如何保证块的基点不变，均布块？
如图，在多段线上有若干弯管标注的块，块的基点就是块和多段线的交点，块的另一端比较大，如果离得很近，就会重叠，如何在块重叠的情况下，通过一个命令，让块自动弯折，避免重叠，块不打散，基点位置不能变，当块离得足够大时，不弯折。求思路，最好有源码。本帖最后由 shiyan001 于 2013-5-14 14:53 编辑
图片和附件都传不上来。
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DWG格式的还是传不上来，图片是用粘贴的办法粘上来的，图中红线是多段线，白色的部分都是弯管标注块。 本帖最后由 Gu_xl 于 2013-5-14 15:35 编辑
shiyan001 发表于 2013-5-14 14:56 static/image/common/back.gif
DWG格式的还是传不上来，图片是用粘贴的办法粘上来的，图中红线是多段线，白色的部分都是弯管标注块。
DWG压缩一下再上传！图中要给出原图什么样子，执行程序后的效果又是什么样子！以便别人理解你的意图！ 原图
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修改后的图
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
压缩后也传不上附件。 shiyan001 发表于 2013-5-14 16:18 static/image/common/back.gif
修改后的图
没有DWG图，非专业人士是帮不了你的！看看论坛有没有专业人士来帮你哦！ 本帖最后由 shiyan001 于 2013-5-14 16:57 编辑
实际上这种弯管标注类似于道路中的竖曲线标注，每一个标注都是名称不同的匿名块。这些块除了匿名外，不是动态块，也不含属性，均在一个图层里。我关心的是如何批量的调整这些块，使他们不互相重叠，但基点（与多段线的交点）位置不能变。 shiyan001 发表于 2013-5-14 16:49 static/image/common/back.gif
实际上这种弯管标注类似于道路中的竖曲线标注，每一个标注都是名称不同的匿名块。这些块除了匿名外，不是动 ...
一万句语言描述也没有一张图来得更真实！你如何传不了附件？
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