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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;">2024-4-30</span></b><span style="font-family:SimSun;">据湖北市场报道，</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">月份卡客车轮胎市场零售销量平稳。全省卡客车轮胎经销商销量调研数据显示：</span><span style="font-family:SimSun;">29%</span><span style="font-family:SimSun;">经销商表示销量增长，</span><span style="font-family:SimSun;">29%</span><span style="font-family:SimSun;">经销商表示销量下降，</span><span style="font-family:SimSun;">42%</span><span style="font-family:SimSun;">经销商表示销量持平。主要原因是：</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">月作为冻雨天气结束后的复工首月，终端货运车主为开工做准备，整体替换需求表现尚可。随着时间推移，</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">月运输市场运力并未达到预期水平，长途运输频次依然较低，且运费持续低廉，车主的消费力无法提升，进而本月在气温回升的情况下，销量并没有体现连续性增长。中短途运输方面，目前仅煤矿资源丰富的平顶山地区，采矿工作开启，对载重产品体现替换需求，但由于数量有限，无法促使整体销量增长，最终与上月销量水平持平。结合当下运输行业大环境不景气的现状，即使次月进入夏季，经销商预期销量增长的比例也不足</span><span style="font-family:SimSun;">50%</span><span style="font-family:SimSun;">。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;"> </span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">根据全省经销商信心指数调研数据显示，湖北卡客车轮胎经销商对</span><span style="font-family:SimSun;">2024</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">月份轮胎市场预测：</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">、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="MsoNormal"> <span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">、销量预测：</span><span style="font-family:SimSun;">43%</span><span style="font-family:SimSun;">经销商预计销量增长，</span><span style="font-family:SimSun;">14%</span><span style="font-family:SimSun;">经销商预计销量下降，</span><span style="font-family:SimSun;">43%</span><span style="font-family:SimSun;">经销商预计销量持平。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">、库存预测：</span><span style="font-family:SimSun;">86%</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;">14%</span><span style="font-family:SimSun;">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><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">月底经销商平均库存水平</span><span style="font-family:SimSun;">58</span><span style="font-family:SimSun;">天。</span><span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <br /> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <span><img src="data:image/png;base64,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" alt="" /><br /> </span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">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><span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">我的轮胎网经销商信心指数</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">、指标解释</span><span></span> </p> <p class="MsoNormal"> <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"> <span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">、调查范围</span><span></span> </p> <p class="MsoNormal"> <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"> <span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">、调查方法</span><span></span> </p> <p class="MsoNormal"> <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"> <span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">、指数的应用</span><span></span> </p> <p class="MsoNormal"> <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> <p class="MsoNormal"> <span></span> </p> <p class="MsoNormal"> <span></span> </p>
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