Trend Line Forex
Know how to draw a trend line Advantages of using trend lines in Forex trading. Trend lines are a popular tool in forex technical analysis. Every market, whether forex, equities, commodities and bonds is always located in one of the following three phases. In an uptrend, a downtrend or moving sideways.
Trend lines often act as resistance and support as you can clearly see by the attached chart. I draw a trend line from the deepest point of the chart to the next higher significant low point. When the market is then increased further and then it came to a correction that is twice the price jumped back to the trendline, and then turn around and rise again.
Learn how to draw a trend line. Advantages of using trend lines in Forex charts. But now how to draw a trend line?
The definition of an uptrend, the market makes higher highs and higher lows (higher highs and higher lows) is. This can be well described by a trend line as they can be found on the chart to illustrate. Appears here already but the first problem. There are no fixed rules about how to accurately draw a trend line has. Many traders, however, have agreed that for the trend lines only bar attracts approach in which each of the two bars left and right next to the lowest point higher than the beam, with the trend line is connected. A look at the chart reveals that this is also given. In an uptrend, are always connected the lows, the highs in a downtrend.
However, there are channels (channels), which include the bar from the top and bottom.
Plotting a trend line on a Forex chart gives very valuable information. It helps to determine good entry and exit points, Trend lines can of course also be used to detect when a trade is over. If they break the trend line in early January (the market closed well below the trend line) was the probability that the trend is over very high. That is exactly occurred and the market is several hundred pips View definition in a new window slid down. This knowledge can use it naturally, by placing his stop loss below the trend line.
Showing posts with label Trend Line. Show all posts
Showing posts with label Trend Line. Show all posts
Saturday, July 30, 2011
Sunday, June 19, 2011
Short Term Trendline
Short Term Trendline
Have you ever heard the saying words Äúthe trend is your friend, oh? Yup, everyone keeps saying that when you enter the market. Especially in forex working at 24 pm on each working day.
This article is discussing how a short-term trend is developing. First of all, let, AOS us know, Äúbullish, o means an upward trend and Äúbearish, o means a downward trend.
Bullish trend is when a series of market price represented by candlesticks / bars are shown in the table upward movement.
Conversely, a bearish trend occurred when a series of market price represented by candlesticks / bars on the chart showing downward movement.
And the next question is that going to do in bullish or bearish trend?
Since I trade with a trend, then I only buy the bullish trend and only sell in a bearish trend. But that's not what traders swing (to, AOS talk about this some other time).
Now, we, Äôre will determine bullish and bearish trend by drawing a diagonal line of our scheme. Use a 1H time scale to attract short-term trend line.
Connect opening / closing price low is done stepwise pattern to make a bullish trend line and connect the opening / closing price of the high level we are doing down pattern to a bullish trend line.
The bullish trend, we bought just over the line, but not too far over the line. And in a bearish trend, we only sell below the line, but not too far below the line.
Have you ever heard the saying words Äúthe trend is your friend, oh? Yup, everyone keeps saying that when you enter the market. Especially in forex working at 24 pm on each working day.
This article is discussing how a short-term trend is developing. First of all, let, AOS us know, Äúbullish, o means an upward trend and Äúbearish, o means a downward trend.
Bullish trend is when a series of market price represented by candlesticks / bars are shown in the table upward movement.
Conversely, a bearish trend occurred when a series of market price represented by candlesticks / bars on the chart showing downward movement.
And the next question is that going to do in bullish or bearish trend?
Since I trade with a trend, then I only buy the bullish trend and only sell in a bearish trend. But that's not what traders swing (to, AOS talk about this some other time).
Now, we, Äôre will determine bullish and bearish trend by drawing a diagonal line of our scheme. Use a 1H time scale to attract short-term trend line.
Connect opening / closing price low is done stepwise pattern to make a bullish trend line and connect the opening / closing price of the high level we are doing down pattern to a bullish trend line.
The bullish trend, we bought just over the line, but not too far over the line. And in a bearish trend, we only sell below the line, but not too far below the line.
Friday, June 03, 2011
The first break in the Trendline
The first break in the Trendline that next big move flags the end of the rally and the beginning of sideways congestion. Exit dynamics based positions until conditions again favor rapid price change. In this environment, consider countertrend swing trades if other forces favor success. But stand aside once volatility slowly dissipates and crowd participation fades.
