zsw23 发表于 2025-10-29 11:47:33

几乎完美的佳作,感谢分享源码

依然小小鸟 发表于 7 天前

lee50310 发表于 2025-8-15 14:24
你可將原圖去另做一份改變比例的圖檔
再用此改變比例的圖檔 繪路徑線 再執行此程式 設圖框大小去做路徑 ...

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    4.7版本 出现了这种情况

lee50310 发表于 6 天前

本帖最后由 lee50310 于 2025-12-6 08:48 编辑

依然小小鸟 发表于 2025-12-5 14:03
4.7版本 出现了这种情况
这是147楼大大提出的建议, 目前程式暂不支援此功能(布局里面图框不变,布局内的模型图放大或缩小n倍)

例如:1.希望将出图, 图放大2倍就是布局里面图框不变,布局内的模型图放大2倍
         原本的图档及出图的图框都是1倍,只有布局里面出图的内容改为放大2倍
         这样由所绘路径线假设取到10个出图图框档
      2.但实际若你将图放大两倍后再用1倍的图框去取路径线可产生20个出图的图框

      若用方法1只取到奇数图档, 偶数图档全流失
      若用方法2 让程式改变原本图档比例(放大2倍) 产生出图的布局 然后将再将图比例改回
      一般这种图档都非常巨大,做整体放大后再改回会拖慢程式执行效率
      原本的比例缩放还是有支援的,只是此种功能缩放(布局里面图框不变,布局内的模型图放大或缩小n倍) 改由
      自行先将图档做比例缩放后再执行此程式

依然小小鸟 发表于 6 天前

lee50310 发表于 2025-12-6 07:48
这是147楼大大提出的建议, 目前程式暂不支援此功能(布局里面图框不变,布局内的模型图放大或缩小n倍)

...

我昨天尝试用ai 来修复你这个代码 并让它更完美 更有执行效率折腾一下午 ai修复后的代码 各种问题 bug   楼主你尝试用ai 试试呢你懂编程 如果再结合ai辅助 相信能搞出来很多更牛逼的插件

lee50310 发表于 6 天前

本帖最后由 lee50310 于 2025-12-6 09:20 编辑

ai是一個不錯的輔助工具,利用ai寫代碼或用來除錯改善之前程式功能,人工智能都有獨到之處
這是目前程式員必需學會的 ,善用他不僅可以縮短程式寫作時間,還可以開發很多新功能有些是人力所不及的
謝謝你的建議, 我試試看!


依然小小鸟 发表于 6 天前

lee50310 发表于 2025-12-6 09:08
ai是一個不錯的輔助工具,利用ai寫代碼或用來除錯改善之前程式功能,人工智能都有獨到之處
這是目前程式員必 ...

楼主你的这个插件 闲鱼上面 已经有人拿去卖了哎 知识产权就这样被盗窃了

lee50310 发表于 5 天前

本帖最后由 lee50310 于 2025-12-8 08:21 编辑

依然小小鸟 发表于 2025-12-6 21:24
楼主你的这个插件 闲鱼上面 已经有人拿去卖了哎 知识产权就这样被盗窃了

感谢告知! 我刚上去闲鱼网站打 搜寻打 "遮罩分图 lisp"
          还真的有4,5家在贩卖 连测试的动态图都一模一样
          虽然当下看到了有点生气,但好像对于他们这样剽窃行为,也没什办法可约束

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