Fibonacci & Gann Projection
Fibonacci & Gann Projection in Amibroker likely combines Fibonacci retracement and extension levels with Gann projection techniques. Traders use this integration, leveraging the Amibroker data feeder, to project potential price movements and key levels in the market. The amalgamation of these methods aims to offer more comprehensive analysis for traders seeking precise entry and exit points.
/_SECTION_BEGIN("Fibonacci & Gann Projections");
SetChartOptions( 0, chartShowDates | chartShowArrows | chartLogarithmic | chartWrapTitle );
Change = 5;
GannIncrement = 0.0625;
procedure PlotShapeAt( x, y, shape, shift )
{
PlotShapes( IIf( BarIndex() == x, shape, 0 ), colorRed, 0, y, shift );
}
procedure PlotBlueDot( x, y )
{
PlotShapes( IIf( BarIndex() == x, shapeSmallCircle, 0 ),
colorBlue, 0, y, 0 );
for( i = -2; i <= 2; i++ )
{
if( i != 0 )
{
yGann = ( sqrt( y ) + i * GannIncrement ) ^ 2;
PlotShapes( IIf( BarIndex() == x, shapeSmallCircle, 0 ),
colorOrange, 0, yGann, 0 );
}
}
}
bi = BarIndex();
sbi = SelectedValue( bi );
GraphXSpace = 2;
Plot( Zig( C, Change ), "Zigzag", colorGreen, styleThick );
Plot( C, "Price", IIf( bi > sbi, colorLightGrey, colorRose ), styleBar );
upshift = 15;
if( SelectedValue( PeakBars( C, Change ) < TroughBars( C, Change ) ) )
{
pt1 = PeakBars( C, Change, 1 ) == 0 ;
pt2 = TroughBars( C, Change, 1 ) == 0 ;
}
else
{
pt1 = TroughBars( C, Change, 1 ) == 0 ;
pt2 = PeakBars( C, Change, 1 ) == 0 ;
upshift = -upshift;
}
bpt1 = SelectedValue( ValueWhen( pt1, bi ) );
bpt2 = SelectedValue( ValueWhen( pt2, bi ) );
bpt3 = SelectedValue( ValueWhen( pt1, bi, 2 ) );
bpt4 = SelectedValue( ValueWhen( pt2, bi, 2 ) );
bpt5 = SelectedValue( ValueWhen( pt1, bi, 3 ) );
bpt6 = SelectedValue( ValueWhen( pt2, bi, 3 ) );
PlotShapeAt( bpt1, C, shapeDigit1, upshift );
PlotShapeAt( bpt2, C, shapeDigit2, -upshift );
PlotShapeAt( bpt3, C, shapeDigit3, upshift );
PlotShapeAt( bpt4, C, shapeDigit4, -upshift );
PlotShapeAt( bpt5, C, shapeDigit5, upshift );
PlotShapeAt( bpt6, C, shapeDigit6, -upshift );
Level = SelectedValue( ValueWhen( pt1, C ) );
PlotBlueDot( round( bpt1 + 1.618 * ( bpt1 - bpt2 ) ), Level );
PlotBlueDot( round( bpt1 + 0.382 * ( bpt1 - bpt2 ) ), Level );
PlotBlueDot( round( bpt1 + 0.5 * ( bpt2 - bpt3 ) ), Level );
PlotBlueDot( round( bpt1 + 1.732 * ( bpt2 - bpt3 ) ), Level );
PlotBlueDot( round( bpt1 + 0.618 * ( bpt4 - bpt5 ) ), Level );
PlotBlueDot( round( bpt1 + 2 * ( bpt4 - bpt5 ) ), Level );
PlotBlueDot( round( bpt2 + 0.6707 * ( bpt4 - bpt2 ) ), Level );
PlotBlueDot( round( bpt2 + 2.618 * ( bpt4 - bpt2 ) ), Level );
PlotBlueDot( round( bpt2 + 1 * ( bpt6 - bpt2 ) ), Level );
PlotBlueDot( round( bpt2 + 3 * ( bpt6 - bpt2 ) ), Level );
_SECTION_END();