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View Full Version : how to create gridlines in conatainer or panel



tsuryap
17 Sep 2012, 10:38 PM
http://www.sencha.com/forum/image/png;base64,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
how to create grid lines in an coantiner or panel...please help me how to do it

scottmartin
18 Sep 2012, 8:12 AM
I am unable to see your image .


how to create grid lines in an coantiner or panel.

Are you asking how to create a grid, or a html table? .. not sure I follow your statement.

Scott.

tsuryap
19 Sep 2012, 8:42 PM
not table......i want to display grid lines in the body of a panel or coantainer .clearly saying i want horizantal and vertical lines in a panel