Muse - Sunburn (The video's owner prevents external embedding)

edit: ffffff

I have a government salary...nuff said...




Though i do get most things for free/large discounts.

Having a government salary is a bad thing? Definitely not where I live.

You know it's a bad day when you step in shit and you haven't even left your house

And it happened twice.

I don't mean to pry, but what kind of shit is it?

I don't know, dog shit? My dog had it on her collar, must have been rolling around in it.

In my own house. And I wasn't wearing shoes or socks.

I woke up, messed around on the internet and then went to get some breakfast. I noticed there was a dark brown streak on my foot. It was about 1.5 long and 0.5 inches wide. It was on the front part of my foot, about an inch below my little toe. I have no idea how it got there. Surely if I stepped in something it would be on the base of my foot? I inspected both my feet but there was nothing else there, just that one streak. I thought it might be muck or something, but I smelt it and it was definitely shit. So I washed it off. I looked around the house and I couldn't see any shit on the floor. Maybe the streak was there since the previous night? If so, there would be evidence in my bed. But I checked my bed and there was nothing there. Then a few minutes later I looked at my feet again and I see that there is more shit on my foot. This time it was thinly dispersed along the base of my foot, unlike last time when it was concentrated in one area. I washed it off. Then I put on socks and shoes.

There is still shit somewhere in my house.

I TAKE IT BLACK, LIKE MY MEN!

If it weren't an odd case I think my calculator would be able to work it out.

From what I've been reading it's not something that's set in stone.
http://community.wolframalpha.com/viewtopic.php?f=35&t=11131

0^0 itself is undefined. The lack of a well-defined meaning for this quantity follows from the mutually contradictory facts that a^0 is always 1, so 0^0 should equal 1, but 0^a is always 0 (for a>0), so 0^0 should equal 0. It could be argued that 0^0=1 is a natural definition since
lim_(n->0)n^n=lim_(n->0^+)n^n=lim_(n->0^-)n^n=1.

However, the limit does not exist for general complex values of n. Therefore, the choice of definition for 0^0 is usually defined to be indeterminate.

It says it's highly debated among mathematicians.

But yeah, it's basically safe to say it's 1 most of the time.

I know x⁰ is 1 in general, but 0⁰ is a weird case. Try it on your calculator and see.

0⁰ = 1

At least in some contexts. In other contexts it's considered to be undefined.

Depends on the context I think. If a 5 year old were running around naked at home I don't think it's a big deal, but it's inappropriate behaviour for school. As for the shower, I don't see the problem with that, but the parent shouldn't force them to take their clothes off if they don't want  to.

k