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<p class="MsoListParagraph" style="margin-left:29.6pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;">一、 </span></b><b><span style="font-family:SimSun;">原油和天然橡胶价格走势</span><span></span></b> </p> <p class="MsoListParagraph" style="margin-left:29.6pt;text-indent:-22.5pt;"> <b><img 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" alt="" /><span style="font-family:SimSun;"></span><span style="font-family:SimSun;"></span><br /> </b> </p> <p class="MsoNormal" style="margin-left:7.1pt;"> <b></b> </p> <p class="MsoNormal" style="margin-left:7.1pt;"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <i><span style="font-family:SimSun;"> </span><span style="font-family:SimSun;"> </span></i><i><span style="font-family:SimSun;">数据来源：我的轮胎</span><span style="font-family:SimSun;">www.mytyrenet.com</span></i><i><span style="font-family:SimSun;"> </span></i> </p> <p class="MsoNormal" style="text-indent:20.0pt;"> <span style="font-family:SimSun;">根据我的轮胎网连续性跟进以上国际原油期货和橡胶现货价格走势图可见，截止</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">日原油期货报价</span><span style="font-family:SimSun;">68.64</span><span style="font-family:SimSun;">美元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">桶，较</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月初</span><span style="font-family:SimSun;">68.80</span><span style="font-family:SimSun;">美元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">桶 回落</span><span style="font-family:SimSun;">0.23%</span><span style="font-family:SimSun;">，环比上月同期</span><span style="font-family:SimSun;">66.87</span><span style="font-family:SimSun;">美元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">桶 上涨</span><span style="font-family:SimSun;">2.65%</span><span style="font-family:SimSun;">。截止</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">9</span><span style="font-family:SimSun;">日上海现货市场云南标胶全乳胶报价</span><span style="font-family:SimSun;">13900</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨，较</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月初</span><span style="font-family:SimSun;">14000</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨 回落</span><span style="font-family:SimSun;">0.71%</span><span style="font-family:SimSun;">，环比上月同期</span><span style="font-family:SimSun;">13700</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨 上涨</span><span style="font-family:SimSun;">1.46%</span><span style="font-family:SimSun;">。</span><span></span> </p> <p class="MsoListParagraph" style="margin-left:29.6pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;">二、 </span></b><b><span style="font-family:SimSun;">轿车轮胎工厂动态</span><span></span></b> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">本月多家轿车轮胎厂对部分产品跌价或增加促销。具体表现为：倍耐力、固特异、邓禄普、佳通、玛吉斯、中策橡胶本月分别以调整开票价或增加促销的形式降价。倍耐力本月</span><span style="font-family:SimSun;">28</span><span style="font-family:SimSun;">款国产品降价</span><span style="font-family:SimSun;">10-110</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。固特异本月</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">款产品降价</span><span style="font-family:SimSun;">117-209</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，同时指定</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘及全系鹰驰</span><span style="font-family:SimSun;">F1</span><span style="font-family:SimSun;">非对称花纹</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">代</span><span style="font-family:SimSun;">/6</span><span style="font-family:SimSun;">代</span><span style="font-family:SimSun;"> SUV</span><span style="font-family:SimSun;">产品追加售出延保返利</span><span style="font-family:SimSun;">20-69</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。邓禄普本月三款价值品跌价，同时新增给予</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸及以上通用产品</span><span style="font-family:SimSun;">5-10</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条达成奖励。佳通本月对代理商</span><span style="font-family:SimSun;">G5</span><span style="font-family:SimSun;">系列追加</span><span style="font-family:SimSun;">2%</span><span style="font-family:SimSun;">季度目标达成奖励，同时对</span><span style="font-family:SimSun;">14</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">P10</span><span style="font-family:SimSun;">产品价格下跌</span><span style="font-family:SimSun;">80</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，并指定</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款追加给予</span><span style="font-family:SimSun;">20</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">30</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条折扣支持。