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The squrl of a vector F dotted into the normal vector to a surface is defined as the squared of the limit of ratio of the contour integral of F dotted into an infinitesimal line element of that contour to the area enclosed by the contour as the area approaches zero. Note that the squrl does not define a vector.
Guy 1: Man, how do I do this physics problem?
Guy 2: Dude, just take the squrl of it.
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That bitch at the mall that stands in front of you in line and she's always talkin' on the cell phone and your like shut up you dumb bitch.
"Dude, that Squrl over there is standing right in front of the icy machine."
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