User:Nathaniel Reindl

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The entirety of this page's old contents has been redacted mainly because it was just so out of date. Have a mess of little userboxes in the meantime.

I'm thinking about getting in on translating articles from de.wikipedia.org to en.wikipedia.org as a sort of small side-project to keep up with the language.

Spoken Languages
en This user is a native speaker of English.
BS-5 This user is able to contribute with a professional level of Bullshit.
de-4 Dieser Benutzer hat Deutschkenntnisse auf muttersprachlichem Niveau.
Education
This user is an undergraduate student majoring in applied mathematics.
This user is an undergraduate student majoring in computer science.
This user is an undergraduate student majoring in German.
Markup Languages
css-4 This user is an expert Cascading Style Sheets user.
HTML-4 This user is an expert HTML user.
-4 This user is an expert LaTeX user.
Programming Languages
php-4 This user is an expert PHP programmer.
Perl-4 This user is an expert Perl programmer.
asm-4 This user is an expert assembly language programmer.
C-4 This user is an expert C user.
py-4 This user is an expert Python programmer.
c#-4 This user is an expert C# programmer.
Programming Languages
Java-2 This user is an intermediate Java programmer.
lisp-2 This user is an intermediate Lisp programmer.
rb-2 This user is an intermediate Ruby programmer.
Operating Systems
f This user contributes with Fedora.
This user contributes using Solaris
This user contributes using Microsoft Windows .
This user hacks happily with Emacs.
Other Computing Malarky
Left monitorRight monitor This user has a dual monitor configuration.
c2 This user is a user of WikiWikiWeb.
Mathematics
\sum This user is greater than the sum of his or her userboxes.
\sum_{i=1}^{\infty}{1 \over i^2} This user is an advanced mathematician.
This user is interested in graph theory.
This user is interested in polyhedra.
\sqrt{2} This user knows how to prove that the square root of two is irrational.
e \ne \frac {p} {q} This user can prove that the number, e, is irrational
\pi \ne \frac {p} {q} This user can prove that π is irrational.


\int\limits _a^b\, This user knows the difference between an integral and an antiderivative.
And so should you!		 \int\,
This user has a keen interest in mathematics.
This user knows 2 digits of pi.
Fun and Games
 This user settled Catan.
This user enjoys playing chess.
This user is a dominoes player.
TV
H This user is addicted to Vicodin.