审核流程点结束后，如果将审核意见带出到指定文本框？
本帖最后由 N16685919932226 于 2022-12-2 13:21 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3QMAoGLUIfN3v/tdfO1rX4utra04fvx4fPazn40777wz3njjjXj11Vfj2WefjY2NjTh16lTs31//o0yn09je3u5clrptjm2KdabT6W3v9d0fAMAYjTpknj17Nt75znfGN77xjZhMJjvL77rrrnj44YfjoYceiieffDK+8pWvxBNPPLHQvuoCX9PyIiDWBcKm98rtlN8rP2/qwzpRtQaA1TDakHnlypV47bXX4pvf/GbjOpPJJD7zmc/EY489FleuXLkthJTDXjXAVUNfXWBsq0qWw2RdOGxqX5Csl6NqXWg6xvNWtIfQt29d61f/W6h7nrM/ADDakPn888/H8ePHk9Y9fvx4nD9//paQ2XYibTphdoXFiPoqZN8Tdtc+19EiVevqcV/k86jT5zNaZH99Al/qcsEQgKHsL5/QU336O9eX0JVbXb58OU6fPp207tGjR+Ps2bO3LS9Oun1OtG1htC1sdM39LG9bLBcAblq0at02faGvul8qhqqApvyC02f7lPV9JwHIZf9sNuu90ePf/fUSunKrN954I971rnclrTudTuPNN9+8ZVlTuKs+n/ekWhcgmyqh1eHytqHzdTzJL1q1jqj/vOteV6c31M2VHcvUhrapGlV1AbHu+7mO3y8AhjHa4fI777wzfvGLXyQFze3t7bjjjjtuW940jNqmK6SU20qpSNYFmrbguY5yVK0LKfMOUwN/lyE/tz5TO+oqvXXf83X+DgKQ32hD5v333x8vv/xyPPzww53rvvLKK3H48OFbllWriym3DGo6CadUlMoXAXUF0JzDu6tg0ap115zbZR3vXO12Vdur+6x73mdqR3nb6XSafNGQ7ywAfYw2ZG5ubsazzz4bDz74YOzb1/yHiW7cuBHnzp2LRx999JblqcGwTlNgXET1SvSmYdt1PIkvWrVu+qzKz3czaPa9UGiRKRttr+vWb/qlBwByG+2flTx06FDce++98dRTT0XTvNHZbBZPPfVU3HvvvY33UCwqNama5ralDE82tVe0UVUOGOt8IVBRtU5RV7WOuH0+ZZ1lHd/q96P4LFMeVU3ze5uqmnXfoboLlYr3+6oL6gCQYrQhMyLi5MmTcf369Thx4kRcuHAhrl69Gr/97W/j6tWrceHChThx4kRcv349Tp48edu25WHAapWpLnh2DRsWJ9i6iygMIy5mc3Mzzp07Fzdu3Ghdr6hab25u1r7f9ovAXghHbbfWalpe/U7Wfbd9NwEYwmiHyyMi9u/fH48//vjOX4H58pe/HG+++Wbccccdcfjw4Xj00UcbK5h9h8tTTsRdF49U1+265VHT63ULBeWq9RNPPBF1t9XqqlqnDJMv8xeDXNMpqsva2l5kTmbdOl1zW4t9+qUKgBSjDpmFQ4cOZfmTgnUnzD7r922zbf6bk/StTp48GU8//XScOHEijh8/Hh/60Id2wswrr7wS586d2/mLP1W5w+MQVc+6gLjI0H/X+9U5wk3vN7UtaALQZU+ETFZfrqp1OWxWl9UF0bpAV9fGsi2zkt12lXpd0EwJkIImAF0msznuxt50M/a/OPbWwh0CAGA8Pn/xbbXLv/rI21u3G/WFPwAA7E1CJgAA2QmZAABkJ2QCAJCdkAkAQHZCJgAA2QmZAABkl/Vm7OfPn8/ZHAAAA9rc3Jx726wh8xOf+ETO5gAAGNC1a9fm3jZryFykIwAArA5zMgEAyE7IBAAgOyETAIDshEwAALLLeuEPADC/6Zd+NnQXRm/79D1J6128eHHJPdn7jh07ttT2hUwAYCUdPXp06C6M1qVLl5a+DyETAEZm6+QfDN2F0dl45ldDd4GezMkEACA7IRMAgOyETAAAshMyAWDNbWxsZF2Pflb1uLrwBwDWRDXMbG1t1b5XXl5df2Njo/H9ddIUDNuOTfnYNR3HVTq+QiYArIm6gFMNNeXw1BSk6pavSjBKVQ3cxfO2IF/epi6wr1LAjBAyAWCtdYWclNCzqsO98yiHx64wPs+x3kuETABYI22Vy/LrotqWYtXCUR995rOmHPeI1TmeQiYArJlykCz+rQ79lv9NsSrBqK/qMWtbrxo0m+ZkrgohEwDWRDlc1s29bJtPWF53XQNlnUWC+CoFyjpuYQQAa6LtqvHi31WvruXWZ1pB07blxypRyQSANdd3eDyl4rmO2q4cr65TPF9lQiYArJm6kNgn/AiV9cG867is25xMw+UAsGb6hMS22/Gss7Zh7rpjto5zWfdPJpPeG336O9eX0BUAYNmariivq2JW328bVl+3ANWk7pilzrdctSC/fzab9d7o8e/+egldAQB2U13wWaebhedUDevV5U3rp6y7VxkuBwAgOyETAIDsXF0OACOz8cyvhu4CLEzIBABW0qVLl4buwloTMgFgJLZP3zN0F1bGsWPHhu7C2jMnEwCA7IRMAACyEzIBAMhOyAQAIDshEwCA7IRMAACyy3oLo89ffFvO5gAA2KNUMgEAyE7IBAAgOyETAIDshEwAALITMgEAyG4ym81mQ3dir5pMJuHwAQDc7v8AGfFwVq1YAOIAAAAASUVORK5CYII=data:image/png;base64,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
直接在该节点的业务公式选择对请假单进行更新，对请假单的意见数据项赋值 流程变量.审批意见 就可以了，不需要做这些
流程里面的业务公式里面有流程变量，里面有一个流程变量.审批意见 本帖最后由 云表小小菜鸟 于 2022-12-9 10:45 编辑
大侠，能否具体说明一下几个问号的地方如何设置？
云表小小菜鸟 发表于 2022-12-9 10:38
大侠，能否具体说明一下几个问号的地方如何设置？
这个是赋值流程变量名，在后续的节点任务可以使用这个自定义的流程变量，你是想做一个什么流程变量？ 请问是在这个地方设置吗？“对请假单的意见数据项赋值 流程变量.审批意”该如何设置？本人云表新兵菜鸟一只，还请大侠再进一步详细指教，感谢感谢。
就是你这个图片的区域,双击一个你需要赋值的空白区域,进去过后,在中间的位置(分类),流程变量,
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