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Re: [amibroker] Trading the Kaleidoscope

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Yes, very interesting.... is the Kaleidoscope known to be better for some timeframes or markets than others?
 
thanks!
----- Original Message -----
Sent: Friday, May 12, 2006 2:01 PM
Subject: Re: [amibroker] Trading the Kaleidoscope

Very nice work Gerard - thank you for sharing!

Steve

----- Original Message -----
From: "Gerard Carey" <gcfinance@xxxxxxxxxxx>
To: "AB Yahoo group" <amibroker@xxxxxxxxxxxxxxx>
Sent: Friday, May 12, 2006 3:00 AM
Subject: [amibroker] Trading the Kaleidoscope


// Trading the Kaleidoscope
// Developed by Gerard Carey from Steve Karnish's "CCT Kaleidoscope"

/* This formula was developed to signal short-term trend changes
in the direction of the CONFIRMED Medium-Term trend - thus giving both
long and short opportunities.
See the attachment.

The red histogram plots the MT trend as being up (above zero line)
or being down (below zero line).
The black line plots the ST trend in the same manner.

/* The long entry is signalled when the red Histogram is ABOVE zero and
the black ST line, after dipping below the zero line, reverses back up
(green arrow).
Likewise, the Short entry is signalled when the red Histogram is BELOW
zero and the black ST line, after rising above the zero line, reverses
back down (red arrow).  */

// NB. Exits are NOT sigalled. As usual, signals appear more reliable in
less volatile markets.

// Trading the Kaleidoscope
CA=LinRegSlope(C,5)
+ 100 * ( EMA( EMA( C - Ref( C, -1 ) ,2 ) ,5)
/ EMA( EMA( abs( C - Ref( C, -1) ),2 ), 5 ) )
+100 * ( EMA( EMA( C - (0.5 * ( HHV(H,13) + LLV(L,13))),2),5)
/ (0.5 * EMA( EMA( HHV(H,13) - LLV(L,13),2),5 ) ) );

CB=LinRegSlope(C,5)
+ 100 * ( EMA( EMA( C - Ref( C, -1 ) ,2 ) ,25)
/ EMA( EMA( abs( C - Ref( C, -1) ),2 ), 25) )
+100 * ( EMA( EMA( C - (0.5 * ( HHV(H,13) + LLV(L,13))),2),25)
/ (0.5 * EMA( EMA( HHV(H,13) - LLV(L,13),2),25) ) );

Plot(CA,"Trading the Kaleidoscope",1,4);
Plot(CB," Child",4,4);
Plot(CB,"",4,2+4);
Plot(0,"",4);

CondA= CB>0 AND (CA<0 OR Ref(CA,-1)<0) AND CA>Ref(CA,-1)
AND Ref(CA,-1)<Ref(CA,-2) ;
PlotShapes( shapeSmallUpTriangle*CondA, 5,L,-100) ;

CondB= CB<-0 AND (CA>0 OR Ref(CA,-1)>0) AND CA<Ref(CA,-1)
AND Ref(CA,-1)>Ref(CA,-2) ;
PlotShapes( shapeSmallDownTriangle*CondB, 4,H,100);

--
http://www.fastmail.fm - And now for something completely different.




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