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In this article we study the analytic classification of certain types ofquasi-homogeneous cuspidal holomorphic foliations in $(\CC^3,{\bf 0})$ via theessential holonomy defined over one of the components of the exceptionaldivisor that appears in the reduction of the singularities of the foliation.

Analytic classification of a class of cuspidal foliations in $({\mathbb C}^3,0)$