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Flav4 |
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That is the longest rant I've ever read. SHIT!
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KingOfSucksVI |
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I ORDER ALL OF YOU TO FLOOD THIS THREAD WITH LONGCAT IMAGES TO DESTROY ITS ENTIRE EXISTENCE!!!!
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Spanky Hot Dog |
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Thread of the year?
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Dr Will Hatch two point oh |
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Posts: 8304 (06/14/09 8:41 PM) Registered user |
KingOfSucksVI wrote: I'll do you one better. The Lars dance makes everything funny. http://www.youtube.com/watch?v=DIzDA3qj-bQ |
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CleeseGillman |
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Samoa Joe wrote:
The Laurent series of a complex function f(z) is a representation of that function as a power series which includes terms of negative degree. It may be used to express complex functions in cases where a Taylor series expansion cannot be applied. The Laurent series was named after and first published by Pierre Alphonse Laurent in 1843. Karl Weierstrass may have discovered it first in 1841 but did not publish it at the time. The Laurent series for a complex function f(z) about a point c is given by: where the an are constants, defined by a line integral which is a generalization of Cauchy's integral formula: |
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JLK Name |
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Samoa Joe |
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Polonium |
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CleeseGillman wrote:Is it sad that I understood this? |
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