创新 发表于 2021-8-29 01:13:07

【问题咨询】如何载入PDF文档里面的字符到编辑框不乱码?

本帖最后由 创新 于 2021-9-1 18:33 编辑

如图,如何载入PDF文档里面的字符到编辑框不乱码?data:image/png;base64,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

补充:
      这不是要做阅读器软件。
      我只需要提取PDF里面的字符(包括回车符,换行符,制表符等),再用正则表达式提取所需内容,再写入到Excel。



michardhl 发表于 2021-8-29 16:34:39

压根不是这么读的。要有支持库才行啊。

创新 发表于 2021-8-29 17:13:09

michardhl 发表于 2021-8-29 16:34
压根不是这么读的。要有支持库才行啊。

现在火山有没有支持该功能的支持库:o

创新 发表于 2021-8-29 17:25:09

michardhl 发表于 2021-8-29 16:34
压根不是这么读的。要有支持库才行啊。

我用   编辑框1.内容 = UTF8到文本 (文档字节集)可以读到.txt文本的

小蜗牛 发表于 2021-8-29 17:34:22

PDF不是txt...

创新 发表于 2021-8-29 18:20:33

小蜗牛 发表于 2021-8-29 17:34
PDF不是txt...

帮忙看看有没有办法可以实现该功能:)

b0y 发表于 2021-8-29 19:01:37

pdf需要解析的

创新 发表于 2021-8-29 20:16:15

b0y 发表于 2021-8-29 19:01
pdf需要解析的

可以帮忙给个样例吗:loveliness:

lijianye 发表于 2021-8-30 08:51:03

在你没搞清楚PDF是什么之前,还是到网上下载一个“PDF阅读器”来读吧。

创新 发表于 2021-9-1 17:56:00

lijianye 发表于 2021-8-30 08:51
在你没搞清楚PDF是什么之前,还是到网上下载一个“PDF阅读器”来读吧。

我不是要做阅读器的。我只需要提取PDF里面的字符(包括回车,换行符,制表符等),再用正则表达式提取所需内容,再写入到Excel。
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查看完整版本: 【问题咨询】如何载入PDF文档里面的字符到编辑框不乱码?