Harmonic Trading - page 322
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I add 121 to code
EUR H4
GE!
my new cypher
as it looks?
NZD Mn
GOLD M15
GE!
my new cypher
as it looks?
NZD Mn
GOLD M15which is this ZUP sir ?
This________________
This________________
Thank You sir . . .
I've modified the zup and rewritten pattern identification code from beginning to end.
Hi Grandaevus, do you mean your 134 version? Does it look only for classic patterns? can you give a brief run down of what is rewritten? kind thanks in advance
Hi Grandaevus, do you mean your 134 version? Does it look only for classic patterns? can you give a brief run down of what is rewritten? kind thanks in advance
No, not that modified 134 version that was uploaded here.
Is 0.447 a valid fibonacci ratio in harmonic trading? I'm deciding to add fib ratio check (with +%5 -%5 deviation) for XB, AC, BD, XD and XC(for cypher patterns)
Here's the dynamic fib ratio array that will be used for ratio check. Anything to add and/or correct?
double fibRatios[] = {
0.382,
0.447,
0.500,
0.618,
0.707,
0.786,
0.886,
1.000,
1.130,
1.270,
1.414,
1.618,
2.000,
2.240,
2.618,
3.140,
3.618,
};
It seems to be a valid bat pattern but AC retracement is 0.57. It should be 0.382, 0.447, 0.500, 0.618, 0.707, 0.786 or 0.886.
Indicator will check the deviations
0.5/0.57=%12.28 = More than +%5 -%5
0.57/0.618=%7.76 = More than +%5 -%5
So not a valid bat pattern
I use 0.447
1.128 (1.13)
1.272 (1.27)
fromnen
Difference of "exact" patterns from "indistinct" consists in the following.
Let's consider it on the example of Crab pattern.
Some retresment at a crab can accept various values.
For example, the retresment of XB can accept values in the range from 0.382 to 0.618.
For "indistinct" patterns the pattern is considered found when any of four retresment of XB-AC-BD-XD can be in the range from a smaller retresment to bigger value. For example, 0.382 <=XB <=0.618 taking into account the admission.
And for "exact" patterns retresment can accept only concrete values.
For the first option of search all four retresment of XB-AC-BD-XD have to be set by one number.
For the second option of search three retresment of XB-AC-BD are defined.
For the Crab for the second option of search there will be the following quantity of options of patterns:
Crab Ratios
retXB/retAC/retBD
0.382/0.382/1.618
0.382/0.382/2.000
0.382/0.382/2.240
0.382/0.382/2.618
0.382/0.382/3.140
0.382/0.382/3.618
0.382/0.447/1.618
0.382/0.447/2.000
0.382/0.447/2.240
0.382/0.447/2.618
0.382/0.447/3.140
0.382/0.447/3.618
0.382/0.500/1.618
0.382/0.500/2.000
0.382/0.500/2.240
0.382/0.500/2.618
0.382/0.500/3.140
0.382/0.500/3.618
0.382/0.618/1.618
0.382/0.618/2.000
0.382/0.618/2.240
0.382/0.618/2.618
0.382/0.618/3.140
0.382/0.618/3.618
0.382/0.707/1.618
0.382/0.707/2.000
0.382/0.707/2.240
0.382/0.707/2.618
0.382/0.707/3.140
0.382/0.707/3.618
0.382/0.786/1.618
0.382/0.786/2.000
0.382/0.786/2.240
0.382/0.786/2.618
0.382/0.786/3.140
0.382/0.786/3.618
0.382/0.886/1.618
0.382/0.886/2.000
0.382/0.886/2.240
0.382/0.886/2.618
0.382/0.886/3.140
0.382/0.886/3.618
0.447/0.382/1.618
0.447/0.382/2.000
0.447/0.382/2.240
0.447/0.382/2.618
0.447/0.382/3.140
0.447/0.382/3.618
0.447/0.447/1.618
0.447/0.447/2.000
0.447/0.447/2.240
0.447/0.707/2.240
0.500/0.382/3.618
0.500/0.447/3.618
0.500/0.500/3.618
0.500/0.618/3.618
0.500/0.707/3.618
0.500/0.786/3.140
0.500/0.786/3.618
0.500/0.886/3.141
0.500/0.886/3.618
0.618/0.382/3.618
0.618/0.447/3.618
0.618/0.500/3.140
0.618/0.707/3.140
0.618/0.707/3.618
