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Org Chart - resizing boxes to fit the text

Posted By Kevin Harrison 8 Years Ago
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Nevron Support
Posted 8 Years Ago
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Hi Kevin,

We were not able to reproduce this behavior on our side. Can you please explain in more details how you create the diagram in question or post some source code?

We used the following piece of code to test the auto sizing of the table shape:


NTableShape tableShape = new NTableShape(200, 10, 100, 50);
tableShape.InitTable(1, 1);
tableShape[0, 0].Text = "Martial IsIn(Absent,Divorced,Married-spouse-absent,Unmarried,Widowed)";
document.ActiveLayer.AddChild(tableShape);


Please, try this code on your side and let us know if it works for you, too.

Best Regards,
Nevron Support Team



Kevin Harrison
Question Posted 8 Years Ago
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H guys.
I'm using the Org chart design reworked to just have a single cell containing text for each box.
Sometimes the text is long so I want the style I have assigned to be overridden so the text fits in the box, or the box is made larger.
Strangely I have found, almost by accident, that if I add "\r" to my text, then the font and box resize and the text fits.
If I don't add the "\r" then the text is split onto two lines and is not fully visible.
Is this the recommended method to achieve what I want?
With "\r" added:
data:image/png;base64,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
Without added "\r":
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Thanks, Kevin




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