On new examples of hypocritical groups

A group $ G $ is called hypocritical if whenever $ G $ lies in a locally finite variety generated by a section closed class of groups $ \mathfrak{X} $, then $ G $ belongs to $ \mathfrak{X} $. We prove that some coprime extensions of a $ p $-group are hypocritical. The first example is given when such a $ p $-group is nonabelian.