玛吉斯本月</span><span style="font-family:SimSun;">27</span><span style="font-family:SimSun;">款普通产品降价</span><span style="font-family:SimSun;">2-220</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条、</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">S09/S570</span><span style="font-family:SimSun;">产品降价</span><span style="font-family:SimSun;">5-15</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，同时针对</span><span style="font-family:SimSun;">15-16</span><span style="font-family:SimSun;">寸产品追加</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条优惠券支持。中策朝阳本月</span><span style="font-family:SimSun;">103</span><span style="font-family:SimSun;">款产品对代理商及门店价格下跌</span><span style="font-family:SimSun;">5-60</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，但部分产品对门店的优惠券力度收紧</span><span style="font-family:SimSun;">15</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。对代理商促销政策以平稳为主，仅两个规格</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">号产品给予</span><span style="font-family:SimSun;">8</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条补贴；对门店促销力度增加，指定两款</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">号产品进货</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">条立减</span><span style="font-family:SimSun;">20</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，同时新增对</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上普通产品给予实物奖励，按照</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条核算返利。韩泰本月新增</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">H452</span><span style="font-family:SimSun;">产品给予</span><span style="font-family:SimSun;">20-50</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销，根据代理商月度买入量最多支援</span><span style="font-family:SimSun;">15%</span><span style="font-family:SimSun;">。米其林本月</span><span style="font-family:SimSun;">404</span><span style="font-family:SimSun;">款产品价格下跌</span><span style="font-family:SimSun;">10-765</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，部分</span><span style="font-family:SimSun;">(160</span><span style="font-family:SimSun;">余款</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">为买入促销调整为开票价下跌，同时取消</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸、18寸产品追加的</span><span style="font-family:SimSun;">50-60</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条返利。赛轮新上液体黄金防爆产品及时尚系列产品，本月针对</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">支普通胎规格产品及液体黄金</span><span style="font-family:SimSun;">16-17</span><span style="font-family:SimSun;">寸产品增加优惠券促销，时尚系列区分销售模式执行单独政策。马牌、三角、玲珑本月促销政策收紧，其中三角新增</span><span style="font-family:SimSun;">1%</span><span style="font-family:SimSun;">的提前进货奖励，但取消</span><span style="font-family:SimSun;">2-2.5</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的进货奖励且特价促销及一步到位价促销产品数量减少，整体来看促销力度小幅收紧；玲珑则是取消上月中下旬追加的二季度发货额</span><span style="font-family:SimSun;">0.6%-0.8%</span><span style="font-family:SimSun;">政策。</span> </p> <p class="MsoListParagraph" style="margin-left:29.6pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;">三、 </span></b><b><span style="font-family:SimSun;">卡客车轮胎工厂动态</span><span></span></b> </p> <p class="MsoNormal" style="text-indent:20.0pt;"> <span style="font-family:SimSun;">本月部分卡客车轮胎工厂促销政策微幅调整，整体力度平稳为主。主要体现为：玛吉斯本月新增</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">22.5</span><span style="font-family:SimSun;">寸产品给予买赠支持。江苏通用厂本月对完成</span><span style="font-family:SimSun;">6-8</span><span style="font-family:SimSun;">月任务的代理商追加</span><span style="font-family:SimSun;">1%</span><span style="font-family:SimSun;">奖励，用于七夕节促销，同时指定</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">4-6%</span><span style="font-family:SimSun;">力度的特价促销。金宇本月指定</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">款驱动轮产品给予限量</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">该部分产品进货量的</span><span style="font-family:SimSun;">16%)</span><span style="font-family:SimSun;">优惠</span><span style="font-family:SimSun;">3%</span><span style="font-family:SimSun;">支持，但部分产品的推广奖励、增量进货奖励取消。