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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>据辽宁市场报道,<span>3</span>月份全钢卡客车轮胎零售市场整体销量表现上升。全省全钢卡客车轮胎经销商销量调研数据显示:<span>89%</span>经销商表示销量上升,<span>11%</span>经销商表示销量平稳,无经销商表示销量下滑。主要原因:<span>2</span>月下旬,春节假期刚过,长途运输车辆尚未启动,多数延后至本月上旬,车主启运前集中替换轮胎,客户进店率明显提升。鉴于现阶段终端运输市场运力仍不充足、运费持续偏低,多数经销商预计次月零售销量难有上升趋势。另外,虽然本月多品牌工厂发布涨价通知,但是春节后代理商普遍召开零售商会议,或给予促销支持,下游经销商已备货充足,次月将优先消化库存,对价格涨跌与否关注较低。 <span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> <br /> </p> <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,辽宁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:56%经销商预计价格平稳,<span>44%</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>56%</span>经销商预计销量平稳,<span>44%</span>经销商预计销量上升,无经销商预计销量下降。<span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;background:white;"> 3、库存预测:<span>44%</span>经销商预计保持现有库存水平,<span>56%</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>56</span>天。<img src="data:image/png;base64,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" alt="" /> </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:136.5pt;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 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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