setting point labels in pie chart

[abhishek kumar]

 I want the attached chart with proper label line break.The required portion is coloured in yellow...

 http://community.softwarefx.com/forums/data:image/png;base64,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

Kindly help me in this context..

Thanks in advance..

[AndreG]

Your image did not post. Please try posting it from the Options tab.

[abhishek kumar]

 Sorry...This is the required chart

[AndreG]

Have you looked in the LabelLineBreak property?

 

http://support.softwarefx.com/Chart_FX_7/api#web_htmls/pie_labellinebreak.htm 

[abhishek kumar]

Setting LabelBreakLine to 0 doesnot break the line at all and lines inbetween becomes too small to see and at top becomes large but without breaking.

How can we manage the breaks in the line? Is there any property for this?

[AndreG]

Setting it to 0 is supposed to get rid of the break (as per documentation). Have you tried larger numbers? This is the only property related to point label lines on a pie chart.

[abhishek]

Yes, I have tried with large numbers too. But it doesn't help

Thanks for your support

Abhishek