BackgroundPict
Modified in version 5.0
BackgroundPict ( sourceType ; sourceData ; borderStroke ; borderColor ; borderColorVariant ; shadowEffect ; shadowColor )
Argument | Type | Range | Default | Note |
---|---|---|---|---|
sourceType | int | 1..4 | clipboard | |
sourceData | str | "" | ||
borderStroke | num[] | 0..1000 | 0 | Dimension:[pt], requires xmCHART 5.0 or higher |
borderColor | rgba | 0..255 | black | Requires xmCHART 5.0 or higher |
borderColorVariant | int | -1..128 | solid | Requires xmCHART 5.0 or higher |
shadowEffect | num[] | -1000..1000 | 0 | Requires xmCHART 5.0 or higher |
shadowColor | rgba | 0..255 | #888a | Requires xmCHART 5.0 or higher |
Examples
BackgroundPict(file;"Backgrounds/Images012.jpg")
BackgroundPict(file;"C:/Images/Gradient_01.jpg")
BackgroundPict(file;"/Volumes/Macintosh HD/Images/BackGrd_01.png")
BackgroundPict(stream;"iVBORw0KGgoAAAANSUhEUgAAAEAAAABABAMA...")
Description
The BackgroundPict() function makes it possible to use a picture as the background. The arguments sourceType and sourceData are explained in detail in Import Images, together with various examples showing how they are applied.
| BACKGROUND_PICT_01 |
1 | OpenDrawing(250;150) |
2 | OpenView(30;20;190;110) |
3 | ChartData(9 6 4 2 1) |
4 | BarChart() |
5 | /* Set up styles. */ |
6 | FillStyle(1;#ddd) |
7 | |
8 | /* Set up axes. */ |
9 | |
10 | AxisMajorTicks(all;0) |
11 | AxisMajorTickLabelTexts(x;"A";"B";"C";"D";"E") |
12 | AxisMajorTickLabelStyle(all;Verdana;9;bold;#ddd) |
13 | /* Set up grid and background. */ |
14 | MajorGridLineWidths(y;x;0) |
15 | MajorGridLineColors(x;y;#b1d0d1) |
16 | |
17 | BackgroundPict(stream;"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") |
18 |
| BACKGROUND_PICT_02 |
1 | OpenDrawing(250;150) |
2 | OpenView(80;40;150;90) |
3 | ChartData(9 6 4 2 1) |
4 | BarChart() |
5 | /* Set up styles. */ |
6 | FillStyle(1;#deceac) |
7 | |
8 | /* Set up axes. */ |
9 | |
10 | AxisMajorTicks(all;0) |
11 | AxisMajorTickLabelTexts(x;"A";"B";"C";"D";"E") |
12 | /* Set up grid and background. */ |
13 | MajorGridLineWidths(y;x;0) |
14 | MajorGridLineColors(x;y;#a3845e) |
15 | 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") 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