交叉表的条件求和
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下半部分是一个交叉表,列标题是颜色,行标题 是号码,excel中以用sumifs计算女鞋数量(大于等于35.5#,小于等于40#,),男鞋数量(大于等于41#,小于等于46#,),云表中要怎么计算这个数量在接口中求和后直接赋值,交叉表目前不支持写入后求和的 如果你的这个统计不在调用其他地方的话你是可以直接在表格中和EXCEL一样填写公式的
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