Help me find a simple script! - page 2
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I said one problem with the charts (weekend and missed bars). There is a second. The charts are automatically scaled.
You can talk about average changes per bar or changes over several bars.
Well why not, there are two coordinates on the graph to which you can apply the most usual Pythagoras theorem "In a right triangle, the area of the square built on the hypotenuse is equal to the sum of the areas of the squares built on the cathetuses"
This is what the "Chart Framing" theory of W.D. Gunn is based on.
It is more important to use the right proportion of price and time because this is the "Balance of Price and Time" and not just add up the time-price
In 60 minutes the exchange rate has fallen by 60 pips
hypotenuse like = 85
and what do you do with that figure, as you see it on the graph.
a car travels 60 kilometres in 60 minutes.
the hypotenuse = 85 and what's the use of it?
- Hey, on the longboat, how many?
- 50...
- 50 what?
- How many what?
I said one problem with the charts (weekend and missed bars). There is a second. The charts are automatically scaled.
You can talk about average changes per bar or changes over several bars.
In mt you can fix the scale via the property-fix scale. just not one to one. As for the weekend, I said there is a script that stretches the chart to calendar days.
In the well-known to the majority of Gann courses it is said that first of all, it is important to scale a chart correctly (to fit one bar to a certain number of pips), but in this chart you have to work with many extra lines, because Gann angles are within a square and not within a two-dimensional monitor (price/time)
Can you explain Gunn's theory in two or three words? ))))
Can you explain Gunn's theory in two or three words? ))))
Don't Gunn, you, personally on the graph how do you see it?
In 60 minutes the exchange rate has dropped by 60 points
Hypotenuse = 85
and what do you do with that figure, how do you see it on the graph?
a car travels 60 kilometres in 60 minutes.
the hypotenuse is like 85 and what is it useful for?
Suppose we see an impulse, determine its length (if we determine the correct balance) then using these vectors we determine the price/time structure, understanding the structure we can predict further developments given the resonance with external factors...
Suppose we see an impulse, determine its length (by determining the correct balance) then using these vectors we determine the price/time structure, understanding the structure we can predict further developments taking into account the resonance of external factors...
Once again - in 60 minutes the exchange rate has fallen by 60 pips
Hypotenuse of a type = 85
and what to do with this figure, how do you see it on the chart?
Suppose we see an impulse, determine its length (if we determine the correct balance) then using these vectors we determine the price/time structure, understanding the structure we can predict further developments given the resonance with external factors...
Once again - In 60 minutes the exchange rate has dropped 60 pips
hypotenuse like = 85
and what to do with this figure, how do you see it on the chart ?
How...as a c/v vector, the dimensions of these vectors have a certain proportion... These are the edges of geometric figures along which the fin. instrument walks. This vector is used to measure the amplitude of oscillation