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<p class="MsoNormal" style="text-align:justify;margin-left:21pt;background:white;"> <b>北京（我的轮胎）<span>2025-2-28 </span></b>据陕西市场报道，<span>2</span>月份省内轿车轮胎零售市场销售量环比表现下降。全省轿车轮胎经销商销量调研数据显示：<span>88%</span>经销商表示销量下降，<span>12%</span>经销商表示销量平稳，无经销商表示销量上升。主要原因：<span>1</span>月份在春节的带动下，省内轿车轮胎零售市场整体销量表现增长，但是相比往年幅度不明显，销量翻番的很少，甚至有些零售店因为下旬提早放假而销量小幅下滑。春节过后，复工初期返程的带动作用也表现不强，需求较<span>1</span>月份明显减弱，经销商销量普遍下滑。次月将持续处于低需求阶段，销量预期保持平稳为主，也有小部分经销商考虑到经营天数的增多，预计销量有上升可能。本月复工后省内部分国产品牌代理商召开零售商订货会议，如三角、正新、玛吉斯、朝阳等，经销商适量补货。<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，陕西省轿车轮胎经销商对<span>2025</span>年<span>3</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>12%</span>经销商预计价格下跌，<span>88%</span>经销商预计价格平稳，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：<span>12%</span>经销商预计销量下降，<span>63%</span>经销商预计销量平稳，<span>25%</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：<span>25%</span>经销商预计缩减库存，<span>75%</span>经销商预计维持现有库存，无经销商预计增加库存。<span>2</span>月底经销商平均库存水平<span>60</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:216.0pt;"> 1表示上涨 -1表示下跌 0表示平稳<span> </span> </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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