by horsegirlallyson April 26, 2022
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by Gregory Masonry May 5, 2022
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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
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Get the International Fuck Off Brody Day 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
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by Venus164728 July 14, 2022
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