I'm using Delphi (XE5) to create a graphic component. One challenge is to rotate a closed path by SetWorldTransform, then read back the outline with GetPath. Rotation works ok, but the points retreived from GetPath are not rotated (however, obtating a region (PathToRegion) works as expected!).
My code:
procedure Rotate(DestBitmap : TBitmapEx; Radians : Single; FigureRect : TRect);
// DestBitmap is where to draw the figure. Size of DestBitmap is computed from
//the actual angle and figure size (not shown here). FigureRect is the plain
//figure rectangle without rotation
var
XForm: tagXFORM;
C, S : single;
Points : array of TPoint;
NumPoints : integer;
Bytes : TByteArray;
Rgn : HRGN;
X, Y : integer;
begin
//Locate FigureRect to center of bitmap:
X := (DestBitmap.Width - FigureRect.Width) div 2;
Y := (DestBitmap.Height - FigureRect.Height) div 2;
FigureRect.Location := Point(X,Y);
//Set rotate mode
C := Cos(Radians);
S := Sin(Radians);
XForm.eM11 := C;
XForm.eM12 := S;
XForm.eM21 := -S;
XForm.eM22 := C;
XForm.eDx := (DestBitmap.Width - DestBitmap.Width * C +
DestBitmap.Height * S) / 2;
XForm.eDy := (DestBitmap.Height - DestBitmap.Width * S -
DestBitmap.Height * C) / 2;
SetGraphicsMode(DestBitmap.Canvas.Handle, GM_ADVANCED);
SetWorldTransform(DestBitmap.Canvas.Handle, XForm);
//Rotate the figure
BeginPath(DestBitmap.Canvas.Handle);
DestBitmap.Canvas.Rectangle(FigureRect);
EndPath(DestBitmap.Canvas.Handle);
FlattenPath(DestBitmap.Canvas.Handle);
NumPoints := GetPath(DestBitmap.Canvas.Handle, Points[0], Bytes[0], 0);
SetLength(Points, NumPoints);
GetPath(DestBitmap.Canvas.Handle, Points[0], Bytes[0], NumPoints);
//Points now describes the plain, unrotated figure, but if instead:
//Rgn := PathToRegion(DestBitmap.Canvas.Handle);
//Rgn describes the rotated area, as expected
end;
That is expected, GetPath returns points in logical coordinates. Whereas the resulting region of PathToRegion uses device coordinates - so it is unaffected by the transform. See documentation of both functions.
Or three, SetWorldTransform transforms logical coordinates. To everything in the logical world, nothing has been changed. The transform is with respect to the device.
Related
I have a four points that I want to draw oval that path through these four points
I do not want to use [UIBezierPath bezierPathWithOvalInRect:frame];
Because it can not work with rotated rectangle.
I suppose that your 4 points are not arbitrary ones, but middles of edges of rectangle around the ellipse.
You can build path from four Bezier curves to approximate zero-centered unit circle. Example of code here
Then apply to control points affine transformation that transform circle to rotated ellipse with semi-axes A and B, center (CX, CY) and rotation angle Alpha.
For your case, if points are P0..P3, then
A = |P0P2| (distance)
B = |P1P3|
CX = (P0.X + P2.X)/2
CY = (P0.Y + P2.Y)/2
Alpha = ArcTan2(P0.Y - P2.Y, P0.X - P2.X)
I have Delphi code for this problem, hope it could help. Note that closed Bezier path contains 13 points (the last is the same as the first).
