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Léa Cardin-Houde

''Omg you are so Léa Cardin-Houde!!''
by Leguruduspinning November 25, 2019
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Miss cardinal

A RE teacher who doesn't believe in God odd however she is ssssssoooooooo lit she let's us watch Dr pill in class legend
Omg bro Yr so a miss cardinal
by The dark dude April 20, 2019
mugGet the Miss cardinalmug.

cardinal mendoza

When a male or female takes a shit in their partners bellt button.
I was on the job amd needed to go. So i whipped out and had a cardinal mendoza on her.
by 666god666 November 3, 2017
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bodie Cardine

A skinny guy who likes to crack a few jokes. However he can charm your parents and win over your teacher in a second. He will also claim to be sweet but will dump a girl in a second. Most people his age will call him a trouble maker and think he’s a silly goose. He’s also a avid gambler
Bodie: hello Ms, how was your day
Teacher: it was quite fine BODIE cardine!

Bodie: why don’t you have 40$ to gamble hm..
by A man with a Plan April 22, 2024
mugGet the bodie Cardinemug.

Joane Cardinal Schubert Highschool

“Yo you like go to Joane cardinal Schubert highschool
“No”
by I eat dog chocolate March 8, 2025
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cardined

When you're wedged in traffic and surrounded by all cars and you can't get out.
While stuck in rush hour traffic, I was cardined by all the shitty drivers in Los Angeles. It's much safer to be completely stopped on the freeway, ya know, no problems here, just cardined.
by naturallybrown December 29, 2015
mugGet the cardinedmug.

Large cardinal axiom

A type of axioms of set theory stating a certain kind of “large” infinite cardinal(s) exists. This “large” is not in a sense that n+1 is larger than n, rather like that YHWH being transcendence of us. All known examples are “for now not inconsistent” with ZF(C), and climbing up higher in the hierarchy of large cardinals means gaining more consistency strength in the proper way. Well-knowns are: inaccessible, weekly compact, 0#, measurable, supercompact, and so on.
I proved at late last night the statement is actually consistent! What? Yeah, relative to a large cardinal axiom, of course.
by Zoe Soirée June 5, 2023
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