用微积分透析k线（指标+图）介绍
用微积分透析k线（指标+图）
{K线微积分律 副图}
DRAWGBK(C>0,RGB(0,20,100),RGB(80,80,80),0,12,0);
MACD:="MACD.MACD"*3,NODRAW;
STICKLINE(MACD>REF(MACD,1) AND MACD>0,0,MACD,0.0001,0),COLORRED;
STICKLINE(MACD>REF(MACD,1) AND MACD<0,0,MACD,0.0001,0),COLORLIRED;
STICKLINE(MACD<REF(MACD,1),0,MACD,0.0001,0),COLORCYAN;
VA1:=HHVBARS(MACD,BARSLAST(MACD<0)+1);
VA2:=CROSS(BACKSET(CROSS(0,MACD),REF(VA1,1)+2),0.5);
QG:=CROSS(BACKSET(CROSS(0,MACD) OR (ISLASTBAR AND MACD>0),REF(VA1,1)+2),0.5);
前高:DRAWLINE(VA2,MACD,REF(VA2,1),REF(MACD,1),1),COLORBLUE;
VA3:=LLVBARS(MACD,BARSLAST(MACD>0)+1);
VA4:=CROSS(BACKSET(CROSS(MACD,0),REF(VA3,1)+2),0.5);
BD:=BARSLAST(FILTERX(CROSS(0,MACD),BARSCOUNT(C)));
前低:DRAWLINE(VA4,MACD,REF(VA4,1),REF(MACD,1),1);
BDTJ:=IF(MACD<0,FILTERX(MACD=LLV(MACD,BARSLAST(MACD>0)),
BARSCOUNT(C)),DRAWNULL);
TSBDTJ:=BARSLAST(BDTJ);
BDZH:=FILTERX(MACD<CONST(LLV(MACD,BD+1)),BARSCOUNT(C));
BDTS:=BARSLAST(BDZH);
本低:IF(BD+1>=1,CONST(LLV(MACD,BD+1)),DRAWNULL);
BDCL:=CROSS(COUNT(CROSS(MACD>本低/2 AND MACD<0,0.5),TSBDTJ)=1,0.5) AND TSBDTJ>=0;
终点:=IF(ISLASTBAR AND MACD>0 AND MACD=HHV(MACD,BARSLAST(MACD<0)),1,
IF(FILTERX(QG,BARSCOUNT(C)),2,DRAWNULL));
UU:=(终点=1 OR 终点=2) AND MACD>0;
ZZ:=FILTERX(UU,BARSCOUNT(C));
本高:DRAWLINE(ZZ,MACD,REF(ZZ,1),REF(MACD,1),1),COLORWHITE;
横线:=CONST(REF(MACD,BARSLAST(ZZ)));
WW:=MACD>横线;
起始点:=FILTERX(REFX(BARSLAST(WW),1)=1,BARSCOUNT(C));
天数:BARSLAST(起始点),COLORYELLOW,NODRAW;
gd27955
