The distinction between “one object” and “two object” readings comes down to the question of whether appearances, in general, are numerically identical to things in themselves: "one object" readers claim they are (Adickes 1924: 20, 27; Allais 2004: 657; Langton 1998: 13; Westphal 1968: 120), and "two object" readers deny this.[54] Whether all things in themselves are numerically identical to appearances is not at issue, for most one object readers will admit there could be things that never ap