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<div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:21.0pt;"> <p class="MsoNormal" style="background:white;"> <b>北京(我的轮胎)<span>2024-3-29 </span></b>据安徽市场报道,3月份全钢卡客车轮胎市场整体零售销量环比表现上升。全省全钢卡客车轮胎经销商销量调研数据显示:<span>100%</span>经销商表示销量上升,无经销商表示销量下降或平稳。主要原因:<span>2</span>月中旬正值农历春节,物流运输车辆多数于月初停运,经销商停业休息,零售销量极差。本月物流运输市场恢复,车辆启程前集中替换轮胎,零售销量表现明显上升。但是物流运输市场运费低、货源少现象持续存在,且基建项目开工少,中短途运输车辆运输频次低,整体货运市场并未恢复至正常水平,多数经销商预计次月零售销量将保持平稳。 <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="background:white;"> <br /> </p> </div> <div style="border:none black 1.0pt;padding:0cm 3.0pt 3.0pt 3.0pt;background:white;margin-left:21.0pt;"> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> 根据全省经销商信心指数调研数据显示,安徽卡客车轮胎经销商对<span>4</span>月份轮胎市场预测:<span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> 1、价格预测:<span>57%</span>经销商预计价格平稳,<span>43%</span>经销商预计价格上涨,无经销商预计价格下跌。<span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> 2、销量预测:<span>71%</span>经销商预计销量平稳,<span>29%</span>经销商预计销量上升,无经销商预计销量下滑。<span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> 3、库存预测:<span>43%</span>经销商预计维持现有库存水平,<span>57%</span>经销商预计缩减现有库存水平,无经销商预计增加现有库存水平。<span>3</span>月底经销商平均库存水平<span>61</span>天。<img src="data:image/png;base64,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" alt="" /><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="background:white;"> <br /> </p> </div> <p> <p class="MsoNormal" style="text-indent:26.25pt;background:white;"> 1表示上涨<span> -1</span>表示下跌<span> 0</span>表示平稳<span></span> </p> </p> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" align="center" style="text-align:center;text-indent:26.25pt;background:white;"> <br /> </p> <p class="MsoNormal" style="text-indent:26.25pt;background:white;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" style="text-indent:26.25pt;background:white;"> <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" style="background:white;"> 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。<b><span></span></b> </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:26.25pt;background:white;"> <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" style="background:white;"> 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:26.25pt;background:white;"> <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" style="background:white;"> 经销信心指数原始数据采用“定产品、定市场、定时间”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:26.25pt;background:white;"> <b>4</b><b>、指数的应用<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" style="background:white;"> 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。<span></span> </p> </div>
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