The Best Trendline Methods
Book Table:
- Ed Down - Trade 7 Chart patterns that consistantly Make_Money
- How to read charts like a pro
- Joe Rose - 123 Law of the table
- John J Murphy - Charting Made Easy
- John Murphy - Chart Pattern Recognition for Metastock
- Mark Crisp - 123 Introduction System
- Patrick Mikula - The Best Trendline Methods of Alan This 5 New Trendline Techniques
- Thomas N Bulkowski - Wikipedia chart patterns, 2nd Edition
- A Wayne. Thorp - Analysis of supply and Demand Using Point & Figure Charts
- A Wayne. Thorp - Point & Figure Charts Revisited
- Ed Down - Trade 7 Chart patterns that consistantly Make_Money
- How to read charts like a pro
- Joe Rose - 123 Law of the table
- John J Murphy - Charting Made Easy
- John Murphy - Chart Pattern Recognition for Metastock
- Mark Crisp - 123 Introduction System
- Patrick Mikula - The Best Trendline Methods of Alan This 5 New Trendline Techniques
- Thomas N Bulkowski - Wikipedia chart patterns, 2nd Edition
- A Wayne. Thorp - Analysis of supply and Demand Using Point & Figure Charts
- A Wayne. Thorp - Point & Figure Charts Revisited
Tuesday, May 24, 2011
How to use trendlines
The following table shows how to use trendlines and differences with the predicted MACD cross zero at the same time the TL is broken. Divergence is implying that the price will force behind him to remove Trendline resistance. Notice of setting started in higher time frame chart inserted. Dropping down to a lower time frame allowed us to have a better entry point with less risk.
Tuesday, April 12, 2011
Current Trendline and Sinewave Indicator
Current Trendline and Sinewave Indicator as described by John Ehlers
Here is the MetaStock 6,52 or higher formula code for immediate and Trendline Sinewave Indicator as described by John Ehlers in his article "at last! A Friendly Trend Oscillator. To implement the following formulas must be created in MetaStock's Indicator builder. Each formula must be created separately and must be named exactly as it appears below. Only in the last two formulas are plotted, so you may want to prevent others to be displayed in the Indicator QuickList by marking the "Display In QuickList" option when creating the formula.
To download and install the formulas use the following steps
Download the file in the Temp folder MS65FORM.DTA
To download the file for this formula click MS65FORM.DTA
Use the following instructions to import the file MS65FORM.DTA the temp file was downloaded.
1st Run MetaStock.
2nd Select Indicator Builder from the menu Tools.
3rd Click the Organize button to launch the Formula Organizer Wizard.
4th Follow the instructions on screen.
Name: H cycle count 1A
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 6)> = 360 and the amount (value, 5) <360, 6,0) +
If (Sum (value, 7)> = 360 and the amount (value, 6) <360, 7.0) +
If (Sum (value, 8)> = 360 and the amount (value, 7) <360, 8.0) +
If (Sum (value, 9)> = 360 and the amount (value, 8) <360, 9.0) +
If (Sum (value, 10)> = 360 and the amount (value, 9) <360, 10.0) +
If (Sum (value, 11)> = 360 and the amount (value, 10) <360, 11.0) +
If (Sum (value, 12)> = 360 and the amount (value, 11) <360, 12.0) +
