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--- In amibroker@xxxxxxxxxxxxxxx, "aequalsz" <aequalsz@xxxx> wrote:
> Accolades to Mr. DIMITRIS TSOKAKIS for his Oblique Fibonacci Line
> code.
>
> Made two tiny mods to the code that might help some.
>
> YP=LastValue(Highest(SU/SU)*H); -> YP=LastValue(Highest((SU/SU)*H));
>
> Just for cosmetic purposes.
>
> And,
>
> DIST=ValueWhen(H==YP,H-SU); -> DIST=LastValue(Highest(H-SU));
>
> Just a slight variation to catch the extreme value.
>
>
> Once again, good work, Mr. Tsokakis.
>
> Aequalsz
Found some exceptions for the previous version. Here is a simplier one.
A
// Oblique Fibonacci Lines, by D. Tsokakis, June 2004
//
// Modified by Aequalsz 6/11/2004
SU=Study("SU",GetChartID());
Plot(C,"C",colorBlack,styleBar);
b=BarIndex();
X1=ValueWhen(Cum(IsTrue(SU))==1,b);
Y1=ValueWhen(b==X1,SU);
X2=LastValue(b);
Y2=LastValue(SU);
SLOPE=(Y2-Y1)/(X2-X1);
Dist = LastValue(Highest(H-SU));
HL= SU + Dist; Plot(HL,"",colorGreen,styleLine);
HL = SU +0.382*(DIST); Plot(HL,"\n0.382",colorRed,1);
HL = SU +0.500*(DIST); Plot(HL,"\n0.500",colorRed,1);
HL = SU +0.618*(DIST); Plot(HL,"\n0.618",colorRed,1);
GraphXSpace=2;
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