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飞书文档图表能力全景展示|5种原生图表的使用场景与示例
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人事行政工作月报(2025年6月)
人事行政工作月报(2025年6月)
人事行政工作月报(2025年6月)
人事行政工作月报(2025年6月)— 标准MD图文版
人事行政工作月报(2025年6月)— 图文并排版
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女生专属风险:校园霸凌中性别暴力与职场联动防护指南
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幼儿与小学阶段校园霸凌识别与处理指南:0-12岁防护全攻略
员工关怀体系:提升满意度与敬业度的实操做法
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规章制度设计:民主程序与公示生效要点
企业HR风险自测:这些红线你踩过吗?
商业秘密保护与竞业限制操作指南
Claw 自动上传测试文章
HR工作者实战指南:从小白到精通的工具全景图
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人事行政工作月报(2025年6月)— 图文并排版
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# 人事行政工作月报(2025年6月) **部门:人事行政部 | 汇报周期:2025年6月 | 编制:人事行政部** --- ## 一、本月工作概览 2025年6月,人事行政部围绕"招聘保障、人才培养、员工关怀、制度建设"四大主线推进工作,整体运营平稳有序。 | 指标 | 数值 | 环比变化 | 备注 | |------|------|---------|------| | 在职员工总数 | 247人 | ↑3人 | 净增长 | | 本月入职 | 14人 | ↓4人 | 招聘节奏放缓 | | 本月离职 | 8人 | ↓1人 | 离职率3.2%,低于行业均值 | | 招聘完成率 | 93% | ↑8pp | 达成目标 | | 培训完成率 | 90% | ↑5pp | 较上月提升 | | 员工满意度 | 89分 | ↑2分 | 连续3个月上升 | | 考勤出勤率 | 94.6% | ↑1.2pp | 正常范围 | --- ## 二、人员配置与流动性分析 ### 2.1 每月入离职趋势 <h4>图表1:每月入离职人数对比(分组柱状图)</h4> <table style="width:100%;border-collapse:collapse;"> <tr> <td style="width:48%;vertical-align:top;padding:8px;"> | 月份 | 入职 | 离职 | |------|------|------| | 1月 | 12 | 5 | | 2月 | 8 | 7 | | 3月 | 15 | 4 | | 4月 | 10 | 6 | | 5月 | 18 | 9 | | 6月 | 14 | 8 | </td> <td style="width:4%;"></td> <td style="width:48%;vertical-align:top;padding:8px;"> <img 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" alt="图表1:每月入离职人数对比" title="图表1:每月入离职人数对比" style="max-width:100%;border-radius:8px;" /> ...
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2026年4月20日 10:48
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