分页符怎么指定行
本帖最后由 Ethanh8E 于 2023-6-12 11:47 编辑如下图的打印摸板有两个明细，两个明细的行数是不固定的，需要在两个明细之间插入分页符，要怎么设置
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
星期五 发表于 2023-6-12 15:43
这个是打印预览、打印出来的效果和页面设置、是不是你要的效果
用一个整数记录第一页的行数，然后使用填表公式中的设置分页行符、行号使用记录的整数加上明细表一距离顶部的表格数
图呢
图片在附件里 我需要打印的时候这两个明细分页，不要两个明细在同一页里面 Ethanh8E 发表于 2023-6-12 14:36
我需要打印的时候这两个明细分页，不要两个明细在同一页里面
两个明细的行数是不固定的，需要在两个明细之间插入分页符 Ethanh8E 发表于 2023-6-12 14:48
两个明细的行数是不固定的，需要在两个明细之间插入分页符
可能是我表达清楚，两个明细的行数是不固定的，有时候明细有2.5页，明细2有0.5页，在这种情况下面打印出来的效果就是两个明细打印出来有一部分在同一页纸里面，我需要明细1和明细2不能在同一页纸里 本帖最后由 星期五 于 2023-6-12 15:45 编辑
这个是打印预览、打印出来的效果和页面设置、是不是你要的效果
我现在是在两个明细之间插入一行用做一个“辅助数据项”，然后通过“事件”触发“光标定位”到“辅助数据项”操作，然后再使用“所选行”触发“插入分页符”的操作
页:
[1]