So I bring it to you here.
I may have very good personal news within the next month or so. Stay tuned for Pooty happiness (or immense letdown)!
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"A special effect without a story is a pretty boring thing." - George Lucas
Are you going to propose to somebody? Do you plan to win the lottery? Will you be knighted by the Queen of England?
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He lives in cyberspace and wants to destroy the network system.
I want an update on this!
BUM BUM BUM!!!
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SIGNATURE
Pooty Pooty Pooty?
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He lives in cyberspace and wants to destroy the network system.
I may have news soon. Step one of this mysterious event begins today. Next week is big. Bide your time gentleman, and an update will be provided.
And no, I am not proposing or any of those other things!
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"A special effect without a story is a pretty boring thing." - George Lucas
Neither happiness nor immense letdown occurred.
This is a very strange feeling... relief mostly.
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"A special effect without a story is a pretty boring thing." - George Lucas
So we'll never know what it was? Curses!
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If f_n is continuous on [a, b] for all n, (f_n(x)) is nonincreasing for each x, and (f_n) goes pointwise to a continuous f, then (f_n) goes to f uniformly.