 A key feature of relevance logics, made apparent by their most developed semantics, the so-called Routley-Meyer frames (Routley &amp; Meyer 1973), is that hyperintensional distinctions are not achieved by superimposing on an essentially classical or normal modal logic a filter that screens out irrelevancies. Relevance logics are weaker than normal modal logics with SPWS or Kripke frames because their semantics embeds points of evaluation for formulas different from classical (maximally consistent) possible worlds, which are accessible (via a ternary accessibility relation, different from the binary accessibility of Kripke frames) in the evaluation of conditionals.