@aescling @amy i'm sorry cat but that doesn't work.
supposing the set of all things that are their own opposites is its own opposite, then it contains itself, easy, simple, no paradox.
supposing the set of all things that are their own opposites is not its own opposite, then it doesn't contain itself. easy, simple, no paradox.
@amy in that it can be used for using either the whole to represent the part or the part the whole
@amy i think the opposite of synecdoche is also synecdoche
@ItsMorgan in further mistaking other things for your stuff i saw fanart of char and somehow it made me think of this
@holly good morning smooch!
@gaditb my immediate reaction was… is this actually that relevant for queer social topology but then i remembered i met (and in some cases ended up dating) multiple people on noterook that were friends of my friends from fedi but with whom i never interacted before so okay fair enough.
@aescling @wallhackio get motion sick
@aescling @wallhackio im cow
@monorail this makes sense
facial hair whining
@holly classic problem 💟
@monorail saúde
underwear
@ItsMorgan probably true but i know not that series
@holly well done!
@monorail saúde
re: goilfriendposting
@holly mwah~💟
(p.s. i decided that's my subject tag for posting about you)
🧚♀️🐮