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<p class="MsoListParagraph" style="margin-left:22.5pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;">一、 </span></b><b><span style="font-family:SimSun;">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;"></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">根据我的轮胎网价格监测结果显示，</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月国内固特异轿车轮胎市场</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸主流规格花纹批发价格为</span><span style="font-family:SimSun;">507</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">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，虽然本月促销范围扩大，但是</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸规格产品并未涉及，基础政策支持延续，综合后</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">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;">0.4%</span><span style="font-family:SimSun;">。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;"> </span> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;">2.1</span></b><b><span style="font-family:SimSun;">、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;">大连固特异轮胎有限公司本月促销范围扩大：</span><span style="font-family:SimSun;">1)</span><span style="font-family:SimSun;">延续指定</span><span style="font-family:SimSun;">8</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">28-147</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条价格直减促销。</span><span style="font-family:SimSun;">2)</span><span style="font-family:SimSun;">指定</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">16-410</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的优惠券支持，环比增加</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">款。</span><span style="font-family:SimSun;">3)</span><span style="font-family:SimSun;">指定</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">16-117</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条返利支持</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">不能与优惠券同时使用</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">。</span><span style="font-family:SimSun;">4)</span><span style="font-family:SimSun;">指定</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款规格给予</span><span style="font-family:SimSun;">42-395</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销支持，环比增加</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">款。</span><span style="font-family:SimSun;">5)11</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">26</span><span style="font-family:SimSun;">日追加指定</span><span style="font-family:SimSun;">13</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">30-320</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，同时满足进货要求叠加享受</span><span style="font-family:SimSun;">30-60</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条返利。</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;">2.2</span></b><b><span style="font-family:SimSun;">、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;">山东市场：</span></b><span style="font-family:SimSun;">本月固特异工厂由上月指定</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">款增至本月对</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款鹰驰</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;">代给予</span><span style="font-family:SimSun;">20-395</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销；另外，本月对全国促销指定产品促销范围加大。综合后本月主流规格批发价格平稳运行，如</span><span style="font-family:SimSun;">205/55R16 91V</span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代批发价格保持</span><span style="font-family:SimSun;">424</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月中上旬零售市场成交量平淡，成交价平稳。</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;">四川市场：</span></b><span style="font-family:SimSun;">本月飞足</span><span style="font-family:SimSun;">e</span><span style="font-family:SimSun;">购订单平台价格平稳，由上月指定</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">款增至本月</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款鹰驰</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;">代给予</span><span style="font-family:SimSun;">20-395</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销，同时全国促销指定产品范围扩大。综合后本月主流规格批发价维持平稳，如</span><span style="font-family:SimSun;">205/55R16 91V</span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代批发价保持</span><span style="font-family:SimSun;">410</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月零售市场成交价平稳，成交量清淡。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;">湖北市场：</span></b><span style="font-family:SimSun;">本月固特异工厂给予</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款鹰驰</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;">代给予</span><span style="font-family:SimSun;">55-395</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条促销，同时全国促销产品范围扩大。本月主流规格批发价平稳，如</span><span style="font-family:SimSun;">205/55R16 91V</span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代批发价格保持</span><span style="font-family:SimSun;">424</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月零售成交量继续下降，成交价平稳。</span><span></span> </p> <p class="MsoNormal"> <b></b> </p> <p class="MsoListParagraph" style="margin-left:22.5pt;text-indent:-22.5pt;"> <b><span style="font-family:SimSun;">二、 </span></b><b><span style="font-family:SimSun;">产业链分析：</span><span></span></b> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <img src="data:image/png;base64,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" alt="" /><span style="font-family:SimSun;"></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">图：</span><span style="font-family:SimSun;">2023</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">28</span><span style="font-family:SimSun;">日</span><span style="font-family:SimSun;">-2024</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">28</span><span style="font-family:SimSun;">日天然橡胶</span><span style="font-family:SimSun;">SCR5#</span><span style="font-family:SimSun;">现货价格趋势（单位：元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨）</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">根据以上天然橡胶</span><span style="font-family:SimSun;">SCR5#</span><span style="font-family:SimSun;">现货价格曲线图可见，</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;">17100</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨，环比上月末</span><span style="font-family:SimSun;">16500</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨 价格上涨</span><span style="font-family:SimSun;">3.6%</span><span style="font-family:SimSun;">；同比去年</span><span style="font-family:SimSun;">12850</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨 价格上涨</span><span style="font-family:SimSun;">33%</span><span style="font-family:SimSun;">。本月下旬橡胶保持窄幅震荡波动，</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月以来海外产区气候整体改善，泰国产胶旺季供应顺畅，原料价格预计承压。未来海外市场降雨量将增多，割胶可能受到的不利影响，国内产区也面临停割期，但高价刺激高产出，供给增长的预期仍较为强烈。 </span><span></span> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;">3.2</span></b><b><span style="font-family:SimSun;">、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;">经销商备货情况：</span></b><span style="font-family:SimSun;">虽然本月固特异工厂扩大促销范围，但由于终端替换需求相对减弱，同时临近年末，陆续开始忙于回笼资金，经销商普遍未新增备货，而是根据需求补货。固特异工厂下旬继续追加促销，绝大多数经销商依然没有针对性进货。</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;">终端用户需求情况：</span></b><span style="font-family:SimSun;">国庆假期过后，轿车轮胎进入短时销售淡季，本月人们长途出行减少，对轮胎替换需求下降。天气变凉，部分车主更换空调滤芯及电瓶，但整体替换率与去年同期相比下降不少。</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;">四、后市预测</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">本月固特异工厂扩大促销范围，同时于下旬追加促销支持，但由于本月终端替换需求薄弱，绝大多数经销商并没有针对追加促销产品进货，工厂的整体出货量并未因下旬增加促销而得到明显改善，不排除次月工厂将维持本月下旬追加的促销政策。全国促销产品或将有所调整，但调整幅度预计不会太大。次月进入深冬，部分地区恶劣天气增多，部分车主因轮胎安全系数降低而进店替换轮胎，但该部分替换率对轮胎销量增长作用微弱，预计次月销量仍将维持低销售水平，经销商普遍消化库存。</span> </p>
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