Question & Pierre de Fermat

[Nori]

Hi Qhimm,
I was wondering~ is Griever supporting Japanese (PSX) saved-games as well?

Now about Pierre de Fermat!!!
Hey he is Franch ^^
Indeed about he is one of a great mathmatician... Man I'm so done with math...

[Alhexx]

??
Okay, the first question belongs here, alright ... but:
Who the heck is Pierre de Fermat (okay, he's a mathmatician, but what has he got to do with us )

 - Alhexx

[Qhimm]

Fermat is briefly mentioned on the main site, in one of the news updates.

Oh, and about the question: I haven't been able to test Griever against Japanese PSX saves, so I honestly don't know. But for one, the character encodings for names are surely different, so I don't expect Griever to work perfectly.

[Alhexx]

Ah, I see. I just hope you're not really going to act like him as far as you releases are concerned ...

 - Alhexx

[Sephiroth 3D]

Hey nayoung! Welcome.

Is that a pict of you? It's nice.

I was wondering aobut the french guy too. I don't visit Qhimm's page very much. (I fig'd you'd post anything important in here Qhimm.)

Sephiroth 3D @ School

[atzn]

If I'm not mistaken Pierre de Fermat was the guy who created the "Fermat's Last Theorem" right? He explained why you can or cannot draw a shape without lifting the pencil or some sort. I think he took 3 years to figure it out by locking himself up while trying to figure out the formulae.. I can't remember the formulae now, I know it has something to do with x, y and z... ermmm mathematics... so Qhimm was saying that he was like Fermat... which I think he is.... hehe  
My sir did taught me a bit on that Theorem, but ah, I've forgotten it.
Let me guess, I think it is: x^n+y^n = z^n (^ = power of)
Can't remember.....  

[Qhimm]

Fermat's Last Theorem states:
x^n + y^n = z^n
has no integer solutions for any n > 2

I guess we'll never find out if Fermat really solved it. Since it's been proven nowadays, no one's going to bother tracing Fermat's possible solution  

[Tetsuo]

Fermat's Last Theorem states:
x^n + y^n = z^n
has no integer solutions for any n > 2

Minus some trivial cases..  

I guess we'll never find out if Fermat really solved it. Since it's been proven nowadays, no one's going to bother tracing Fermat's possible solution  

There is still a relatively big search for a 'clean' proof, btw. Although the current proof has no errors, it's not exactly pretty. Depends how you look on things, of course, but it stretches a very wide area (up until multi-dimensional complex analysis) instead of staying with discrete number theories. Although there is beauty in that..

 --
Tetsuo

[Nori]

Good news Qhimm it worked, It's really awesome to play Japanese FF8 again plus "cheat" as a major punishments to enemies & bosses (HEEHEE)!

Pierre de Fermat:
One of my friend told me that one of Princeton mathematic professor published profs of Fermat's last theorem (I guess this is good news after all) =)