XtraCharts tooltip 数据格式怎么设置
本帖最后由 hsj616@163.com 于 2015-3-9 10:31 编辑data:image/png;base64,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
如图,鼠标停留显示的tooltip里的数据,如何实现千分号格式化字符串。
谢谢。
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