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thank you so much for all your help! i really apreciate it. just to
clarify, though, is it not possible to create an nth bar sma without
the stair-step look and without smoothing (as in actually
calculating the nth bar sma for each and every point)?
on a separate but somewhat related note: is there a formula that for
point X on a graph (say, the latest data point), it would take day
x-5 (5 days ago), x-10, x-15, x-20, and x-25 and plot the highest
value? or lowest value?
This forum is a gem; I've learned a lot browsing. Thank you for all
your time,
Adam
--- In equismetastock@xxxxxxxxxxxxxxx, pumrysh <no_reply@xxx> wrote:
>
> juzam,
>
> I gave you this:
>
> pds:=Input("Nth bar periodicity",1,252,5);
> pdsma:=Input("Smoothing periods",1,100,21);
> signal:=Mod(Cum(1),pds)=0;
> Cl:=ValueWhen(1,signal,Ref(C,-1));
> mov(Cl,pdsma,S){end}
>
>
> It calculates every 5 days. If you want a longer period just set
the
> Nth bar periodicity to a longer period. If you set it at 252 you
> will get approximately one year.
>
> Preston
>
>
>
> --- In equismetastock@xxxxxxxxxxxxxxx, juzam66666 <no_reply@>
> wrote:
> >
> > Thanks for all the help guys. I tried the nth bar sma, but it
> didn't
> > seem to come out quite like i was thinking. ill try to
> > expand...basically what im trying to get is a seasonally-
adjusted
> > moving average.
> >
> > so the latest data point is, say, 625 on date 3/20/2007. the
> moving
> > average would calculate, for example, the five-year seasonally
> > adjusted sma. to calculate this it would average the data points
> on
> > 3/20/2006, 3/20/2005, 3/20/2004, 3/20/2003, and 3/20/2002. for
the
> > moving average point a day earlier, on 3/19/2007 it would do the
> same
> > calculations for 3/19/2006, 3/19/2005, etc.
> >
> > note that the 625 is basically irrelevent because it isn't in
the
> sma
> > until 3/20/2008 comes along
> >
> > thank you so much for any help
> >
>
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