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<p class="MsoListParagraph" style="margin-left:22.5pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;font-size:12px;">一、 </span></b><b><span style="font-family:SimSun;font-size:12px;">轮胎价格走势</span><span></span></b> </p> <p class="MsoNormal"> <b></b><b></b> </p> <p class="MsoNormal"> <img 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" alt="" /><span style="font-family:SimSun;font-size:12px;"></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;font-size:12px;">根据我的轮胎网价格监测结果显示，</span><span style="font-family:SimSun;font-size:12px;">8</span><span style="font-family:SimSun;font-size:12px;">月国内固特异轿车轮胎市场</span><span style="font-family:SimSun;font-size:12px;">16</span><span style="font-family:SimSun;font-size:12px;">寸主流规格花纹批发价格为</span><span style="font-family:SimSun;font-size:12px;">519</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条，环比表现平稳。主要原因是：本月固特异工厂对零售商价格水平平稳运行，并且延续对</span><span style="font-family:SimSun;font-size:12px;">16</span><span style="font-family:SimSun;font-size:12px;">寸规格产品基础政策支持，使得</span><span style="font-family:SimSun;font-size:12px;">16</span><span style="font-family:SimSun;font-size:12px;">寸主流产品批发均价环比保持平稳。同比去年上涨</span><span style="font-family:SimSun;font-size:12px;">4.22%</span><span style="font-family:SimSun;font-size:12px;">。</span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;font-size:12px;"> </span> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;font-size:12px;">2.1</span></b><b><span style="font-family:SimSun;font-size:12px;">、轮胎厂价格政策：</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">大连固特异轮胎有限公司本月促销力度收紧：</span><span style="font-family:SimSun;font-size:12px;"> 1)</span><span style="font-family:SimSun;font-size:12px;">指定</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">28-154</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条价格直减促销，环比减少</span><span style="font-family:SimSun;font-size:12px;">2</span><span style="font-family:SimSun;font-size:12px;">款。</span><span style="font-family:SimSun;font-size:12px;">2)</span><span style="font-family:SimSun;font-size:12px;">指定</span><span style="font-family:SimSun;font-size:12px;">16</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">16-377</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条的优惠券支持。</span><span style="font-family:SimSun;font-size:12px;">3)</span><span style="font-family:SimSun;font-size:12px;">指定</span><span style="font-family:SimSun;font-size:12px;">4</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">16-182</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条返利支持，环比减少</span><span style="font-family:SimSun;font-size:12px;">3</span><span style="font-family:SimSun;font-size:12px;">款</span><span style="font-family:SimSun;font-size:12px;">(</span><span style="font-family:SimSun;font-size:12px;">不能与优惠券同时使用</span><span style="font-family:SimSun;font-size:12px;">)</span><span style="font-family:SimSun;font-size:12px;">。</span><span style="font-family:SimSun;font-size:12px;">4)</span><span style="font-family:SimSun;font-size:12px;">指定</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款本月新上市的鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品给予</span><span style="font-family:SimSun;font-size:12px;">25-400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条促销支持。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">2.2</span></b><b><span style="font-family:SimSun;font-size:12px;">、代理商价格政策：</span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">山东市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月固特异工厂飞足</span><span style="font-family:SimSun;font-size:12px;">e</span><span style="font-family:SimSun;font-size:12px;">购订单平台价格基本平稳，涉及优惠券或价格直减产品数量环比减少，新增针对</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款新上市的鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品给予</span><span style="font-family:SimSun;font-size:12px;">25-400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条促销支持。综合后主流规格批发价平稳，如</span><span style="font-family:SimSun;font-size:12px;">205/55R16 91V</span><span style="font-family:SimSun;font-size:12px;">安乘</span><span style="font-family:SimSun;font-size:12px;">III</span><span style="font-family:SimSun;font-size:12px;">代批发价格保持</span><span style="font-family:SimSun;font-size:12px;">424</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。本月零售销量平稳，成交价平稳。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">四川市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月飞足</span><span style="font-family:SimSun;font-size:12px;">e</span><span style="font-family:SimSun;font-size:12px;">购订单平台价格基本平稳，涉及优惠券或价格直减产品数量较上月减少，新增针对</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款新上市的鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;"> 6</span><span style="font-family:SimSun;font-size:12px;">代 产品给予</span><span style="font-family:SimSun;font-size:12px;">25-400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条促销支持。此外，本月服务商延续执行上月的线下一步到位价政策。