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This paper argues that a variety of constructions in a variety of languages suggest a deep connection between kinds, manners, and degrees. We articulate a way of thinking about degrees on which this connection is less surprising, rooted in the idea that degrees are kinds of Davidsonian states. This enables us to provide a cross-categorial compositional semantics for a class of expressions that can serve as anaphors to kinds, manners, and degrees, or introduce clauses that further characterize them. A consequence of this is that equatives emerge as a special case of a more general cross-categorial phenomenon. The analysis is undergirded by independently motivated assumptions about free relatives and type shifting. It provides evidence for a view of degrees on which they are significantly more ontologically complex than is typically thought.

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