If (Sum (value, 13)> = 360 and the amount (value, 12) <360, 13.0) +
If (Sum (value, 14)> = 360 and the amount (value, 13) <360, 14.0) +
If (Sum (value, 15)> = 360 and the amount (value, 14) <360, 15.0)
Name: H cycle count 2a
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 16)> = 360 and the amount (value, 15) <360, 16.0) +
If (Sum (value, 17)> = 360 and the amount (value, 16) <360, 17.0) +
If (Sum (value, 18)> = 360 and the amount (value, 17) <360, 18.0) +
If (Sum (value, 19)> = 360 and the amount (value, 18) <360, 19.0) +
If (Sum (value, 20)> = 360 and the amount (value, 19) <360, 20.0) +
If (Sum (value, 21)> = 360 and the amount (value, 20) <360, 21.0) +
If (Sum (value, 22)> = 360 and the amount (value, 21) <360, 22.0) +
If (Sum (value, 23)> = 360 and the amount (value, 22) <360, 23.0) +
If (Sum (value, 24)> = 360 and the amount (value, 23) <360, 24.0) +
If (Sum (value, 25)> = 360 and the amount (value, 24) <360, 25.0)
Name: H cycle count 3a
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 26)> = 360 and the amount (value, 25) <360, 26.0) +
If (Sum (value, 27)> = 360 and the amount (value, 26) <360, 27.0) +
If (Sum (value, 28)> = 360 and the amount (value, 27) <360, 28.0) +
If (Sum (value, 29)> = 360 and the amount (value, 28) <360, 29.0) +
If (Sum (value, 30)> = 360 and the amount (value, 29) <360, 30.0) +
If (Sum (value, 31)> = 360 and the amount (value, 30) <360, 31.0) +
If (Sum (value, 32)> = 360 and the amount (value, 31) <360, 32.0) +
If (Sum (value, 33)> = 360 and the amount (value, 32) <360, 33.0) +
If (Sum (value, 34)> = 360 and the amount (value, 33) <360, 34.0) +
If (Sum (value, 35)> = 360 and the amount (value, 34) <360, 35.0)
Name: H IP a sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
(Cos (0) * program) +
(Cos (360 * (1/pd)) * Ref (eg, -1)) +
(Cos (360 * (2/pd)) * Ref (eg, -2)) +
(Cos (360 * (3/pd)) * Ref (eg, -3)) +
(Cos (360 * (4/pd)) * Ref (eg, -4)) +
(Cos (360 * (5/pd)) * Ref (eg, -5)) +
If (PD> 6, cos (360 * (6/pd)) * Ref (eg, -6), 0) +
If (PD> 7, cos (360 * (7/pd)) * Ref (eg, -7), 0) +
If (PD> 8, cos (360 * (8/pd)) * Ref (eg, -8), 0) +
If (PD> 9, cos (360 * (9/pd)) * Ref (eg, -9), 0) +
If (PD> 10, cos (360 * (10/pd)) * Ref (eg, -10), 0) +
If (PD> 11, cos (360 * (11/pd)) * Ref (eg, -11), 0) +
If (PD> 12, cos (360 * (12/pd)) * Ref (eg, -12), 0) +
If (PD> 13, cos (360 * (13/pd)) * Ref (eg, -13), 0) +
If (PD> 14, cos (360 * (14/pd)) * Ref (eg, -14), 0)
Name: H IP sum 2
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 15, cos (360 * (15/pd)) * Ref (eg, -15), 0) +
If (PD 16>, cos (360 * (16/pd)) * Ref (eg, -16), 0) +
If (PD> 17, cos (360 * (17/pd)) * Ref (eg, -17), 0) +
If (PD> 18, cos (360 * (18/pd)) * Ref (eg, -18), 0) +
If (PD> 19, cos (360 * (19/pd)) * Ref (eg, -19), 0) +
If (PD> 20, cos (360 * (20/pd)) * Ref (eg, -20), 0) +
If (PD> 21, cos (360 * (21/pd)) * Ref (eg, -21), 0) +
If (PD> 22, cos (360 * (22/pd)) * Ref (eg, -22), 0) +
If (PD 23>, cos (360 * (23/pd)) * Ref (eg, -23), 0) +
If (PD> 24, cos (360 * (24/pd)) * Ref (eg, -24), 0)
Name: H IP 3 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 25, cos (360 * (25/pd)) * Ref (eg, -25), 0) +
If (PD> 26, cos (360 * (26/pd)) * Ref (eg, -26), 0) +
