Abstract
Brady [4] used the matrix for Meyer’s crystal lattice CL to build ahierachical model structure for his deep relevant logic DRd. In this paperwe modify the matrix for CL so as to define a connexive conditional. Indoing so, we arrive at a family of connexive logics satisfying the depthrelevance property. As a result, we show a way to satisfactorily combineconnexivity and relevance without trivializing the logic and without vali-dating unappealing theorems