根据广东省人力资源和社会保障厅、住房和城乡建设厅、交通运输厅、水利厅《关于开展广东省二级造价工程师职业资格常态化电子考试工作的通知》(粤人社函〔2021〕108号)和广东省人力资源和社会保障厅《关于广东省人力资源社会保障系统2022年度专业技术人员职业资格考试计划及有关事项的通知》(粤人社函〔2022〕21号)要求,为方便广大考生报考该项考试,现将有关事项告知如下。
一、
(一)考试模式
考试采用常态化电子考试(机考)模式,以计算机作答的方式组织考试,使用统一的考试系统在全省各考区远程、多地同步实施。
(二)批次及科目安排
5月21、22日每日安排1个批次,共2个批次。各考区的批次安排不同,具体详见附件2。
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)
(三)
此次考试在21个地级以上市及省直均设置考区,考试详细地址以准考证为准。
二、报考条件
报考条件按照住房城乡建设部、交通运输部、水利部、人力资源社会保障部《关于印发〈造价工程师职业资格制度规定〉〈造价工程师职业资格考试实施办法〉的通知》(建人〔2018〕67号)和《人力资源社会保障部关于降低或取消部分准入类职业资格考试工作年限要求有关事项的通知》(人社部发〔2022〕8号)有关规定执行。报考级别分为考全科、免一科和增报专业3类。
(一)考全科(考2个科目)条件
凡遵守中华人民共和国宪法、法律、法规,具有良好的业务素质和道德品行,具备以下条件之一者,可申请参加二级造价工程师职业资格考试。
1具有工程造价专业大学专科(或高等职业教育)学历,从事工程造价、工程管理业务工作满1年;具有土木建筑、水利、装备制造、交通运输、电子信息、财经商贸大类大学专科(或高等职业教育)学历,从事工程造价、工程管理业务工作满2年。
2具有工程造价专业大学本科及以上学历或学位;具有工学、管理学、经济学门类大学本科及以上学历或学位,从事工程造价、工程管理业务工作满1年。
三。具有其他专业相应学历或学位的人员,从事工程造价、工程管理业务工作年限相应增加1年。
(二)免一科(免考基础科目)条件
具有以下条件之一的,在报考二级造价工程师考试可以免考《《建筑设计规范》《建设工程计量与计价实务》1个科目。
1已取得全国建设工程造价员资格证书;
2已取得公路工程造价人员资格证书(乙级);
三。具有经专业教育评估(认证)的工程管理、工程造价专业学士学位的大学本科毕业生。
(三)增报专业条件
已取得二级造价工程师一种专业职业资格证书的人员,如需报考其他专业的,只需报考其他专业《建设工程计量与计价实务》1个法郎
(四)工作年限要求
以上报考条件中规定的专业工作年限的计算截止日期为2022年12月31日。
(五)港澳台地区人员报考
根据原人事部《关于做好香港、澳门居民参加内地统一举行的专业技术人员资格考试有关问题的通知》《中华人民共和国国籍法》〔2005〕9号)和国务院台湾事务办公室国家发展和改革委员会关于印发《关于促进两岸经济文化交流合作的若干措施》的通知(国台发〔2018〕1号)精神,符合二级造价工程师职业资格考试相应规定的香港、澳门、台湾居民,符合上述报考条件的,可报名参加考试可报名参加考试。
三、报考事项
报名统一在广东人事考试网(网址:http://rsks.gd.gov.cn/)进行,报名入口:http://123.56.228.71/。报名信息填报时间:2022年4月7日9:00-4月18日17:00;网上缴费时间:2022年4月7日9:00-4月19日17:00。
(一)身份验证
1所有报考人员须通过广东省统一身份认证平台实名验证身份信息,身份验证通过后进入专业技术人员资格考试报名服务平台(以下简称报名平台),首次进入报名平台的报考人员需要上传电子照片,并填写学历学位信息。
