2015年象山县中考考点设置与监考安排
各初中、有关小学:2015年初中毕业生学业考试将在6月12-13日举行,经研究决定,该考试考点设置在丹城中学等7个学校。现将考点设置及监考具体安排及有关要求通知如下:
一、考点设置及监考学校安排
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
备注:考生总人数4935、试场总数169个。各监考小学派遣的监考教师数为试场数加一(预备监考)。
二、考点组织要求
1、为了切实加强对中考工作的领导,确保考试公平、公正、有序地进行,各考点要成立“考点领导小组”。丹城城区考点领导小组组长由县教育局领导担任,石浦地区考点领导小组组长由石浦镇领导担任,考点学校校长任主考,监考小学校长和考点学校分管考务的副校长任副主考,考点领导小组成员由考点学校有关领导担任。请各考点将领导小组名单于5月15日前报县教育局考试中心,登记表附后,考试中心邮箱为xskszx@163.com。
2、各考点要及早部署,做好各项准备工作,包括人员安排、场地安排、设施维护和后勤保障等,并做好与监考学校和参考学校的沟通衔接,努力为考生打造一个良好的考试环境。
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