If (PD> 27, cos (360 * (27/pd)) * Ref (eg, -27), 0) +
If (PD> 28, cos (360 * (28/pd)) * Ref (eg, -28), 0) +
If (PD> 29, cos (360 * (29/pd)) * Ref (eg, -29), 0) +
If (PD> 30, cos (360 * (30/pd)) * Ref (eg, -30), 0) +
If (PD> 31, cos (360 * (31/pd)) * Ref (eg, -31), 0) +
If (PD> 32, cos (360 * (32/pd)) * Ref (eg, -32), 0) +
If (PD> 33, cos (360 * (33/pd)) * Ref (eg, -33), 0) +
If (PD> 34, cos (360 * (34/pd)) * Ref (eg, -34), 0)
Name: H Rp sum 1
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
(Sin (0) * program) +
(Sin (360 * (1/pd)) * Ref (eg, -1)) +
(Sin (360 * (2/pd)) * Ref (eg, -2)) +
(Sin (360 * (3/pd)) * Ref (eg, -3)) +
(Sin (360 * (4/pd)) * Ref (eg, -4)) +
(Sin (360 * (5/pd)) * Ref (eg, -5)) +
If (PD> 6, Sin (360 * (6/pd)) * Ref (eg, -6), 0) +
If (PD> 7, Sin (360 * (7/pd)) * Ref (eg, -7), 0) +
If (PD> 8, Sin (360 * (8/pd)) * Ref (eg, -8), 0) +
If (PD> 9, Sin (360 * (9/pd)) * Ref (eg, -9), 0) +
If (PD> 10, Sin (360 * (10/pd)) * Ref (eg, -10), 0) +
If (PD> 11, Sin (360 * (11/pd)) * Ref (eg, -11), 0) +
If (PD> 12, Sin (360 * (12/pd)) * Ref (eg, -12), 0) +
If (PD> 13, Sin (360 * (13/pd)) * Ref (eg, -13), 0) +
If (PD> 14, Sin (360 * (14/pd)) * Ref (eg, -14), 0)
Name: H Rp 2 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 15, Sin (360 * (15/pd)) * Ref (eg, -15), 0) +
If (PD> 16, Sin (360 * (16/pd)) * Ref (eg, -16), 0) +
If (PD> 17, Sin (360 * (17/pd)) * Ref (eg, -17), 0) +
If (PD> 18, Sin (360 * (18/pd)) * Ref (eg, -18), 0) +
If (PD> 19, Sin (360 * (19/pd)) * Ref (eg, -19), 0) +
If (PD> 20, Sin (360 * (20/pd)) * Ref (eg, -20), 0) +
If (PD> 21, Sin (360 * (21/pd)) * Ref (eg, -21), 0) +
If (PD> 22, Sin (360 * (22/pd)) * Ref (eg, -22), 0) +
If (PD> 23, Sin (360 * (23/pd)) * Ref (eg, -23), 0) +
If (PD> 24, Sin (360 * (24/pd)) * Ref (eg, -24), 0)
Name: H Rp 3 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 25, Sin (360 * (25/pd)) * Ref (eg, -25), 0) +
If (PD> 26, Sin (360 * (26/pd)) * Ref (eg, -26), 0) +
If (PD> 27, Sin (360 * (27/pd)) * Ref (eg, -27), 0) +
If (PD> 28, Sin (360 * (28/pd)) * Ref (eg, -28), 0) +
If (PD> 29, Sin (360 * (29/pd)) * Ref (eg, -29), 0) +
If (PD> 30, Sin (360 * (30/pd)) * Ref (eg, -30), 0) +
If (PD> 31, Sin (360 * (31/pd)) * Ref (eg, -31), 0) +
If (PD> 32, Sin (360 * (32/pd)) * Ref (eg, -32), 0) +
If (PD> 33, Sin (360 * (33/pd)) * Ref (eg, -33), 0) +
If (PD> 34, Sin (360 * (34/pd)) * Ref (eg, -34), 0)
Name: H TL sum 1
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 6, MOV ((H + L) / 2,8, S), 0) +
If (value = 7, MOV ((H + L) / 2,9, S), 0) +
If (value = 8, MOV ((H + L) / 2,10, S), 0) +
If (value = 9, MOV ((H + L) / 2,11, S), 0) +
If (value = 10, MOV ((H + L) / 2,12, S), 0) +
If (value = 11, MOV ((H + L) / 2,13, S), 0) +
If (value = 12, MOV ((H + L) / 2,14, S), 0) +
If (value = 13, MOV ((H + L) / 2,15, S), 0) +
If (value = 14, MOV ((H + L) / 2,16, S), 0) +
If (value = 15, MOV ((H + L) / 2,17, S), 0)
Name: H TL sum 2
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 16, MOV ((H + L) / 2,18, S), 0) +
If (value = 17, MOV ((H + L) / 2,19, S), 0) +
If (value = 18, MOV ((H + L) / 2,20, S), 0) +
If (value = 19, MOV ((H + L) / 2,21, S), 0) +
If (value = 20, MOV ((H + L) / 2,22, S), 0) +