procedure CalcRotatedEllipse(CX, CY, A, B: Integer; Alpha: Double; var BezPts: array of TPoint);
const
MP = 0.55228475;
var
CA, SA, ACA, ASA, BCA, BSA: Double;
i, CX2, CY2: Integer;
function TransformPoint(X, Y: Double): TPoint;
begin
Result.X := Round(CX + X * ACA + Y * BSA);
Result.Y := Round(CY - X * ASA + Y * BCA);
end;
begin
Assert(Length(BezPts) = 13);
CA:= Cos(Alpha); SA := Sin(Alpha);
ACA := A * CA; ASA := A * SA;
BCA := B * CA; BSA := B * SA;
CX2 := 2 * CX; CY2 := 2 * CY;
BezPts[0] := TransformPoint(1, 0);
BezPts[1] := TransformPoint(1, MP);
BezPts[2] := TransformPoint(MP, 1);
BezPts[3] := TransformPoint(0, 1);
BezPts[4] := TransformPoint(- MP, 1);
BezPts[5] := TransformPoint(-1, MP);
for i := 0 to 5 do
BezPts[i + 6] := Point(CX2 - BezPts[i].X, CY2 - BezPts[i].Y);
BezPts[12] := BezPts[0];
end;
procedure TForm1.Button3Click(Sender: TObject);
var
Pts: array[0..12] of TPoint;
begin
CalcRotatedEllipse(200, 200, 200, 70, Pi/6, Pts);
Canvas.PolyBezier(Pts);
end;
Hi I use the follow code to draw a rotate text in my Delphi application. The user can choose if use or not use GDI+ to draw the text:
procedure TForm1.Button1Click(Sender: TObject);
var
MyLogFont: TLogFont;
MyFont: HFont;
t: string;
ff: IGPFontfamily;
ft: IGPFont;
br: IGPSolidBrush;
gr: IGPGraphics;
pp: TGPPointF;
Pen: IGPPen;
begin
t := 'Hello';
if not DrawUsingGDIP.Checked then
begin
// Draw using GDI
FillChar(MyLogFont, Sizeof(MyLogFont), 0);
with MyLogFont do
begin
lfHeight:=0;
lfWidth:=0;
lfEscapement:=-StrToInt(Edit1.Text)*10;
lfOrientation:=-StrToInt(Edit1.Text)*10;
lfWeight:=FW_NORMAL;
lfItalic:=0;
lfUnderline:=0;
lfStrikeOut:=0;
lfCharSet:=DEFAULT_CHARSET;
lfOutPrecision:=OUT_DEFAULT_PRECIS;
lfClipPrecision:=CLIP_DEFAULT_PRECIS;
lfQuality:=DEFAULT_QUALITY;
lfPitchAndFamily:=1;
end;
MyFont:=CreateFontIndirect(MyLogFont);
Form1.Canvas.Font.Handle:=MyFont;
Form1.Canvas.Font.Name := 'Arial';
Form1.Canvas.Font.Size := 13;
Form1.Canvas.TextOut(103, 100, t);
end
else
begin
// Draw using GDI+
Pen := TGPPen.Create($FF000000);
ff := TGPFontFamily.Create('Arial');
ft := TGPFont.Create(ff, 16, FontStyleRegular, UnitPixel);
br := TGPSolidBrush.Create(TGPColor.Red);
gr := TGPGraphics.Create(Form1.Canvas.Handle);
gr.SetTextRenderingHint(TextRenderingHintAntiAlias);
gr.TranslateTransform(100.0, 100.0);
gr.RotateTransform(StrToInt(Edit1.Text));
pp := TGPPointF.Create(0, 0);
gr.DrawString(t, ft, pp, br);
gr.ResetTransform;
end;
end;
Now I need know (if possible without draw the text) the coordinates of the vertices of the rectangle that bounds the text (see the image):
Is there a simple way to get these coordinates both with and without use GDI+ library?
For the GDI implementation you can use something like
tsiz := Form1.Canvas.TextExtent(t); // tsiz : tagSIZE
ang := (2.0*Pi*StrToInt(Edit1.Text))/360; // ang : double
tpts[0].X := 100; // tpts : Array[0..4] of TPoint
tpts[0].Y := 100;
tpts[1].X := 100 + Round(tsiz.cx * Cos(ang));
tpts[1].Y := 100 + Round(tsiz.cx * Sin(ang));
tpts[2].X := tpts[1].X - Round(tsiz.cy*Sin(ang));
tpts[2].Y := tpts[1].Y + Round(tsiz.cy*Cos(ang));
tpts[3].X := tpts[0].X - Round(tsiz.cy*Sin(ang));
tpts[3].Y := tpts[0].Y + Round(tsiz.cy*Cos(ang));
tpts[4] := tpts[0];
//tpts now contains corner points of the bounding rect
Form1.Canvas.TextOut(100, 100, t); // draw text
Form1.Canvas.Polyline(tpts); // draw bounding rect
for GDI+ it's a lot easier
sft := TGPStringFormat.GenericDefault; // sft : IGPStringFormat
mRect := gr.MeasureString(t, ft, pp, sft); // mRect : TGPRectF
// do this after transforms
// mRect is now the bounding rect
gr.DrawRectangle(Pen,mRect);
// mRect is transformed by DrawRectangle - coordinates can be
// calculated in the same way as the GDI case where
// mRect.Width -> tsiz.cx and mRect.Height -> tsiz.cy
Gretings to all!
