Civ 5 Testers group ... AKA I HATE YOU GUYZ !!!

lol... kinda hard.
but not so much.
have just to prove than the infinite limite of (integral of 1/x) is the infinite. (that's almost a definition.. I don't remember how to prove it). then getting to prove that the volume obtained by rotation of said integral is infinite should be easy.

as for Xienwolf's comments: (and PPQ's)
I completly disagree.
It's not because a pun is not funny that it is not a pun.
Well, it is true that most of those said before were just mispelling using another real word.
But it doesn't make fun of people who make grammar errors... as it's typically not grammar + it's not a mockery.
I'm not a native engish-speaker. And i find it funny, not rolf-like funny, but tiny-smile-like funny. If only as it allows me to see how people tried to mispell a word.
AND I quoted two sentences that made sense (no punchline, but they made sense).
If a wordplay (I did not say a good one) can not be defined by saying a sentence that has a primary meaning but use another word that can give it a secondary meaning, I don't knwo what it is.

A reputation for good grammar is something that should never be taken for granite. can mean (bla-bla) for granted, or using granite as an analogy of eternal + solide. It makes sense in that way. thus it becomes a pun, even if it is a bad one.
and
don't count on me to bake a stupid pun like you guys. can be thought as (bla-bla) make a (blah blah), or it also makes sens with bake being used in the sense of cook (and there the sentence make a lot of sense, doesn't it?), meaning constructing with lots of preparation and thougth and totaly artificial. That second sense, IMO, adds a depth to the normal way of writting. Especially as being a non-native speaker, I really had to think hard to cook a pun, even if it is not so funny.

I'm not saying it was even particularly hard, had I been fresh at the time. :lol:

....I spent 15 minutes staring at (x-1)/x (shell formula for volume) trying to integrate the damn thing. Then suddenly clicked that it's the same thing as "1-1/x" which becomes "x-ln x" which at infinity approaches x, as ln x approaches 0.

So basically, the whole difficulty was that I couldn't see something elementary. :goodjob:
 
well, to be true, IIRC, ln x approaches infinity... but with a lower pace than x, so x - ln x approaches infinity.
Oh... that's so old... I can't get those thing strait now. And to say I knew it 10 years ago...hahaha.
 
Can we just agree on the fact that I don't like that particular brand of humor and that I generally find it unfunny and lame.

And no, it's just a regular math exam.
However, unlike Valkirion I absolutely despise math.
 
well, to be true, IIRC, ln x approaches infinity... but with a lower pace than x, so x - ln x approaches infinity.
Oh... that's so old... I can't get those thing strait now. And to say I knew it 10 years ago...hahaha.

Well, no. ln x approaches 0 at x= infinity. The area under ln x approaches infinity, however, which is the important part for volume.

At infinity, x - ln x = x - 0, or infinity. ;)

It's highschool math, my issue was just remembering that you can split fractions when the numerator uses addition/subtraction. :lol: Guarantee you most of the rest of the class did not get the answer, however; They seem to have issues visualizing how to set up volume equations.

Can we just agree on the fact that I don't like that particular brand of humor and that I generally find it unfunny and lame.

And no, it's just a regular math exam.
However, unlike Valkirion I absolutely despise math.

Oh, I do despise math. Just a higher math than you despise, apparently. :lol:
 
Well, no. ln x approaches 0 at x= infinity. The area under ln x approaches infinity, however, which is the important part for volume.

???

Pretty sure ln x approaches infinity as x does, just more slowly. Otherwise O(N ln N) would compute instantaneously as N gets large :crazyeye:
 
I agree with Hbar

ln x approches infinity when x is infinite.
BUT
ln x reaches minus infinity when x approaches zero...
 
Maybe he meant the slope? D(ln x) = 1/x, which approaches 0 at x=inf

The original problem (I believe) was:
Code:
> Int( (x-1)/x dx,x=1..Inf)
> Int( 1-1/x dx)
> x - ln x
> I believe this diverges as x->Inf

But it's been so long since I did rotations, there might be a flaw in there.

Edit: looked up the original problem:
Had to prove that the volume of 1/x, rotated about the x-axis from 1 to infinity, is infinite. Which of course you can tell just by looking at it, but figuring a way to prove it while burnt out from first a Physics exam and then the Calc exam... Was fun.
I thought he was trying to prove it was finite. Infinite FTW!
 
???

Pretty sure ln x approaches infinity as x does, just more slowly. Otherwise O(N ln N) would compute instantaneously as N gets large :crazyeye:

I agree with Hbar

ln x approches infinity when x is infinite.
BUT
ln x reaches minus infinity when x approaches zero...

Maybe he meant the slope? D(ln x) = 1/x, which approaches 0 at x=inf

The original problem (I believe) was:
Code:
> Int( (x-1)/x dx,x=1..Inf)
> Int( 1-1/x dx)
> x - ln x
> I believe this diverges as x->Inf

But it's been so long since I did rotations, there might be a flaw in there.

Edit: looked up the original problem:

I thought he was trying to prove it was finite. Infinite FTW!

Sigh. Sorry, was designing something while posting that (first civ5 mod) and typed the wrong problem.

1/x, the original problem, approaches 0 at infinity. Which is what I was thinking of. ln x, it's slope, approaches infinity but does so at a far slower rate than x, and is provably smaller (just not so easy to express, given that both are infinity. :p)
 
As someone who may or may not have been under a possible NDA at some point (or at no point), I can (not) confirm (or deny) that this does indeed suck (or not).

There is no glory in having a position you can't tell anyone anything about. :(
 
"Ha ha, I fooled you guys all along, made you think it'd be sweet, but now you're all dissapointed, neener!"
 
Sweet? Dude, your avatar is a Teddi Bear, and he is half naked.
You were always creepy.
 
But you can't actually GLOAT to someone, so what's the point? The only good thing that comes of it is the personal sense of smug. :p

.....So? :p

Can't you gloat once the game goes public?

Can't discuss anything that is not public, but otherwise, yes.

"Ha ha, I fooled you guys all along, made you think it'd be sweet, but now you're all dissapointed, neener!"

How is it not sweet? I honestly enjoy the game. Pacing is a bit slow, diplomacy needs to be worked on, yes.... But any new game will have issues that will be fixed. It's already received a first patch. :lol:
 
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