis s
hows that for any layer spacing d this pairing interaction leads to th
e formation of a paired quantum Hall state.