报考人员必须下载并使用报名平台指定的“照片处理工具”,上传经该工具审核处理并保存的本人近期彩色半身免冠白底正面证件电子照片后,方可在报名平台中通过照片审核。注册时上传的电子照片将用于准考证、考场座次表、证书、证书查询验证系统,请考生慎重选用。
2报名平台将对报考人员学历学位信息进行在线核查,完成相关数据核查后方可进行报名操作。
在线核查原则上需24投资信息,投资名称
3.“未通过”或“需人工核查”的报考人员在填报信息后,须按要求上传学历学位证书图片。
(二)填报信息
个人信息《报考须知》。为防范人员跨地市流动带来的疫情防控风险,报考人员须选择考试时工作或居住所在地市进行报名,并如实填报其他信息。凡省直单位(单位名称冠“广东省”、在国家或省市场监督管理局注册企业在穗人员)、中央驻穗单位、驻穗部队单位人员,在网上报名时选择“广东省省直”;其他人员选择考试时工作或居住所在地市进行报名。
(三)选择报名办理方式
报考人员可自主选择是否采用专业技术人员资格考试报名证明事项告知承诺制(以下简称告知承诺制)方式办理报考事项。
1报考人员选择告知承诺制方式办理报考事项的,须认真阅读《专业技术人员职业资格考试报名证明事项告知承诺书》(以下简称告知承诺书),点击“签署”告知承诺书(电子文本),一经签署即具有法律效力,不允许代为承诺。
2报考人员作出承诺后,可在未缴费且报名截止前撤回承诺。未选择告知承诺制方式办理报考事项的报考人员须按要求提交电子版证明材料方可进行缴费。
(四)缴费
我省统一实行网上缴费,缴费成功即完成报名。逾期不缴费,视为放弃报名。报考人员完成报名后,已缴费用不予退还。收费标准按照粤发改规〔2019〕3号文规定,《人55元收取,《建设工程计量与计价实务》科目按每人75元收取。
如需开具票据的考生,可在完成缴费后直接在广东公共服务支付平台查询打印电子票据,考试机构不再提供开具非税票据,具体操作方式详见广东人事考试网-报考文件-办事指南栏目下“广东省人事考试局人事考试网上缴费及开票指引”(http://rsks.gd.gov.cn/kswj/bszn/content/post_3325151.html)。
(五)路线
缴费成功的考生可于4月26日9:00-4月28日17:00登录报名系统选择批次(各考区批次安排见附件2)。其中,交通运输工程、水利工程2个专业的考生在5月21日参加考试,无需登录系统选择批次。
1各考区每个批次均有考位数限额,先选先得。当某批次考生人数达到限额时,系统会提示“该批次已满额”,考生不能选择该批次。
2考生选定批次后无法更改,请谨慎选择。逾期未选取批次的考生,由系统自动安排批次。
(六)准考证打印
网上缴费成功的考生可于2022年5月16日9:00-5月20日17:00登录广东人事考试网下载并打印准考证。考生打印准考证后,须认真核对姓名、证件号码、性别等个人信息,如发现有误,要在准考证打印截止前通过广东人事考试网“广东省专业技术人员职业资格考试业务办理系统”在线申办更正。
四、考试有关事项
(一)考试内容依据住房和城乡建设部、交通运输部、水利部制定并经人力资源和社会保障部审定的2019年版《详细信息(www.mohurd.gov.cn)
(二)缴费成功的考生可于4月22日9:00后登录广东人事考试网,进入广东省二级造价工程师职业资格考试专栏并登录模拟作答系统,提前熟悉考试作答界面、考试流程及计算器等工具使用。
(三)考生须携带准考证、有效期内的居民身份证(或社会保障卡)和准考证上允许的考试用具参加考试;考试实行封闭2小时管理,开考5分钟后一律禁止入场。
(四)为保障考试安全,维护考试公平公正,人事考试机构及其工作人员在考试过程中可以采取以下措施:对考生进入或离开考场、考点,提出规范性要求;查验考生身份证件、所携带物品,必要时可借助专门设备、专业人员进行检查;依法收缴考试作弊设备,集中保管应试人员违规携带的工具、资料等物品;对考试现场秩序和考试组织实施过程进行视频监控;在必要范围内,协调通讯管理部门对无线通讯等进行干扰或屏蔽;其他必要的安全管理措施。
