The D1-D5 system has an orbifold point in its moduli space, at which it may be described by an  <math><mi>N</mi></math> $$ \mathcal{N} $$ = (4,4) supersymmetric sigma model with target space M  N  /S(N) where M is  <math><msup><mi>T</mi><mn>4</mn></msup></math> $$ {\mathbb{T}}^4 $$ or K3. In this paper we consider correlation functions involving chiral operators constructed from twist fields: we find explicit expressions for processes involving a twist n operator joining n twist operators of arbitrary twist. These expressions are universal, in that they are independent of the choice of M , and the final results can be expressed in a compact form. We explain how these results are relevant to the black hole microstate programme: one point functions of chiral operators can be used to reconstruct AdS3 near horizon regions of D1-D5 microstates and to match microstates constructed in supergravity with the CFT.