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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;">9</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;">507</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，环比表现下跌。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。除此外，华中等多地服务商额外针对部分产品给予一步到位价支持，价格优势较大，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下跌</span><span style="font-family:SimSun;font-size:12px;">2.31%</span><span style="font-family:SimSun;font-size:12px;">。同比去年上涨</span><span style="font-family:SimSun;font-size:12px;">1.81%</span><span style="font-family:SimSun;font-size:12px;">。</span><span></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;">8</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">28-147</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;">3</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;">15</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;">3</span><span style="font-family:SimSun;font-size:12px;">款产品给予</span><span style="font-family:SimSun;font-size:12px;">16-117</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</span><span style="font-family:SimSun;font-size:12px;">,</span><span style="font-family:SimSun;font-size:12px;">环比减少</span><span style="font-family:SimSun;font-size:12px;">1</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;">延续指定</span><span style="font-family:SimSun;font-size:12px;">11</span><span style="font-family:SimSun;font-size:12px;">款规格给予</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，延续对</span><span style="font-family:SimSun;font-size:12px;">11</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，涉及价格直减产品数量较上月减少。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;">本月固特异工厂延续给予</span><span style="font-family:SimSun;font-size:12px;">11</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。另外，本月继续对全国促销指定产品促销力度小幅收紧。服务商针对中秋及国庆双节，指定产品给予一步到位价促销</span><span style="font-family:SimSun;font-size:12px;">(</span><span style="font-family:SimSun;font-size:12px;">包含周期产品</span><span style="font-family:SimSun;font-size:12px;">)</span><span style="font-family:SimSun;font-size:12px;">。本月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。本月零售成交量持平，成交价平稳。</span><span></span> </p> <p class="MsoListParagraph" style="margin-left:22.5pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;font-size:12px;">二、 </span></b><b><span style="font-family:SimSun;font-size:12px;">产业链分析：</span><span></span></b> </p> <p class="MsoListParagraph" style="margin-left:22.5pt;text-indent:-22.5pt;"> <b><img src="data:image/png;base64,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" alt="" /><span style="font-family:SimSun;font-size:12px;"></span><br /> </b> </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;">9</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;">9</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;">9</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;">18000</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;">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 价格上涨</span><span style="font-family:SimSun;font-size:12px;">18.8%</span><span style="font-family:SimSun;font-size:12px;">，较</span><span style="font-family:SimSun;font-size:12px;">9</span><span style="font-family:SimSun;font-size:12px;">月</span><span style="font-family:SimSun;font-size:12px;">18</span><span style="font-family:SimSun;font-size:12px;">日</span><span style="font-family:SimSun;font-size:12px;">16250</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;">吨上涨</span><span style="font-family:SimSun;font-size:12px;">13.8%</span><span style="font-family:SimSun;font-size:12px;">；同比去年</span><span style="font-family:SimSun;font-size:12px;">12450</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;">44.5%</span><span style="font-family:SimSun;font-size:12px;">。近日国内天然橡胶现货行情大幅走高，天然橡胶行情上涨主因：成本方面，近期泰国、越南产区天气不佳，导致天胶原料供应一定程度受阻；国内一方面节前加工厂补库，另一方面海南地区周初雨水较多割胶受阻；天然橡胶原料价格大幅上行。库存方面，天然橡胶库存维持缓慢去库态势；需求方面，在国内促进汽车消费政策的支持下，轮胎行业开工稳中小幅波动，节前下游备货需求面对天然橡胶市场刚需支撑。叠加节前备货，对天然橡胶形成一定支撑；预计短期天然橡胶市场将继续偏强震荡。 </span><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;">本月经销商针对上月缺货的鹰驰非对称花纹</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">代产品适当备货，其他产品保持按需补货。御乘</span><span style="font-family:SimSun;font-size:12px;">III</span><span style="font-family:SimSun;font-size:12px;">代产品批发价格较高，目前经销商极少销售，并且该系列产品调整为电商专供</span><span style="font-family:SimSun;font-size:12px;">,</span><span style="font-family:SimSun;font-size:12px;">经销商针对现有的少量库存消化完毕后将不再进货。</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;">暑期旅游高峰刚刚过去，短期内替换需求无法再次集中体现，即使本月正值中秋节，车流量也无法达到上月水平，使得本月整体销量表现平淡。国庆假期不断临近，但下旬客户进店率依然没有改善，上班族消费力有限，主动替换轮胎的意愿低下。</span><b><span></span></b> </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;">固特异工厂次月将继续对</span><span style="font-family:SimSun;font-size:12px;">8</span><span style="font-family:SimSun;font-size:12px;">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;">代产品进行促销，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调整，考虑到部分工厂发布涨价通知，固特异工厂政策将表现为收紧趋势。人们消费力下降，消费观念保守，使得本月整体替换需求未体现明显增长，部分地区甚至呈现下降趋势。次月国庆假期期间替换需求或许尚有集中体现，但结合中下旬清淡的市场，整体销量不容乐观，进而即使假期期间物流不畅，也极少有经销商提前备货。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p>
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