Baire theorem for ideals of sets

We study ideals II on NN satisfying the following Baire-type property: if X is a complete metric space and  {XA:A∈I}{XA:A∈I}is a family of nowhere dense subsets of X with  XA⊂XBXA⊂XBwhenever  A⊂BA⊂B, then  ⋃A∈IXA≠X⋃A∈IXA≠X. We give several characterizations and determine the ideals having this property among certain classes like analytic ideals and P-ideals. We also discuss similar covering properties when considering families of compact and meager subsets of X.