If (value = 21, MOV ((H + L) / 2,23, S), 0) +
If (value = 22, MOV ((H + L) / 2,24, S), 0) +
If (value = 23, MOV ((H + L) / 2,25, S), 0) +
If (value = 24, MOV ((H + L) / 2,26, S), 0) +
If (value = 25, MOV ((H + L) / 2,27, S), 0)
Name: H TL sum 3
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 26, MOV ((H + L) / 2,28, S), 0) +
If (value = 27, MOV ((H + L) / 2,29, S), 0) +
If (value = 28, MOV ((H + L) / 2,30, S), 0) +
If (value = 29, MOV ((H + L) / 2,31, S), 0) +
If (value = 30, MOV ((H + L) / 2,32, S), 0) +
If (value = 31, MOV ((H + L) / 2,33, S), 0) +
If (value = 32, MOV ((H + L) / 2,34, S), 0) +
If (value = 33, MOV ((H + L) / 2,35, S), 0) +
If (value = 34, MOV ((H + L) / 2,36, S), 0) +
If (value = 35, MOV ((H + L) / 2,37, S), 0)
Name: Hilbert cycle period - 1a
value1: = ((H + L) / 2) - Ref (((H + L) / 2) -6);
value2: = Ref (value1, -3);
value3: = 0,75 * (value1-Ref (value1, -6)) + 0,25 * (Ref (value1, -2)-Ref (value1, -4));
inphase: = 0,33 * value2 + (0.67 * last);
quad: = 0,2 * value3 + (0.8 * last);
P1: = atan (abs (quad + Ref (quad, -1)), ABS (inphase + Ref (inphase, -1)));
phase: If = (inphase <0 and Quad> 0, 180-P1,
If (inphase <0 and Quad <0, 180 + P1,
If (inphase> 0 and Quad <0, 360-P1, p1)));
DP: = If (Ref (phase, -1) <90 and phase> 270, 360 + Ref (phase, -1)-phase, Ref (phase, -1)-phase);
dp2: = If (DP <1, 1,
If (DP> 60, 60, DP));
dp2
Name: Hilbert cycle period - final-a
C1: = Fml ("cycle count Tues 1a") + Fml ("Tues cycle count 2a") + Fml ("Tues cycle count 3a");
C2: If = (C1 = 0, previous, C1);
(0,25 * c2) + (0.75 * last)
Name: Instantaneous trend line
PR: = (H + L) / 2;
(Fml ("a sum Tues TL") + Fml ("TL Tues sum 2") + Fml ("TL Tues sum 3"));
0,33 * (PR + (0.5 * (PR-Ref (eg, -3)))) + (0.67 * last)
Name: Sinewave Indicator
pd: = Int (Fml ("Hilbert cycle period - final-a"));
cp: = Fml ("Hilbert cycle period - final-a");
IP: = Fml ("IP Tues sum 1") + Fml ("IP Tues sum 2) +
Fml ("IP Tues sum 3");
Rp: = Fml ("Tues sum of Rp 1") + Fml ("Tues amount Rp 2") +
Fml ("Tues amount Rp 3");
DC1: If = (abs (ip)> 0,001, atan (RP / IP, 1), 90 * If (RP> = 0,1, -1));
dc2: If = (IP <0, DC1 270, DC1 90);
DCP: If = (dc2> 315, dc2-360, dc2);
Sin (DCP);
Sin (DCP 45)
Here is the MetaStock 6,52 or higher formula code for immediate and Trendline Sinewave Indicator as described by John Ehlers in his article "at last! A Friendly Trend Oscillator. To implement the following formulas must be created in MetaStock's Indicator builder. Each formula must be created separately and must be named exactly as it appears below. Only in the last two formulas are plotted, so you may want to prevent others to be displayed in the Indicator QuickList by marking the "Display In QuickList" option when creating the formula.
To download and install the formulas use the following steps
Download the file in the Temp folder MS65FORM.DTA
To download the file for this formula click MS65FORM.DTA
Use the following instructions to import the file MS65FORM.DTA the temp file was downloaded.
1st Run MetaStock.
2nd Select Indicator Builder from the menu Tools.
3rd Click the Organize button to launch the Formula Organizer Wizard.
4th Follow the instructions on screen.
