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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;">6</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;">498</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条,环比表现下跌</span><span style="font-family:SimSun;">2.92%</span><span style="font-family:SimSun;">。主要原因是:本月固特异工厂针对</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸及以下产品售出扫码奖励调整为</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,其中</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸奖励支持环比追加</span><span style="font-family:SimSun;">15</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条;其他经销商基础返利政策延续,综合后</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸主流产品批发均价环比下跌。</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</span><span style="font-family:SimSun;">29</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;">产品价格下跌</span><span style="font-family:SimSun;">39-445</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条,同时追加促销支持:一、季度奖励:</span><span style="font-family:SimSun;">1.</span><span style="font-family:SimSun;">季度单条扫码售出追加奖励范围扩大:延续对完成月度进货任务</span><span style="font-family:SimSun;">70%</span><span style="font-family:SimSun;">的签约门店,给予</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上产品</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;">30-60</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条;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;">全系产品给予</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;">条追加售出扫码</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">延保</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">奖励。同时新增</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</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;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条追加售出扫码</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">延保</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">奖励。</span><span style="font-family:SimSun;">2.</span><span style="font-family:SimSun;">新增扫码售出季度奖励:对二季度扫码售出</span><span style="font-family:SimSun;">24</span><span style="font-family:SimSun;">条、</span><span style="font-family:SimSun;">60</span><span style="font-family:SimSun;">条、</span><span style="font-family:SimSun;">150</span><span style="font-family:SimSun;">条的门店分别给予价值</span><span style="font-family:SimSun;">500</span><span style="font-family:SimSun;">元、</span><span style="font-family:SimSun;">1200</span><span style="font-family:SimSun;">元、</span><span style="font-family:SimSun;">2000</span><span style="font-family:SimSun;">元的实物奖励</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">世达工具套装、世达</span><span style="font-family:SimSun;">TOP</span><span style="font-family:SimSun;">千斤顶等</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">。二、月度奖励:</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">新增</span><span style="font-family:SimSun;">61.8</span><span style="font-family:SimSun;">元优惠券支持,下单</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条可使用(一个账号</span><span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">张)。</span><span style="font-family:SimSun;">2.</span><span style="font-family:SimSun;">新增</span><span style="font-family:SimSun;">235/45R18</span><span style="font-family:SimSun;">规格产品销售激励:</span><span style="font-family:SimSun;">1). 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;">-6</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">30</span><span style="font-family:SimSun;">日,给予</span><span style="font-family:SimSun;">10-50</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">店首单奖励、</span><span style="font-family:SimSun;">20-100</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">店持续进货奖励</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">店铺级别不同,奖励金额不同</span><span style="font-family:SimSun;">)2). 6</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;">-8</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">31</span><span style="font-family:SimSun;">日,针对</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘给予</span><span style="font-family:SimSun;">235/45R18 </span><span style="font-family:SimSun;">搭配</span><span style="font-family:SimSun;">235/40R19</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">255/40R20 </span><span style="font-family:SimSun;">组合进货奖励:本月进货</span><span style="font-family:SimSun;">235/45R18 2</span><span style="font-family:SimSun;">条,次月任选</span><span style="font-family:SimSun;">235/40R19</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">255/40R20</span><span style="font-family:SimSun;">单规格进货</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条,给予</span><span style="font-family:SimSun;">30</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、次月</span><span style="font-family:SimSun;">235/40R19</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">255/40R20</span><span style="font-family:SimSun;">两个规格各进货</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条,给予</span><span style="font-family:SimSun;">60</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。</span><span style="font-family:SimSun;">3. </span><span style="font-family:SimSun;">新增鹰驰</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;">返利补差政策:针对本月该系列降价产品,以返利形式补差</span><span style="font-family:SimSun;">3-5</span><span style="font-family:SimSun;">月确认收货的订单产品。</span><span style="font-family:SimSun;">4. </span><span style="font-family:SimSun;">新增安乘</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;">产品促销政策:</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">月</span><span style="font-family:SimSun;">9</span><span style="font-family:SimSun;">日</span><span style="font-family:SimSun;">-30</span><span style="font-family:SimSun;">日指定</span><span style="font-family:SimSun;">17-19</span><span style="font-family:SimSun;">寸</span><span style="font-family:SimSun;">8</span><span style="font-family:SimSun;">款产品给予</span><span style="font-family:SimSun;">40-80</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</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">单产品</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">张</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">。另外,对</span><span style="font-family:SimSun;">4-5</span><span style="font-family:SimSun;">月买进产品补差,给予</span><span style="font-family:SimSun;">50</span><span style="font-family:SimSun;">元整数倍优惠券,每</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条可用一张。