tonylee1003 发表于 2020-9-4 08:17:31

反馈一个图片路径的Bug,希望尽快修复

本帖最后由 152397793166020 于 2020-9-4 08:18 编辑


上传图片到云表的时候,实际单元格存储的信息是:
{"fileSize":49254,"fileType":"jpg","fileName":"FDP-carlosmatas.jpg","srcFile":"C:\\Users\\tonyl\\OneDrive - NEWHOPEPROMO&GIFTS LTD\\桌面\\FDP-carlosmatas.jpg","fileId":"1211","owner":""}单纯上传一个图片本身没有故障,但是我要在当前图片这个表单用填表公式新建另一个表单,把图片一并赋值过去的时候,数据传递会出错。实际传递的图片信息是这样的:{"fileSize":49254,"fileType":"jpg","fileName":"FDP-carlos matas.jpg","srcFile":"C:\\Users\\tonyl\\OneDrive - NEWHOPE PROMO到中间就断掉了,甚至因为大括号缺失,新建表单的整个数据有时候会出现如下错乱,不是每次都错乱。data:image/png;base64,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
我电脑在使用Onedriver备份的,所以桌面文件的图片实际路径是“"C:\\Users\\tonyl\\OneDrive - NEWHOPE PROMO&GIFTS LTD\\桌面\\FDP-carlos matas.jpg“正常是看不到以上这个存储数据的,但是图片上传以后,在数据表管理中把图片格式改成文本就能看到了。







铁甲钢拳 发表于 2020-9-4 08:36:20

本帖最后由 Lato_Howard 于 2020-9-4 09:21 编辑

您好,请问您目前的云表版本是多少呢?我这边用云表最新版本测试多次,均未出现这个情况哦


保存后,新建表单



测试结果是正常传入的,图片也是正常显示的:



转为文本后,文本也是正常的哦
{"fileSize":550905,"fileType":"png","fileName":"企业微信截图_20200714153455.png","srcFile":"C:\\Users\\Administrator\\Desktop\\十周年图片\\企业微信截图_20200714153455.png","fileId":"203","owner":""}

建议您尝试更新我们最新的版本

tonylee1003 发表于 2020-9-4 12:28:51

谢谢您快速回复,服务器是最新版本。
有一点我没说清楚,从其他文件路径上传的图片是没问题的。
我找到原因了,因为文件路径中有一个 & 符号,经过测试,其他文件夹名称加个&符号,也会发生同样的错误。
C:\\Users\\tonyl\\OneDrive - NEWHOPEPROMO&GIFTS LTD\\桌面\\FDP-carlosmatas.jpg

铁甲钢拳 发表于 2020-9-4 13:48:43

经过测试,文件路径中有一个 & 符号,其他文件夹名称加个&符号,会发生错误,无法正常传递图片

我们已提交您的反馈意见,感谢您的支持

欢迎常来论坛提问、学习和分享{:3_52:}
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查看完整版本: 反馈一个图片路径的Bug,希望尽快修复