Name: H cycle count 1A
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 6)> = 360 and the amount (value, 5) <360, 6,0) +
If (Sum (value, 7)> = 360 and the amount (value, 6) <360, 7.0) +
If (Sum (value, 8)> = 360 and the amount (value, 7) <360, 8.0) +
If (Sum (value, 9)> = 360 and the amount (value, 8) <360, 9.0) +
If (Sum (value, 10)> = 360 and the amount (value, 9) <360, 10.0) +
If (Sum (value, 11)> = 360 and the amount (value, 10) <360, 11.0) +
If (Sum (value, 12)> = 360 and the amount (value, 11) <360, 12.0) +
If (Sum (value, 13)> = 360 and the amount (value, 12) <360, 13.0) +
If (Sum (value, 14)> = 360 and the amount (value, 13) <360, 14.0) +
If (Sum (value, 15)> = 360 and the amount (value, 14) <360, 15.0)
Name: H cycle count 2a
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 16)> = 360 and the amount (value, 15) <360, 16.0) +
If (Sum (value, 17)> = 360 and the amount (value, 16) <360, 17.0) +
If (Sum (value, 18)> = 360 and the amount (value, 17) <360, 18.0) +
If (Sum (value, 19)> = 360 and the amount (value, 18) <360, 19.0) +
If (Sum (value, 20)> = 360 and the amount (value, 19) <360, 20.0) +
If (Sum (value, 21)> = 360 and the amount (value, 20) <360, 21.0) +
If (Sum (value, 22)> = 360 and the amount (value, 21) <360, 22.0) +
If (Sum (value, 23)> = 360 and the amount (value, 22) <360, 23.0) +
If (Sum (value, 24)> = 360 and the amount (value, 23) <360, 24.0) +
If (Sum (value, 25)> = 360 and the amount (value, 24) <360, 25.0)
Name: H cycle count 3a
value: = Fml ("Hilbert cycle period - 1a");
If (Sum (value, 26)> = 360 and the amount (value, 25) <360, 26.0) +
If (Sum (value, 27)> = 360 and the amount (value, 26) <360, 27.0) +
If (Sum (value, 28)> = 360 and the amount (value, 27) <360, 28.0) +
If (Sum (value, 29)> = 360 and the amount (value, 28) <360, 29.0) +
If (Sum (value, 30)> = 360 and the amount (value, 29) <360, 30.0) +
If (Sum (value, 31)> = 360 and the amount (value, 30) <360, 31.0) +
If (Sum (value, 32)> = 360 and the amount (value, 31) <360, 32.0) +
If (Sum (value, 33)> = 360 and the amount (value, 32) <360, 33.0) +
If (Sum (value, 34)> = 360 and the amount (value, 33) <360, 34.0) +
If (Sum (value, 35)> = 360 and the amount (value, 34) <360, 35.0)
Name: H IP a sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
(Cos (0) * program) +
(Cos (360 * (1/pd)) * Ref (eg, -1)) +
(Cos (360 * (2/pd)) * Ref (eg, -2)) +
(Cos (360 * (3/pd)) * Ref (eg, -3)) +
(Cos (360 * (4/pd)) * Ref (eg, -4)) +
(Cos (360 * (5/pd)) * Ref (eg, -5)) +
If (PD> 6, cos (360 * (6/pd)) * Ref (eg, -6), 0) +
If (PD> 7, cos (360 * (7/pd)) * Ref (eg, -7), 0) +
If (PD> 8, cos (360 * (8/pd)) * Ref (eg, -8), 0) +
If (PD> 9, cos (360 * (9/pd)) * Ref (eg, -9), 0) +
If (PD> 10, cos (360 * (10/pd)) * Ref (eg, -10), 0) +
If (PD> 11, cos (360 * (11/pd)) * Ref (eg, -11), 0) +
If (PD> 12, cos (360 * (12/pd)) * Ref (eg, -12), 0) +
If (PD> 13, cos (360 * (13/pd)) * Ref (eg, -13), 0) +
If (PD> 14, cos (360 * (14/pd)) * Ref (eg, -14), 0)
Name: H IP sum 2
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 15, cos (360 * (15/pd)) * Ref (eg, -15), 0) +
