打印程序的怪问题
本帖最后由 truezhang 于 2024-12-22 18:25 编辑data:image/png;base64,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
各位大侠能帮看下上面这段打印程序是问题,当 ThisDrawing.ActiveLayout.PlotRotation = ac0degrees时,我从左上角开始往右下角框选,无论框选范围多大,最终打印出来都是全空白,但当我从左下角往右上角框选就,打印内容就能正常显示。图纸旋转方向怎么还和框选方向有关?或者程序本身哪里不完善?
因为纸张只有上下左右,而不是有序点集,
所以你问这个问题的本身就意识到了,
赶紧去排序吧,
现在还觉得和旋转有啥关系吗?没关系. 啊,能不能提醒多点?该怎么个排序? truezhang 发表于 2024-12-22 18:27
啊,能不能提醒多点?该怎么个排序?
你没有点论坛帖子下面的"回复",我是不会接收到信息的.
像记录缓存一样获取边界就好了,密码mjtd:
https://www.cnblogs.com/JJBox/p/18617954
如果看不懂的话,那我也没有办法了. truezhang 发表于 2024-12-22 18:27
啊,能不能提醒多点?该怎么个排序?
应该和旋转方向没关系把,会不会是你选用的函数,对点的接收顺序做了限制,加一个算法,无论如何框选让它换算到正确的左下-右上不就好了
页:
[1]