(五)《专业技术人员资格考试违纪违规行为处理规定》(人社部令第31号)进行认定和处理。涉嫌组织考试作弊、代替考试等犯罪活动的,依法移送公安机关。
五、考试成绩和合格标准
(一)考试成绩查询及管理
1考试成绩在考试结束后当场公布,考生可于考试结束三个工作日后在报名平台查询成绩。
2二级造价工程师职业资格考试成绩实行2管理层2个科目考试的人员必须在连续的2个考试年度内通过全部科目,方可取得二级造价工程师职业资格证书;参加增报专业考试的人员通过应试科目后获得相应专业考试合格证明,该证明作为注册时增加执业专业类别的依据。
(二)合格标准
2022年度二级造价工程师职业资格考试各科目合格标准均为试卷满分的50%。根据有关规定或遇特殊情况,需要变更调整或单独确定考试合格标准的,另行通告。
六、考后在线人工核查
6月中旬,对全科考试成绩达到合格标准的,且未选择告知承诺制方式办理报考事项的、已作出承诺但报名时在线核查状态为“未通过”或“需人工核查”的2类考生的报考条件实施在线人工核查。核查中如需补充提交必要的证明材料,考生须按照报名所在地人事考试机构要求及时在线补交。此类考生应留意报名所在地人事考试机构通知。
考后在线人工核查实行属地管理,省直考生由省人事考试局负责;各地市考生由所在地人事考试机构负责。
七、监督监管
报名所在地人事考试机构对报考人员的报考条件,在考前、考中、考后全程开展核查和日常监管。在线人工核查工作开展后,报名所在地人事考试机构将在网站上对相关全科成绩合格人员名单进行公示,公示期为10个工作日,集中接受社会监督举报。
(一)在核查或日常监管中发现报考人员不符合本考试报名条件的,考试报名无效;取得成绩的,当次全部科目考试成绩无效;取得资格证书或者成绩证明的,资格证书或成绩证明无效。
(二)报考人员应接受并配合报名所在地人事考试机构的核查。打印准考证前,报考人员未按要求接受核查的,考试报名无效,不予办理准考证;考试结束后,报考人员未按要求接受核查的,当次全部科目考试成绩无效。
(三)报考人员有提供虚假证明材料或者以其他不正当手段取得相应资格证书或者成绩证明等严重违纪违规行为的,按照《专业技术人员资格考试违纪违规行为处理规定》(人社部令第31号)处理,记入专业技术人员资格考试诚信档案库,纳入全国信用信息共享平台,向用人单位及社会提供查询,相关记录作为专业技术人员职业资格证书核发和注册、职称评定的重要参考。考试诚信档案库记录相关信息视情况向社会公布,并通知当事人所在单位。涉嫌犯罪的,依法移送司法机关。
八、
根据广东省人力资源和社会保障厅《关于推行广东省专业技术人员职业资格电子证书的通知》(粤人社函〔2021〕211号)精神,对我省二级造价工程师职业资格考试合格人员制作电子证书或电子合格证明,不再发放纸质证书或纸质合格证明。
合格人员可通过广东省人力资源和社会保障厅网上服务平台或广东人事考试网登录“广东省专业技术人员职业资格电子证书系统”(网址:https://ggfw.gdhrss.gov.cn/zjzsh/),也可通过手机微信登录粤省事“广东省专业技术人员职业资格电子证书”栏目,查询、下载电子证书或合格证明。
九、注意事项
(一)所有应试人员须严格按照防疫相关要求(详细信息
(二)报考期间,全省各地级以上市人事考试机构开通咨询服务电话(详见附件3)。相关业务事项可通过“广东省专业技术人员职业资格考试业务办理系统”(网址:http://123.56.228.71:82/)在线申办。
附件:1.关于2022年度二级造价工程师职业资格考试安排的几点说明
2各考区批次安排表
三。全省人事考试机构咨询服务电话
原标题:东省2022年二级造价工程师职业资格考试报考须知
文章来源:http://rsks.gd.gov.cn/zwgk/gzdt/content/post_3902369.html