you will never leave where you are
until you know where you had rather be


Monday, August 23, 2010

What a waste of a Monday. There are only three days a week that I get to wake up later than seven in the morning, and one of them is Monday. This Monday however, was different. The Mathematics department decided that it was a good idea to just plonk a statistics test in the middle of our Monday morning, and as a result, I had to wake up early. What ever happened to protected time huh? What happened to all that magic that used to protect this sacred time of resting? Tell me!

Oh yea, today was also a day of great mystery solving. Firstly, I found out officially that the average time taken to get to school by 156 is the same as the average time taken to get to school by taking the circle line (Of course my sample size was 1, making the results highly inaccurate). While waiting for the traffic light to change, I saw a 156 approaching the bus stop. I was tempted to just run across the road, but I was also tempted to stay alive, so all I did was watch it slowly taunt me as it strolled across to the bus stop. It was then I noticed Across the road girl emerging from the Maze of rich people houses just in time to catch the bus. Seriously, why am I on the wrong side of the road. It always pays to be rich. The traffic light turned green, and the 156 broke into a sprint, just to make sure that I could not catch up. On the bright side, I only needed to wait half a minute before 70 came and pick me up. I guess its circle line today. When I got to school, I saw Across the road girl coming from the councilor's canteen. There, I would never have to wonder again which bus to take when both 70 and 156 arrives at the same time. It does not make a difference.

I also discovered the answer to the mystery of why I could never shoot a basket ball into the basket. Who would have known that the solution is actually to aim before you shoot? Other more insignificant mysteries that I solved includes how a melted non-bake cheese cake tasted like, and the solution to the following math question.

"Let f(x) be the function defined as f : x x- (1/x), x>0
Define the inverse function."

Feel free to ask me on the occasion that you cannot solve this, but please refrain from coming up to me and telling me how easy it was and how it fails to qualify as a mystery.

xw 6:24 AM




hexhex

me
huang xuewen
18
10th June
rijc
10S06D!


~<3<3
GFDM
piano
contract bridge
guitar
hexic
scrabble
A-levels


Archives
*July 2009
*August 2009
*September 2009
*October 2009
*November 2009
*December 2009
*January 2010
*February 2010
*March 2010
*Void of nothingness
*July 2010
*August 2010


Links
*kenneth
*haiwei
*hongrui
*clarence
*tall dude




blahblahs