person 1: its international menace day😈😈
person 2: lets get some other friends and put food dye in the urinals
person 1: YEAH, and then kick any open doors in
person 2: lets get some other friends and put food dye in the urinals
person 1: YEAH, and then kick any open doors in
by dontgetclose October 17, 2021
Get the International menace day mug.December 25th is international klaus day, on which you must watch the netflix original movie klaus or else
by ThisMelonBen December 24, 2020
Get the International klaus day mug.Josh: I've got so much money i could have oral sex anywhere
dequan: damn dude that's what we call international oral sex
dequan: damn dude that's what we call international oral sex
by bigdoodbigtits August 23, 2018
Get the international oral sex mug.The best school in portugal (lisbon) if you’re looking for lifetime friends, the teachers are mid but the memories are forever
P1: “what school do you go to?”
P2: “international sharing school”
P1: “explains why you and your friends are so tight”
P2: “international sharing school”
P1: “explains why you and your friends are so tight”
by mirkoo June 19, 2022
Get the International sharing school mug.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 7, 2022
Get the internal (infrasonic) cavitations mug.by this username sucks November 11, 2022
Get the Internal bruh reflex mug.by KYONÉ August 6, 2022
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