Originally posted by stenzrob
Lyehopper's Roundup....
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Straddle...Straggle...Strangle...Some name like that...Buy puts and calls on the same stock...Doug(IIC)"Trade What Is Happening...Not What You Think Is Gonna Happen"
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No options on PARL....Originally posted by stenzrobI don't know much about options, and don't play them, but isn't there some strategy with options that provides a profit if the stock moves a lot in either direction, but is a losing strategy only if it stagnates?BEEF!... it's whats for dinner!
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@PARL - just don't see it holding at these levels...where's the support dude?? But earnings change everything overnight so who knows. Are ou going to be holding through them?
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Yep.... call me crazy.... But I just gotta do it dude....Originally posted by dmk112@PARL - just don't see it holding at these levels...where's the support dude?? But earnings change everything overnight so who knows. Are ou going to be holding through them?BEEF!... it's whats for dinner!
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OK...Rob seems to be back in circulation...So Rob, what is your "Annualized" Formula???...Makes no sense to me...thx...Doug(IIC)"Trade What Is Happening...Not What You Think Is Gonna Happen"
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^^^^^^^^^^^^^^^^^^^^^^!!!!!!
You see Doug, we (in the "inner-circle") use these kind of formulas all the time for complex VTP searches.... Webs favorite key on his computer is the ^ ....Originally posted by Rob(1+p)^(365/n)-1
^^^^VTP FOREVER^^^^BEEF!... it's whats for dinner!
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Well...maybe I'm confused here???Originally posted by Rob(1+p)^(365/n)-1
where p = percentage gain and n = number of days.
Is there something wrong with it?
First of all you have the wrong G/L %'s for the 2 shorts...You used the close as the denominator instead of the open.
Now...Here is how I figure the annual percentage if we are to use 365 rather than the number of trading days available:
p*(365/n)
Lets take GEHL as an example:
23.62*(365/31)=278.11
And if you argue that he really only held it for 30 days then it is still only 287.38%
Am I missing something?...Doug(IIC)"Trade What Is Happening...Not What You Think Is Gonna Happen"
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OK Douggie
Here's the way it works: when there's an S in the L/S column the program takes the "open" price and puts in in the Proceeds column, since you are actually in receipt of funds from a sale when you open a short position. Then when you close it (i.e. you buy to cover), it enters the total closing price in the Cost column. Pretty cool, eh? From that point, it works just the same: Percent Gain = (Proceeds-Cost)/Cost.Originally posted by Doug-E-FreshFirst of all you have the wrong G/L %'s for the 2 shorts...You used the close as the denominator instead of the open.
Of course you use 365. That's what "annual" means. You could use 365.25 if you want to split hairs. But if you buy 10,000 worth of XYZ on July 20 one year, and sell that same stock for 20,000 on July 20 the following year, then that equals 100% annual gain.Originally posted by Doug-E-FreshNow...Here is how I figure the annual percentage if we are to use 365 rather than the number of trading days available:
Your formula does not compound the gain. This is similar to the objection Scifos raised on the way the POTW calculations are done. I agreed with Scifos at the time but said I would continue doing it the same way as Lye had been doing it, i.e. no compunding. But when you figure a compounded annualized return, each successive increment figures in the gains (or losses) from the previous one.Originally posted by Doug-E-Freshp*(365/n)
Lets take GEHL as an example:
23.62*(365/31)=278.11
Back to the way the short gains are figured, I think you are correct that something is being misfigured, but I think it's the way it's been figured on the POTW. (Lye and I have been discussing this on the phone, but I had to cut it short because my wife was expecting a call. I'm calling Lye back again after I enter this post.)
When a short position is opened, there is no cost to you, only gains. The cost comes when you COVER. If you short 100 shares of a $1.00 stock and cover at $.50, your total cost is $50, and your total gain is $50, a 100% gain, right?—Rob
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