1) To find the residue of a function. The residue at an isolated singular point z0 of a function f(z) is defined as the contour integral of f(z) around C, all over two Pi i, where C is a positively oriented simple closed contour enclosing z0 (and no other singularities of f(z)) and i is the imaginary number defined as (-1)^(1/2). Alternatively, one can define the residue as the coefficient of the z^-1 term in the Laurent series expansion of f(z) about z0.
2) To jizz on that bitch's face.
Definition 1:
1) Residuate that ho!
2) Dude 1 - "Dude, I can't residuate this function."
Dude 2 - "Did you try taking the squrl?
Definition 2:
1) Residuate that ho!
2) SQF needs to CTFD and residuate a ho.
This is the overly compulsiveactivity of re-organizing all of ones things. Before and after cleaning you have the exact same amount of shit but now the shit has been moved around, alphebetized, or arranged in a more orderly and appealing fashion.
"My co-worker couldn't concentrate after her third energy drink so she tried to organize the front counter and then the supply closet. It took her 3 hours but all she had done was reshituate all the same shit. I mean, all the same shit was still there!
or
"Honey, uhhhhhh I thought you were gonna clean out the garage but instead all you did is just reshituate your junk. You're fired."