Quadra Safe Trading Strategy - I

SavantGarde

Well-Known Member
Kindly,can you post the AFL for above pic please?If its already there in this thread kindly can you tell which Thread no it has that AFL.
Hi PrabhSingh,

It is a Work-In-Progress AFL programmed by Anant (asnavale) a Dear Friend of mine...and a veteran member of TJ.......!!!

Once all the aspects are programmed into the AFL... Anant will upload it for everybody...Fair enough...:)


SG
 

prabhsingh

Well-Known Member
Accidentaly,i have deleted Wilders Moving Average AFL from my Amibroker.Does anybody know how can i retrive that?Can anybody send me this default AFL please.By default its stored in Amibroker\Formulas\Averages folder.
 

SavantGarde

Well-Known Member

SavantGarde

Well-Known Member
Sir What is TTM ?
Hi Satyen,

TTM stands for Timing The Market.... it is not a System or a Strategy but a Tool....where it is entirely possible to forecast in any Time Frame.....infact.... it can be done right down to a 5 min. TF.....it stems from belief that everything in the Universe has a vibration....and there is recurring Cycle which can be Extracted through Wave Modulation.....!!!

Don't worry too much about it....!!!

Long way to get to TTM.... work on TTM was purely because everybody said it is impossible to Predict Markets....whereas I thought otherwise....just a personal challenge.....:)


SG
 

EagleOne

Well-Known Member
Hi Satyen,

TTM stands for Timing The Market.... it is not a System or a Strategy but a Tool....where it is entirely possible to forecast in any Time Frame.....infact.... it can be done right down to a 5 min. TF.....it stems from belief that everything in the Universe has a vibration....and there is recurring Cycle which can be Extracted through Wave Modulation.....!!!

Don't worry too much about it....!!!

Long way to get to TTM.... work on TTM was purely because everybody said it is impossible to Predict Markets....whereas I thought otherwise....just a personal challenge.....:)


SG
Funny, I was just doing a little mathematical rerearch regarding Fib ratios, and came across some well-known sayings by Pythagoras. Of which the underlined above was one.

Incidently, you would be surprised to know that the number sequence, as we know them as Fib ratios/numbers, were known to Indian mathematicians 1400 years before the West became aware of them...

[...Well, well...now I won't mind bollywood lifting the hollywoodian fare lock stock and barrel. It is nothing compared to many 'mega liftings of our intellectual property' by 'gora people' over the centuries. Saale khandaani chor! (Er...Only men. Their women are ok, I guess. :p)! :lol:]


Here is a bit of it from wikipedia:

The Fibonacci sequence appears in Indian mathematics, in connection with Sanskrit prosody.In the Sanskrit oral tradition, there was much emphasis on how long (L) syllables mix with the short (S), and counting the different patterns of L and S within a given fixed length results in the Fibonacci numbers; the number of patterns that are m short syllables long is the Fibonacci number Fm + 1

Susantha Goonatilake writes that the development of the Fibonacci sequence "is attributed in part to Pingala (200 BC), later being associated with Virahanka (c. 700 AD), Gopāla (c. 1135), and Hemachandra (c. 1150)".[3] Parmanand Singh cites Pingala's cryptic formula misrau cha ("the two are mixed") and cites scholars who interpret it in context as saying that the cases for m beats (Fm+1) is obtained by adding a to Fm cases and [L] to the Fm−1 cases. He dates Pingala before 450 BCE.

However, the clearest exposition of the series arises in the work of Virahanka (c. 700 AD), whose own work is lost, but is available in a quotation by Gopala (c. 1135):

Variations of two earlier meters [is the variation]... For example, for [a meter of length] four, variations of meters of two [and] three being mixed, five happens. [works out examples 8, 13, 21]... In this way, the process should be followed in all mAtrA-vr.ttas (prosodic combinations).
The series is also discussed by Gopala (before 1135 AD) and by the Jain scholar Hemachandra (c. 1150).


Read full text here:
http://en.wikipedia.org/wiki/Fibonacci_number
 

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