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<p> <span style="background-color:white;">一、</span><b>轮胎价格走势</b> </p> <p class="MsoNormal" style="background:white;"> <img 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" alt="" /> </p> <p class="MsoNormal" style="background:white;"> 根据我的轮胎网价格监测结果显示,<span>4</span>月国内米其林轿车轮胎市场<span>17</span>寸主流规格花纹批发均价<span>599</span>元<span>/</span>条,环比表现下跌<span>0.99%</span>。主要原因是:虽然米其林工厂取消上月驰加会议买入折扣支持,但是新增指定产品给予价格直减支持,其中大部分<span>17</span>寸主流产品皆有涉及,结合售出随你行等基础返利政策,使得<span>17</span>寸主流规格批发均价环比表现下跌。 </p> <p class="MsoNormal" style="background:white;"> <br /> </p> <p class="MsoNormal" style="background:white;"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> <b>二、价格分析</b> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> <b>2.1</b><b>、轮胎厂价格政策:</b> </p> <p style="background:white;"> 米其林<span>(</span>中国<span>)</span><span> </span>投资有限公司<span>4</span>月份执行新的商务政策:<span>1</span>、零售随你行售出折扣奖励:延续针对<span>17</span>寸及以上规格产品,驰加店、<span>MCR</span>店售出随你行奖励给予<span>40</span>元<span>/</span>条、其他级别店铺售出随你行奖励给予<span>30</span>元<span>/</span>条。<span>2</span>、买入促销规格:由上月<span>5</span>款增至本月指定<span>17</span>寸<span>-21</span>寸共<span>85</span>个规格产品,给予<span>20-150</span>元<span>/</span>条价格直减支持,如<span>235/55R18 104W PRIMACY 5</span>折扣支持<span>70</span>元<span>/</span>条。<span>3</span>、驰加特供买入促销支持:指定<span>8</span>个规格产品给予<span>50-140</span>元<span>/</span>条价格直减支持,折扣力度环比加大。<span>4</span>、额外后返促销支持:指定<span>6</span>款<span>16</span>寸产品给予<span>40</span>元<span>/</span>条折扣支持。(上月涉及的<span>6</span>款<span>17</span>寸产品本月调整为价格直减支持)<span>5</span>、延续针对<span>16</span>寸全系产品,给予售出随你行<span>30</span>元<span>/</span>条奖励支持。<span></span> </p> <p style="background:white;"> <br /> </p> <p style="background:white;"> <b>2.2</b><b>、代理商价格政策:</b> </p> <p class="MsoNormal" style="background:white;"> <b>上海市场</b>:米其林<span>(</span>中国<span>)</span>投资有限公司本月执行新的商务政策,延续售出随你行基础奖励以及<span>16</span>寸全系产品售出随你行<span>30</span>元<span>/</span>条奖励支持;由上月<span>5</span>款增至本月指定<span>17</span>寸<span>-21</span>寸共<span>85</span>个规格产品,给予<span>20-150</span>元<span>/</span>条价格直减支持;指定<span>6</span>款<span>16</span>寸产品给予<span>40</span>元<span>/</span>条折扣支持。综合后本月部分主流规格批发价下跌,如<span>245/45R18 100W Primacy4 ST</span>批发价<span>835</span>元<span>/</span>条,环比下跌<span>70</span>元<span>/</span>条;<span>215/55R17 94V Primacy4 ST</span>批发价保持<span>560</span>元<span>/</span>条。本月主流产品成交价平稳、成交量平淡。<span></span> </p> <p class="MsoNormal" style="background:white;"> <br /> </p> <p class="MsoNormal" style="background:white;"> <b></b> </p> <p class="MsoNormal" style="background:white;"> <b>辽宁市场</b>:米其林<span>(</span>中国<span>)</span>投资有限公司执行新的商务政策,延续售出随你行基础奖励以及<span>16</span>寸全系产品售出随你行<span>30</span>元<span>/</span>条奖励支持;由上月<span>5</span>款增至本月指定<span>17</span>寸<span>-21</span>寸共<span>85</span>个规格产品,给予<span>20-150</span>元<span>/</span>条价格直减支持;指定<span>6</span>款<span>16</span>寸产品给予<span>40</span>元<span>/</span>条折扣支持。