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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"> <b>北京(我的轮胎)<span>2024-3-29 </span></b>据北京市场报道,本月轿车轮胎零售市场成交量环比表现下滑。全市轿车轮胎经销商销量调研数据显示:销量下降的经销商占比<span>57%</span>,销量平稳的经销商占比<span>14%</span>,销量上升的经销商占比<span>29%</span>。主要原因:在<span>2</span>月份春节假期前后,终端替换需求集中释放,虽然<span>4</span>月初即将迎来清明小长假,但是短期内替换需求持续平淡,多数经销商表示销量下滑。但是鉴于<span>2</span>月份正值春节假期,经营时间相对较少,在本月恢复正常经营后,仍有少数经销商反馈销量表现上升。次月依旧处于销售淡季,即使下旬临近五一假期,终端需求也难有带动,多数经销商预计销量持稳为主。<span></span> </p> <p class="MsoNormal" align="left"> <br /> </p> <p class="MsoNormal" align="left"> 根据全市经销商信心指数调研数据显示,北京轿车轮胎经销商对<span>4</span>月份轮胎市场预测:<span></span> </p> <p class="MsoNormal" align="left"> 1、价格预测:<span>71%</span>经销商预计价格平稳,<span>29%</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"> 2、销量预测:<span>57%</span>经销商预计销量平稳,<span>43%</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"> 3、库存预测:<span>71%</span>经销商预计维持现有库存水平,<span>29%</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>49</span>天。<img 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" alt="" /> </p> <p class="MsoNormal" align="left"> <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" align="center" style="text-align:center;text-indent:26.25pt;"> 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;"> <br /> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <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" align="left" style="text-indent:26.25pt;"> <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" align="left" style="text-indent:26.25pt;"> <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“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" align="left" style="text-indent:26.25pt;"> <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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