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merhaba ; resimdeki tarama için matrikse uygulama nasıl yapılır. teşekkürler<img alt="" 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

önce Analizler kategorisinde (56 puan) tarafından | 16 kez görüntülendi

1 cevap

0 beğenilme 0 beğenilmeme
Merhabalar,

Aşağıdaki şekilde deneyiniz,

PK:=3;
PD:=3;  
RPD:=14;
SPD:=14;
SRSI:=(RSI(C,RPD)-LLV(RSI(C,RPD),SPD))/(HHV(RSI(C,RPD),SPD)-LLV(RSI(C,RPD),SPD))*100;
K:=MOV(SRSI,PK,S);
D:=MOV(K,PD,S);
K>D AND MACD()<MACDTRiGGER() AND CMF(20)<0 AND
ROC(C,1,%)<9.5 AND CROSS(DI(),0) AND v/MOV(v,10,s)>1

 

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