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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>2024-2-29 </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>72%</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>14%</span>。主要原因:本月中旬正值春节假期,仅部分有返乡或长途出行车主有替换轮胎需求,且于春节前集中释放,春节后返乡热潮并未带动车主进店率,零售销量恢复平淡。叠加春节期间停业休息,经营天数减少,本月多数经销商反馈销量下滑明显。次月恢复正常通勤,但是终端需求仍旧薄弱,预计销量增长趋势较弱。<span></span> </p> <p class="MsoNormal" align="left"> </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>3</span>月份轮胎市场预测:<span></span> </p> <p class="MsoNormal" align="left"> 1、价格预测:<span>43%</span>经销商预计价格平稳,<span>57%</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"> 2、销量预测:<span>57%</span>经销商预计销量平稳,<span>14%</span>经销商预计销量下滑,<span>29%</span>经销商预计销量上升。<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>经销商预计增加现有库存水平,无经销商预计缩减现有库存水平。<span>2</span>月底经销商平均库存水平<span>47</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;"> </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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