  A recollement of triangulated categories makes it possible to view one such
category as being glued together from two others.
  The prototypical example is that D(X), a suitable derived category of sheaves
on the topological space X, has a recollement in terms of D(Z) and D(U) when Z
is a closed subset of X and U is the open complement.
  This note gives a different, "wrong way" recollement in the scheme case.
