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complete

In mathematical analysis, a metric space M is complete provided every Cauchy sequence of points in M converges to a point in M.
R^n, the set of n-tuples of real numbers, and l_2, the set of square-summable sequences, are complete.

Q, the set of all rational numbers, is not complete. For example, the sequence
3, 3.1, 3.14, 3.141, 3.1415, 3.14159...
where each term is a further approximation to pi, is Cauchy in Q but does not converge to a rational number.
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Computer

You're using a computer to look up the definition for computer? God damn it you suck!
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fixing the computer

Getting walked in on while viewing porn on the computer and whacking off.
The other night, Mike inadvertently walked in on his buddy fixing the computer. It was mad gross.
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mdg computers

A Canadian Computer manufacturer known for their sub par componants and service.
You went to MDG Computers? ewww
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computer science

The bane of my existence. Why did I ever decide to minor in computer science?? I wish I could invent a time machine and go back in time and intercept myself before I declared it as my minor. I would then proceed to kick my own ass.
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Apple Computers

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computer

The most boring and frustrating thing in the world-however, I keep coming back.
the computer isnt playing my cd! piece of shit! Oh there we go-computer i love you!
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