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This may have been asked before but whats sams coolest hair do, come on it changes every season.
I'm gonna reply to this because all this maths talk is confusing and I have absolutely no desire to do my French essay at the moment, although Lys has been an angel and almost written the essay for me (she's given me some wonderful ideas).
I'm not a big fan of season one or five at all. I'm not a big four fan either... it wasn't very....Sam. I really love season nine's hairstyle and season eight was nice as well. I love the slightly curly look in GUP.
As for maths... I was a swot at school and used to do ok, but I've forgotten most of it now. Algebra I can do, because when doing phonology excercises, you use the same principles.
Best go before Lys beats me with a stick and tells me to do work
Yeah, see, there goes my brain leaking out my ears again...
In all seriousness, I dearly wish I did understand math better... would love to have been an astronomer. Or engineer. Or physicist.
Just got stuck with words, and I can't even spell half of them.
The problem with a box with sides of infinite length, is that it would still only be able to contain infinity. Not infinity + lys, unless you specified "a box with sides the length of infinity + lys", but seeing as infinity is physically impossible to define, as it is the greatest amount in existence, this definition would never be possible.
I'm gonna reply to this because all this maths talk is confusing and I have absolutely no desire to do my French essay at the moment, although Lys has been an angel and almost written the essay for me (she's given me some wonderful ideas).
I'm not a big fan of season one or five at all. I'm not a big four fan either... it wasn't very....Sam. I really love season nine's hairstyle and season eight was nice as well. I love the slightly curly look in GUP.
As for maths... I was a swot at school and used to do ok, but I've forgotten most of it now. Algebra I can do, because when doing phonology excercises, you use the same principles.
Best go before Lys beats me with a stick and tells me to do work
The problem with a box with sides of infinite length, is that it would still only be able to contain infinity. Not infinity + lys, unless you specified "a box with sides the length of infinity + lys", but seeing as infinity is physically impossible to define, as it is the greatest amount in existence, this definition would never be possible.
I really don't like to be reduced to the size of a box.
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