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<p class="MsoNormal" style="text-align:justify;margin-left:21pt;background:white;"> <b>北京（我的轮胎）<span>2024-11-29 </span></b>据四川市场报道，<span>11</span>月份省内全钢卡客车轮胎替换市场零售销量下滑。全省卡客车轮胎经销商销量调研数据显示：<span>83%</span>经销商表示销量下降，<span>17%</span>经销商表示销量平稳，无经销商表示销量上升。主要原因：回顾往年同期，省内零售市场销售状况本应尚可，但是受国内整体经济不景气影响，本月替换市场销量较<span>10</span>月份呈现明显下滑，下滑幅度<span>20%-30%</span>。一方面，中短途运输市场部分车辆停运，且当前车辆均为标载运输，以往夜间超载偷运的情况几乎没有，替换需求减弱；另一方面，生产型企业效益不佳，货源不稳定，同时运费持续处于较低水平，车主消费力不足，导致销售吃力。四季度卡客车轮胎销售逐月转淡，次月销量将继续下滑。考虑到出货速度缓慢、年终结款以及春节期间的安全等多方面因素，多数经销商本月起已经减少新增备货量甚至停止进货，优先消化库存。<span></span> </p> <p class="MsoNormal" style="margin-left:21.0pt;background:white;"> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 根据全省经销商信心指数调研数据显示，四川省卡客车轮胎经销商对<span>2024</span>年<span>12</span>月份轮胎市场预测：<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 1、价格预测：<span>100%</span>经销商预计价格平稳，无经销商预计价格下跌或上涨。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 2、销量预测：<span>83%</span>经销商预计销量下降，<span>17%</span>经销商预计销量平稳，无经销商预计销量上升。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 3、库存预测：<span>33%</span>经销商预计缩减现有库存，<span>67%</span>经销商预计维持现有库存，无经销商预计增加库存。<span>11</span>月底经销商平均库存水平<span>50</span>天。 </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> <img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNormal" style="text-indent:176.0pt;"> 1表示上涨 -1表示下跌 0表示平稳 </p> <p class="MsoNormal"> </p> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>1</b><b>、指标解释<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal"> 我的轮胎网经销商信心指数（<span>Mytyrenet Tyre Dealers' Confidence Index</span>），是预测轮胎行业未来<span>1-2</span>个月市场情况的先行指标，包括价格信心指数、销量信心指数、库存信心指数。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>2</b><b>、调查范围<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal"> 调查的对象：从事卡客车轮胎经销商，<span>2023</span>年销售额在<span>200-500</span>万；从事轿车轮胎经销商，<span>2023</span>年销售额在<span>50-200</span>万。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>3</b><b>、调查方法<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal"> 经销信心指数原始数据采用<span>“</span>定产品、定市场、定时间<span>”</span>直接派人对经销商的老板或者主管经营的经理人进行采集。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>4</b><b>、指数的应用<span></span></b> </p> </div> 轮胎上游企业、轮胎厂和一级代理商可以根据库存指数的变化来调整生产计划和库存计划，对市场进行前瞻性预判。
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