Lace

I'm not very good at it ]:

I edited my post on the CSRP2 thread.

Incase you didn't see.

No Facebooking? tuhroni

huhwat about teh 'rents?

Oh, I thought you were referring to the thing in your sig that says "I mayn't post" so I was wondering why you mayn't post.

And what is this "joker" of which you speak?

What you mean? Why can't you poast?

You might consider changing your password, since you kinda gave it away yesterday >_>

Cant wait to see emj, and its a little dead man :/ Ill update it now. Im good aswell dude and good to hear your doing ok

You

#curlybrace

on

get

nao


edit: actually, it's kinda dead at the moment, so m'eh
edit: it's alive again

Hey it's been some time, how you doing?

Heh, why yess I do. I still use it even! "onefreetea"

I also know the password, but I assume you don't need help with that?

:eek::eek::eek::eek::eek::eek::eek::eek::eek::eek:

I know of no nice/easy way to do that, and when I try to use my TI-89, I get an error. Presumably there is no way to define it without differential equations.

Ah yes that makes sense.

You could also think of it as "a*e^x + b*e^(-x)" but a and b would be different.

Eh, you lost me there...

I'm pretty sure there is no way to write it without sums, unless you used differential equations, which would be dumb because it would be a circular definition.

Oh, so the c_i means some constant with index i. That makes more sense then. I believe that you really only need to have i go from 0 to n-1, not all the way to n, and it will still work.

Looks like some sort of Taylor/Maclaurin series.

Let's see:
The sum if i=0 and n=1 is e^x
i=1, n=1: e^x - 1
i=0, n=2: cos(x)
i=1, n=2: sin(x)
i=2, n=2: cos(x) - 1

After that I'm not sure.

And then you have to sum from i=0 to n, so for n=0, f(x) would be undefined for x=0, and infinity for everything else. For n=1, f(x) would be 2*e^x - 1, and for n=2 f(x) would be 2*cos(x) + sin(x) - 1. Not really sure what the point of that is...

What language is that? It took me forever just to figure out what it was saying...


On an unrelated note, you should become active on #curlybrace >_>


EDIT: crap no I was mistaken about the sin/cos thing, I think maybe it's supposed to be sinh and cosh instead? M'eh, I'm not sure, don't quote me on that.

EDIT: yes, it is indeed supposed to be sinh and cosh. You can quote me now if you really want to

not if and is merely a concatenater.
Or the answer could simply be yes.

Awesomesauce.

but... wouldn't it mean "Mac = and Cheese" because you would have infinite ands too?

Another random idea relating to the game: the behavior of the water particles could be influenced by temperature somehow, and some of the "output devices" could be heating/cooling devices which affect the temperature of the surrounding environment in an inverse-square manner.

Heh, maybe
I'm not used to change.