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“全年一次性奖金”计税方式,我该怎么选?
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“全年一次性奖金”计税方式,我该怎么选?
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公众号名称:
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标题:
“全年一次性奖金”计税方式,我该怎么选?
原文链接:
http://mp.weixin.qq.com/s?__biz=MjM5NTYxNDUwNQ==&mid=2650674643&idx=1&sn=287cfc6791c761ed8c5f84b44f745407&chksm=beff6f958988e683bf602e945a91fd816aacc0dea141c0f54f851fc8446081672c132330253d#rd
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2022-03-28 17:01
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]-o_q-_-x
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