We give a decomposition into bunches of branches of a generic polar curve o
f a singular foliation F depending only on the topology of its separatrices
, under the assumption that F has not saddle-nodes in the desingularization
and its logarithmic model is not resonant. We generalize the results known
for the curves with one or several branches and some foliations with only
one separatrix. (C) 2000 Academie des sciences/Editions scientifiques et me
dicales Elsevier SAS.