成山本月指定部分真空胎、有内胎产品开票价调整为一步到位价销售形式并给予</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">送</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">支持，同时最高档增量奖励力度收紧</span><span style="font-family:SimSun;">1%</span><span style="font-family:SimSun;">。贵轮厂本月对轻卡及</span><span style="font-family:SimSun;">22.5</span><span style="font-family:SimSun;">寸规格产品新增</span><span style="font-family:SimSun;">5-10</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的扫码奖励，但出库奖励收紧</span><span style="font-family:SimSun;">0.5%</span><span style="font-family:SimSun;">，整体促销力度变化不大。双钱本月仅针对个别真空产品新增</span><span style="font-family:SimSun;">20</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销；任务达标奖励，整体促销力度平稳，表现为月度任务达标返利增加</span><span style="font-family:SimSun;">1%</span><span style="font-family:SimSun;">，季度任务要求达标收紧</span><span style="font-family:SimSun;">1%</span><span style="font-family:SimSun;">。玲珑本月新增</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月发货额</span><span style="font-family:SimSun;">0.5%</span><span style="font-family:SimSun;">会议政策，同时取消上月追加的</span><span style="font-family:SimSun;">4-6</span><span style="font-family:SimSun;">月发货额</span><span style="font-family:SimSun;">0.5%</span><span style="font-family:SimSun;">奖励，且取消精选产品</span><span style="font-family:SimSun;">7-30</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的奖励，整体促销力度小幅收紧。韩泰、佳通、正新、赛轮、中策橡胶厂本月促销政策平稳。</span><span></span> </p> <p class="MsoListParagraph" style="margin-left:31.1pt;text-indent:-24.0pt;"> <b><span style="font-family:SimSun;">四、</span></b><b><span style="font-family:SimSun;">6</span></b><b><span style="font-family:SimSun;">月中国轮胎市场经销商价格综合指数</span><span></span></b> </p> <p class="MsoNormal"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <img src="data:image/png;base64,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" alt="" /><span style="font-family:SimSun;"></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">（注：随着车型的不断迭代升级，轮胎尺寸不断增大，自</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">月份起将价格指数取样由</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸规格产品调整为</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸。）</span><span></span> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;">轿车轮胎：</span></b><span style="font-family:SimSun;">2025年</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">月份中国轿车轮胎经销商价格综合指数为</span><span style="font-family:SimSun;">94.06</span><span style="font-family:SimSun;">，环比下跌</span><span style="font-family:SimSun;">0.51%</span><span style="font-family:SimSun;">。形成整体价格水平下跌的主要原因是：本月固特异工厂针对</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸产品的售出扫码奖励追加</span><span style="font-family:SimSun;">15</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条；韩泰华东区个别代理商对部分产品跌价销售；马牌、玛吉斯、普利司通多区域的代理商针对部分</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸产品不同程度跌价，其中马牌华东个别地区额外追加指定产品给予优惠券支持、玛吉斯华中区跌幅趋势最为突出、普利司通华东区在跌价基础上对体量较大客户指定产品给予特价支持。优科豪马华东区、华南区代理商针对</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸部分主流产品批发价格涨跌互现，其中华东区跌势较为突显。其余的倍耐力、朝阳、邓禄普、佳通、米其林品牌价格水平表现平稳。</span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <img 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" alt="" /><span style="font-family:SimSun;"></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">（注：考虑到原材料及卡客车轮胎价格的变化，自</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年起计入新周期，</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">月作为价格指数序列开始计算的对比基期。）</span><span></span> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;">卡客车轮胎：</span></b><span style="font-family:SimSun;">2025年</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">月份中国卡客车轮胎经销商价格综合指数为</span><span style="font-family:SimSun;">99.08</span><span style="font-family:SimSun;">，环比下跌</span><span style="font-family:SimSun;">0.29%</span><span style="font-family:SimSun;">。具体表现：朝阳华东区市场针对高端产品系列给予买赠促销支持，同时东北区市场畅销产品均降价销售，使得该品牌市场均价下跌幅度达</span><span style="font-family:SimSun;">0.9%</span><span style="font-family:SimSun;">；正新华南区市场个别高端产品降价</span><span style="font-family:SimSun;">20</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，最终市场均价小幅下跌</span><span style="font-family:SimSun;">0.1%</span><span style="font-family:SimSun;">。其余风神、韩泰、佳通、玛吉斯、前进、双钱、玲珑品牌本月各主要市场批发价皆维持平稳。</span> </p>
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