2016年长沙中考体育考试工作的通知
各区、县(市)教育局,各市直属学校,子弟学校,民办学校:初中毕业升学体育考试对进一步加强学校体育工作,全面实施素质教育,提高广大青少年学生的体质健康有着积极的促进作用。为确保体育中考平稳过度,通过广泛征求教育行政部门、校长、体育工作者的意见,2016年我市体育中考项目和分值均保持不变。为认真做好2015年体育中考工作,现将有关事项通知如下:
一、领导机构
2016年初中毕业升学体育考试由市教育局中招办负责,学生处具体组织实施。其机构如下:
组长:卢鸿鸣
副组长:缪雅琴
成员:易红玉孙智明廖学文陈珍坤陈文清熊建忠
郑敏肖璞曾社雄何旭鹏王海军姜赐坤
邹志贤刘平贵熊洁黄俊
二、考试内容及分值
(一)男1000米跑、女800米跑,分值22分。
http://cs.zhongkao.com/e/20160322/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAB5CAIAAABqa8gxAAAVUklEQVR4nO2dW4KjIBBFXZcLcj2shs24GOYjPkABq6iqxDtd52s608IpRK8akp6S4ziO4/xhpuIHx3Ecx/l/IQWhYea+D6B6gVQpYJXjtqZgCWPZJkBhLioFehBiAKRKAasctzUFSxjLNgEKc/EglAJUL5AqBaxy3NYULGEs2wQozMWDUApQvUCqFLDKcVtTsISxbBOgMBcPQilA9QKpUsAqx21NwRLGsk2Awlw8CKUA1QukSgGrHLc1BUsYyzYBCnPxIJQCVC+QKgWsctzWFCxhLNsEKMzFg1AKUL1AqhSwynFbU7CEsWwToDAXD0IpQPUCqVLAKsdtTcESxrJNgMJcPAilANULpEoBqxy3NQVLGMs2AQpz8SCUAlQvkCoFrHLc1hQsYSzbBCjMBS0I1zDPYSX8Yozx3CbE3q/KAJoiQKoUsMpxW1OwhLFsE6AwF5wgXGP8BCAp1+IyLfH8YbFLQqApAqRKAasctzUFSxjLNgEKc8EJwizaHoNtDUt227j9FJdpmqZJOxNV6l3DPE3TNE2X293W62MY7Zqm5DbiKu4V9MqJ4aa4uevZm9qeO0FJ19D2GNlJ83g0Ht6UUkprmBFs9wHWPO7sg7A17O3doQpKEF7mYH90YghrcbzN83wcceuqO67yeuNyztn80W/r9WEsdk1T8rxwUXGvoFBO/Zyxhvk8P2vZm9l+fLfX8t0hwc7W6I0Kw+HdWMP8pth+nrqax51hELaG3SLP24AE4e0esLznu/zuPnZb5u2Hns21hbje4iluZt96fRyDXdOSLLLk8ltaaJVzPWFcf46LxrFoZavlV2Jn+94gTCl10iOGENSmsZltXCb9a7hkf0fYUrW6iL4BEYTVR6H1KFzDvMQj8S5PYUwuLjSCsJoZrdfHsQnCmmSZg9cflbA8m2QvKD0Qs7QFGlvQIIzLEhVH2jy2U0qqM8ODkNSIeos59xjcHlK0ro3PiCw3fekdYUFr7qrMaevZXIR4vmvAgnB7w+1jrHW/ZXz/ul/zvf5MHUNYjwtUvUlhGi3beQQrCFUzxIOQ1Ih6iwefy/HLnd0cwrKE9Tj6j8dxYbsd2YPwWMYxTVN2o6iKZr2mMWg9m3PJ64NcrbeuCozPfcrnaivbuEzzfFxnaF1yWD7IPcdUcVoYTobjchomCPXXBXoQkhpRb/HDZRTOIOu8Q5jKIAyx8rIqavW2HsG