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That's what seems to be. I tried both ways and Linregslope seems to look better.
//-----------------------------------------------------------------
Periods = Param("Periods", 15, 2, 200, 1, 10 );
//SLP = Param("Slope Periods", 15, 2, 200, 1, 10 );
MAP = Param("MA Periods", 15, 1, 200, 1, 10 );
//x = LinearReg( P, Periods );
x = LinRegSlope( P, Periods );
//y = Ref(x, SLP);
//z = (x-y)/SLP;
//z1 = MA(z,MAP);
z1 = 100*MA(x,MAP);
Plot( z1, _DEFAULT_NAME(), ParamColor( "Color", colorCycle ), ParamStyle("Style") );
_SECTION_END();
_SECTION_BEGIN("MA1");
P = ParamField("Price field",-1);
Periods = Param("Periods", 15, 2, 200, 1, 10 );
Plot( MA( P, Periods ), _DEFAULT_NAME(), ParamColor( "Color", colorCycle ), ParamStyle("Style") );
_SECTION_END();
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--- Begin Message ---
The latest TASC has a nice article on using moving slope as an
indicator. I have some ideas on 'playing' around with mov slope...but
am having some trouble with understanding the idea/AFL code. Is it
simply - a linear regression slope i.e., LinRegSlope (Close, 22) for
e.g or is it
MovSlope = (EMA (LinRegSlope(C, 22), 13)
where you are taking linear regression slope of close of 22 days and
then an EMA of 13 days
--- End Message ---
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