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<p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;">北京（我的轮胎）</span><span style="font-family:SimSun;">2024-5-31</span></b><span style="font-family:SimSun;">据河南市场报道，</span><span style="font-family:SimSun;">5</span><span style="font-family:SimSun;">月份全钢卡客车轮胎市场整体零售销量稳中下降。全省全钢卡客车轮胎经销商销量调研数据显示：</span><span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">0%经销商表示销量下降，</span><span style="font-family:SimSun;">70%</span><span style="font-family:SimSun;">经销商表示销量持平，无经销商表示销量增长。主要原因是：本月气温较</span><span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">月上升但还未达到直接影响轮胎自然老化的水平，叠加当前运输大环境依然严峻，车主运营利润低的现状没有改善，低消费水平之下，替换轮胎的积极性弱，导致轮胎的替换周期被延长，省内重要发货地郑州，多个重要物流园内日常忙碌发货的现象消失不见。考虑到次月正值麦收时节，部分车主将停运返乡进行农忙，预计次月销量继续呈现下降趋势。终端市场需求下降，经销商进货量随之降低，代理商库存流转减慢，次月部分品牌有望适当增加促销力度，但整体价格水平难以呈现大范围下跌。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;"> </span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">根据全省经销商信心指数调研数据显示，河南省全钢卡客车轮胎经销商对2024年</span><span style="font-family:SimSun;">6</span><span style="font-family:SimSun;">月份轮胎市场预测：</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <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="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">2、销量预测：</span><span style="font-family:SimSun;">30%</span><span style="font-family:SimSun;">经销商预计销量上升，</span><span style="font-family:SimSun;">30%</span><span style="font-family:SimSun;">经销商预计销量平稳，</span><span style="font-family:SimSun;">40%</span><span style="font-family:SimSun;">经销商预计销量下降。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;">3、库存预测：</span><span style="font-family:SimSun;">70%</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;">30%</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;">5</span><span style="font-family:SimSun;">月底经销商平均库存水平</span><span style="font-family:SimSun;">61</span><span style="font-family:SimSun;">天。</span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;"><img src="data:image/png;base64,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" alt="" /></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <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> </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><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;"> </span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;"> </span> </p>
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