An algorithm for counting number of all (normal) fuzzy subgroups in $U_{6n}$

Using already known resuls concerning the structure of (normal) subgroups of a $U_{6n}$ group we provide a dynamical programming algoritm for counting the number of all (normal) fuzzy subgroups of $U_{6n}$ with respect to M. Tărnăceanu and L. Bentea equivalence relation.