{xεℤεx2<16}. It is, honestly...

Oct 15, 2005 00:00

It may have seemed as though I had died/dissappeared/reached reached 'a disagreement' with the KJB. Or maybe I just couldn't be bothered to update this. Both are equally possible. Use your imagination...

So, three weeks on, Uni is great. Love the unstructured-but-structered 'you can if you want to, but you'll fail if you don't' way of teaching. Main problem: A sense of humour in our class. Had to search for 2 weeks to find one, having to listen to anecdotes about buying choc-ices 10p cheaper. I DON'T CARE, IDIOTS! Still, on the whole, cool.
Haven't spent enough time in the Union though, that needs to be improved.

Outside Uni is largely the same, except with the whole 3 day weekend thing, which is utterly terrible. I mean why can't we have the extra day doing Software and Data Modelling? We could do 'simple equations' like this:

{xεℤεx2<16} = {-3,-2,-1,0,1,2,3} = {xεℤε|x|<4}
{ xεℕx>2εx<6} = {3, 4, 5}

I had to use a Greek letter 'cos one of the symbols doesn't exist. I think Ian has a three word expression that describes this quite well.

Anyway, I've bored you enough, trying to pretend I actually have anything interesting to say.

Arrivederci
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