How to print pictures in Delphi on TPrinter, in real sizes of pictures?
From canvas of TImage I have good results, but if I paints on TPrinter canvas, I have BAD result, puctures is too small than real size of bitmap.
Why that happens What I'm need to do for fix bug?
UPDATE
Yes, I seen question from the hint in the 1st post.
I can't use JCL/JVCL code in my project, but I got idea from it.
I create temporary TImage, and calculate dimensions of it in accordance with the factor of printer's DPI:
var
i, iRow, iCol, // Counter
iBorderSize, // Ident from left/top borders
iImgDistance, // Ident between images in grid
iRows, // Rows Count
iColumns, // Colun count
iLeft, iTop: Integer; // For calc
bmp: TBitmap;
bStop, bRowDone, bColDone: Boolean;
Img1: TImage;
scale: Double;
function CalcY: Integer;
begin
if (iRow = 1) then
Result := iBorderSize
else
Result := iBorderSize + (iImgDistance * (iRow - 1)) +
(bmp.Height * (iRow - 1));
end;
function CalcX: Integer;
begin
if (iCol = 1) then
Result := iBorderSize
else
Result := iBorderSize + (iImgDistance * (iCol - 1)) +
(bmp.Width * (iCol - 1));
end;
begin
iBorderSize := StrToInt(BorderSizeEdit.Text);
iImgDistance := StrToInt(ImgsDistanceEdit.Text);
iRows := StrToInt(RowsCountEdit.Text);
iColumns := StrToInt(ColCountEdit.Text);
iRow := 1;
iCol := 1;
iLeft := iBorderSize;
iTop := iBorderSize;
if Printer.Orientation = poPortrait then
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSX) /
Screen.PixelsPerInch
else
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSY) /
Screen.PixelsPerInch;
bmp := TBitmap.Create;
Img1 := TImage.Create(nil);
Img1.Height := Trunc(Printer.PageHeight / scale); //Calc canvas size
Img1.Width := Trunc(Printer.PageWidth / scale); //Calc canvas size
Img1.Canvas.Brush.Color := clWhite;
Img1.Canvas.FillRect(Rect(0, 0, Img1.Width, Img1.Height));
try
bmp.LoadFromFile(ExtractFilePath(ParamStr(0)) + 'Source.bmp');
for i := 1 to 18 do
begin
if (iRow <= iRows) then
begin
iTop := CalcY;
iLeft := CalcX;
Img1.Canvas.Draw(iLeft, iTop, bmp);
if not((iRow = iRows) and (iCol = iColumns)) then
begin
if (iCol = iColumns) then
begin
Inc(iRow);
iCol := 1;
end
else
Inc(iCol);
end
else
begin
PrintImage(Img1, 100);
iRow := 1;
iCol := 1;
Img1.Canvas.Brush.Color := clWhite;
Img1.Canvas.FillRect(Rect(0, 0, Img1.Width, Img1.Height));
end;
end;
end;
finally
FreeAndNil(bmp);
FreeAndNil(Img1);
end;
end;
And draw it on TPrinter.Canvas.
You can see results below:
Results is good, but not perfect.
As you can see, in the last column, all images are drawn not to the end, some part misses off the paper and not drawn.
I think it's happens because I use the Trunc to get integer part of double when I'm calculate dimensions of TImage.Canvas in accordance with the factor of printer's DPI.
By experiments I know value 0.20. 0.20 is a part of last column images, in pixels, that not drawn. If I change code, that gets scale factor by this:
if Printer.Orientation = poPortrait then
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSX) /
Screen.PixelsPerInch - 0.20
else
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSY) /
Screen.PixelsPerInch - 0.20;
I have that, what I need:
I think the value 0.20 isn't a constant and it will change on every PC.
How to calculate this value? What need to solve this problem?
