 Just as being cubical is intuitively a local property, while being an uncle and being such that there is a number are intuitively non-local properties, the former property is intuitively an identity interiority property, while the latter properties are both intuitively not identity interior. (Those that claim that being such that there is a number is a local property, however, are likely to also claim that this property is identity interior. See, for example, Sider (1993a), Eddon (2011), Vallentyne (1997) and Francescotti (2014) for the relevant debate.) The identity interior properties, however, plausibly do not coincide with the local properties, since, while being identical to Obama is not a local property, it is plausibly an identity interior property. This is because, necessarily, for any \(x\) that is identical to Obama, the state of affairs of \(x\) being identical to Obama is plausibly about how \(x\) and its parts are and how they are related to each other, as opposed to how they are related to other things and how other things are.