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                <h2 class="d-flex align-items-end border-bottom-lncu-orange mb-lncu-n1">
                    <i class="home"></i><a href="https://www.lncu.cn" title="回到辽传主页">辽传主页</a><span>></span><a href="https://www.lncu.edu.cn/zhaosheng">招生处</a> <span>></span>   <a href="https://www.lncu.edu.cn/zhaosheng/zcfg">招生政策</a> <span>></span> <a>正文详情</a>                </h2>
                <span class="meta">发布日期：2026-01-15 16:04 浏览次数：251次 编辑：招生处</span>
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                <h2>内蒙古：2026年普通高校招生艺术类专业自治区统考成绩查询及合格分数线公告</h2>
                <p><strong>一、统考成绩说明</strong></p>
<p>（一）各考试科目按照百分制评分，成绩按照相应的分值比例折算后保留2位小数，统考成绩总分保留2位小数。</p>
<p>（二）艺术类统考类别各考试科目成绩折算方法</p>
<p>1.音乐类</p>
<p>（1）公布的乐理成绩=乐理评分分值×0.15</p>
<p>（2）公布的听写成绩=听写评分分值×0.3</p>
<p>（3）公布的视唱成绩=视唱评分分值×0.15</p>
<p>（4）公布的声乐（器乐）成绩=声乐（器乐）评分分值×2.4</p>
<p>（5）公布的声乐（器乐）主项成绩=声乐（器乐）主项评分分值×1.65</p>
<p>（6）公布的声乐（器乐）副项成绩=声乐（器乐）副项评分分值×0.75</p>
<p>（7）音乐教育类兼报音乐表演类时，公布的声乐（器乐）兼报成绩=音乐教育类的声乐（器乐）评分分值×2.4</p>
<p>2.舞蹈类</p>
<p>（1）公布的舞蹈基本功成绩=舞蹈基本功评分分值×1.2</p>
<p>（2）公布的舞蹈即兴成绩=舞蹈即兴评分分值×0.3</p>
<p>（3）公布的舞蹈表演成绩=舞蹈表演评分分值×1.5</p>
<p>3.表（导）演类戏剧影视表演方向</p>
<p>（1）公布的文学作品朗诵成绩=文学作品朗诵评分分值</p>
<p>（2）公布的命题即兴表演成绩=命题即兴表演评分分值</p>
<p>（3）公布的自选曲目演唱成绩=自选曲目演唱评分分值×0.5</p>
<p>（4）公布的形体技能展现成绩=形体技能展现评分分值×0.5</p>
<p>4.表（导）演类服装表演方向</p>
<p>（1）公布的形体形象观测成绩=形体形象观测评分分值×1.5</p>
<p>（2）公布的台步展示成绩=台步展示评分分值×1.2</p>
<p>（3）公布的才艺展示成绩=才艺展示评分分值×0.3</p>
<p>5.表（导）演类戏剧影视导演方向</p>
<p>（1）公布的文学作品朗诵成绩=文学作品朗诵评分分值×0.5</p>
<p>（2）公布的命题即兴表演成绩=命题即兴表演评分分值×0.5</p>
<p>（3）公布的叙事性作品写作成绩=叙事性作品写作评分分值×2</p>
<p>6.播音与主持类</p>
<p>（1）公布的作品朗读成绩=作品朗读评分分值</p>
<p>（2）公布的新闻播报成绩=新闻播报评分分值</p>
<p>（3）公布的话题评述成绩=话题评述评分分值</p>
<p>7.美术与设计类</p>
<p>（1）公布的素描成绩=素描评分分值</p>
<p>（2）公布的色彩成绩=色彩评分分值</p>
<p>（3）公布的速写（综合能力）成绩=速写（综合能力）评分分值</p>
<p>8.书法类</p>
<p>（1）公布的书法临摹成绩=书法临摹评分分值×1.5</p>
<p>（2）公布的书法创作成绩=书法创作评分分值×1.5</p>
<p>（三）艺术类专业自治区统考成绩总分为各类别相应考试科目公布成绩之和。</p>
<p>（四）艺术类专业自治区统考公布的成绩中，-1表示缺考，-2表示违规。</p>
<p><strong>二、统考成绩查询</strong></p>
<p>考生登录内蒙古自治区教育考试院考生综合服务平台（https://www4.nm.zsks.cn/BaseStudent/），依次点击“高考”→“成绩查询”→ “艺术类考生成绩查询”，点击[查询]进行查询。</p>
<p><strong>三、统考合格分数线</strong></p>
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" /></p>
<p>统考合格分数线不分本专科、不分历史类、物理类，考生相应艺术类别自治区统考成绩达到上述合格分数线即为相应艺术类别自治区统考合格生源。相应艺术类别自治区统考成绩合格的考生，方可参加具有普通高校招生艺术类专业校考资格高校所举办的相应类别校考。待公布高考文化课成绩时，结合确定的招生计划再统一划定艺术类高考文化课录取控制分数线和艺术类专业自治区统考录取控制分数线。</p>
<p><strong>四、统考成绩复核</strong></p>
<p>成绩复核按照《关于内蒙古自治区2026年普通高校招生艺术类专业自治区统考成绩复核的公告》执行。</p>
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            <div>下一篇：<a href="https://www.lncu.edu.cn/zhaosheng/23897.html" rel="next">内蒙古：关于2026年普通高校招生艺术类专业自治区统考成绩复核的公告</a></div>
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