OH YES IM SO LUCKY
I LOVE BROWN MICE BIACHES .
BTW I'm just trying to revive this uber dead blog :D

AND YES TERM 2 IS ENDING
WEEK 4-10 TESTS FTW
I REALLY LOVE THE DRAGGY TEST SYSTEM HERE !

BESIDES THAT

I FREAKIN LOVE POLITICS !
ESP THE BOOK CALLED AIRCONNATIONNNNN .


buubuuu~

QUAH MADE ME READ CHAPTER 16, THEN CHAPTER 15, AND NOW CHAPTER 18

OH YES I LOVE HIPPOS ! <3

YES ITZ TEH HOLIDAYZ
MY HOLIDAY PLANZZZZZ
-> DOTAAAAAAA (hopefully 50 draft games)

pudge rararararar @@


-> L4D (MOAR 25 POUNCEZ AND SHOOT HUNTER FROM AIR(i forgot the term D:))


-> MAPLE (NEW JOB OMGOMGOMG & A SCAM A DAY AND RUN TO GARENA :D)

yeah i LAVE holidayz

Prison Break finally comes to an end....episode 21-22 of season 4.
SPOILER ALERT!!!! DON'T SCROLL DOWN IF YOU DON'T WANT IT!!



































Paul Kellerman returned to help taking care of Scylla. Protagonist Michael Scofield died of the duno wat disease which was supposedly cured by General who was electrocuted. His wife gave birth to a very cute boy and his brother, Lincoln obviously reunited with Sophia and his son was missing (I duno y, mayb just that he was not shown). Sara killed his mother-in-law to save his husband while Mahone was with the black bald female agent. Sucre had another daughter/son (I'm not sure) and the "IMBA" T-Bag was sent back to Fox River, and he still had control over other inmates although his right hand was chopped off in season 2.

I was a bit emo after watching the finale, as it was a small part of my life for the past 9 months. If someone would ask me to comment on season 4, it basically keeps repeating itself. First half of season 4, they were planning to get scylla. After they got Scylla, they kept losing it-->got back-->love ones/friends taken hostage-->return-->try to get again-->got it-->kukked by another party-->try to get back AGAIN. The season could end much earlier if Michael's mother and Paul Kellerman were introduced earlier.

Timeline for finale of series:
Week 6: Heroes
Week 7: Nothing
Week 8: House, Fringe, Prison Break
This left me nothing to watch all of a sudden. Luckily I started on Harper's Island last week. It is quite good and shown on Channel 5 also (ZOMG) although there are lots of bloody and supposedly-banned-in-Singapore scenes, like bottom half of body or head chopped off.

Currently downloading Ghost Whisperer...Hope it would not be a waste....

It doesn't look quite promising though.
Oh well I'll give it a go since "according to the newspapers it is the 3rd best social networking site" (Yeah right, it sucks)

1) Facebook
2) Myspace (WTF?)
3) Twitter @@

Download
I PLAYED WITH Ks-Lemion TODAY!
WTG SEXY LEMION FACE

Pro Storm OMGOMGOMG
I screwed up alot so dont comment on my gameplay :P
Have fun watching

Question: A car is travelling at a constant velocity with Vc. At the instant the car passes a motor traffic officer, the motor officer accelerates from rest with Am.

Let d be the distance the motorcycle travels before catching up with the car. In terms of d, how far has the motorcycle travelled when their velocities are equal?

Solution: Since the acceleration is constant u = A*t and distance traveled given by s = (1/2)At^2. We will use the latter first.

s = (1/2)At^2 ........ motorcycle starts from rest
d = (1/2)At^2 ........ when the motorcycle reaches the car
t = SQRT[2*d/A] ... solving this for the time t

So the motorcycle reaches the car at time SQRT[2*d/A]

Now use the first equation u = A*t
If T is the time it takes the motorcycle to reach the car then u = A*T is the speed of the motorcycle when it reaches the car.
We want to find when the speed of the motorcycle is V/2 so when the speed is A*T/2
At any time we have u = A*t = A*T/2 and t = T/2
So the motorcycle reaches the same speed as the car when the time is 1/2 the time it takes the motorcycle to reach the car.

Now use the distance equation again to find how far the motorcycle has traveled in this time T/2
s = (1/2)A*[SQRT(2*d/A)/2]^2 = (A/2)*[(2*d/A)/4] = d/4

So the motorcycle has travelled 1/4 the distance d when it has a speed equal to that of the car

Note. Another way to realize the time to reach a speed equal to that of the car is to think about the average speed. The average speed is 1/2 the final speed (since the motorcylce starts from 0). Since velocty is linear with respect to time (u = A*t) this will occur when the time is half the time it takes to reach the car.

