jokesrfunny
Rank #11150 on Subscribers
Level 194 Comments: Anon Annihilator Offline
Send mail to jokesrfunny Block jokesrfunny Invite jokesrfunny to be your friend Last status update:  

 
Gender:  male 
Age:  23 
Date Signed Up:  8/06/2011 
Last Login:  6/01/2012 
Location:  Canaduh 
Stats  
Content Thumbs:  5430 total, 5988 , 558 
Comment Thumbs:  944 total, 2132 , 1188 
Content Level Progress:  30% (30/100) Level 154 Content: Faptastic → Level 155 Content: Faptastic 
Comment Level Progress:  40% (4/10) Level 194 Comments: Anon Annihilator → Level 195 Comments: Anon Annihilator 
Subscribers:  7 
Content Views:  158248 
Times Content Favorited:  593 times 
Total Comments Made:  850 
FJ Points:  6438 
Pictures
 Views: 87791Multiple Choice
4110 166 Total: +3944
Comments: 457
Favorites: 398
Uploaded: 02/04/12
 Views: 19897Russia Vs. USA
418 72 Total: +346
Comments: 21
Favorites: 29
Uploaded: 12/18/11
 Views: 1356U mad Darwin?
19 6 Total: +13
Comments: 2
Favorites: 2
Uploaded: 11/10/11
 Views: 398Oh God Why
14 2 Total: +12
Comments: 6
Favorites: 0
Uploaded: 12/19/11
 Views: 1317Xzibit Exhibit
12 2 Total: +10
Comments: 1
Favorites: 0
Uploaded: 04/15/12
 Views: 995Arrow to knee again
10 1 Total: +9
Comments: 1
Favorites: 0
Uploaded: 12/25/11
YouTube
 Views: 26004/b/
860 59 Total: +801
Comments: 47
Favorites: 135
Uploaded: 12/28/11
 Views: 11353Where are you Jim?
186 37 Total: +149
Comments: 4
Favorites: 10
Uploaded: 04/27/12
 Views: 818Racist power activate
17 1 Total: +16
Comments: 2
Favorites: 0
Uploaded: 01/08/12
 Views: 1078Having a rough go
11 0 Total: +11
Comments: 0
Favorites: 0
Uploaded: 03/30/12
 Views: 665What a beautiful lady.
11 0 Total: +11
Comments: 3
Favorites: 2
Uploaded: 10/31/11
 Views: 554Cosby Pokeman
10 1 Total: +9
Comments: 0
Favorites: 1
Uploaded: 01/02/12
N < Q < R
Furthermore you can turn the whole proof around an prove there is more whole numbers than decimal numbers between 0 and 1.
okay, isn't there some kind of infinite series that always converges to some sort of function.
like Fourier series, aren't they "one to one" with periodic functions. if you write the funtions on the left and their Fourier series on the right you can construct a series that does not correspond to a periodic function.
You're definitely misunderstanding the concept of that proof. Not sure what you're trying to say about power series, so I can't help with that.
about infinite series its hard to explain with no way to visualize, so ill give it a rest.