T+12.2标准版固定资产卡片T+12.2标准版固定资产卡片可否重一个
在用友畅捷通T+财务管理软件的用友T+资产管理模块中碰到如下 问题，T+12.2标准版固定资产卡片，详细问题描述如下：T+12.2标准版固定资产卡片可否重一个账套复制到另一个账套？
也有非期初的：
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
数据导入里只有期初固定资产卡片模板吧？
不能支持直接复制到其他账套，资产卡片只能支持导入功能，可下载导入模板，将要导入的数据维护到导入模板中，在系统管理-数据导入-单据中选择资产卡片（非期初）进行导入
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