« What's on your mind? » Topic is solved

[joedf]

Awwwwwwyeeeeeaaaah!

[nnnik]

I want one too

[joedf]

genius!
also, nnnik! you're nearing post #300!

[joedf]

Lua 5.2.3-rc1 Now available here: http://joedf.users.sourceforge.net/luabuilds/

[nnnik]

Yeah really?
Yes post nr 300

[joedf]

Hahaah true.... I seem also to very near 500... Hmm or
Is it an Asymptote like in f(x)=1/x ? Lim x-->0 f(x) = infinity lol

[tank]

for someone who "isnt very good at php" Chris had some very nice and well built MODS to the old forum. gonna take me a while to read thru them all

[joedf]

ahhhhh

[Alibaba]

Hahaah true.... I seem also to very near 500... Hmm or
Is it an Asymptote like in f(x)=1/x ? Lim x-->0 f(x) = infinity lol

Yes.
And don't forget that f(x)=1/x describes post quality for Lim x-->+inf = 0

[joedf]

yay!

[trismarck]

Hmm or Is it an Asymptote like in f(x)=1/x ? Lim x-->0 f(x) = infinity lol

x = 0 is an asymptote of f(x) = 1/x, but Lim x --> 0 f(x) doesn't equal inf.
Sorry, I had to do this

[nnnik]

It is actually +- infinity

[tidbit]

New AHK City GIF, 5.7 MB, 77 frames.
Population of ~515

Currently we need focus on (you can only choose one or 2 a day):
lower crime: http://autohotkey.myminicity.com/sec
better roads: http://autohotkey.myminicity.com/tra
less pollution: http://autohotkey.myminicity.com/env

[joedf]

Hmm or Is it an Asymptote like in f(x)=1/x ? Lim x-->0 f(x) = infinity lol

x = 0 is an asymptote of f(x) = 1/x, but Lim x --> 0 f(x) doesn't equal inf.
Sorry, I had to do this

It is actually +- infinity

As nnnik says (proof):
http://www.wolframalpha.com/input/?i=lim+x-%3E0+1%2Fx

[smorgasbord]

maths thread has 2**10 views

Who is viewing it?

i am seriously not.

mmm.... perplexed i m

[TLM]

It is actually +- infinity

lmao

[trismarck]

As nnnik says (proof):
http://www.wolframalpha.com/input/?i=lim+x-%3E0+1%2Fx

Nooooooooooooooooo, it doesn't



exist

Sorry for being so emotional about this.

[joedf]

:'( I'm sorry ...

[tank]

I'm considering a not quite Rosetta code forum to post implementations of common programing and math algorithms.
im cosidering things like Poly's Levenshtein distance , writing a Porter stemming algorithm, Luhn, the Euler thread seems like it might fit in there. I dont think it should go in scripts and functions because these things dont really do anything but they are good example models to use in common programing solutions. I think some of the old encryption code written by Lazlo would be -fitting-. such a forum would need different rules tho. i imagine there would be alot of splitting "help me with this ..." in threads off to the ask for help instead. maybe it could be a sub forum to tutorials
just thinking out loud

[joedf]

Interesting idea