Civication is good for the economy.
by Kenhurley88 January 5, 2020
Get the civication mug.1) When work/school gets canceled because of COVID 19.
2) When you take advantage of the cheap travel cost caused by COVID 19.
2) When you take advantage of the cheap travel cost caused by COVID 19.
1) "Dude, school got canceled! I am on Covidcation until further notice.
2)"Man, have you seen the cost of fights to Florida? Looks like I am taking a Covidcation!!"
2)"Man, have you seen the cost of fights to Florida? Looks like I am taking a Covidcation!!"
by Timus_Maximus March 12, 2020
Get the Covidcation mug.Related Words
A period of isolation due to corona virus where the individual displays no symptoms so can therefore enjoy a covacation
by SmallSpice81 November 14, 2020
Get the covacation mug.by Blastoise N. July 5, 2021
Get the cigidation mug.Kevin: Hey man, I think I might get some golf lessons.
Jay: Why man arn't you good already?
Kevin: Yea, but i think it would be good if someone critiqued my swing.
Jay: Oh you mean you want critication!
Kevin: Yea bro I want critication.
Jay: Why man arn't you good already?
Kevin: Yea, but i think it would be good if someone critiqued my swing.
Jay: Oh you mean you want critication!
Kevin: Yea bro I want critication.
by Kentuckysunrise22 June 29, 2010
Get the Critication mug.When you get two paid weeks off but the maintenance staff doesn’t. Also, you don’t get to actually travel because everyone is fearful of covid-19
Hot damn! I just found out I have the next two weeks off! Covidcation it is, time to catch up on that Netflix list.
by ThistleSailor March 12, 2020
Get the Covidcation 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
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