Homorobic is a term used to describe gay figurative gestures used towards friends as jokes or the heterosexual person performing these gestures. 1. It has to be a joke, and 2. The person has to be heterosexual...otherwise its just plain gay. Usually done when posing for pictures to make it real awkward.
Billy just bent over infront of Johnny and made a sexual face, while Sally was taking a picture...Billy is so homorobic right now.
by yofarrell May 22, 2006
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Get the Homeresistant mug."Don't look now, but that dude is about to record himself dancing to that new pop song. That's the homosisstic craze."
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Get the Homosisstic mug.Homo-bro-ism (noun)
A form of bromance where straight male friends show their bond through hand-holding, shoulder leaning, or walking arm in arm, expressing friendship, trust, or brotherhood without any romantic or sexual intent. Common in many cultures e.g south Asian, especially where men are allowed to be very physically affectionate without it being “gay.”
A form of bromance where straight male friends show their bond through hand-holding, shoulder leaning, or walking arm in arm, expressing friendship, trust, or brotherhood without any romantic or sexual intent. Common in many cultures e.g south Asian, especially where men are allowed to be very physically affectionate without it being “gay.”
They spent the movie cuddled up with popcorn between them, nothing just straight men practicing homobroism.
by drskeptic February 12, 2026
Get the Homobroism mug.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
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