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ADX Extrapolation

Is calculated by using the formula y(x)=y1+ (x−x1/x2−x1) * (y2−y1). Linear Extrapolation.
You can edit the x1 and x2 coordinate distance, where x is the current point, x1 is the number of periods previous, and x2 is two times the previous periods.
Measures the differences between a line of best fit and average line and issues signals when they exceed a multiplier of the extrapolated values.

It is ADX and +DI and -DI.
The ADX and +DI and -DI is set to be and oscillation as we are not calulating the values themselves, but the difference from the mean/best fit.

DI+ and DI- are simple to read, minus is orange, while plus is aqua. They operate as a normal 14 length DI plotted, but will turn red when they are trending stronger than expected, and green when trending weaker than expected.

The yellow line is the ADX, oscillating around the colored line 0. When the ADX is red it signals that the current trend is significantly stronger than expected and has a high chance of reversal. When the line is green is signifies the trend is significantly weaker than expected. A clear shortcoming is most trends ADX will read to be weaker than normal after a significant blow off or drop.

To make it as simple as possible, I included a large line at 0 under the ADX oscillation so you can just read that if you wish.
Bull Reversals:
green = stronger than extrap ADX and minus ***great signal
blue = stronger than extrap ADX and plus < minus ***good signal
purple = stronger than extrap minus and weaker than expected ADX ***ok signal
Bear Reversals:
red = stronger than extrap ADX and plus ***great signal
orange = stronger than extrap ADX and minus < plus ***good signal
yellow = stronger than extrap plus and weaker than expected ADX ***ok signal

Other than that is treated as normal ADX.

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