If (PD 16>, cos (360 * (16/pd)) * Ref (eg, -16), 0) +
If (PD> 17, cos (360 * (17/pd)) * Ref (eg, -17), 0) +
If (PD> 18, cos (360 * (18/pd)) * Ref (eg, -18), 0) +
If (PD> 19, cos (360 * (19/pd)) * Ref (eg, -19), 0) +
If (PD> 20, cos (360 * (20/pd)) * Ref (eg, -20), 0) +
If (PD> 21, cos (360 * (21/pd)) * Ref (eg, -21), 0) +
If (PD> 22, cos (360 * (22/pd)) * Ref (eg, -22), 0) +
If (PD 23>, cos (360 * (23/pd)) * Ref (eg, -23), 0) +
If (PD> 24, cos (360 * (24/pd)) * Ref (eg, -24), 0)
Name: H IP 3 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 25, cos (360 * (25/pd)) * Ref (eg, -25), 0) +
If (PD> 26, cos (360 * (26/pd)) * Ref (eg, -26), 0) +
If (PD> 27, cos (360 * (27/pd)) * Ref (eg, -27), 0) +
If (PD> 28, cos (360 * (28/pd)) * Ref (eg, -28), 0) +
If (PD> 29, cos (360 * (29/pd)) * Ref (eg, -29), 0) +
If (PD> 30, cos (360 * (30/pd)) * Ref (eg, -30), 0) +
If (PD> 31, cos (360 * (31/pd)) * Ref (eg, -31), 0) +
If (PD> 32, cos (360 * (32/pd)) * Ref (eg, -32), 0) +
If (PD> 33, cos (360 * (33/pd)) * Ref (eg, -33), 0) +
If (PD> 34, cos (360 * (34/pd)) * Ref (eg, -34), 0)
Name: H Rp sum 1
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
(Sin (0) * program) +
(Sin (360 * (1/pd)) * Ref (eg, -1)) +
(Sin (360 * (2/pd)) * Ref (eg, -2)) +
(Sin (360 * (3/pd)) * Ref (eg, -3)) +
(Sin (360 * (4/pd)) * Ref (eg, -4)) +
(Sin (360 * (5/pd)) * Ref (eg, -5)) +
If (PD> 6, Sin (360 * (6/pd)) * Ref (eg, -6), 0) +
If (PD> 7, Sin (360 * (7/pd)) * Ref (eg, -7), 0) +
If (PD> 8, Sin (360 * (8/pd)) * Ref (eg, -8), 0) +
If (PD> 9, Sin (360 * (9/pd)) * Ref (eg, -9), 0) +
If (PD> 10, Sin (360 * (10/pd)) * Ref (eg, -10), 0) +
If (PD> 11, Sin (360 * (11/pd)) * Ref (eg, -11), 0) +
If (PD> 12, Sin (360 * (12/pd)) * Ref (eg, -12), 0) +
If (PD> 13, Sin (360 * (13/pd)) * Ref (eg, -13), 0) +
If (PD> 14, Sin (360 * (14/pd)) * Ref (eg, -14), 0)
Name: H Rp 2 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 15, Sin (360 * (15/pd)) * Ref (eg, -15), 0) +
If (PD> 16, Sin (360 * (16/pd)) * Ref (eg, -16), 0) +
If (PD> 17, Sin (360 * (17/pd)) * Ref (eg, -17), 0) +
If (PD> 18, Sin (360 * (18/pd)) * Ref (eg, -18), 0) +
If (PD> 19, Sin (360 * (19/pd)) * Ref (eg, -19), 0) +
If (PD> 20, Sin (360 * (20/pd)) * Ref (eg, -20), 0) +
If (PD> 21, Sin (360 * (21/pd)) * Ref (eg, -21), 0) +
If (PD> 22, Sin (360 * (22/pd)) * Ref (eg, -22), 0) +
If (PD> 23, Sin (360 * (23/pd)) * Ref (eg, -23), 0) +
If (PD> 24, Sin (360 * (24/pd)) * Ref (eg, -24), 0)
Name: H Rp 3 sum
pd: = Int (Fml ("Hilbert cycle period - final-a"));
PR: = (H + L) / 2;
If (PD> 25, Sin (360 * (25/pd)) * Ref (eg, -25), 0) +
If (PD> 26, Sin (360 * (26/pd)) * Ref (eg, -26), 0) +
If (PD> 27, Sin (360 * (27/pd)) * Ref (eg, -27), 0) +
If (PD> 28, Sin (360 * (28/pd)) * Ref (eg, -28), 0) +
If (PD> 29, Sin (360 * (29/pd)) * Ref (eg, -29), 0) +
If (PD> 30, Sin (360 * (30/pd)) * Ref (eg, -30), 0) +
If (PD> 31, Sin (360 * (31/pd)) * Ref (eg, -31), 0) +
If (PD> 32, Sin (360 * (32/pd)) * Ref (eg, -32), 0) +
If (PD> 33, Sin (360 * (33/pd)) * Ref (eg, -33), 0) +
If (PD> 34, Sin (360 * (34/pd)) * Ref (eg, -34), 0)
