User:Temporarily Insane

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Wikipedia:Babel

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This user is a native speaker of American English.

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Questo utente può contribuire con un livello intermedio di italiano.

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Contributions to Wikipedia

This user is a member of WikiProject Magic: The Gathering.

I started editing Wikipedia in December 2006. Mostly I just edit when I see something that needs fixing, like vandalism or spelling errors, or missing redirects. Those I consider my major contributions include:

Jack Wall: disambiguating Jack Wall (composer) and Jack Wall (politician).
Pro Tour Qualifier/Pro Tour. Cleanup of the former, disambiguation of the latter.
Star Command: Revolution: This page was not much of an article before I fixed it up.
Alpinestars (band): I created this page, because Alpinestars gave me a company that makes safety gear.
List of Magic: The Gathering keywords: After the first nomination for deletion, I completely reorganized this article into a much more coherent state, complete with a good custom table of contents.

Through 2012, I worked to improve a number of articles related to Magic: The Gathering.

I've been fairly inactive since, however.

Pages I've Created

This one!
Several redirect pages
Pro Tour
Alpinestars (band)

Fibonacci Numbers in Magic: The Gathering

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 $F_{0}$ (zero) damaged hydrae, and $F_{1}$ (one) undamaged hydrae, or $F_{2}$ hydrae in total. In general, when I have $F_{n}$ damaged hydrae and $F_{n+1}$ undamaged ( $F_{n+2}$ total), when I activate Pyrohemia, the damaged ones die, the undamaged ones become damaged, and I get $F_{n+2}$ new hydrae, giving me $F_{n+1}+F_{n+2}=F_{n+3}$ hydrae. Thus, barring external interference, the number of hydrae I have after $n$ activations of Pyrohemia is $F_{n+2}$ .

credit: http://boards1.wizards.com/showpost.php?p=8979920&postcount=3019