Hym "This ☝️ is what 'Co-opted' means in the context of what I said. That's what you're doing and YOU SAY YOU ARE DOING IT. In saying that 'The modern conceptualization of sanity as an internal quality is wrong.' You're effectively saying that the general consensus is wrong and that YOU are correct. That's called diverting to a role different from the original one. It marks a change in the conceptualization of sanity BROUGHT ON BY YOU SHIT-HEAD. God you motherfuckers are dumb! "
by Hym Iam March 28, 2024
Get the Co-optedmug. A beautiful boy. Both man and woman want him. People adore his cute and handsome face. He's the funniest. He keeps his coolness. In love he is "numb" he didn't know who really cares for him. This name sigifinies "unravel love" there's a lot of challenges and trial that'll come to find his true love. I love every thing this John raymond co have, no matter what people say. He loves everything. He'll never be afraid of anything. Always be who you are and love yourself first. I love you.
by Rayro March 7, 2022
Get the John raymond comug. by Raider209 August 14, 2020
Get the co graduatemug. A paradigm which states that an object with external symmetry must by definition have internal symmetry (self-symmetry).
Specifically that there is no self-symmetry without internal dualism (contiguous dualism).
Implies that the bijective (operationally tautological) function is co-imperatively contingent (cotingent).
Self-referentializes a cotingent link between contiguity and asymmetry.
Tarski demonstrated an instance of cohomorphism by showing that all contiguous (conformal) surfaces could create a second identical surface by using points from the original conformal surface.
Specifically that there is no self-symmetry without internal dualism (contiguous dualism).
Implies that the bijective (operationally tautological) function is co-imperatively contingent (cotingent).
Self-referentializes a cotingent link between contiguity and asymmetry.
Tarski demonstrated an instance of cohomorphism by showing that all contiguous (conformal) surfaces could create a second identical surface by using points from the original conformal surface.
Co-homorphism states that metastructure is symmetric; symmetry is internal; internalism (space) is contiguity; contiguity is conformal; conformalism is bijective; bijectivity is co-imperatively contingent (cotingent); and cotingence is asymmetric.
by sandraxine November 12, 2018
Get the co-homorphismmug. 
Get the co-nibling-in-lawmug. by Adujasty343 July 10, 2025
Get the .9.Cigarette Co|oC cigarettE.9.mug.