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[edit] About the User
Rather than explain in words, I will describe myself through userboxes!
Games |
Books |
Other Interests |
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This user is a fan of Dune. |
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ACADEMIC JOURNAL |
This user has had his/her work published in an academic journal. |
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GAME |
This user plays the Game. |
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You just lost the Game. |
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This user knows by heart the first 108 digits in the decimal representation of pi. |
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fan-3 |
This user thinks that The Legend of Zelda is the best video game series ever established. |
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D'NI |
This user plays the Myst series. |
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[edit] Random Thoughts
"This statement has no proof" is undecidable. Is it true? Is it false? (Well, if it were false, then it would have a proof, meaning it is true. That's a contradiction, hence it must be true. But that is a proof of the statement, therefore it must be false...)
Sprouting Phytohydra + Pyrohemia (Either Pestilence or Pyrohemia is acceptable): You start with 1 phytohydra, activate the Pyrohemia, and you get a token, for 2 hydrae. Activate it again, two more are created and the original dies, for 3 total.
I start with F0 (zero) damaged hydrae, and F1 (one) undamaged hydrae, or F2 hydrae in total. In general, when I have Fn damaged hydrae and Fn + 1 undamaged (Fn + 2 total), when I activate Pyrohemia, the damaged ones die, the undamaged ones become damaged, and I get Fn + 2 new hydrae, giving me Fn + 1 + Fn + 2 = Fn + 3 hydrae. Thus, barring external interference, the number of hydrae I have after n activations of Pyrohemia is Fn + 2.
- credit: http://boards1.wizards.com/showpost.php?p=8979920&postcount=3019