Rate the Avatar Above You

[Jaycee]

9/10 Because it looks f***ing awesome!

 

[AgentKuo]

7/10 because I think it's a Pokemon Sprite...but I'm not completely sure.

 

[fastcubesolver]

9.8/10 wheat bread yum yum

 

[Specs112]

9.8/10 wheat bread yum yum

10/10 for being the entire cube collection of a pretty cool guy.

 

[TheAwesomeAlex]

5/10 for being original but a little bit weird

 

[ben1996123]

\( \frac{7e^{i\tau}}{10} \)

\( e^{i\tau} = 1 \)

 

[Jaycee]

.2/100

 

[aikikai_cuber]

2/10

 

[zmikecuber]

2/10

what is it?

 

[aikikai_cuber]

3/10 http://www.speedsolving.com/forum/showthread.php?13533-Rate-the-Avatar-Above-You&p=674673&viewfull=1#post674673

 

[cubemaster13]

5/10 don't really care for south park but it is very creative...

 

[insane569]

5/10
good idea but not original

 

[Penguino138]

5/10
Because your image is really hard to see, but is pretty "insane"

 

[ben1996123]

\( e^{-e} \)

 

[Penguino138]

\( e^{-e} \)

What does that mean?

 

[ben1996123]

What does that mean?

\( \frac{1}{e^e} \)

 

[Penguino138]

\( \frac{1}{e^e} \)

I still don't get it...

 

[JyH]

I still don't get it...

http://www.speedsolving.com/wiki/index.php/Lolben#lolben_.282009.29

http://www.youtube.com/watch?v=ZPGHuuk2bKw

You also could've noted his avatar...

 

[Jaycee]

8/10 becos ossim

 

[ben1996123]

8/10 becos ossim

\( \frac{(\frac{10}{\lim_{n\to0}((\frac{sin(n)}{n^2})^{\frac{1}{ln(2^{n+1}}})}+1)}{10} \)