  We provide a method for gluing (small) resolutions of singularities of
Schubert varieties \(X_w\). An explicit isomorphism of \(X_w\) with an
(iterated) bundle is constructed when \(w\) has an (iterated) BP decomposition.
Combined with the first result this gives many new small resolutions of
Schubert varieties. In type A, this can be expressed in terms of pattern
avoidance. Also we show resolutions of Schubert varieties constructed quite
generally are in fact Gelfand-MacPherson resolutions.
