0range (Offline)

Your sig is sick. Burn in righteous fire.

Hi,

Apologies if this is a bit random but I came across your old headphone thread and noticed that own both the Klipsch S4s and the Sennheiser CX870s. You have seem to be quite the connoisseur as these are the two in-ears I've also shortlisted for my next upgrade. ATM I'm pretty torn between the two so any info you could offer on which you prefer would be most appreciated.

Thanks

QL

You can get away with both, but it's a more formal watch definitely.

That's one of the reasons I bought another watch. It didn't look right with alot of the casual clothes I wore, kinda made it seem tacky.
Have you tried it on in a store? I suggest you do, because it looks alot nicer in pictures as opposed to wrist.
That said it's definitely not a bad purchase.

Hi ,

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In the meantime, I'd like to offer you an opportunity to contribute to the Hakin9. I'm looking for authors willing to write an article/tutorial on Wireshark.
For more details, contact me at ewa.duranc(at)software.com.pl

Thanks!
Website: http://hakin9.org/?a_aid=ewaduranc&a_bid=8f6377e8

Congrats on leeds.
And yeah i'm very excited about Coventry. It seems a lovely place

Noo Sadly.
I ended up not doing as well as i'd planned in my exams so would no way get into my firm/insurance. I ended up going through clearing and got an offer from Coventry this afternoon which i've accepted. Did you?

i hope you get what you want too!

At A-Level they mostly give the sub required, i am not sure if they ever ask question in which you need to use you own sub.

Int by sub is used to make the integral simpler to solve, it will depend upon the choice of sub. If it is a good choice then it should make it simpler, or if its a poor choice then it may not have a difference or may make it even more difficult.

Regarding not working, i feel it will work, though at times(if you choose a bad sub) it may require more knowledge of int techniques than you know.

I am not sure what you exactly mean by simple, if you mean faster, then it may not always be quicker.

Example:
Now its a well known integral, and we know it equals , but we can also find this result by using the substitution

You're welcome

I must say I think the gif in your sig is awesome