Name: H TL sum 1
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 6, MOV ((H + L) / 2,8, S), 0) +
If (value = 7, MOV ((H + L) / 2,9, S), 0) +
If (value = 8, MOV ((H + L) / 2,10, S), 0) +
If (value = 9, MOV ((H + L) / 2,11, S), 0) +
If (value = 10, MOV ((H + L) / 2,12, S), 0) +
If (value = 11, MOV ((H + L) / 2,13, S), 0) +
If (value = 12, MOV ((H + L) / 2,14, S), 0) +
If (value = 13, MOV ((H + L) / 2,15, S), 0) +
If (value = 14, MOV ((H + L) / 2,16, S), 0) +
If (value = 15, MOV ((H + L) / 2,17, S), 0)
Name: H TL sum 2
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 16, MOV ((H + L) / 2,18, S), 0) +
If (value = 17, MOV ((H + L) / 2,19, S), 0) +
If (value = 18, MOV ((H + L) / 2,20, S), 0) +
If (value = 19, MOV ((H + L) / 2,21, S), 0) +
If (value = 20, MOV ((H + L) / 2,22, S), 0) +
If (value = 21, MOV ((H + L) / 2,23, S), 0) +
If (value = 22, MOV ((H + L) / 2,24, S), 0) +
If (value = 23, MOV ((H + L) / 2,25, S), 0) +
If (value = 24, MOV ((H + L) / 2,26, S), 0) +
If (value = 25, MOV ((H + L) / 2,27, S), 0)
Name: H TL sum 3
value: = Int (Fml ("Hilbert cycle period - final-a"));
If (value = 26, MOV ((H + L) / 2,28, S), 0) +
If (value = 27, MOV ((H + L) / 2,29, S), 0) +
If (value = 28, MOV ((H + L) / 2,30, S), 0) +
If (value = 29, MOV ((H + L) / 2,31, S), 0) +
If (value = 30, MOV ((H + L) / 2,32, S), 0) +
If (value = 31, MOV ((H + L) / 2,33, S), 0) +
If (value = 32, MOV ((H + L) / 2,34, S), 0) +
If (value = 33, MOV ((H + L) / 2,35, S), 0) +
If (value = 34, MOV ((H + L) / 2,36, S), 0) +
If (value = 35, MOV ((H + L) / 2,37, S), 0)
Name: Hilbert cycle period - 1a
value1: = ((H + L) / 2) - Ref (((H + L) / 2) -6);
value2: = Ref (value1, -3);
value3: = 0,75 * (value1-Ref (value1, -6)) + 0,25 * (Ref (value1, -2)-Ref (value1, -4));
inphase: = 0,33 * value2 + (0.67 * last);
quad: = 0,2 * value3 + (0.8 * last);
P1: = atan (abs (quad + Ref (quad, -1)), ABS (inphase + Ref (inphase, -1)));
phase: If = (inphase <0 and Quad> 0, 180-P1,
If (inphase <0 and Quad <0, 180 + P1,
If (inphase> 0 and Quad <0, 360-P1, p1)));
DP: = If (Ref (phase, -1) <90 and phase> 270, 360 + Ref (phase, -1)-phase, Ref (phase, -1)-phase);
dp2: = If (DP <1, 1,
If (DP> 60, 60, DP));
dp2
Name: Hilbert cycle period - final-a
C1: = Fml ("cycle count Tues 1a") + Fml ("Tues cycle count 2a") + Fml ("Tues cycle count 3a");
C2: If = (C1 = 0, previous, C1);
(0,25 * c2) + (0.75 * last)
Name: Instantaneous trend line
PR: = (H + L) / 2;
(Fml ("a sum Tues TL") + Fml ("TL Tues sum 2") + Fml ("TL Tues sum 3"));
0,33 * (PR + (0.5 * (PR-Ref (eg, -3)))) + (0.67 * last)
Name: Sinewave Indicator
pd: = Int (Fml ("Hilbert cycle period - final-a"));
cp: = Fml ("Hilbert cycle period - final-a");
IP: = Fml ("IP Tues sum 1") + Fml ("IP Tues sum 2) +
Fml ("IP Tues sum 3");
Rp: = Fml ("Tues sum of Rp 1") + Fml ("Tues amount Rp 2") +
Fml ("Tues amount Rp 3");
DC1: If = (abs (ip)> 0,001, atan (RP / IP, 1), 90 * If (RP> = 0,1, -1));
dc2: If = (IP <0, DC1 270, DC1 90);
DCP: If = (dc2> 315, dc2-360, dc2);
Sin (DCP);
Sin (DCP 45)
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