9ca3ajetiJuggzNJEb4WEYRBOl6FX8P3OszvF85zhZAjZ5d3LjsTHR6Nvu85o4UHYo1zgmd3Q9T8/0bgjDG8Owq9MBKvZXH+2CPse4eV8p7QLvre0R+Ps970gVJoYRsL5GSR7uCTt5c9eZ7TwIKSS38893Nud13Dnw9J5DvG9QVi8D3V8c0D79UFsdk1VsjwdY60avb4r+PJ7rIve+20zv/edqXtGAHeEt3VeLxveFh6ENMroe/hAfR6Ex6eM1zW+dLna5aniUWrr9XEMdk1T8vKBSIuv9jG8x7rcEb7+Xbc5u0h8t20xF164vv9/CkLFBzEehKRG1FssOAZjezj69MUyeRAuxeXRvtZGc2Sl9V4/4nGuVlR/IqO/a7qS6l/OckGhnOLJV3kLW3tZgqFt/h/vt81ff9Vj/+bwXv7vHTfclKn7vkW5FSjzxP5T9SoFWgbh7RLnef/GZYmf6TCHWDlF6H63jOEU0QZIlQJWOW5rCpYwlm0CFOby6iCs39prf0eaEKApAqRKAasctzUFSxjLNgEKc3l1EEIAVC+QKgWsctzWFCxhLNsEKMzFg1AKUL1AqhSwynFbU7CEsWwToDAXD0IpQPUCqVLAKsdtTcESxrJNgMJcPAilANULpEoBqxy3NQVLGMs2AQpz8SCUAlQvkCoFrHLc1hQsYSzbBCjMxYNQClC9QKoUsMpxW1OwhLFsE6AwFw9CKUD1AqlSwCrHbU3BEsayTYDCXDwIpQDVC6RKAasctzUFSxjLNgEKc/EglAJUL5AqBaxy3NYULGEs2wQozMWDUApQvUCqFLDKcVtTsISxbBOgMBcPQilA9QKpUsAqx21NwRLGsk2AwlxMgtBxHMdx/ldIQSiPVglfFvh5vXSAVClgleO2pmAJY9kmQGEuKgV6EGIApEoBqxy3NQVLGMs2AQpz8SAE604CkCoFrHLc1hQsYSzbBCjMxYMQrDsJQKoUsMpxW1OwhLFsE6AwFw9CsO4kAKlSwCrHbU3BEsayTYDCXDwIwbqTAKRKAasctzUFSxjLNgEKc/EgBOtOApAqBaxy3NYULGEs2wQozMWDEKw7CUCqFLDKcVtTsISxbBOgMBcPQrDuJACpUsAqx21NwRLGsk2Awlw8CMG6kwCkSgGrHLc1BUsYyzYBCnPxIATrTgKQKgWsctzWFCxhLNsEKMzljwfhGuNa/Y8Yo0F3Oht22um3KezRbs/SS2htNdydBJb2f29rMT2+MLdRhle4YacdSpsW/SoydgJptTCuod6iBJbAGuapzhzqESnq7rKhzuhn7fTblAeh3TwmlnDZSt6dBJb2f29rMT2+MLdRhpfY8kA7lDYVg9DiHDJ2Arm0oKCh3qIEZhCGeP9nioEYg/3u4nLk6lLeYXb2VpnNRx6fL+dNaR5+bVtK423zouV708OTmPKbcWGMfHWQW0VZnEqYtp9Nyiu2xk7UtR3wLMbx3Lg+qwec9Ye3Iny9bD6G/veTobbftaYuUbgvT++r0gL51MTq4tJI9//XMD/fGkEH4bKVd471HGKWiePd5bvyOjE6ktXHtdn2RVN5O7LDr2dLaTw1HzTHJWtsDfP98Gb1wvjluNyPnM5W1UFuPT3naqvb7ue5/Phs7kRNW67nZ5vyuuizeWtWDzhrD29VuJjJ+cXyrydDfb9rTV36r50KjcQaaoFxahpOH8KGz1kIHoRhmaZpWsKZfowbwk53+Tm/OP/3DWudXy+PPj+oHn5NW2LjqTVsl8bKWxjJJH6+iAvxctyQLwWyk3WtKINTCdf28MyHs74TVW2HPNcwZ4F95kptwO9takQLU7sufGlvUFXftrHftaYu6zer8rIWqKcmSfTQtn3IQvAgPJ49hng8Tbhfzoi6u98HtalM37jk1/1rmBl+GdSR4djmNK4fipNKcVEto1/OZ89WH9HUaQwy56Koh7LtzvXRaNbi2E780LId9iza+JxNlGb1B6Ph3ba+nf6E09jQNtvvWlM3cU6q8hnSa0E2qzuQC+xlIXQQHo/R5xDOI1Nt1einA+rKm5RSimE+H+1/NvxaEPJtcyrmRbu8K4xH+lf0yz5y4iBsFfVT251KEMp24oe6rcDzJH8w+p0gFGrfN8sun8cwsb3td62pmzjX0NIZ0mpBY1Z34N2wznO9kdEWTRgTKC811lXh0WjZOn0XZp1vs+H7d4RjE+5uvv37yHPNJOw9vsve+RUGYauoH9ueSu07QuXYFnmeVvnbPd8IQpl27RakOeZkrGxTud+Vpm6iPzmUzpCnFmSzugMvCJel3shoi41u5iVyouhqMyJw+xgFebip758NzYxtv385CMWHTcpnbHkqkbd80H98x+6OMMiSw1DZdqdzUtaNbaHnp4li+L4ShCLt+v5WmMJGk6GzoTBBKKcOuTylBcUTSM4bH40ez4iNT/f5ov4i+FhPPnoXd1kCkCdicXrI3k5pLiugQ36/feywqZrf3k6RX07vdEd+4LKmOsiNon5ve3i2Fsuo24o8S9PPekadWd0W3voa1b4L7+2JZ7C2bXW/q03drvBFQzJDWi2ozeoO5AK/uFjmyKGV8SkGicAl+HjvADS7Ky9xqef/YqjzNOktNJeqDtteWqged5eHznrvdlN2NGuwKoPcKoqPuu2+SfOuSnLJ0bfle14nQdjfJZTP6g/aw1sX3loxDMIThm11v+tN3cQ/qcrv27JPgajN6g6EAr/w8YnyAy/Ct6K5AtfumN13ussvbxh7L7tTvZzkxq6yKKrjtjl18/brMp52dP7JUGKntUFWkte3re0whZ34YDswqpeHL/mmCrP6SXhIuyn8nSBkD3J9v+sdd0/COUMzpNuC1qzu8FTglz5QH8PnDni6wy6cJZDN6u0akHvFMVTvbwBSpYBVjtuagiWMZZsAhbmoFKgQhEt5mTjySJQtcH8XcmRZI9AUAVKlgFWO25qCJYxlmwCFubwmCMsFFfsnQUc+EkoSGF6KM9bdOwBSpYBVjtuagiWMZZsAhbm8KgiP+8LtlnDsHd4v7zOgKQKkSgGrHLc1BUsYyzYBCnN5SxCGeZ6mJZ5fK3D+m23jQdgASJUCVjluawqWMJZtAhTm8o4gPN4UPB6RCpZmeRC2AFKlgFWO25qCJYxlmwCFubwiCLMPDi7bctllWUYXzHgQtgBSpYBVjtuagiWMZZsAhbm8IQjXsIQ1LnNY47LE7IsR9rtD8hdgDwqIAJoiQKoUsMpxW1OwhLFsE6AwlxcE4f5c9PMFApWvm/MgVAJIlQJWOW5rCpYwlm0CFOby8yB8WBJTfsCQZuNB2ABIlQJWOW5