Ask Me Anything General Entry posted by Kevin Owens · February 5, 2011 2,874 views Share More sharing options... Followers 0 SPECIAL FORUM MENTOR DELUXE EDITION NOW WITH SPECIAL DIRECTOR'S COMMENTARY

Sumiki Posted February 12, 2010 Why do you use that non-emoticon-like emoticon-thing at the end of your blog entries? Quote Link to comment

Kevin Owens Posted February 12, 2010 Why do you use that non-emoticon-like emoticon-thing at the end of your blog entries? Because I find it to be incredibly cute why are you so awesooome~<3? It's just a natural talent of mine. Quote Link to comment

Catra Posted February 12, 2010 ... <3 also, that emote is so cuddly and eeeee anyways, let us not put off the inevitable. has anyone really been far even as decided to use even go want to do look more like? Quote Link to comment

Kevin Owens Posted February 12, 2010 ... <3 also, that emote is so cuddly and eeeee anyways, let us not put off the inevitable. has anyone really been far even as decided to use even go want to do look more like? The limit of f(x) as x approaches a is L if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. Quote Link to comment

Bloody Nine Posted February 12, 2010 fff delta-epsilons gimme something NEW Planescape: Torment: y/n? Quote Link to comment

Kevin Owens Posted February 12, 2010 fff delta-epsilons gimme something NEW Planescape: Torment: y/n? Diablo II clone Quote Link to comment

Catra Posted February 12, 2010 The limit of f(x) as x approaches a is L http://archives.math.utk.edu/visual.calcul...ition.6/eq1.gif if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. Quote Link to comment

Kevin Owens Posted February 12, 2010 The limit of f(x) as x approaches a is L http://archives.math.utk.edu/visual.calcul...ition.6/eq1.gif if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. That's the answer Quote Link to comment

Catra Posted February 12, 2010 The limit of f(x) as x approaches a is L http://archives.math.utk.edu/visual.calcul...ition.6/eq1.gif if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. That's the answer no it isn't also I was just wondering that if what happens begins that an afterwards, how is that at then greater through was what before? Quote Link to comment

Kevin Owens Posted February 12, 2010 The limit of f(x) as x approaches a is L http://archives.math.utk.edu/visual.calcul...ition.6/eq1.gif if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. That's the answer no it isn't It does with the right logical suppositions and the proper application of mathematical formulas. Quote Link to comment

Catra Posted February 12, 2010 The limit of f(x) as x approaches a is L http://archives.math.utk.edu/visual.calcul...ition.6/eq1.gif if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. That's the answer no it isn't It does with the right logical suppositions and the proper application of mathematical formulas. all I got was "DURR I'M A FORMULAIC SUPPOSITORY" also, you should research your copypastas a bit better. NEW QUESTION should I go try and MOC? also I was just wondering that if what happens begins that an afterwards, how is that at then greater through was what before? Quote Link to comment

Kevin Owens Posted February 12, 2010 The limit of f(x) as x approaches a is L if and only if, given e > 0, there exists d > 0 such that 0 < |x - a| < d implies that |f(x) - L| < e. You've got to be kidding me. That's the answer no it isn't It does with the right logical suppositions and the proper application of mathematical formulas. all I got was "DURR I'M A MATHEMATICAL SUPPOSITORY" also, you should research your copypastas a bit better. NEW QUESTION should I go try and MOC? I left that place a loooong time ago. Anways, yes you should. Quote Link to comment

Bloody Nine Posted February 12, 2010 Planescape: Torment is a computer role-playing game developed for Windows by Black Isle Studios and released on December 12, 1999 Diablo II is a dark fantasy-themed action role-playing game, with elements of the hack and slash and "dungeon roaming" genres. It was released for Windows and Mac OS in 2000 by Blizzard Entertainment MY SMILIE YOU NO STEAL K also WHAT CAN CHANGE THE NATURE OF A MAN Quote Link to comment

Kevin Owens Posted February 12, 2010 Planescape: Torment is a computer role-playing game developed for Windows by Black Isle Studios and released on December 12, 1999 Diablo II is a dark fantasy-themed action role-playing game, with elements of the hack and slash and "dungeon roaming" genres. It was released for Windows and Mac OS in 2000 by Blizzard Entertainment MY SMILIE YOU NO STEAL K also WHAT CAN CHANGE THE NATURE OF A MAN Diablo 2 is still superior. Hugs can change the nature of man. Quote Link to comment

Kevin Owens Posted February 13, 2010 Can hugs change the nature of CJ? Only if he'll let them desu? Old and tired meme? Quote Link to comment

Catra Posted February 13, 2010 Old and tired meme? I didn't mean it like that ;_; Quote Link to comment

Sharkictus Posted February 13, 2010 What is your favorite Pokemon? Favorite land animal? Favorite aerial animal? Favorite sea animal? Why do you always change your name? Quote Link to comment

Kevin Owens Posted February 13, 2010 Old and tired meme? I didn't mean it like that ;_; Ah, sorry. What is your favorite Pokemon? Favorite land animal? Favorite aerial animal? Favorite sea animal? Why do you always change your name? 1.Favorite starter: Charmander Favorite 1st gen pokemon: MarowakFavorite 2nd gen pokemon: PikabluFavorite 3rd gen pokemon: AbsolFavorite 4th gen pokemon: MagmortarFavorite Legendary: Mewtwo2.Tough choice but I would probably go with ferrets 3.Hawks 4.Jelly fish 5. Dunno really. It's just something I'm always itching to do. Speaking of which, only five more days until my next name change! Quote Link to comment

Catra Posted February 13, 2010 Speaking of which, only five more days until my next name change! ohh ooh! what are you gonna change it to? Quote Link to comment

Kevin Owens Posted February 13, 2010 I dunno. I have a couple of ideas bouncing around in my head. I'll probably decide last minute, regret it, and then eagerly wait for thirty days. Quote Link to comment

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