Ресурсы

Typ : System, Name : E2 Bonder Inputs: Lenght1(1); Inputs: Lenght2(1.8); {—— Long Entry —

Type: Function, Name: TXAverage {TXAverage function FORMAT: TXAverage(Price,r,s,u) } Inputs: Price(NumericSeries)

Type : Function, Name : StandardDev inputs: Price( numericseries ), Length( numericsimple ), DataType(

Type : Indicator, Name : Ehlers Filter inputs: Coef( AbsValue( MedianPrice — MedianPrice[5] ) )

Type : Signal, Name : Dual Time Frame Moving Average Inputs: Price(Close), Length(13); IF XAverage(Price,Length) >

Vars: TrendIndicator(0), RiskReward(0); If ADX(14) > ADX(14)[1] Then TrendIndicator = 4;

Type : Signal, Name : Divergence Input: Osc(RSI(Close,14)); IF BullishDivergence(Close,Osc,2,30) = 1

Typ : System, Name : DiNapoli 5 Input: Lenght1(3),Lenght2(7),Lenght3(25); if (average (close,Lenght1) [3] <

Type : Signal, Name : Delayed Channel Breakout Input: Len(13), X_Bar(6); vars: HighBO(false), LowBO(false)

Typ : Signal Name : DBS-March Inputs: Ceil(60), Flr(20), {Additional inputs} TStop1(0), StopB1(999)

Type : Signal, Name: DBS-B Inputs: Ceil(60), Flr(20); Vars: X(0), Y(0), ZDelta(0), VarA(0), VarB(0)

Type : Indicator, Name : Dunn’s Noisetest value1= absvalue(close — close[1]); value2= absvalue(close[1] —

Type : Indicator , Name : Dunn’s Density Indicator Value1= C-C[1]; Value2= C[1]-C[2];

Type : Indicator, Name : Draw Linear Regression Lines For Two Past Periods inputs : Periods(20);

Type : Indicator, Name : Double Smoothed Exponential Moving Average Inputs: Price(Close), Length(30);

Type : Indicator, Name : DotDisp inputs: Price ( Close ) , MALength( 29 ) , DotDisp ( 49 ) , DotColor( Red ) ;

Type : Indicator, Name : Donchian Channel Inputs: Length(13),ShowAvg(true); Value1 = Highest(C,Length);

Type : Indicator, Name : Distance Coefficient Ehlers Filter Inputs: Price((H+L)/2), Length(15);

Type : Function, Name : Dima_MOMA inputs: Price(numericseries), Length(numericsimple); Value2 = 0;

Type : Indicator, Name: DBS-Where Inputs: Ceil(60), Flr(20); Vars: X(0), Y(0), ZDelta(0), VarA(0), VarB(0)