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<p class="MsoNormal" align="center" style="text-align:center;"> <br /> </p> <p class="MsoListParagraph" style="text-align:left;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" style="text-align:left;"> <img 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" alt="" /><span style="font-family:SimSun;"></span> </p> <p class="MsoNormal" style="text-align:left;"> <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;">10</span><span style="font-family:SimSun;">月国内固特异轿车轮胎市场</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸主流规格花纹批发价格为</span><span style="font-family:SimSun;">468</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</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸主流产品价格政策延续，使其批发均价环比平稳。</span><span></span> </p> <p class="MsoNormal" style="text-align:left;"> <br /> </p> <p class="MsoNormal" style="text-align:left;"> <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大连固特异轮胎有限公司本月</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">款产品价格下跌</span><span style="font-family:SimSun;">44-296</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。促销支持小幅调整：一、季度奖励：延续季度扫码售出追加奖励：对完成月度进货任务</span><span style="font-family:SimSun;">70%</span><span style="font-family:SimSun;">及以上的签约门店，给予鹰驰</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;">代及</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;">全系产品</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、</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款特斯拉产品</span><span style="font-family:SimSun;">99</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。其他产品按照店铺等级，</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸及以下产品</span><span style="font-family:SimSun;">10-20</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;">18</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">15-30</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;">19</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">20-40</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;">20</span><span style="font-family:SimSun;">寸及以上产品</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。备注：本月结合微信小程序售出同步执行，</span><span style="font-family:SimSun;">GRC</span><span style="font-family:SimSun;">店铺通过微信小程序售出并完成延保可与</span><span style="font-family:SimSun;">GASN</span><span style="font-family:SimSun;">店铺享受同等金额奖励。二、月度奖励：</span><span style="font-family:SimSun;">1.</span><span style="font-family:SimSun;">指定</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">一款产品调整</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸产品给予价格直减促销，按照店铺等级单产品进货限量</span><span style="font-family:SimSun;">2-4</span><span style="font-family:SimSun;">条。</span><span style="font-family:SimSun;">2.</span><span style="font-family:SimSun;">销量促销奖励：根据</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸及以上产品进货数量</span><span style="font-family:SimSun;">(10-100</span><span style="font-family:SimSun;">条</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">及</span><span style="font-family:SimSun;">SKU</span><span style="font-family:SimSun;">个数</span><span style="font-family:SimSun;">(4-20</span><span style="font-family:SimSun;">个</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">，分别给予</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">张</span><span style="font-family:SimSun;">50</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">-10</span><span style="font-family:SimSun;">张</span><span style="font-family:SimSun;">249</span><span style="font-family:SimSun;">元的优惠券，门店</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月下单</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸及以上产品可使用，</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">张。</span><span style="font-family:SimSun;">3.</span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代和安乘</span><span style="font-family:SimSun;">SUV</span><span style="font-family:SimSun;">产品促销：指定</span><span style="font-family:SimSun;">17-19</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">20-86</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，其中两款产品促销力度收紧</span><span style="font-family:SimSun;">35-50</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;">4.</span><span style="font-family:SimSun;">延续扫码入库奖励</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。</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><span></span></b> </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;">本月固特异工厂延续针对鹰驰</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;">代及</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;">全系产品、</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款特斯拉产品延保追加至</span><span style="font-family:SimSun;">80</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">99</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条；延续扫码入库奖励</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。延续指定</span><span style="font-family:SimSun;">17-19</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">20-86</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，其中两款产品促销力度收紧</span><span style="font-family:SimSun;">35-50</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。