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<p class="MsoNormal"> <b><span style="font-family:SimSun;">北京（我的轮胎）</span><span style="font-family:SimSun;">2024-3-29</span></b><span style="font-family:SimSun;">据湖北市场报道，</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">月份轿车轮胎市场整体零售销量环比下降。全省轿车轮胎经销商销量调研数据显示： </span><span style="font-family:SimSun;">100%</span><span style="font-family:SimSun;">经销商表示销量下降，无经销商表示销量持平或增长。主要原因是：上月春节期间人们集中走亲访友或外出旅游，出行率较日常增多，叠加节后复工返程人流对替换需求的带动，整体销量处于较高水平。本月节日气氛消退，常规工作、生活模式下，私家车辆的使用率有所下降。尽管次月室外气温回升，春暖花开之际周末踏青现象增多，但由于多为短途出行，且大部分车主已于春节前夕替换轮胎，预计次月销量持平为主。</span><span></span> </p> <p class="MsoNoSpacing"> <br /> </p> <p class="MsoNoSpacing"> <span style="font-family:SimSun;">根据全省经销商信心指数调研数据显示，湖北省轿车轮胎经销商对</span><span style="font-family:SimSun;">2024</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">月份轮胎市场预测：</span><span></span> </p> <p class="MsoNoSpacing" style="margin-left:18.0pt;text-indent:-18.0pt;"> <span style="font-family:SimSun;">1、 价格预测：</span><span style="font-family:SimSun;">87%</span><span style="font-family:SimSun;">经销商预计价格平稳，</span><span style="font-family:SimSun;">13%</span><span style="font-family:SimSun;">经销商预计价格上涨，无经销商预计价格下跌。</span><span></span> </p> <p class="MsoNoSpacing"> <span style="font-family:SimSun;">2、销量预测：</span><span style="font-family:SimSun;">75%</span><span style="font-family:SimSun;">经销商预计销量持平，</span><span style="font-family:SimSun;">25%</span><span style="font-family:SimSun;">经销商预计销量上升</span><span style="font-family:SimSun;">,</span><span style="font-family:SimSun;">无经销商预计销量下降。</span><span></span> </p> <p class="MsoNoSpacing" style="text-align:center;margin-left:5.25pt;text-indent:-5.25pt;"> <span style="font-family:SimSun;">3、库存预测：</span><span style="font-family:SimSun;">75%</span><span style="font-family:SimSun;">经销商预计维持现有库存水平，</span><span style="font-family:SimSun;">25%</span><span style="font-family:SimSun;">经销商预计缩减库存水平，无经销商预计增加库存水平。3月底经销商平均库存水平</span><span style="font-family:SimSun;">66</span><span style="font-family:SimSun;">天。</span><span style="font-family:SimSun;"> </span><img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNoSpacing" style="text-align:center;"> <span style="font-family:SimSun;">1表示上涨</span><span style="font-family:SimSun;">-1</span><span style="font-family:SimSun;">表示下降</span><span style="font-family:SimSun;">0</span><span style="font-family:SimSun;">表示平稳</span> </p> <p class="MsoNoSpacing" style="text-align:center;text-indent:231pt;"> <span></span> </p> <p class="MsoNoSpacing"> <span style="font-family:SimSun;">我的轮胎网经销商信心指数</span><span style="font-family:SimSun;"> </span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">1、指标解释</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">我的轮胎网经销商信心指数（</span><span style="font-family:SimSun;">Mytyrenet Tyre Dealers' Confidence Index</span><span style="font-family:SimSun;">），是预测轮胎行业未来</span><span style="font-family:SimSun;">1-2</span><span style="font-family:SimSun;">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></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">2、调查范围</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">调查的对象：从事卡客车轮胎经销商，</span><span style="font-family:SimSun;">2023</span><span style="font-family:SimSun;">年销售额在</span><span style="font-family:SimSun;">200-500</span><span style="font-family:SimSun;">万；从事轿车轮胎经销商，</span><span style="font-family:SimSun;">2023</span><span style="font-family:SimSun;">年销售额在</span><span style="font-family:SimSun;">50-200</span><span style="font-family:SimSun;">万。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">3、调查方法</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">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></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">4、指数的应用</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">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> </p>
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