The basic problem here is one of scaling. More or less, figure out how much to expand the resolution of the image and then stretchdraw it to the printer canvas. Something like this gets the image stretched out to the dimension of the printer canvas.
procedure TForm1.Button2Click(Sender: TObject);
var
MyRect: TRect;
scale: Double;
begin
if PrintDialog1.Execute then
begin
Printer.BeginDoc;
scale := Printer.PageWidth / Bitmap1.Width;
ShowMessage(FloatToStr(scale));
{ horizontal pixels, vertical pixels, bit depth 600 x 600 x 24}
MyRect.Left := 0;
MyRect.Top := 0;
MyRect.Right := trunc(Bitmap1.Width * scale);
MyRect.Bottom := trunc(Bitmap1.Height * scale);
Printer.Canvas.StretchDraw(MyRect, Bitmap1);
Printer.EndDoc;
end;
Of course, you have to check "Right" and "Bottom" to make sure they don't exceed your PageWidth and PageHeight depending on the type of scaling you use (6.25 or 600/96 seems fine for simply making an image the same relative size as the screen, assuming those numbers match your printer and screen), assuming you want to keep the image to one page and not mosaic pieces of it onto multiple pages.
I don't know if this works entirely since I don't have a varied number of devices (i.e. different DPIs) to test both orientations on, but this seems to be what you want to get both DPI numbers dynamically.
if Printer.Orientation = poPortrait then
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSX) / PixelsPerInch
else
scale := GetDeviceCaps(Printer.Handle, LOGPIXELSY) / pixelsperinch;
Then of course, you multiply like above.
The issue you're running into is that there really isn't a "real size" of an image, it's all relative. The printer often has a lot higher resolution then your monitor and that's why pictures look small.
Your monitor has often a resolution of 96 dpi and normal printer has a resolution of 600 dpi which means your image prints in its real size it just looks small because a printer can put a lot more dots in the same space then a monitor can.
Delphi Basics link was also helpful : http://www.delphibasics.co.uk/RTL.asp?Name=printer&ExpandCode1=Yes
on form : drag n drop TPrintDialog from your Tool Palette
and manually add this to the uses clause under [Implementation]
uses printers; // Unit containing the printer command
With that and this post I was able to print directly to any printer at the size I wanted for images or text. There is no need to call the bitmap or assign the TPrinter once you have added the unit above. Just draw directly to the canvas in your PC printer queue.
procedure TForm1.cmdPrintCircleClick(Sender: TObject);
var
xx, yy, mySize : integer;
//printer1 : TPrinter;
begin
// create image directly on Printer Canvas and print it
//Ellipse( X-(Width div 2), Y-(Height div 2), X+(Width div 2), Y+(Height div 2));
if PrintDialog1.Execute then
try
with Printer do
begin
if Printer.Orientation = poPortrait then
begin
// represents 1/2 US-inch relative to Portrait page size 8.5 x 11
mySize := Trunc(PageWidth / 8.5 / 2);
end
else
begin
// represents 1/2 US-inch relative to Landscape page size 11 x 8.5
mySize := Trunc(PageHeight / 8.5 / 2);
end;
xx := Trunc(PageWidth / 2);
yy := Trunc(PageHeight / 2);
// Start printing
BeginDoc;
// Write out the ellipse // create one-inch black circle
Canvas.Brush.Color := clBlack;
Canvas.Ellipse(xx - mySize, yy - mySize, xx + mySize, yy + mySize);
// Finish printing
EndDoc;
end;
finally
end;
end;
I would like to know if there is a way to change the orientation of a TShape thus instead of a square , i would like to rotate it to look like a diamond..
If not a way with TShape, how could this be done?
A Delphi TShape is nothing more than drawing a bunch of vector graphics.
