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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;">2024-11-29</span></b><span style="font-family:SimSun;">据湖北市场报道，</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月份轿车轮胎市场零售销量下降。全省轿车轮胎经销商销量调研数据显示：</span><span style="font-family:SimSun;">71%</span><span style="font-family:SimSun;">经销商表示销量下降，</span><span style="font-family:SimSun;">29%</span><span style="font-family:SimSun;">经销商表示销量增长，无经销商表示销量平稳。主要原因是：</span><span style="font-family:SimSun;">10</span><span style="font-family:SimSun;">月上旬尚有数日良好的进店率支撑，整体销量尚可。国庆后春节前的这一两个月为轮胎销售淡季，按照销售惯例，本月销量与上月相比理应逐渐减弱。次月进入年末，武汉大部分大学学校将面临放假，区域内人流量将进一步减少，预计武汉地区销量将稳中下降。而其他地区部分经销商则表示进入深冬后恶劣天气增多，部分安全意识相对高的车主可能进店替换轮胎，使得销量有所回升。综合来看，次月整体销量或将变化幅度不大。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;"> </span> </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;">12</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;">100%</span><span style="font-family:SimSun;">经销商预计价格平稳，无经销商预计价格上涨或下跌。</span><span></span> </p> <p class="MsoNoSpacing"> <span style="font-family:SimSun;">2、销量预测：</span><span style="font-family:SimSun;">43%</span><span style="font-family:SimSun;">经销商预计销量持平，</span><span style="font-family:SimSun;">28%</span><span style="font-family:SimSun;">经销商预计销量下降，</span><span style="font-family:SimSun;">29%</span><span style="font-family:SimSun;">经销商预计销量上升。</span><span></span> </p> <p class="MsoNoSpacing" style="margin-left:5.25pt;text-indent:-5.25pt;"> <span style="font-family:SimSun;">3、库存预测：</span><span style="font-family:SimSun;">71%</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;">29%</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。</span><span style="font-family:SimSun;">11</span><span style="font-family:SimSun;">月底经销商平均库存水平</span><span style="font-family:SimSun;">68</span><span style="font-family:SimSun;">天。</span><span></span> </p> <p class="MsoNoSpacing" style="text-align:center;"> <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"> <span style="font-family:SimSun;">1、指标解释</span><span></span> </p> <p class="MsoNormal" 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"> <span style="font-family:SimSun;">2、调查范围</span><span></span> </p> <p class="MsoNormal" 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"> <span style="font-family:SimSun;">3、调查方法</span><span></span> </p> <p class="MsoNormal" 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"> <span style="font-family:SimSun;">4、指数的应用</span><span></span> </p> <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>
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