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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;">5</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;">519</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条，环比表现上涨。主要原因是：本月固特异工厂取消对零售商达成奖励支持，促销政策的收紧使得</span><span style="font-family:SimSun;">16</span><span style="font-family:SimSun;">寸主流产品批发均价环比上涨</span><span style="font-family:SimSun;">0.97%</span><span style="font-family:SimSun;">。同比去年上涨</span><span style="font-family:SimSun;">3.59%</span><span style="font-family:SimSun;">。</span><span></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</span><span style="font-family:SimSun;">225/65R17 </span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">SUV</span><span style="font-family:SimSun;">平台价格上涨</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，其他产品平台价格平稳。本月促销力度收紧：</span><span style="font-family:SimSun;">1.</span><span style="font-family:SimSun;">取消达成奖励：即取消</span><span style="font-family:SimSun;">100%</span><span style="font-family:SimSun;">达成签约目标，给予的</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;">条奖励。</span><span style="font-family:SimSun;">2.</span><span style="font-family:SimSun;">全国促销：</span><span style="font-family:SimSun;">1)</span><span style="font-family:SimSun;">指定</span><span style="font-family:SimSun;">15</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">28-310</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;">18</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">20-377</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。</span><span style="font-family:SimSun;">3)</span><span style="font-family:SimSun;">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;">36-277</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;">3.5</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">日</span><span style="font-family:SimSun;">-31</span><span style="font-family:SimSun;">日对积极引导消费者购买</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘全系及</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上御乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代并完成抽奖的零售店给予</span><span style="font-family:SimSun;">18.8</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条奖励。</span><span></span> </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;">本月固特异工厂针对</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">款产品平台价格上涨</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，其他产品价格保持平稳；并取消</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;">条的达标返利支持；延续</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘全系及御乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上产品的终端车主抽奖活动并给予门店</span><span style="font-family:SimSun;">18.8</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的奖励支持。另外，结合指定产品给予优惠券折扣支持，本月主流规格批发价小幅上涨，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;">代批发价格上涨</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;">条为</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。零售市场成交量、成交价均表现平稳。</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;">四川市场：</span></b><span style="font-family:SimSun;">本月</span><span style="font-family:SimSun;">225/65R17 </span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">SUV</span><span style="font-family:SimSun;">平台价格上涨</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，其余产品平台价格平稳。对经销商取消</span><span style="font-family:SimSun;">100%</span><span style="font-family:SimSun;">达成签约目标给予的</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;">条奖励，部分产品优惠券促销力度有收紧。此外，本月服务商推出的线下一步到位价中部分产品价格有所上涨，综合后个别主流规格批发价上涨，如</span><span style="font-family:SimSun;">215/60R16 95W</span><span style="font-family:SimSun;">御乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代批发价格上涨</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;">条为</span><span style="font-family:SimSun;">457</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条；205/55R16 91V安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代保持批发价格</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，成交量惨淡。</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</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">款产品平台价格上涨</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，其他产品价格保持平稳。同时对经销商取消</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;">条的达标返利；延续</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘全系及御乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上产品的终端车主抽奖活动并给予门店</span><span style="font-family:SimSun;">18.8</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的奖励支持。本月</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">日服务商针对核心零售商召开预付款抽奖活动，奖品为</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘产品。最终本月主流规格批发价小幅上涨，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 批发价格上涨</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;">条为</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。零售市场成交量下降，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;">三、产业链分析：</span></b> </p> <p class="MsoNormal"> <br /> </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;">图：</span><span style="font-family:SimSun;">2023</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">31</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;">5</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">31</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" align="left" style="text-align:left;"> <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;">5</span><span style="font-family:SimSun;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;">14900</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;">13350</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;">11.6%</span><span style="font-family:SimSun;">，同比</span><span style="font-family:SimSun;">11450</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;">30%</span><span style="font-family:SimSun;">。</span><span style="font-family:SimSun;">1-4</span><span style="font-family:SimSun;">月，泰国出口到中国天然橡胶合计为</span><span style="font-family:SimSun;">34.4</span><span style="font-family:SimSun;">万吨，同比降</span><span style="font-family:SimSun;">9%</span><span style="font-family:SimSun;">，东南亚旱情也同样影响到其他产胶国，进入五月后，进口胶依旧不上量，而国内产区也没有大量原料上市，下游紧缩后橡胶迎来一波反弹呈现短期震荡上行。后期供应端原料产出放量，国内外产区在逐步增长，原料价格承压，但尚未进入高产，降雨等气候变化仍不时影响割胶，随着国内外产区开割推进，供应仍将持续释放，原料端价格仍有压力。加之国内下游变化相对不是很明显，故而持续攀升的可能性不大。</span><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;">本月西南、华中部分代理商召开会议，其中西南地区表现为区域会议，经销商参会积极性较弱；华中区则表现为核心经销商会议，实行预付款抽奖活动，但由于奖品有限，中奖率不高，经销商刷卡积极性一般，绝大多数预付</span><span style="font-family:SimSun;">4-6</span><span style="font-family:SimSun;">万元货款。五一假期期间客户进店率并不集中，节后需求持续清淡，预付款的经销商</span><span style="font-family:SimSun;">100%</span><span style="font-family:SimSun;">提货的几率很低，普遍保持按需补货，部分甚至放弃当月任务目标，推至季度末再达成。</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;">终端用户需求情况：</span></b><span style="font-family:SimSun;">即使本月初正值五一假期，但华中、华东等地区部分经销商反馈客户进店率还不及平日。假期结束后，替换需求保持平淡，整体销量低下。</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;">四、后市预测</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">本月固特异工厂针对性小幅收紧促销支持，次月为季度末，同时正值</span><span style="font-family:SimSun;">618</span><span style="font-family:SimSun;">电商购物节，不排除工厂适当增加促销支持，表现形式为指定产品给予优惠券或抽奖支持。终端车主抽奖活动或将调整为性价比相对较高的安乘</span><span style="font-family:SimSun;">III</span><span style="font-family:SimSun;">代产品。次月中、高考来临，经销商普遍预期销量稳中下降。</span> </p>
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