综合后主流规格批发价维持平稳，如</span><span style="font-family:SimSun;font-size:12px;">205/55R16 91V</span><span style="font-family:SimSun;font-size:12px;">安乘</span><span style="font-family:SimSun;font-size:12px;">III</span><span style="font-family:SimSun;font-size:12px;">代批发价保持</span><span style="font-family:SimSun;font-size:12px;">410</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。本月零售市场成交价平稳，成交量平稳。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;font-size:12px;">湖北市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月固特异工厂上市</span><span style="font-family:SimSun;font-size:12px;">22</span><span style="font-family:SimSun;font-size:12px;">款鹰驰</span><span style="font-family:SimSun;font-size:12px;">F1</span><span style="font-family:SimSun;font-size:12px;">非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品，并指定</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款给予</span><span style="font-family:SimSun;font-size:12px;">25-400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条促销，同时于</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">日召开直播推介会议。另外，本月全国促销指定产品促销力度小幅收紧，但主流规格批发价平稳为主，如</span><span style="font-family:SimSun;font-size:12px;">205/55R16 91V</span><span style="font-family:SimSun;font-size:12px;">安乘</span><span style="font-family:SimSun;font-size:12px;">III</span><span style="font-family:SimSun;font-size:12px;">代批发价格保持</span><span style="font-family:SimSun;font-size:12px;">424</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。本月零售成交量表现不一，成交价平稳。</span><span></span> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">三、产业链分析：</span></b> </p> <p class="MsoNormal"> <img src="data:image/png;base64,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" alt="" /><span style="font-family:SimSun;font-size:12px;"></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;font-size:12px;">图：</span><span style="font-family:SimSun;font-size:12px;">2023</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">8</span><span style="font-family:SimSun;font-size:12px;">月</span><span style="font-family:SimSun;font-size:12px;">30</span><span style="font-family:SimSun;font-size:12px;">日</span><span style="font-family:SimSun;font-size:12px;">-2024</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">8</span><span style="font-family:SimSun;font-size:12px;">月</span><span style="font-family:SimSun;font-size:12px;">30</span><span style="font-family:SimSun;font-size:12px;">日天然橡胶</span><span style="font-family:SimSun;font-size:12px;">SCR5#</span><span style="font-family:SimSun;font-size:12px;">现货价格趋势（单位：元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨）</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;font-size:12px;">根据以上天然橡胶</span><span style="font-family:SimSun;font-size:12px;">SCR5#</span><span style="font-family:SimSun;font-size:12px;">现货价格曲线图可见，</span><span style="font-family:SimSun;font-size:12px;">8</span><span style="font-family:SimSun;font-size:12px;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;font-size:12px;">15150</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨、环比上月末</span><span style="font-family:SimSun;font-size:12px;">13850</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨 价格上涨</span><span style="font-family:SimSun;font-size:12px;">9.35%</span><span style="font-family:SimSun;font-size:12px;">，同比去年</span><span style="font-family:SimSun;font-size:12px;">12150</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨，价格上涨</span><span style="font-family:SimSun;font-size:12px;">24.69%</span><span style="font-family:SimSun;font-size:12px;">。主要原因，除轮胎厂开工持续恢复之外，上游国内外产区开割推进，气候不利的因素导致部分割胶受到影响，割胶上量有限，有利于库存消化，原料价格偏强支撑橡胶价格抬升，此外出口市场表现亮眼。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">3.2</span></b><b><span style="font-family:SimSun;font-size:12px;">、下游用户需求分析：</span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">经销商备货情况：</span></b><span style="font-family:SimSun;font-size:12px;">本月工厂上市</span><span style="font-family:SimSun;font-size:12px;">22</span><span style="font-family:SimSun;font-size:12px;">款鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品，同时针对</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">25-400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条的促销支持，同时于</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">日召开直播推介会。西南、华中、华东部分服务商同样以直播会议的形式积极推广该新品，并给予抽奖、实物礼品奖励，在一定程度上促进经销商备货，部分经销商根据区域内畅销规格分别备货</span><span style="font-family:SimSun;font-size:12px;">4-6</span><span style="font-family:SimSun;font-size:12px;">条。值得一提的是，新品上市初期，库存量有限，部分规格存在缺货现象，导致有意向备货的经销商，无法及时得到充足货品。除新品之外，经销商以销售三代产品、新能源产品居多，本月保持按需补货。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">终端用户需求情况：</span></b><span style="font-family:SimSun;font-size:12px;">本月正值暑假，外出旅游的人数明显较上月增多，但替换需求并未在上月基础上持续增长。一方面计划出行的车主已于上月提前替换轮胎；另一方面出行方式多样化，自驾对于长途出行而言是较少的选择。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">四、后市预测</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">固特异工厂目前主要针对新品给予促销支持，次月将保持对本月上市的鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品促销，且促销力度维持不变的几率很大。其他常规性促销产品或将有微小变化，考虑到已连续收紧三个月，次月有望适当扩大促销产品范围。中秋佳节的到来及国庆假期的临近，势必将在一定程度上带动人流量的增加，且大部分体现为上班族集中返乡，销量上升的趋势增强。即使次月销售上升，考虑到物流配送便捷，经销商仍将维持按需补货。</span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p>
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