We explore several aspects of asymptotically de Sitter spacetimes. We begin with an overview of some of the properties of future infinity, the natural boundary of such a spacetime. Subsequently we delve into potential holographic descriptions of such spaces, with a dual Euclidean theory living at the boundary. As an example we discuss asymptotically de Sitter space in higher spin Vasiliev gravity and a recent proposal for a dual theory. We end by exploring some properties of the static patch, the region of the local de Sitter observer.