Thank you,I like to use Murrey Math lines,I loaded it to the chart,but it drew nothing.
Why ? Is there someone else encounter this issue ?
Thank you,I like to use Murrey Math lines,I loaded it to the chart,but it drew nothing.
Why ? Is there someone else encounter this issue ?
Forum on trading, automated trading systems and testing trading strategies
Scripts: Drag and Drop Support and Resistance lines with color differentiation
newdigital, 2014.06.11 14:17
Static Support and Resistance in the Forex Market (based on dailyfx article)
- Traders can use support and resistance to grade market conditions, define trends, and enter positions.
- We discuss ‘static’ methods of support and resistance in the below article.
- We delve into pivot points, and psychological support/resistance analysis
After all, if price has hit a floor with which it may have difficulty breaking through (support) or a ceiling with which it may not be able to rise above (resistance); this can offer a plethora of trade ideas and setups.
Unfortunately, most new traders learn one or two ways of identifying support or resistance; and when they see that it doesn’t work all-of-the-time, they abandon such studies in hopes of finding ‘holy grails’ elsewhere.
Well, holy grails don’t really exist. It often takes the new trader some time to learn this lesson the hard way: There is no strategy or approach or indicator that will allow a trader to always win, no matter how strong the analytical method being employed. Rather, trading is about probabilities and attempting to get them on your side or in your favor as much as humanely possible using this analysis.
Support and resistance has a special role in this analysis. It can be used to grade market conditions, determine trends, identify entry and exit points along with a bevy of other options.
Pivot Points
This is one of the more common mannerisms of identifying support and resistance, and it’s also one of the oldest. Pivot points originated before computers became common in financial markets as floor traders need a quick and easy way to see if prices were ‘cheap’ or ‘expensive.’
So these floor traders developed a short-hand manner of getting support (cheap) and resistance (expensive) levels.
These floor traders would take the previous day’s high, low, and closing prices and would average these
values together to find the ‘pivot’ for the next trading day. Price action trading above this pivot would be ‘bullish’ while prices below would be ‘bearish.’
While this is fine and good, it doesn’t tell us much about support or resistance yet; so to take this a step further, traders would then multiply the pivot by two, and would then subtract the previous day’s low to get the first level of resistance (R1). They can then do the same to find the first level of support (S1), multiplying the pivot value times two and then subtracting the previous day’s high.
After the R1 and S1 values are solved, traders can then move on to the next levels of support and resistance. To find the second level of resistance (R2), traders can add the pivot value to the difference between R1 and S1; and the second level of support could be found by subtracting the difference between R1 and S1 from the pivot value. The full equation is below:
As you can see from the equation, pivot points use very basic math to find potential support and resistance levels. Luckily for traders, most charting packages will automatically do this math for us while plotting the support and resistance levels at appropriate intervals.
Pivot Points can be generated for a variety of time frames, and the longer-term pivots will often work best as more traders may be seeing and reacting to those levels.
As with most forms of technical analysis, the longer the term being used in the analysis the stronger the response that may be elicited. Pivot points of monthly and weekly flavors will often attract significant interest, and should be followed by traders even if using shorter-term hourly and four-hour charts.
Monthly and Weekly Pivot Points can bring value on long as well as short time frames
Psychological Levels
One of the most alluring aspects of technical analysis is the ability of
statistics and mathematics to show patterns in human behavior. Nowhere
is this more prominent than in the study of ‘psychological’ levels in
financial markets.
Most human beings think in even rounded whole numbers. We can’t help it;
our species has evolved to value simplicity. As an example, ask someone
how much they paid for their car or their jacket, or even their latte.
They’ll likely round their answer up (or down) to the nearest round
number. This type of rounding will often happen in markets as well; as
traders place their stops or entry orders at or around these levels in
the same way that most human beings will respond when asked how much
they paid for their coffee.
GBPUSD Weekly chart with ‘Major,’ and ‘Less Major’ levels identified
As you can see, these levels can come up quite often in a market,
particularly during strong trends as new prices run into fresh
resistance levels (or support levels in the case of a down-trend).
This study of support and resistance can be taken a step further with
the ‘minor’ prices that are set in 25-pip increments; known as the
‘minor’ psychological levels. In the chart below, we’ve moved down to
the hourly chart in the same market looked at above (GBPUSD) with the
addition of these more granular ‘minor’ levels:
Hourly GBPUSD with Minor psychological levels added (25-pip increments)
With psychological levels taking place every 25 pips, there are numerous
opportunities for traders to ‘catch swings’ in a market.
To put more power behind psychological levels or pivot points, traders
can look for confluence amongst these analytical methods; including the
dynamic support and resistance mechanisms that we’ll investigate in our
next installment.
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Murrey Math Lines (support and resistance):
It doesn't uses any objects, it plots Murrey Math Lines for all available history. The indicator plots Murrey Math Lines for all available history, it doesn't uses any objects.
Since, according to Gann, prices move in 1/8's, these 1/8's act as points of price support and resistance as an entity's price changes in time. Given this 1/8 characteristic of price action, Murrey assigns properties to each of the MML's in an a given octave.
Author: Dmitry
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