La meilleure heure...

Feb 13, 2003 08:36

Je sais pas mais je pense que c'est le matin quand il y a le moindre(?)"circulation" à Internet et alors je vais take advantage of that because at other times it seems that LJ is quite slow so maybe I should get a paid account so Brad has some more moola to improve the speed and then again, I am alreadu quite broke...Brad, both of you, if you are reading this, I am quite proud of the service you have created, good job! (unlike my sucky reach.to, well sucky in the sence it never took off, but certainly it had state of the art programming! :-) :-)

Alors, qu'est-ce que j'allais dire...bon, ce matin je me sens mieux...hier soir je ne me sentais pas bien, mais aujourd'hui c'est different...i've skipped my last two astronomy lectures, yay, way to go, right? That class is already hard enough as it is and here I am skippin'....

But I have another one in about 50 minute and I am surely not skipping this one. Then I have a bunch of reading for my philosophy class and I skipped my political science yesterday so I have a bunch of reading for that too and an upcoming midterm I believe on Monday. I really should have gone to my PS lecture, they're so interesting, but I had gotten almost no sleep playing chess all freaking night hoping that I would do the work I was supposed to do and instead all it did was make me skip classes the next morning....grrrrr, so from now on I don't think I will pull another alniter, at least not this quarter, I can't afford it, I have to get my act straight, unlikes other things....

And then there is math, oh god, i have the best tutor though! We are doing trigonometry right now...yeah, fun stuff...a-ha...but the nice thing the way she explains it makes it a lot easier than the way the book portrays it to be. I wish they would teach us the same tricks the Indian students. For example, I had never been able to figure out factoring and no one had been able to tell me how they did it so quickly, well, it is so simple!

ax2 + bx+ c

Product = ac
Sum = b

All you have to do is find two number that multiplied give you ac and added give you b, it's that damn easy!

Bon, je pense que I have rambled on enough for now...

Hasta la prochaine...
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