You can "rotate" the X/Y coordinates themselves with a 2-D transformation matrix. Computer Graphics 101:
http://www.cs.uic.edu/~jbell/CourseNotes/ComputerGraphics/2DTransforms.html
http://www.willamette.edu/~gorr/classes/GeneralGraphics/Transforms/transforms2d.htm
A TShape itself cannot be rotated. But you can use a TPaintBox to draw your own graphics anyway you wish, it is just a matter of mathematically plotting the points to draw between. For example:
procedure TForm1.PaintBox1Paint(Sender: TObject);
var
Points: array[0..3] of TPoint;
W, H: Integer;
begin
W := PaintBox1.Width;
H := PaintBox1.Height;
Points[0].X := W div 2;
Points[0].Y := 0;
Points[1].X := W;
Points[1].Y := H div 2;
Points[2].X := Points[0].X;
Points[2].Y := H;
Points[3].X := 0;
Points[3].Y := Points[1].Y;
PaintBox1.Canvas.Brush.Color := clBtnFace;
PaintBox1.Canvas.FillRect(Rect(0, 0, W, H));
PaintBox1.Canvas.Brush.Color := clBlue;
PaintBox1.Canvas.Pen.Color := clBlack;
PaintBox1.Canvas.Pen.Width := 1;
PaintBox1.Canvas.Polygon(Points);
end;
Can anyone help me in finding a component or SDK that rotates PNG images quickly whilst retaining transparency?
The original author of the PNGImage component (the basis of the Delphi native component) had a forum where he, and others, posted code snippets on how to do things using the PNGImage component.
Before the forum was taken down I grabbed a copy of all of the code snippets and placed them on the CodeGear Code Central website.
Most if not all of these work with native PNG images and do maintain the Alpha channel.
Here is the complete list of examples included in the package:
Smooth rotates a PNG object
Resizes a TPNGObject using a smooth algorithm
Slice one PNG into several smaller ones
Saves an image as either a bitmap or a png.
Sample chunk descendant
Read all tEXt-Chunks and write values into a TStrings object
Display a message box with information extracted from the PNG File
Finds and cuts a block from a PNG image
This method converts the png into a jpeg object
This method converts the png into a bmp object
Overlay one PNG over another
This makes the image half transparent
Flips a png image vertically and saves back
Draws a png image over the desktop
Here is the link: CodeCentral PNG Methods
EDIT
Here is a highly optimized version of a RotatePNG function.
It still, technically, goes pixel by pixel but it uses a number of techniques, such as scanlines, pointer math and storage of image dimensions to achieve a decent speed increase.
I used a 2550x3300 pixel image (~5MB) for testing and by using semi-rough, but totally (non)scientific calculations (counting in my head) I came up with the following metrics:
the old routine (mentioned above):~7 seconds
the new routine (code below):~1.5 seconds
I can't strictly take credit for this. The code originally came from from EFG's website and I decided to try my hand at converting one of those routines to rotate PNG images instead of bitmaps.
I'm sure anyone who knows more about this type of thing will take a look at the code and offer up some suggestions to tweak more speed out of it.
procedure RotatePNG(
const PNGOriginal:TPNGImage;//input PNG
out PNGRotated:TPNGImage; //output PNG
Const Angle : double);
{
(c) har*GIS L.L.C., 1999
You are free to use this in any way, but please retain this comment block.
Please email questions to jim#har-gis.com .
Doc & Updates: http://www.efg2.com/Lab/ImageProcessing/RotateScanline.htm
and http://www.efg2.com/Lab/Library/Delphi/Graphics/JimHargis_RotateBitMap.zip
}
{
Modified by R.J.Mills, 2012 -
- Use pointer arithmetic instead of type sub-scripting for faster pixels.
- Converted to rotate PNG images June 2012.
