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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>据黑龙江市场报道,<span>3</span>月份全钢卡客车轮胎零售市场整体销量上升。全省全钢卡客车轮胎经销商销量调研数据显示:<span>57%</span>经销商表示销量上升,<span>43%</span>经销商表示销量平稳,无经销商表示销量下滑。主要原因:受省内室外气温低以及春节假期影响,<span>2</span>月份长途运输车辆提前停运,使得整体销量极低。春节后启动车辆仍旧较少,直至<span>3</span>月中下旬陆续启运,替换需求有所体现,与<span>2</span>月份较低基数相比,本月销量上升明显,但尚未恢复至正常水平。随着气温逐渐回暖,多数经销商预计次月替换需求将在平稳的基础上缓慢回升。<span></span> </p> <p class="MsoNormal" align="left"> </p> <p class="MsoNormal" align="left"> 根据全省经销商信心指数调研数据显示,黑龙江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"> 1、价格预测:<span>86%</span>经销商预计价格平稳,<span>14%</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>29%</span>经销商预计销量平稳,<span>71%</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"> 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>64</span>天。<img 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" alt="" /> </p> </div> <div style="border:none black 1.0pt;padding:0cm 0cm 0cm 0cm;"> <p class="MsoNormal" align="center" style="text-align:center;text-indent:27.2pt;"> 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="left" style="text-indent:27.2pt;"> </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>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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