rCpYwlm0CFOby4yCkfY0L7y9ReBC2AFKlgFWO25qCJYxlmwCFufz8jlAfD8IWQKoUsMpxW1OwhLFsE6AwFw9CsO4kAKlSwCrHbU3BEsayTYDCXDwIwbqTAKRKAasctzUFSxjLNgEKc/k/g9BxHMdxjKhHzyWHvpJ3Tb4s8PN66QCpUsAqx21NwRLGsk2AwlxUCvQgxABIlQJWOW5rCpYwlm0CFOby0iDk/nVcdYHXdicBSJUCVjluawqWMJZtAhTm8pYgvPxBwu2vxY/ZeBA2AFKlgFWO25qCJYxlmwCFubwjCNcwLyH/1PwalhCWaZq4XyszKCAAaIoAqVLAKsdtTcESxrJNgMJcXhGEx19hSmuYj3U52y0h72tlxgQkAE0RIFUKWOW4rSlYwli2CVCYywuCMPvbS2HNkzCPQ46NB2EDIFUKWOW4rSlYwli2CVCYy++DMIbPs89ifcz5Vdz8v9DrQdgCSJUCVjluawqWMJZtAhTm8usgjMt565fdDc4hbj8sMXtySrPxIGwApEoBqxy3NQVLGMs2AQpz+XUQfjjXjGaht2Uk+9moB2ELIFUKWOW4rSlYwli2CVCYyxuCcP+79NMc1uIW8XxuyrLxIGwApEoBqxy3NQVLGMs2AQpz+XkQrmGeluV8I/ATfdsbhg9/tbdhM1bSGuPQR/iHR1BrbuXt9NtUnM3fl1d0+Im82w63Q2kTSxjL1qhfRSSnEclW10Z0WozLHNYtCMO2kJT17qBIIC4DK1THu0vpc987tm2rnX6bukH4ZfnqtvJOJbDk3Xa4HUqbWMJYtkk1CC2yUHIaObZS0JC1uJ7rYrZ7wBhCXNeUUozfCsKhzH3q7nzOew3Z3t6qbpW9mLdlePiNyWdb51udjWVrgIXTV33ky8/uzOe65VpTFqeS+8VYt+XT97LV/RsKX2qrNLY2wp9NipGsz5A3DG/lE9jfHt6+PLWvunNzqifxaeTYsPv/a5ifP70wHoRrmO/fHXO8ZzjyKcLBIBzOwU53+WS4TgzmVsU30OXfP5e3o3L4yeSzrbOdlwkXn4Zhyd/RHvnq0/FmU1x57qA9bpXZZP/czhiVIHyfbZ4yxZcqDkwMdeHqSLbeP/n18BZ5vY+v2tSl/9rZWyOxCFtWnOtTvdbsWArSNnzOQqVHo1tneaH8TxGOCYznYKe7/NhuHuekrS5fvbpPe/3DTyq//36I/bmbNKav9shXl2bVmzI4lVwG7XGT4ndv99/FUfNS23L74zQzNjG0hQ/VYiSri/d+P7z7SsPdebqdNURTl/WbVXlyC1Xn3lRXSUGOXi+PlIIwLgPfLFqx4QtccvC4D6fYkLob+xLxc6tipl++oJzO4K5hym9Pt4/5SnqoMIL6yD+sUZZ8E/yT7XXQHikvEW/Xj9IR/4btLQjH3qT/oCy8QwnCAYxst63vx5ts6ibOqUMmXzR05mB7qmtBLrB3OlO8I1SAJJC/5TZN07LkPx+FUlaSPnT3CVXueamyVe8pORH2rhmQ3xf6Fs815mWpvIMhRX3kY5jn+yQYaupO/4r+OmjPrr8LQi3b4pSyhlk0NZSFd25B2JghTIxs030zjamb6KcOofzeSOH8riD8KMz1RkZbNIEtkN9h8e+2qPclA3Mx22o/IBtP32mM3xFS