On classification of finite groups with four generators, three of which having prime orders p,q,q (p<q). II

In a previous paper, the author discussed the existence and the structure of finite groups with four generators a,b,c and d when the orders of b,c,d are respectively p,p,q with p<q. The case p<q, or equivalently the case when the orders of b,c,d are respectively p,q,q with p<q is discussed in the present paper. As in the previous paper, the order m of a is arbitrary but m is not an element of the set containing p,q