Johnny's Farewell Dinner...

Took some time to off to attend this "special" mini-gathering yesterday. I is give Jonathan face then I go hor... not the organizer. :P

Had the dinner at Xin Wang Hong Kong Cafe. The food's not bad and the price is reasonable, but the service (17%) is kind of ridiculous.

Attended mostly by our batch - Charleston, Anthony, Jonathan, Benjamin, WQ, JS, YP, WH and myself.

TCSS session. Topics include...

- How things are going back at the Kindergarten.
- The newcomers, especially the "Little Red Rider" (said to be the child of the "Hairy Ghost" and "Red Dragon").
- How the Kindergarten management is going to change entirely.
- Catch up what everyone is doing since our last meeting (do work one do work, study one study loh)

Actually Johnny got a place in NTU, but he decided to go overseas in the end for a course he likes better. Haha...

Might be quite a while before I'll see him again.

Wish him all the best~ Maybe he'll bring an "angmoh" GF when he comes back. LOL.

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A Little Update

Wooo... I've gotten a "bike" haha. Bicycle lah.

Actually I should have gotten one earlier, but never thought of it. At least now I can ride back and forth to the train station, and that should cut off at least 5 minutes of traveling time everyday. Another major benefit is I don't have to endure the blazing hot sun when I walk home from the station in the afternoon...

...

Been "chionging" the tutorials... not p not q, not q not p... -_-

Sometimes, I find the notes really sucky. They don't explain much to you at all. They just give you the formula and expect you to use it, especially the Foundation Maths.

Most of the time, I feel that I can do the questions better when I solve them using my own method. Instead of just copying the formula and filling in all the corresponding values , I actually think it's easier to use a "step by step" approach.

It's going to be slower most of the time, but at least I know what the hell I'm doing. I can find the value of P, the Q, then R, and I know what each value stand for.

If I just use the formula R = (ABC x CBA + CCB), I don't even know what it's trying to achieve.