综合后本月部分主流规格批发价下跌,如<span>245/45R18 100W Primacy4 ST</span>批发价<span>835</span>元<span>/</span>条,环比下跌<span>70</span>元<span>/</span>条;<span>215/55R17 94V Primacy4 ST</span>批发价保持<span>560</span>元<span>/</span>条。本月零售成交价平稳,局部地区成交量上升。 </p> <p> <br /> </p> <p class="MsoNormal"> <b>河南市场</b>:米其林<span>(</span>中国<span>)</span>投资有限公司本月执行新的商务政策,由上月<span>5</span>款增至本月指定<span>17</span>寸<span>-21</span>寸共<span>85</span>个规格产品,给予<span>20-150</span>元<span>/</span>条价格直减支持;新增指定<span>6</span>款<span>16</span>寸产品给予<span>40</span>元<span>/</span>条折扣支持。延续<span>16</span>寸全系产品,给予售出随你行<span>30</span>元<span>/</span>条奖励支持。综合以上,本月部分主流规格批发价下跌,如<span>245/45R18 100W Primacy4 ST</span>批发价环比下跌<span>70</span>元<span>/</span>条为<span>835</span>元<span>/</span>条;<span>215/55R17 94V Primacy4 ST</span>批发价保持<span>560</span>元<span>/</span>条。本月主流产品成交价平稳,成交量环比持平。<span></span> </p> <p> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> <b>三、产业链分析:</b> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> <b>3.1</b><b>、上游原材料分析</b> </p> <p class="MsoNormal" style="background:white;"> <img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNormal" style="background:white;"> 附图:<span>2024</span>年<span>4</span>月<span>30</span>日<span>-2025</span>年<span>4</span>月<span>30</span>日天然橡胶<span>SCR5#</span>现货价格趋势(单位:元<span>/</span>吨)根据以上天然橡胶<span>SCR5#</span>现货价格曲线图可见,<span>4</span>月末天然橡胶现货价格为<span>14300</span>元<span>/</span>吨,环比上月末<span>16450</span>元<span>/</span>吨 价格下降<span>13%</span>;同比去年<span>13850</span>元<span>/</span>吨 价格上涨<span>0.3%</span>。<span></span> </p> <p class="MsoNormal" style="background:white;"> 五一节临近,橡胶出现常规性偏弱震荡,由于供给侧上量持续,增产面积扩大,泼水节后云南产区陆续开割,且泰国,越南等地开割面积逐日递增,当前上游压力显现,原料价格也呈现逐日递减趋势。轮胎企业方面,半钢胎企业整体出货压力不减,叠加月内新订单数量未达预期,部分企业不得不下调排产量以及企业产能利用率持续走低。全钢胎多数企业排产维持稳定,个别企业因库存压力灵活调整排产节奏,整体产能利用率微幅下调市场需求端的结构性分化仍将持续。<span></span> </p> <p class="MsoNormal" style="background:white;"> <br /> </p> <p class="MsoNormal" style="background:white;"> <b></b> </p> <p class="MsoNormal" style="background:white;"> <b>3.2</b><b>、下游用户需求分析:</b> </p> <p class="MsoNormal" style="background:white;"> <b>经销商备货情况:</b>根据我的轮胎网调研情况来看,本月工厂针对部分产品价格下跌,但是当前零售市场并未因五一假期的临近而有明显变化,整体销量平淡,因此经销商仅根据任务目标按需备货。值得一提的是,浩悦<span>5</span>系列新品备货量有所上升。<span></span> </p> <p class="MsoNormal" style="background:white;"> <br /> </p> <p class="MsoNormal" style="background:white;"> <b>终端用户需求情况:</b>根据我的轮胎网调研情况来看,春节前后终端替换需求集中释放,短期内替换需求将持续平淡,本月受五一假期影响,仅少数有出行游玩计划车主提前进店更换轮胎,但是仍未达到往年同期水平。<span></span> </p> <p class="MsoNormal" style="background:white;"> <br /> </p> <p class="MsoNormal" style="background:white;"> <b>四、后市预测</b> </p> <p class="MsoNormal"> 次月米其林工厂在基本销售政策基础上,对整体促销力度调整幅度预计不大,其中指定价格直减及促销产品或将有所调整。新品浩悦<span>5</span>系列备货支持已延续两月,经销商已按需备货完成,次月或将取消。考虑到零售市场不景气,即使次月五一假期来临,也难对零售销量有带动作用,加之市民消费水平降级,外资一线品牌需求减少,经销商难有批量备货计划,将结合促销政策对有需求产品少量备货。<span></span> </p>
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