综合后本月主流规格产品批发价平稳，如</span><span style="font-family:SimSun;">215/55R17 94V </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;">419</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，成交量较上月持平。</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;">江苏市场：</span></b><span style="font-family:SimSun;">本月固特异工厂延续针对鹰驰</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;">代及</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;">全系产品、</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">款特斯拉产品延保追加至</span><span style="font-family:SimSun;">80</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">99</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条；延续扫码入库奖励</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。新增指定</span><span style="font-family:SimSun;">17-19</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">12</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">20-86</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，其中两款产品促销力度收紧</span><span style="font-family:SimSun;">35-50</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。综合后本月主流规格产品批发价平稳，如</span><span style="font-family:SimSun;">215/55R17 94V</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;">419</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月部分地区销量上升，成交价平稳。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b></b> </p> <p class="MsoNormal" style="text-align:left;"> <b><span style="font-family:SimSun;">湖北市场：</span></b><span style="font-family:SimSun;">本月固特异</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">款产品价格下跌</span><span style="font-family:SimSun;">44-296</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。促销政策：延续全系鹰驰</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;">产品及</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</span><span style="font-family:SimSun;"> SCT</span><span style="font-family:SimSun;">产品售出扫码奖励</span><span style="font-family:SimSun;">80</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">99</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，同时其他产品分寸别给予</span><span style="font-family:SimSun;">20-60</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。安乘</span><span style="font-family:SimSun;">SUV</span><span style="font-family:SimSun;">、安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代价格直减促销力度稍有收紧。延续指定</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">款</span><span style="font-family:SimSun;">16-18</span><span style="font-family:SimSun;">寸产品给予价格直减促销</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">要求之前月份有下单记录，个别产品有调整</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">。综合以上，本月主流规格产品批发价平稳，如</span><span style="font-family:SimSun;">215/55R17 94V </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;">419</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月成交价平稳，成交量表现不一。</span><span></span> </p> <p class="MsoNormal" style="text-align:left;"> <br /> </p> <p class="MsoListParagraph" style="text-align:left;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"> <span></span> </p> <p class="MsoNormal" 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" style="text-align:left;"> <span style="font-family:SimSun;">图：</span><span style="font-family:SimSun;">2024</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">30</span><span style="font-family:SimSun;">日</span><span style="font-family:SimSun;">-2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">30</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）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;">10</span><span style="font-family:SimSun;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;">14750</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;">14300</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">吨 价格下降</span><span style="font-family:SimSun;">3.1%</span><span style="font-family:SimSun;">；同比去年</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 价格下降</span><span style="font-family:SimSun;">10.6%</span><span style="font-family:SimSun;">。</span><span></span> </p> <p class="MsoNormal" style="text-align:left;"> <span style="font-family:SimSun;">随着台风等极端天气影响减弱，加之泰国病虫害控制，国内和东南亚割胶作业的效率大面积提高，供应释放顺畅，后期供应压力或逐步显现，产胶区气候影响仍是关注焦点，逐步进入产胶旺季，若有持续降雨或恶劣天气影响割胶，则对产量影响将加强，当前现货价格保持窄幅震荡。</span><span></span> </p> <p class="MsoNormal"> <span></span> </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;">在工厂价格直减促销之下，本月销量尚可的经销商针对安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代、安乘</span><span style="font-family:SimSun;">SUV</span><span style="font-family:SimSun;">及</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘畅销规格适当补货。综合来看，假期结束，同时本月正值季度初，经销商进货积极性一般。</span><b><span></span></b> </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;">本月上旬替换量尚可，中下旬较为清淡，整体为下降趋势。月初正值长途出行高峰，道路车辆拥挤，部分事故车辆体现报修需求。同时跨省旅游车辆也不乏因爆胎等问题换胎。中旬开始，人们恢复常规两点一线用车模式。另外，气温下降使得周末出行减少。叠加假期花费较大，短时性消费力变弱。</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;">本月国庆长假结束，按理说次月工厂将取消对消费者的抽奖活动，但即将迎来双十一电商购物节，不排除将调换车主参与抽奖活动的产品。双十一期间，部分产品的成交价或将下跌，为鼓励经销商进货，工厂有可能适当扩大促销范围、增加促销力度。刚刚经历国庆前后轮胎替换需求的释放，次月车主购买力应当不高，叠加逐渐认识到部分促销并不真实，人们不再像以前疯狂的在双十一促销期间下单，预计次月销量在本月基础上表现下降，经销商理性进货。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <div style="text-align:left;"> <span style="font-family:SimSun;"></span> </div> <p> <br /> </p>
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