  Relying on the classification of the indecomposable liftable modules in
arbitrary blocks with non-trivial cyclic defect groups we give a complete
classification of the trivial source modules lying in such blocks, describing
in particular their associated path on the Brauer tree of the block in the
sense of Janusz (1969). The appendix contains a description of the minimal
distance from an arbitrary non-projective indecomposable liftable module to the
boundary of the stable Auslander-Reiten quiver of the block.
