  We compute the contact term of the two-point function for the SL($2,\mathbb
R$)-WZNW model in the winding sector. After reviewing some generalities of the
model and its Euclidean counterpart, we discuss the reflection symmetry for the
spectral flowed sector. We define the corresponding intertwining operator and
use it to find the explicit form of the contact term of the propagator for a
vertex carrying an arbitrary amount of spectral flow. Finally, we enhance the
already known integral expression of a singly flowed vertex in order to
reproduce such contact term directly in the space-time picture.