</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;">四川市场:</span></b><span style="font-family:SimSun;">本月固特异工厂针对</span><span style="font-family:SimSun;">29</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;">产品价格下跌</span><span style="font-family:SimSun;">39-445</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条;并追加促销支持,新增</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</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;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条追加售出扫码</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">延保</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">奖励;新增</span><span style="font-family:SimSun;">61.8</span><span style="font-family:SimSun;">元优惠券支持,下单</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条可使用;针对</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘产品,给予</span><span style="font-family:SimSun;">235/45R18 </span><span style="font-family:SimSun;">搭配</span><span style="font-family:SimSun;">235/40R19</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">255/40R20 </span><span style="font-family:SimSun;">组合进货奖励;新增指定安乘</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;">产品,给予</span><span style="font-family:SimSun;">40-80</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。综合后本月主流规格产品批发价下跌,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 批发价格环比下跌</span><span style="font-family:SimSun;">15</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;">436</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月零售成交价平稳,部分区域成交量下滑。</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;">江苏市场:</span></b><span style="font-family:SimSun;">本月固特异工厂针对</span><span style="font-family:SimSun;">29</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;">产品价格下跌</span><span style="font-family:SimSun;">39-445</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条;并追加促销支持,新增</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</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;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条追加售出扫码</span><span style="font-family:SimSun;">(</span><span style="font-family:SimSun;">延保</span><span style="font-family:SimSun;">)</span><span style="font-family:SimSun;">奖励;新增</span><span style="font-family:SimSun;">61.8</span><span style="font-family:SimSun;">元优惠券支持,下单</span><span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">条可使用;针对</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘产品,给予</span><span style="font-family:SimSun;">235/45R18 </span><span style="font-family:SimSun;">搭配</span><span style="font-family:SimSun;">235/40R19</span><span style="font-family:SimSun;">、</span><span style="font-family:SimSun;">255/40R20 </span><span style="font-family:SimSun;">组合进货奖励;新增指定安乘</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;">产品,给予</span><span style="font-family:SimSun;">40-80</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。综合后本月主流规格产品批发价下跌,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 批发价格环比下跌</span><span style="font-family:SimSun;">15</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;">436</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月零售销量持稳,成交价平稳。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;">湖北市场:</span></b><span style="font-family:SimSun;">本月固特异</span><span style="font-family:SimSun;">29</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;">产品价格下跌</span><span style="font-family:SimSun;">39-445</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条,并针对</span><span style="font-family:SimSun;">17</span><span style="font-family:SimSun;">寸及以下产品售出扫码奖励追加为</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,同时指定规格产品给予</span><span style="font-family:SimSun;">40-80</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。延续对</span><span style="font-family:SimSun;">18</span><span style="font-family:SimSun;">寸及以上产品、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;">产品售出扫码奖励增加为</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。本月主流规格产品批发价下跌,如</span><span style="font-family:SimSun;">225/60R17 99V</span><span style="font-family:SimSun;">安乘</span><span style="font-family:SimSun;">SUV </span><span style="font-family:SimSun;">批发价格</span><span style="font-family:SimSun;">426</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条,环比下跌</span><span style="font-family:SimSun;">15</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条。本月零售销量下降,部分产品成交价下跌。</span><span></span> </p> <p class="MsoNormal"> <br /> </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"> <span></span> </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;">2024</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">6</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;">6</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)</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;">6</span><span style="font-family:SimSun;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;">13850</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;">13400</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;">3.3%</span><span style="font-family:SimSun;">;同比去年</span><span style="font-family:SimSun;">14700</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;">5.8%</span><span style="font-family:SimSun;">。近期橡胶价格震荡偏弱趋势,产区极端天气逐步消失,割胶趋于稳定,橡胶海外产区泰国割胶作业开始,近期泰国地区降水减少,随着新胶开割推进,供应端压力逐步显现,上下游当前压力较大,短期内窄幅波动持续,后续原料价格有回落预期。</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;">正值</span><span style="font-family:SimSun;">618</span><span style="font-family:SimSun;">电商平台大促,本月固特异工厂于飞足</span><span style="font-family:SimSun;">e</span><span style="font-family:SimSun;">购平台发放</span><span style="font-family:SimSun;">61.8</span><span style="font-family:SimSun;">元的通用优惠券及指定产品使用的</span><span style="font-family:SimSun;">40-80</span><span style="font-family:SimSun;">元</span><span style="font-family:SimSun;">/</span><span style="font-family:SimSun;">条的优惠券,绝大多数经销商已核销通用优惠券,但进货数量极少。指定产品使用的优惠券仅小部分大户经销商针对性进货。整体来看,现阶段经销商不会因促销而进货,只会根据需求进货。本月终端替换需求不强,经销商进货积极性很弱。</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;">随着中高考临近,本月人们出行率明显下降,居家陪伴孩子复习。盛夏到来,雨季也随之而来,不少地区暴雨连天,对人们出行及进店造成消极影响。最主要原因依然是在经济下行的大环境因素下,人们消费力保守。学生暑假即将到来,但为暑期出游而进店替换轮胎的客户少有体现。</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、后市预测本月</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">随着电动汽车越来越多,工厂逐渐加强新能源产品的促销力度,本月已明确针对</span><span style="font-family:SimSun;">E</span><span style="font-family:SimSun;">锐乘指定规格给予搭配进货优惠券奖励,且该奖励延续至</span><span style="font-family:SimSun;">8</span><span style="font-family:SimSun;">月末。随着</span><span style="font-family:SimSun;">618</span><span style="font-family:SimSun;">活动结束,次月通用优惠券或将取消,整体促销力度偏向于收紧。次月将迎来学生出游高峰,但考虑到气温较高,更偏重于室内活动,预计轮胎替换需求难有明显改善。基于车主消费力不强,经销商出货速度缓慢,为控制经营风险,次月将继续保持按需补货。</span> </p>
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