柿子NO.1 发表于 2024-7-30 17:20:21

职称申报

工作八九年了,以前一直因为各种原因没有申报职称,现在问了社保局,好像只能通过企业申报吗?而且申报初级以后要等4年才能申报中级??(大专学历)没有其他办法吗。感觉浪费了好多年,,还是每个省份不一样?

北晨易 发表于 2024-7-30 17:44:05

也不全是,看申报的公司怎么操作,我之前评中级的时候,也有毕业工作5年的工程师没评初级,公司是直接给申请中级的

花开富贵xu 发表于 2024-7-30 17:55:51

不需要,可以按学历申报,大专毕业7年即可申报中级

strongge 发表于 2024-7-30 18:56:03

八九年了,是可以直接申报中级的,没必要再从初级报了,话说这玩意有什么用啊

天天天蓝_ 发表于 2024-7-30 19:06:04

看人社厅的要求,每个地方不一样

strongge 发表于 2024-7-30 19:06:35

strongge 发表于 2024-7-30 18:56
八九年了,是可以直接申报中级的,没必要再从初级报了,话说这玩意有什么用啊

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

strongge 发表于 2024-7-30 19:07:23

strongge 发表于 2024-7-30 19:06



4额①4叶y 发表于 2024-7-30 19:17:25

中级私企加工资吗

strongge 发表于 2024-7-30 19:39:57

那还不如花两年考个一建机电呢,比中级含金量高多了

骆马湖铁匠 发表于 2024-7-31 08:03:55

现在职称作用不大,如果不是很忙的话就申请个,未来说不定会有点小作用
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查看完整版本: 职称申报