User:Wii Wiki/Awards

Service Award

Burpa

This editor is a Novice Editor and is entitled to display this Service Badge.

More Awards

Miscellaneous Awards

This user can solve a Rubik's Cube without cheating.	This Windows user has experienced one or more Blue Screens of Death.	This user contributes using a PC.
This user contributes using a wireless connection.	This user is a member of Wikipedia.
This user would be perfectly fine with humanity if it weren't for all those people.	This user has some of these.	45px This user reads Dilbert
10This user realizes that there are 10 types of people in this world: those who understand binary and those who do not.	This user is always fascinated as he searches his family history and build a family tree to see what black sheep will turn up next.	intel insideThis user contributes with a computer based on the Intel Celeron microprocessor.
This user contributes using Internet Explorer 8.	This user is interested in Roman Catholicism.	This user believes that a user's edit count does not necessarily reflect on the value of their contributions to Wikipedia.

Video Games

This user owns an Xbox 360 Elite.	This user's gamerscore is 1605 and his completion percentage is 43%.	This user owns a 40 GB PlayStation 3.
This user purchased his Wii on November 19, 2006.	I love the original PlayStation. I still have one and use it. And it works!

Programming

C++-1This user is a beginning C++ programmer.	c#-1This user is a beginning C# programmer.	BASIC-1This user is a beginner BASIC programmer.
C-1This user is a beginning C programmer.

Math!

This user knows by heart the first 20 digits in the decimal representation of pi.	$^{x}\!/_{0}$This user can divide by zero.	$0.{\bar {9}}$=1This user knows that 0.999... is exactly 1, but acquired a migraine learning it.
This user's deviation is standard.	This user is an advanced mathematician.	Phi ≈ 1.6180339887498948482
$\sum _{n=1}^{\infty }{\frac {n^{x}}{x!}}$This user understands capital sigma and pi notation, and you should too!$\prod _{n=1}^{\infty }{\frac {n^{x}}{x!}}$	This user knows how to travel 1 mile due south, due east, then due north and end up where he started.†