HL Camp Review | What is NASDAQ Fair Value?
One of the most frequently asked questions from viewers calling into CNBC's morning Squawk Box is "What is Fair Value?". Every day, CNBC gives viewers theoretical prices for program trading, listing Fair Value, along with certain levels on the premium (PREM) that would theoretically cause program buying or program selling to hit the stock market. In addition, every time that the NYSE puts collars on computer assisted program trading, CNBC shows a graphic on your television screen that says CURBS IN. So naturally a lot of viewers call in asking about Fair Value, wanting to know exactly what it is and what it means. According to Professor Hans Stoll at Vanderbilt University, the formula for Fair Value is really very simple. Of course that was easy for him to say, since he was one of the world's leading academic authorities on equities markets, listed options, program trading, and a bunch of other stuff about stock markets. Here is Professor Stoll's formula:
FV = N [1 + (I -
Where "N" is the NDX 100 Stock Index. The ticker symbol is NDX on most good data feeds.
Where "I" is the amount of Interest paid to your banker or broker to borrow the money to buy all of the stocks in the NDX 100 Index. The interest is calculated based on a percentage lending rate (R) from the current date (today) until the date that the ND Futures Contract expires in March, June, September, or December.
Where "D" is the amount of Dividends paid to you from the companies that you own in the NDX 100 Index that pay a dividend. The dividends are paid to you based on the record dates for any stock in the Index that is announced between the current date (today) and until the date that the ND Futures Contract expires in March, June, September, or December. This dividend income is expressed as a percentage rate too.
That's it. Very
simple. FV is nothing more than...
...the value of NDX 100 Index, plus the interest I pay my broker to buy all of the stocks in it, minus all of the dividend checks I get from those stocks.
Now that you know what FV is, you can go on to learn exactly what it means and how it works. For example, did you know that FV is basically irrelevant for most investors? And that the theoretical levels announced on CNBC for program buying and program selling are totally irrelevant in the real world of trading? So what is important?
"Knowing exactly when program buying or program selling will hit the markets today."
If you know that, then you have an edge and are way ahead of everyone else in day trading for your own NASDAQ account.
And that is exactly what our Program Trading Research identifies before the markets open every day. We already know the exact premium execution level for program buying or program selling for today. That information is available for you free, every day, as a public service. Simply click here for today's actual program trading execution levels. But knowing in advance, what time these levels will hit is a little harder for us to figure out. Therefore; we charge a fee for that information which is included in all of our Program Trading Research reports.
Now you can make our Program Trading Research work for you with your day trading and investments. Just click here for additional information on how you can subscribe. And, if you really want to learn everything about FV, the premium (PREM), program buying, program selling, program trading pattern recognition, and all you need to know about computer assisted trading programs, then join us for one of our Program Trading Seminars.
What! You didn't get the same number that is on CNBC? That's because they subtract the NDX 100 Stock Index price from the FV in the above formula; and, express FV as the difference. Remember that once you figure out the Fair Value for today, it doesn't change until tomorrow. And that every day it is a little less as we get closer to the ND Futures Contract expiration in March, June, September, or December. If you would like to see how it declines each day, then click here. Also remember that FV and PREM are very different.