0.618/0.786/2.618
0.618/0.786/3.140
0.618/0.786/3.618
0.618/0.886/2.240
0.618/0.886/2.618
0.618/0.886/3.140
0.886/0.382/2.618
0.886/0.382/3.140
0.886/0.382/3.618
0.886/0.447/2.240
0.886/0.447/2.618
0.886/0.447/3.140
Let's calculate for all options of an "exact" Crab value of a retresment of XD proceeding from preset values of retresment of XB-AC-BD
Crab Ratios
retXB/retAC/retBD retXD calculation
0.382/0.382/1.618 0,472
0.382/0.382/2.000 0,528
0.382/0.382/2.240 0,563
0.382/0.382/2.618 0,618
0.382/0.382/3.140 0,694
0.382/0.382/3.618 0,764
0.382/0.447/1.618 0,488
0.382/0.447/2.000 0,553
0.382/0.447/2.240 0,594
0.382/0.447/2.618 0,658
0.382/0.447/3.140 0,747
0.382/0.447/3.618 0,829
0.382/0.500/1.618 0,5
0.382/0.500/2.000 0,573
0.382/0.500/2.240 0,619
0.382/0.500/2.618 0,691
0.382/0.500/3.140 0,791
0.382/0.500/3.618 0,882
0.382/0.618/1.618 0,528
0.382/0.618/2.000 0,618
0.382/0.618/2.240 0,675
0.382/0.618/2.618 0,764
0.382/0.618/3.140 0,887
0.382/0.618/3.618 1
0.382/0.707/1.618 0,549
0.382/0.707/2.000 0,652
0.382/0.707/2.240 0,717
0.382/0.707/2.618 0,819
0.382/0.707/3.140 0,96
0.382/0.707/3.618 1,089
0.382/0.786/1.618 0,568
0.382/0.786/2.000 0,682
0.382/0.786/2.240 0,754
0.382/0.786/2.618 0,868
0.382/0.786/3.140 1,025
0.382/0.786/3.618 1,168
0.382/0.886/1.618 0,591
0.382/0.886/2.000 0,72
0.382/0.886/2.240 0,802
0.382/0.886/2.618 0,93
0.382/0.886/3.140 1,106
0.382/0.886/3.618 1,268
0.447/0.382/1.618 0,553
0.447/0.382/2.000 0,618
0.447/0.382/2.240 0,659
0.447/0.382/2.618 0,723
0.447/0.382/3.140 0,812
0.447/0.382/3.618 0,894
0.447/0.447/1.618 0,57
0.447/0.447/2.000 0,647
0.447/0.447/2.240 0,695
0.447/0.707/2.240 0,958
0.500/0.382/3.618 1
0.500/0.447/3.618 1,085
0.500/0.500/3.618 1,155
0.500/0.618/3.618 1,309
0.500/0.707/3.618 1,425
0.500/0.786/3.140 1,341
0.500/0.786/3.618 1,529
0.500/0.886/3.140 1,448
0.500/0.886/3.618 1,66
0.618/0.382/3.618 1,236
0.618/0.447/3.618 1,341
0.618/0.500/3.140 1,279
0.618/0.707/3.140 1,553
0.618/0.707/3.618 1,762
0.618/0.786/2.618 1,404
0.618/0.786/3.140 1,658
0.618/0.786/3.618 1,89
0.618/0.886/2.240 1,297
0.618/0.886/2.618 1,504
0.618/0.886/3.140 1,79
0.886/0.382/2.618 1,434
0.886/0.382/3.140 1,61
0.886/0.382/3.618 1,434
0.886/0.447/2.240 1,377
0.886/0.447/2.618 1,527
0.886/0.447/3.140 1,734
XD Retresment for the Crab shouldn't exceed value 1.618.
The calculated value often strongly differs from 1.618.
Therefore for the first option of search of "exact" patterns from all list of "exact" Crabs no more than three-five patterns will be probably found. Depending on admission size.
For the second option of search all patterns from above provided list can be found.
But. The option of a conclusion of such pattern will differ. The pattern at which three retresment of XB-AC-BD will coincide with one of options from above provided table will be brought to the schedule. And for XD retresment the XD level = 1.618*XA or XD = 1.618*XC for the Shark and akulo-like patterns, for example, for anti-patterns spravochno will be removed.
It corresponds to that Scott Carney offers. In descriptions of patterns it often specially stipulates the following.
Though XD retresment for each of patterns is known, for an exact otredeleniye of level of a point of D it is necessary to use exact options of patterns of AB=CD, 1.272*AB=CD, 1.618*AB=CD and so on. These levels often don't coincide with the level received at calculation of level of a point of D XD through a retresment. And such creation of patterns is made in it (Scott Carney) to the program of harmonics trader.