Note: This is not solved by me.
NOTE: PLOT A GRAPH AND U CAN GET THE ANSWER =DD

Heh, as you can see the 1337 hotbake sandwich machine @ our boarding school, serves a huge variety of sandiwchezzzz ^_^

	Seafood Tuna Multigrain Filet of Fish Thai Kingdom Fish Tuna Salad Neptune Seafood Crabstick Mustard Sambal Ikan Bilis Ginger Pepper Crab Honey Tartar Seafood
	Meat Hotdog Melt NY Sausage Omelette Cranberry Turkey BBQ Chicken Chicken N' Cheese Nacho Chicken 'N Cheese Honey Mustard Chicken Mediterranean Chicken Hotdog Multigrain Multigrain Chicken Yakitori Chicken Tandoori Chicken Milano Chicken Chicken A La Orange Turkish Hummus Chicken Ham Mayo Chicken Fig Coney Dog Sandwich Meatball Classic Sandwich Chicken Burger Sandwich Curry Chicken Sandwich Pepperoni & Mozarella Sandwich Hawaiian Pizza Sandwich Mushroom Chicken Turkey Omelette Cheese Burger Sandwich BBQ Chicken Burger Teriyaki Chicken Burger Chicken & Pickle Sandwich Black Pepper Burger Thai Style Chicken Waldorf Multigrain
	Cheese Tomato Cheese Omelette Deluxe Cheese Salsa Cheese Omelette
	Egg Egg Multigrain Egg Salad Sandwich Egg Salad Deluxe Mushroom Omelette Chive Omelette Miso Omelette
	Vegetarian Mushroom Multigrain Vegetarian Tofu Nacho Burger Vegetarian Pizza Sandwich
	Sweet / Fruity Fresno Raisin Chocolate Apple Raisin Chocolate Kaya Toast California Peanut Butter Raisin Count Chocula Fig Bread Sandwich

But, as poor kids from an uber duper undeveloped and corrupted country, with uber high speed internet,


we don't have sufficient money to purchase these DELICIOUS sandwiches. T_T

HOWEVER (omg 2-sided sbq)

The 1337 bo somehow glitched teh machine by inserting a $10 note after zhiwei's 1337 $2 note! :O

The $2 note mysteriously came out (my $10 didnt went in), so we decided to insert the same $2 note again .

Guess what??? $2 -> $4! I doubled teh monay!!

If only I put my $10 first T_T
But ohwell, I still DOUBLED TEH MONAY !

Don't ask me how I did it, I'm unsure too.
Looks like my efforts of hacking the school's drink machine finally paid off! xD

Here's how I spent my time on Labour Day and this weekend.

Labour Day - DOTAAAAAAA .
Saturday - DOTAAAAAAA .
Sunday - DOTAAAAAAAAAAAAAA + went out to eat?? + mugged abit of ihc????

Yes, very productive indeed.
The bestesterestest part is, I have 3 "have-to-mug" tests this week. (IHC, IHE, PHYSICS.)

GG2ME =)

This is the 4th version of my desktop....Other than the background change (which should happen all the time), notice the right sidebar has quite a huge revamp. I spent around 1hour customizing the skin from...(forgot who). Now I have graph of CPU usage, network statistics refreshed every sec, hard disc and ram usage graph and recycle bin.

I have also downloaded quite a few games recently, after uninstalling a lot of old games which I think there is only 0.1% I would play them (Why did I download them in the first place). First it was Wheelman. Now I am stucked at some stupid mission and I can't go on. Then is L4D DLC, which features 2 new versus map and survival mode. So far can only achieve a very noob 5 minutes with AI for lighthouse. I can save achievements now but when launching the game, I need to wait uber long so it's quite sienz. Btw the new background rox!! Then it was Crysis Warhead, the AI is noob like cock but the graphic is indeed imba....Lastly was F.E.A.R. 2 Project Origin, which the ISOs come in a huge size of 11.3 GB, and after installing the game, the size of the game folder is roughly the same. Although the graphic is not as good as Crysis (duh), but its storyline is quite good and the ghosts are SUPER UBER SCARY that I don't dare to play at night solo lol...

I duno y but I think I'm going to re-watch Lost soon.....from Season 3 Episode 10 which was where I left off (I think)....