5YuvxjuDcCpOeFr3h/ojn33Be+VIlqn3HuTeB+2RnwWhpu3+8hrmeVlEE0NZeOc6kv0ZQsbItnnnJz7qqE8OJfK3xubjnPe2IFyWeiOjLZrAFCg+qzjw1JHY3djM2LYq5/fwJBveNcQe86Es7wizg1DhENkwHfnqqcPi3FcftEd+FITqtsdyuZHlAHbCO52RlISLiW1XSHjYUY414VDfOd9LflEQ/mePRk/WeFyKDp0/ehd3WXyRD5vaVpd8Hj3PMW//x+SLR87THNbLxt8IwjH54oDbtxprimt7GzSSLXWxzMtt92ZFztrCG+VIVmfIS2yLJbgxak7drnCOaKj3Fu7Oj5NHAXKBX1gso8SAQGPNuay78tKFem6qblXeEQ6/880YmTH5jHJFf2OZvAz9ka/moGwcnm0zWAd5Z12u9WKZeq/UXz7+mQ3uV1ZzSO8IqzNkCG3b6wkiRM2pm/gn1cG4ajg/LkGXQyjwqx+fUGBIIC7z9scQufOl011+gcR4o6q6Vba6x+A6lKxBIt4+PX9/RQH1ka8OsmAcqLaXvsm91FY3K+l+x1ZxWugLV0dS4zDUt70s/ds30pq6BOG6zdi6iJozayH/CE8Fkq57wIMwLvn6k5X5Sf6f10sHSJUCVjluawqWMJZtAhTmolIgbhC2FmFmi8M0u/sxQKoUsMpxW1OwhLFsE6Awlz8bhNwbP2F3rwBIlQJWOW5rCpYwlm0CFObyZ4MQtTsJQKoUsMpxW1OwhLFsE6AwFw9CsO4kAKlSwCrHbU3BEsayTYDCXDwIwbqTAKRKAasctzUFSxjLNgEKc/EgBOtOApAqBaxy3NYULGEs2wQozMWDEKw7CUCqFLDKcVtTsISxbBOgMBcPQrDuJACpUsAqx21NwRLGsk2Awlw8CMG6kwCkSgGrHLc1BUsYyzYBCnPxIATrTgKQKgWsctzWFCxhLNsEKMzFgxCsOwlAqhSwynFbU7CEsWwToDAXD0Kw7iQAqVLAKsdtTcESxrJNgMJcPAjBupMApEoBqxy3NQVLGMs2AQpzMQlCx3Ecx/lfeQ5Cx3Ecx/lreBA6juM4fxoPQsdxHOdP40HoOI7j/Gk8CB3HcZw/zT/lYWUY+laNEAAAAABJRU5ErkJggg==
(二)男引体向上、女一分钟仰卧起坐,分值16分。
http://cs.zhongkao.com/e/20160322/data:image/png;base64,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
注:0.5次指考生从直臂悬垂开始,有正确的引体动作和正确的下杠动作但未完整完成一次。
(三)篮球运球,足球运球,排球向上垫球(学生自选一项,报考前确定),分值22分。
http://cs.zhongkao.com/e/20160322/data:image/png;base64,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
三、评分标准
1、1000米跑(男)800米跑(女)共22分单位:秒
2、引体向上(男)和一分钟仰卧起坐(女)共16分单位:次数
注:0.5次指考生从直臂悬垂开始,有正确的引体动作和正确的下杠动作但未完整完成一次。
3、球类自选项目22分
四、考试办法
