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Wednesday, 12 September 2012

Sold F&N

I've just read through the Crcular to Shareholders from F&N dated 6 Sept 2012.

Many whould have known that F&N has agreed to sell its shares in APB to Heineken @ $53.00 per share.
This would amount to a net gain of $4,770 million for F&N Group.

Seems good? Well, look again at the net profits attributable to the Sale Interests, which amount to $331 million or 48.2% of the Group's 9-month net profits, or 36.1% of its FY estimated net profit. As such, there will be a drastic 36.1% drop in profits from here on....

The board intends to distribute approximately $4.0 billion, representing approximately 84% of the gain on disposal by way of capital reduction. What they will do is cancel 1 share for evey 3 shares held by shareholders (rounded down to nearest 10 shares), and paying $8.50 per share for the cancellation.

This would mean that I will lose a third of my shares but gain $8.50 per share for each share cancelled.

According to the circular, after the proposed transaction and capital reduction, the NAV per share will rise from $4.94 to $8.37, EPS will also rise from $0.457 to $0.595 before adjustment. However, I believe the earnings growth potential will be greatly hampered without APB. Prior to the sale of APB, my conservative intrinsic value of F&N was $8.60, and since it hits $8.60 today, I sold all my F&N shares @ $8.74 for a 240.94% profit. Granted the improved EPS and NAV/share values, the outlook of F&N don't look as good to me now.

Will continue to put it in my watchlist. Meanwhile, I'm searching for more wonderful companies at valuable prices.

Cheers and God Bless

Sunday, 9 September 2012

Sold Sakari

I've just sold my holdings on Sakari for a total profit of 32.57% and bought Ezion @$1.10.

Reason for selling: Sakari will remain flat for a while, due to the madatory offer by PTT.

Reason for buying Ezion: Really conservative intrinsic value estimate of Ezion is between $2.16-$2.44. At $1.10, the MOS is so great that the potential profit (conservatively) is 109%. Will probably become my zero-cost stocks.

Friday, 7 September 2012

Putting money in the bank

Recenty I've been asked by person A, "How do you earn more money than putting money in the bank?"

My answer: Putting those money in the bank!

Person A: So how does putting money in the bank earn more than putting money in the bank? Aren't they the same thing?

Me: The answer lies in the definition of "putting money in the bank". "Putting money in the bank" to most people means putting the money in fixed deposit or savings/current account with the bank. To me, putting money in the bank means investing in the bank.

Person A: Won't that be risky?

Me: Do you believe that your deposits with the bank will be safe? That's the reason why you put  deposit with the bank isn't it?

Person A (after some thinking to make sure I'm not asking a trick question): Yeah?

Me: So why will investing in the bank make it more risky than your deposit?

Person A: I don't know, I just think investing is risky.

Me: Banks use your money to lend others, they then make money from the interests. If they are not operating safely, whose money will they lose?

Person A (after some thinking again): Mine?

Me: Yes, and Singapore banks have business models that place them in the #1 to #3 safest banks in Asia. I too, believe they are really safe. So you continue to place your trust in the bank keeping your money safe, why don't you invest in the bank to take a cut of the bank's profit from lending your money to others?

Person A: Woah you damn smart!

Me: You did not think out of the box, and I'm not smart.
__________________________________________________________________________________

Think about it, DBS, OCBC, and UOB are the safest banks in Asia.
Don't believe me?: http://www.gfmag.com/tools/best-banks/11929-worlds-safest-banks-in-asia-2012.html#axzz25hpEpOLA

So instead of placing your trust in the bank, believing that the bank will keep your money safe, why not invest in the bank, so that you own a part of the "most legal loan shark" business and collect a cut of that profit regularly?

Saturday, 21 January 2012

Starting a new year with new accounts

I’ve just started to really take my accounts seriously. Not that I do not keep track of where my money is flowing, but I find that it is not thorough in my accounts. I realised that my returns for my paper assets far exceed my expectations… I wanted to re-start all calculations as I've made several changes and modifications to my excel sheets. So here's the results of my performance since Jan 1, 2012. Cheers!

Savings
XIRR (Since 1 Jan 2012): 0.00%

Banks have not paid interest yet, especially not in the middle of the month. Don’t expect my savings to soar though, since banks give <1% interest p.a. So if you think putting money in the bank is the best way to keep your hard-earned money, think again!
Inflation rate in Singapore for 2010 is 2.8%, and expecting to hit 5% this year. (http://www.singstat.gov.sg/stats/keyind.html) So unless your money is making more than 5% returns last year, you’re losing money to inflation.

Portfolio
XIRR (since 1 Jan 2012): 901.87%

Some may ask why I use XIRR instead of CAGR. Here’s my CAGR: 3996.11%

Reason for the big difference? I’ve injected cash on 9 Jan… So I’ll stick to XIRR for more accurate tracking of my performance.



Investopedia explains ‘Compound Annual Growth Rate – CAGR’
CAGR isn’t the actual return in reality. It’s an imaginary number that describes the rate at which an (initial) investment would have grown if it grew at a steady rate. You can think of CAGR as a way to smooth out the returns.

Don’t worry if this concept is still fuzzy to you – CAGR is one of those terms best defined by example. Suppose you invested $10,000 in a portfolio on Jan 1, 2005. Let’s say by Jan 1, 2006, your portfolio had grown to #13,000, then $14,000 by 2007, and finally ended up at $19,500 by 2008.

Your CAGR would be the ratio of your ending value to beginning value ($19,500 / $10,000 = 1.95) raised to the power of 1/3 (since 1//# of years = 1/3), then subtracting 1 from the resulting number:

1.95 raised to 1/3 power = 1.2493. (This could be written as 1.95^0.3333).
1.2493 – 1 = 0.2493
Another way of writing 0.2493 is 24.93%.

Thus, your CAGR for your three-year investment is equal to 24.93%, representing the smoothed annualized gain you earned over your investment time horizon.


However, it doesn’t work if you inject or withdraw cash, affecting the initial value

IRR/XIRR (internal rate of return) will be a better indicator as it takes into account capital withdrawals and injections.