person 1: heyyy! heard about International pewdiepie day?
person 2: no
person 1: you should! check it out on urban dictionary
person 2: why are you like this, dave
person 2: no
person 1: you should! check it out on urban dictionary
person 2: why are you like this, dave
by FamilyFriendly#0001 April 14, 2019
by atsa1ag083 March 16, 2021
It’s where if you see a fanpage on your fyp, you have to like, comment, copylink and follow or you have bad luck until next years international fanpage day (November 21)
“Imagine being a FANPAGE!”
“Hey, it’s international fanpage day!”
“Omg I’m so sorry! I liked, commented, copylinked and followed!”
“Hey, it’s international fanpage day!”
“Omg I’m so sorry! I liked, commented, copylinked and followed!”
by A random fanpage lol January 12, 2021
The celebration held on April 24th to commemorate the struggles Bubby went through to save humanity from the evil of a certain duck.
Dude 1: Hey did you know it's international bubby day?
Dude 2: WOAH! Isn't that the day we celebrate how awesome bubby is?
Dude 1: HECK YEAH!!!
Dude 2: WOOOOOOO
Dude 2: WOAH! Isn't that the day we celebrate how awesome bubby is?
Dude 1: HECK YEAH!!!
Dude 2: WOOOOOOO
by flxwersio November 02, 2021
A holiday at the Watson institute where we celebrate white people who act like black people the wiggers are given free nword pass no er allowed
by Berliner555 July 15, 2023
Hell but worse. HOW CAN WE FOCUS WITH ONLY 5 MINUTE RECESS?!??? Plus, a shit ton a homework. Highly don't recommend.
by TheRainOnCorneliaSt. May 16, 2022
Non-Tarski spaces contain not only the set (infinity) of points in the space-interior; but also the uncountable set (superset) of points on the interior WALL of the sphere.
Although non-Tarski shapes contain only interior points: they are porous.
This is due to the spinning-panformal-primes on the Tarski sphere..
Although non-Tarski shapes contain only interior points: they are porous.
This is due to the spinning-panformal-primes on the Tarski sphere..
Tarski shapes (superset on the exterior of the shape) are nonporous; while non-Tarski shapes (superset on the wall-interior) are porous. The concept of internal (infrasonic) cavitations helps explain the relative porousness of non-Tarski shapes by assigning them to spinning-panformal-primes embedded in the interior wall of the non-Tarski shape.
These (internal) cavitations allow the points of gravity-frequentism (dark frequentism) to escape outside of the non-Tarski shape.
These internal-cavity shapes explain the ontology of anti-Fauvic spaces from an emergentist perspective.
These (internal) cavitations allow the points of gravity-frequentism (dark frequentism) to escape outside of the non-Tarski shape.
These internal-cavity shapes explain the ontology of anti-Fauvic spaces from an emergentist perspective.
by flightfacilities May 08, 2022