1、统一组考。全市初中毕业生无特殊情况都要参加体育中考。城区市直属学校,区属学校,子弟学校和民办学校由长沙市教育局组织实施,四县(区、市)学校由县(市)、区教育局组织实施。城区体育中考采取封闭式管理的方式,统一集中在三个考点进行,考点分别是:长沙市实验中学,长沙市湘府中学,长沙市长郡双语实验中学。考试时间为2016年4月19-29日;考试报名时间:2016年3月28日-31日。
2、考试顺序。①男引体向上或女一分钟仰卧起坐;②球类自选项目;③1男000米或女800米跑。
3、关于免考。丧失运动能力的学生可以申请免考。学生因残免考,经批准免考学生的成绩按满分计入升学成绩,学生需出具户口所在地民政局颁发的残疾人证。因病申请所有项目免考的学生,分数按照总分的60%计算;因病申请单项免考的,单项分数按该项目分值的60%计算。因病申请免考的学生,必须出具长沙市二甲以上医院的病历和该医院医务处(科)开具的并加盖公章的不宜参加剧烈运动的病假条,并于3月23日之前将证明材料交学校。(见附件2)
4、关于缓考。对于体育中考报名时和考前突然有伤病的学生,可以申请缓考,全市统一缓考时间为2016年6月中旬。申请缓考的学生,必须出具长沙市二甲以上医院的病历和该医院医务处(科)开具的并加盖公章的不宜参加剧烈运动的病假条,并于3月23日之前将证明材料交学校。学校要将免考、缓考学生的证明材料及学校书面报告(需校长签字,并加盖学校公章)以及免考、缓考汇总表,于3月31日之前交市教育局学生工作处(见附件2)。如发现有造假、舞弊嫌疑,经核实,取消缓考资格。
5、关于综合素质评价“运动与健康状况”维度资料上传。各学校要将初中毕业生五个学期的《体育与健康》课程出勤情况、考查成绩以及初中两年的《国家学生体质健康标准》达标情况于5月25日前上传至长沙市基础教育管理平台,市教育局将于6月份统一进行综合素质评价插标。
五、考试管理
1、考试前,各学校要按考生的学籍号顺序男、女分开编组。以16人编为一组,并指定好组长,考试时由组长持检录表和有学生本人照片的学生手册,带领本组考生有秩序地参加测试。(见附件3)
2、因球类考试为自选项目,各学校要负责统计学生所选测试项目并汇总造册,纸质文档和电子稿件于3月28-31日报市教育局学生工作处(见附件1)。
3、如考生在考试中有突发事件,不能继续考试,测试员必须上报考点负责人,考点负责人报学生工作处,学生工作处报有关领导进行裁决,经同意停止考试的学生,可以申请参加缓考,但必须在2日内将缓考申请表(校长签字并加盖学校公章)、学生病例、医院证明等材料交学生工作处备案。
4、考生应服从测试人员安排,如在考试中存在严重违纪或舞弊行为,其体育中考成绩计“0”分。
5、每天考试完毕后,当日考试的成绩数据由专人送交学生工作处录入并封存。
6、在考试日程内,除下暴雨和发生雷击时停止室外考试外,一般小到中雨照常测试,任何学校和个人不得提出不测和改期测试。
7、市教育局中招办、纪检、监察部门对体育考试进行全程巡视和检查,坚决杜绝弄虚作假、循私舞弊行为,所有测试人员工作时不得与外界联系,对违反者将严肃处理。
六、具体要求
体育中考社会关注度高,事关考生的切身利益。各学校要强化体育课和课外锻炼,保证学生每天锻炼一小时,促进青少年身心健康、体魄强健。
1、切实加强组织领导。各区、县(市)教育局和学校要成立领导机构,明确责任人,明确各自职责,向学生宣传清楚有关测试的标准和要求,全力以赴做好组考工作。各区、县(市)教育局要结合本地区实际情况制定方案,于2016年3月26日前报市教育局学生工作处。
2、切实加强学生教育。指导学生掌握考试内容、考试方法、考试规则。组织学生学习评分标准、考试纪律和考试要求,确保考试顺利完成。
3、切实做好安全保障工作。牢固树立“安全第一”思想,由校长亲自带队参考,并加强测试期间的安全保障工作。需租用交通工具的,必须租用由交通部门确认安全、证件齐全的交通工具,签订租赁协议,妥善组织学生参加测试工作。
4、各县(区、市)体育中考期间,我局将组织相关人员进行检查。
页:
[1]