}
Type
TRGBTripleArray = array [0..32767] of TRGBTriple; //allow integer subscript
pRGBTripleArray = ^TRGBTripleArray;
VAR
wPng : TPngImage;
theta:Double; // rotn angle in radians counterclockwise in windows
cosTheta : Single; {in windows}
sinTheta : Single;
i : INTEGER;
iOriginal : INTEGER;
iPrime : INTEGER;
j : INTEGER;
jOriginal : INTEGER;
jPrime : INTEGER;
NewWidth,NewHeight:INTEGER;
nBytes: Integer;//no. bytes per pixelformat
Oht,Owi,Rht,Rwi: Integer;//Original and Rotated subscripts to bottom/right
RowSizeRot : integer;
RowSizeOrg : integer;
AlphaSizeRot : integer;
AlphaSizeOrg : integer;
RowStartPtr : Pointer;
AlphaStartPtr : Pointer;
RowRotatedT: pRGBtripleArray; //3 bytes
AlphaRowT: pByteArray; //1 byte
AlphaRotatedT : pByteArray; //1 byte
TransparentT: TRGBTriple;
{=======================================}
function Mod360( const angle:Double ):Double;
begin
result := frac( angle/360 )*360;
if result < 0 then
result := result+360;
end;
{=======================================}
begin
Theta := -(2*pi* Mod360(angle))/360;
sinTheta := SIN( theta );
cosTheta := COS( theta );
NewWidth := ABS( ROUND( PNGOriginal.Height*sinTheta) ) + ABS( ROUND( PNGOriginal.Width*cosTheta ) );
NewHeight := ABS( ROUND( PNGOriginal.Width*sinTheta ) ) + ABS( ROUND( PNGOriginal.Height*cosTheta) );
if ( ABS(theta)*MAX( PNGOriginal.width,PNGOriginal.height ) ) > 1 then
begin//non-zero rotation
wPng := TPngImage.createblank(PNGOriginal.Header.ColorType, 8, NewWidth, NewHeight);
try
//local constants for loop, each was hit at least width*height times 1/8/00
Rwi := NewWidth - 1; //right column index
Rht := NewHeight - 1;//bottom row index
Owi := PNGOriginal.Width - 1; //transp color column index
Oht := PNGOriginal.Height - 1; //transp color row index
RowRotatedT := wPng.Scanline[ Rht ] ;
RowStartPtr := PNGOriginal.Scanline[ 0 ];
RowSizeRot := Integer(wPng.ScanLine[1])-Integer(wPng.ScanLine[0]);
RowSizeOrg := Integer(PNGOriginal.ScanLine[1])-Integer(PNGOriginal.ScanLine[0]);
TransparentT := pRGBtripleArray( PNGOriginal.Scanline[ Oht ] )[0];
if PNGOriginal.Header.ColorType in [COLOR_RGBALPHA] then
begin
AlphaRowT := PNGOriginal.AlphaScanline[ Oht ];
AlphaStartPtr := PNGOriginal.AlphaScanline[ 0 ];
AlphaRotatedT := wPng.AlphaScanline[ Rht ];
AlphaSizeRot := Integer(wPng.AlphaScanline[1])-Integer(wPng.AlphaScanline[0]);
AlphaSizeOrg := Integer(PNGOriginal.AlphaScanline[1])-Integer(PNGOriginal.AlphaScanline[0]);
end
else
begin
AlphaRowT := nil;
AlphaStartPtr := nil;
AlphaRotatedT := nil;
AlphaSizeRot := 0;
AlphaSizeOrg := 0;
end;
for j := Rht downto 0 DO //1/8/00
begin //for j
jPrime := 2*j - NewHeight + 1 ;
for i := Rwi downto 0 DO //1/8/00
begin //for i
iPrime := 2*i - NewWidth + 1;
iOriginal := ( ROUND( iPrime*CosTheta - jPrime*sinTheta ) + Owi ) div 2;
if ( iOriginal >= 0 ) and ( iOriginal <= Owi ) then
begin //inside
jOriginal := ( ROUND( iPrime*sinTheta + jPrime*cosTheta ) + Oht ) div 2 ;
if ( jOriginal >= 0 ) and ( jOriginal <= Oht ) then
begin //1/8/00
RowRotatedT[i] := pRGBTripleArray(Integer(RowStartPtr) + (jOriginal * RowSizeOrg))[iOriginal];
if assigned(AlphaRotatedT) then
AlphaRotatedT[i] := pByteArray(Integer(AlphaStartPtr) + (jOriginal * AlphaSizeOrg))[iOriginal];
end
else
begin //set Transparent
if Assigned(AlphaRotatedT) then
AlphaRotatedT[i] := 0;
RowRotatedT[i] := TransparentT;
end;
end //inside
else
begin //Set Transpaarent;
if Assigned(AlphaRotatedT) then
AlphaRotatedT[i] := 0;
RowRotatedT[i] := TransparentT;
end;
end; //for i
Dec(Integer(RowRotatedT), RowSizeRot) ;
if assigned(AlphaRotatedT) then
Dec(Integer(AlphaRotatedT), AlphaSizeRot) ;
end;//for j
PNGRotated.Assign(wPng);
finally
wPng.Free;
end;
end //non-zero rotation
else
begin //Zero rotation
if PNGRotated <> PNGOriginal then
PNGRotated.Assign(PNGOriginal);
end;
end; {RotatePNG}