tryhi 发表于 2014-5-22 18:21:56

南方cass2008的地籍-绘制地籍表格-界址点坐标表,如何生存4位面积已经3位坐标点

本帖最后由 tryhi 于 2014-5-22 23:04 编辑

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


我发现一个奇怪的问题,有时候面积是小数后4位,有时候是2位,还有坐标,有时候会自动补零有时候不会自动补零




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续:感谢超版,dimzin变量设置为0可以自动补零,但面积如何设置为4位小数


续:
地籍-地籍参数设置,在小数位数中有面积的选框,在后面输入你想要保留的位数

Gu_xl 发表于 2014-5-22 18:21:57

请查阅系统变量dimzin

tryhi 发表于 2014-5-22 23:00:48

Gu_xl 发表于 2014-5-22 22:14 static/image/common/back.gif
请查阅系统变量dimzin

请问超版,面积小数为应该是哪个变量呢?

Gu_xl 发表于 2014-5-22 23:03:27

tryhi 发表于 2014-5-22 23:00 static/image/common/back.gif
请问超版,面积小数为应该是哪个变量呢?
查阅rtos函数用法
页: [1]
查看完整版本: 南方cass2008的地籍-绘制地籍表格-界址点坐标表,如何生存4位面积已经3位坐标点