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Herman,
The angle g will be
x=Cum(1)-1;
Lx=LastValue(x);
g1=atan(H[Lx]-L[Lx-1]);
g2=atan(L[Lx]-H[Lx-1]);
pi=4*atan(1);
g=g1-g2;
f=180/pi;
Title="g1="+WriteVal(f*g1)+", g2="+WriteVal(f*g2)+", g="+WriteVal
(f*g);
Plot(LineArray(Lx-1,L[Lx-1],Lx,H[Lx]),"",colorOrange,8);
Plot(LineArray(Lx-1,H[Lx-1],Lx,L[Lx]),"",colorOrange,8);
Plot(C,"",1,64);
BTW, the result will not satisfy the visual part, as it is already
explained [see messages #3825,#3855,#3862 ]
Dimitris
--- In amibroker@xxxxxxxxxxxxxxx, "Herman van den Bergen"
<psytek@xxxx> wrote:
> Been staring at this for awhile.... a typical school assignment :-)
How
> would one calculate the angles (in degrees) between two lines that
cross
> between two adjacent bars, for example the angle between a line
from the Low
> of bar1 to the High of bar2, that crosses a line from the High of
Bar1 to
> the Low of bar2.
>
> The solution needs to include gap conditions and is intended to
help me
> qualify line crossings by setting a minimum angle criteria and thus
> eliminate whipsaws between near parallel lines.
>
> many thanks for any help you can give,
> herman
>
>
>
> [Non-text portions of this message have been removed]
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