Jason, get well soon. D:

No, srsly. You sound really sick and frustrated and... stuff. o.o Tis not good. Sleep and feel better, kay? Straining yourself isn't gonna do you any favours. Dx

And indeed, the viruses attach themselves to cells, magically make new baby viruses, and blow the cells up. :P Tis how it works.

We had a class debate in math today. :O Okay, so we were taking up this random math sheet, and we were talking about how to figure out the sum of interior angles for regular polygons. Then I heard Andrew arguing with Dana and Mich P about how, even if the sides are all the same length, the angles aren't necessarily the same. So Andrew was trying to prove that point, while Dana was trying to explain why it didn't work, and Mich P making sarcastic comments and basically yelling in Andrew's face that he was wrong, and it didn't work that way, because she said that if all the sides are the same length, the angles HAVE to be the same too.

Ms. Wong for some reason didn't notice (or refused to notice) the argument, until Andrew basically yelled back in Mich P's face that "You're all so dumb! >:O" Then Ms. Wong turned around and said, "Excuse me? Andrew, did I hear you say that someone is dumb?" And then Andrew and Dana and Mich P explained about the argument.

First, Ms. Wong lectured us on how we shouldn't call each other derogatory names like "dumb" because it's not nice and blah blah blah.

Ms. Wong: ...So, no one is dumb in this room-
Marco: I am! :D
Everyone: LOL xD

After that, the class began a heated debate.

Resolved that: Even if all the sides of a regular polygon are the same, the angles don't necessarily have to be the same.

That was Andrew's point, and frankly, the whole class was against him. :P

To try and prove his point, Andrew drew a really screwed up hexagon on the board, one that had 4 obtuse and 2 acute angles, and tried to explain that it was possible, while Mich P and James and Simon and Jake were arguing that the sides weren't the same, because if they were, it wouldn't be possible, and Andrew just replied by saying, "Well, pretend they're the same! >:O" And then they tried to explain to him that just pretending doesn't prove anything, and that if they actually WERE the same, it wouldn't be possible, and so on and so forth.

Suddenly, David N piped up that it was possible, and Andrew was right, because he drew the same hexagon Andrew tried to draw on the board, this time making sure that all the sides are the same length. I immediately rushed over to his desk (which was about a meter away from mine :P) with my ruler and measured the sides of his hexagon to make sure.

David: See, they're all 2 cm. :P
Me: ....-measures really carefully- Sorry, I'm being a perfectionist here. :P
Everyone: ......
Me: AHA! This one's 2.1 cm! >:D
Everyone: LOL xD
James: Burn! xD
David: Fine! I'll fix it! xD

Then it was discovered that Andrew wasn't talking about regular polygons, and everyone else thought he was. In the end, we were both right, because Andrew was right about the angles not necessarily being the same even if the sides were the same length, and Mich P and the rest of us were right about that being impossible with a regular polygon.

Then Andrew started to brag that "everyone's dumb except for me," which really pissed Jake off, so he called Andrew "extremely dumb." Then Ms. Wong lectured us again. :P

Andrew: You are dumb! >:P
Jake: No, you're dumb! >:O
Ms. Wong: ZOMGG, just stop it! D:<<
Me: This is a dumb argument! >.>

So that is the special thing that happened today. :P

JASON, DUN OVEREXTERT YOURSELF. ._. Get better, kayyy?