For he'PMs a jolly good fellow...
---
Willis, it seems like every other time you post, I need to look up a word that's in the OED or Urban Dictionary but not both.
-Mimir
PMSor he's a jolly good fellow
Happy Birthday!!!
---
If you're a human and not feeling creative, make this your signature.
Ahoy, three cheers for ye, mate!
---
SIGNATURE
Thanks guys!
---
"To truly live, one must first be born." ~ Evan [aX]
Paper Mario Social: The Safe Haven of GameFAQs. (Board 2000083)
Er, I mean, thankPMs!
---
"To truly live, one must first be born." ~ Evan [aX]
Paper Mario Social: The Safe Haven of GameFAQs. (Board 2000083)
pms PMS pms pms PMS pms pms pms pms PMS PMS pms pms pms pms PMS pms PMS PMS PMS pms pms pms pms pms PMS PMS PMS pms pms pms pms pms PMS PMS PMS PMS pms pms PMS pms pms PMS pms pms pms pms pms pms PMS PMS pms pms pms PMS pms pms PMS PMS pms PMS pms pms PMS pms PMS PMS PMS pms pms PMS pms pms PMS PMS PMS pms PMS pms pms pms PMS PMS pms PMS pms pms pms pms PMS PMS pms pms PMS pms pms pms PMS PMS pms pms pms pms PMS pms PMS PMS PMS PMS pms pms PMS pms pms PMS pms pms pms pms PMS
---
If f_n is continuous on [a, b] for all n, (f_n(x)) is nonincreasing for each x, and (f_n) goes pointwise to a continuous f, then (f_n) goes to f uniformly.
Is that "Happy Birthday" spelled out in binary wherein pms = 0 and PMS = 1?
---
Set signature in options page.
*confetti*
Also, yes it appears to be.
---
http://lostfacts.net/boards
3/>- Gavi
Yes, except the "B" is lowercase and there's an exclamation point at the end.
---
If f_n is continuous on [a, b] for all n, (f_n(x)) is nonincreasing for each x, and (f_n) goes pointwise to a continuous f, then (f_n) goes to f uniformly.
God I love this board.
---
Set signature in options page.
Super happy birthday, JamePMs!
---
http://img.photobucket.com/albums/v129/ukealii50/kylo.jpg - Thanks uke!
http://img193.imageshack.us/img193/829/07kyloforce.png - Thanks Diyosa!