小麦系统也凉了
本帖最后由 wrh5012 于 2022-10-8 22:53 编辑data:image/png;base64,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这可咋整，屋漏偏逢连夜雨啊~
这个赛题其实难度很大，尽量充分利用已有数据或者有些文献（论文）数据去尝试做。不用太担心数据不全的问题。
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