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![]() | Calculting This is Impossiable wavelenght is (velocity/frequency) = wavelength, but this can be highly consfusing because the way to calculate frequency is basically the same as velocity. Lets say $19.95/78 Days = 0.255 Frequency Rate The problem is velocity is also measure this way which is percent or price difference divided by time. | ||
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![]() | Re: Calculting This is Impossiable Quote:
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__________________ Only an idiot would reply to a stupid post | ||
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![]() | Re: Calculting This is Impossiable Quote:
$19.95/78 Days = 0.255 Speed. I wouldn't call it velocity. Frequency is how many times a certain occurrence happens per a unit of time. But with trading what is the occurrence going to be? If the occurrence is every time the price hits $19.95, then it might hit that number again, or it may never hit that number again. You could define the occurrence as every time price moves 2 standard deviations of the maximum average price move over the last week. (I have no idea if that suggestion I just made is legitimate or not, I'm just throwing a suggestion out there.) My point is, find an occurrence that happens very, very regularly that you can count on. Then you could also check for outlying data that is not within the normal operating range. Once you decide on the occurrence you want to check for, and figure out a way to calculate it, then you can calculate the frequency. So write a program that counts how many times there is a price move greater than or equal to 10 cents over the last 30 minutes. That is your frequency. So before you can calculate the wavelength, I'd think that you would need to first determine what occurrence you are going to be checking for frequency. Then calculate the frequency, then plug in the velocity.
__________________ Precise, "dialed-in", targeted combination setups, like opening a combination lock; is the experience you should be having while trading. Dial left, right, left, . . . click - the lock opens. | ||
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![]() | Re: Calculting This is Impossiable I have also heard that velocity is really the same but given a certain direction like East. That does not apply to wavelenght, but I have seen the equation for wavelenght as velocity/frequency. In certain places I have seen it as (C) constant speed/frequency, so it makes it all confusing. I would consider taking alternatives since we're talking stock price data. wiki presents it the way I am describing it..........and the problem it seems to me is that Gann is really considering 0.255 as vibration rate or frequency. The way you describe it seem to be an alternative soloution ethier way for figuring out other important data anyways. Not unless a stock has a individual or natural vibration rate as a stand alone. I am coming off his 1909 ticker interview from his student Mr. Smith. I'll do some experimenting and test to see what works appears as coincidence to see if it can hint me a clue. Thanks labrats | ||
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