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<p class="MsoNormal" style="margin-left:21.0pt;background:white;"> <b>北京（我的轮胎）<span>2024-12-31 </span></b>据陕西市场报道，本月省内全钢卡客车轮胎替换市场零售销量继续呈下滑趋势。全省卡客车轮胎经销商销量调研数据显示：<span>100%</span>经销商表示销量下降，无经销商表示销量平稳或上升。主要原因：季节性因素影响，入冬后省内大部分地区运输资源逐渐减少，本月替换需求继续减弱，货运市场逐渐冷清，零售销量继续下滑。本月为年度最后一个月，各代理商都要向经销商进行年终清算结款，经销商资金相对紧张，同时忙于向下游客户收款，叠加年末出货接近停滞，大多优先消化库存、减少进货量。次月末为农历新年，中旬起省内物流运输将陆续停运，经销商也将陆续闭店歇业，零售销量将再度下滑。<span></span> </p> <p class="MsoNormal" style="margin-left:21.0pt;background:white;"> </p> <p class="MsoNormal" style="margin-left:21.0pt;background:white;"> 根据全省经销商信心指数调研数据显示，陕西省卡客车轮胎经销商对<span>2025</span>年<span>1</span>月份轮胎市场预测：<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 1、价格预测：<span>100%</span>经销商预计价格平稳，无经销商预计价格下跌或上涨。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 2、销量预测：<span>100%</span>经销商预计销量下降，无经销商预计销量平稳或上升。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> 3、库存预测：<span>80%</span>经销商预计缩减库存水平，<span>20%</span>经销商预计维持现有库存水平，无经销商预计增加库存水平。<span>12</span>月底经销商平均库存水平57天。 </p> <p class="MsoNormal" align="left" style="margin-left:21pt;background:white;"> <img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNormal" style="text-indent:198.0pt;"> 1表示上涨 -1表示下跌 0表示平稳 <span> </span> </p> <p class="MsoNormal"> </p> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" style="text-indent:26.35pt;"> <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" style="text-indent:26.35pt;"> <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" style="text-indent:26.35pt;"> <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<span>“</span>定产品、定市场、定时间<span>”</span>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" style="text-indent:26.35pt;"> <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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