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Count to a Million

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mtmerrick
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« Reply #20980 on: August 04, 2009, 04:57:42 pm »

A paradox is a statement or group of statements that leads to a contradiction or a situation which defies intuition; or, it can be an apparent contradiction that actually expresses a non-dual truth. Typically, either the statements in question do not really imply the contradiction, the puzzling result is not really a contradiction, or the premises themselves are not all really true or cannot all be true together. The word paradox is often used interchangeably with contradiction. Often, mistakenly, it is used to describe situations that are ironic.

The recognition of ambiguities, equivocations, and unstated assumptions underlying known paradoxes has led to significant advances in science, philosophy and mathematics. But many paradoxes, such as Curry's paradox, do not yet have universally accepted resolutions.

Sometimes the term paradox is used for situations that are merely surprising. The birthday paradox, for instance, is unexpected but perfectly logical. The logician Willard V. O. Quine distinguishes falsidical paradoxes, which are seemingly valid, logical demonstrations of absurdities, from veridical paradoxes, such as the birthday paradox, which are seeming absurdities that are nevertheless true. Paradoxes in economics tend to be the veridical type, typically counterintuitive outcomes of economic theory. In literature a paradox can be any contradictory or obviously untrue statement, which resolves itself upon later inspection.


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I've got no place to go, I've got nowhere to run.
They love to watch me fall, they think they know it all.
I'm a nightmare, a disaster, that's what they always said.
I'm a lost cause, not a hero, but I'll make it on my own.
I've gotta prove them wrong - It's me against the world.
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It is, in the end, whatever the **** I want it to be.
And when I'm through with it, it's gonna blow a hole this wide
straight through the worlds own idea of itself.
...
Come on, lets go break their arms.
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