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《没有锁上的门》读后感
小程序流量主可开通广告位不包括下列哪一个( )。
随机选择一个公交车站向过往行人发放问卷是随机抽样()
某单位分配到一个C类地址200.128.8.0,该单位有5个部门,每个部门主机数不超过30台,根据需要将单位网络划分为5个子网,请为该单位设计一个子网划分的解决方案,写出子网地址、子网掩码和子网内主机地址范围。
问题は________ないです。AいそがしくBうつくしくCむずかしくDやさしく
【判断题】不能因为一个人在某个工作岗位上做不好就全盘否定,有可能是没有找到适合的工作岗位。()
一个人的形象是由内而外散发出来的一种自然的气息。气息在有形和无形地告诉人们你是谁,你是什么样的一个人,她们是否愿意继续和你交往,是否觉得你足够专业足够信任等。
在威尔逊所处的时代,少数工业资本巨头把自由、民主的旗帜抓在手中,鼓吹自由放任,鼓吹限制政府权力,强调首创精神、责任在社会发展中的作用,反对扩大选举权,反对有组织地干预自由竞争,从而在政治意识形态领域行了一股所谓()思潮。A、新个人主义B、新保守主义C、新集体主义D、新民主主义
有三个关系 R,S和 T如下: <img src="data:image/png;base64,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" alt="">则由关系R和S得到关系T的操作是
描述性调研常见的用途有哪些?
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