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<p class="MsoNormal" style="text-align:justify;margin-left:21pt;background:white;"> <b>北京（我的轮胎）<span>2025-1-24 </span></b>据四川市场报道，<span>1</span>月份省内卡客车轮胎替换市场零售销量继续下滑。全省卡客车轮胎经销商销量调研数据显示：<span>67%</span>经销商表示销量下降，<span>33%</span>经销商表示销量平稳，无经销商表示销量上升。主要原因：本月为春节前的最后一个月，省内各长途物流货运公司普遍于<span>22</span>日前后停运放假，零散运输车辆在运力不足的前提下有些已经提早停运，下旬省内货运市场逐渐趋于停滞。本月经销商更多精力用于对账回款，忙于各种应酬，尤其是针对合作的企业类客户。次月随着代理商复工，将陆续召开经销商订货会议或者直接下放政策，为了更有效的带动出货，价格势必下跌。同时年后车辆逐步恢复运营，部分车主会在启运前检修车辆，将某种程度上带动轮胎销量增长。<span></span> </p> <p class="MsoNormal" style="text-align:justify;margin-left:21pt;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>2025</span>年<span>2</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>50%</span>经销商预计价格平稳，<span>50%</span>经销商预计价格下跌，无经销商预计价格上涨。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 2、销量预测：无经销商预计销量下降，<span>67%</span>经销商预计销量平稳，<span>33%</span>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：无经销商预计缩减现有库存，<span>50%</span>经销商预计维持现有库存，<span>50%</span>经销商预计增加库存。<span>1</span>月底经销商平均库存水平<span>52</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>2024</span>年销售额在<span>200-500</span>万；从事轿车轮胎经销商，<span>2024</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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