宝安22班-陈愉 发表于 2022-3-6 20:29:59

3.5 判定法作业陈愉

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
                                                                                                                Y代表是的,N代表不是
条件桩欠款≤30天 ?YYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN条件项
欠款>30天≤100天 ?YYYYYNYYYNNNNYYYYYNNNNNNYYYNNNNNYYYYYNYYYNNNNYYYYYNNNNNNYYYNNNNN
欠款>100天 ?YYYYNYYYNNYYYNNYYNNYYNNYNNNNYNNNYYYYNYYYNNYYYNNYYNNYYNNYNNNNYNNN
是否付款YYYNYYYNNYNYYYYNNNNYNYYNYNNNNYNNYYYNYYYNNYNYYYYNNNNYNYYNYNNNNYNN
需求量≤库存量,YYNYYYNNYYYNYNYYNNYNNYNYNYNNNNYNYYNYYYNNYYYNYNYYNNYNNYNYNYNNNNYN
需求量>库存量 YNYYYYNYYYYYNYNNNYYNYNYNNNNYNNNNYNYYYYNYYYYYNYNNNYYNYNYNNNNYNNNN
动作桩发货√√√√动作项
不发货√√√√
部分发货√√√√

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查看完整版本: 3.5 判定法作业陈愉