ChartBackgroundPict
Modified in version 5.0
ChartBackgroundPict ( planeIndex ; sourceType ; sourceData ; borderStroke ; borderColor ; borderColorVariant ; shadowEffect ; shadowColor )
Argument | Type | Range | Default | Note |
---|---|---|---|---|
planeIndex | int | 0..3 | all | |
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
ChartBackgroundPict(all;file;"Backgrounds/Pict012.tif")
ChartBackgroundPict(xy;file;"C:/Images/Gradient_01.bmp")
ChartBackgroundPict(xy;file;"/Volumes/Macintosh HD/Picts/Gradient_01.jpg")
ChartBackgroundPict(xy;stream;"iVBORw0KGgoAAAANSUhEUgAAAEAAAABABAMA...")
Description
By using the ChartBackgroundPict() function, a picture background limited to the plot area can be defined. Two different image sources are supported for this: a file (sourceType = file) or a Base64 encoded PNG image stream (sourceType = stream). The 1st argument planeIndex is identical to the one in the ChartBackground() function, the arguments sourceType and sourceData are explained in detail in Import Images, together with various examples showing how they are applied.
| CHART_BACKGROUND_PICT_01 |
1 | OpenDrawing(250;150) |
2 | ChartData(7 5 4 2 1) |
3 | |
4 | /* Set up styles. */ |
5 | FillStyle(1;#a55) |
6 | |
7 | ShadowStyle(all;2 2 5) |
8 | /* Set up axes. */ |
9 | |
10 | AxisMajorTicks(all;0) |
11 | AxisMajorTickLabelTexts(x;"A";"B";"C";"D";"E") |
12 | AxisMajorTickLabelStyle(all;Verdana;9;bold;#a55) |
13 | /* Set up grid and background. */ |
14 | MajorGridLineWidths(y;x;0) |
15 | MajorGridLineColors(x;y;#ccc) |
16 | ChartBackgroundPict(xy;stream;"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") |
17 |
| CHART_BACKGROUND_PICT_02 |
1 | OpenDrawing(250;150) |
2 | OpenChart(30;20;190;110) |
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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