如何多个编辑框同时改变
当编辑框1改变编辑框2取编辑框1*10
编辑框3取编辑框1*100
编辑框1 取编辑框2/10
编辑框2改变
编辑框3 取编辑框2*10
是如何在内容改变是事件中实现。
分别在编辑框1和编辑框2下面写内容被改变事件 不行啊。试了 学习.... 如果(来源对象==编辑框1)
不要把思路搞复杂了，你直接写好某个编辑框内容被改变的事件，触发进行计算就行了。注意一点的是 要防止死循环。比如A触发 改变B内容，B触发改C，C触发又改A 就会出现死循环。在代码里加个逻辑判断，代码产生的编辑框改变不做 触发动作。人工干预的触发即可。 朕的 发表于 2022-4-18 03:15
不要把思路搞复杂了，你直接写好某个编辑框内容被改变的事件，触发进行计算就行了。注意一点的是 要防止死 ...
直接写就死循环了。请问是否直接来个代码直观一些，谢谢。 本帖最后由 朕的 于 2022-4-18 10:02 编辑
见楼下回复 本帖最后由 朕的 于 2022-4-18 10:01 编辑
易语言模拟给你看看思路，代码自己优化。至于怎么计算 自己再去改。不想创建那么多逻辑判断的变量，可以在每个编辑框上搞个序号标识做判断。
.版本 2
.程序集 窗口程序集_启动窗口
.程序集变量 允许触发事件, 逻辑型
.程序集变量 编辑框1事件锁定, 逻辑型
.程序集变量 编辑框2事件锁定, 逻辑型
.程序集变量 编辑框3事件锁定, 逻辑型
.子程序 _编辑框1_内容被改变
.如果真 (编辑框1事件锁定 ＝ 假)
编辑框2事件锁定 ＝ 真
编辑框3事件锁定 ＝ 真
编辑框2.内容 ＝ 到文本 (到数值 (编辑框1.内容) × 2)
编辑框3.内容 ＝ 到文本 (到数值 (编辑框2.内容) × 2)
解除锁定 ()
.如果真结束
.子程序 _编辑框2_内容被改变
.如果真 (编辑框2事件锁定 ＝ 假)
编辑框1事件锁定 ＝ 真
编辑框3事件锁定 ＝ 真
编辑框1.内容 ＝ 到文本 (到数值 (编辑框2.内容) ÷ 2)
编辑框3.内容 ＝ 到文本 (到数值 (编辑框2.内容) × 2)
解除锁定 ()
.如果真结束
.子程序 _编辑框3_内容被改变
.如果真 (编辑框3事件锁定 ＝ 假)
编辑框2事件锁定 ＝ 真
编辑框1事件锁定 ＝ 真
编辑框2.内容 ＝ 到文本 (到数值 (编辑框3.内容) ÷ 2)
编辑框1.内容 ＝ 到文本 (到数值 (编辑框2.内容) ÷ 2)
解除锁定 ()
.如果真结束
.子程序 解除锁定
编辑框1事件锁定 ＝ 假
编辑框2事件锁定 ＝ 假
编辑框3事件锁定 ＝ 假
朕的 发表于 2022-4-18 09:56
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这个比你的简单
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