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<p class="MsoNormal" align="left" style="background:white;"> <b>一、轮胎价格走势<span></span></b> </p> <p class="MsoNormal" style="background:white;"> <img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNormal" style="background:white;"> 根据我的轮胎网价格监测结果显示,<span>2025</span>年<span>6</span>月国内正新卡客车轮胎市场真空胎主流规格<span>12R22.5</span>批发均价为<span>1335</span>元<span>/</span>条,环比下跌<span>0.1%</span>。主要表现为华南区市场畅销高端产品小幅降价<span>20</span>元<span>/</span>条,东北区、华北区、华东区市场价格维持平稳,综合后批发均价小幅下跌。<span></span> </p> <p class="MsoNormal" align="left" style="background:white;"> <b>二、价格分析</b> </p> <p class="MsoNormal" align="left" style="background:white;"> <b>2.1</b><b>、轮胎厂价格政策</b> </p> <p class="MsoNormal" style="background:white;"> 厦门正新橡胶工业有限公司正新卡客车轮胎本月整体促销支持力度平稳:<span>1</span>、达标奖励:根据代理商任务目标达成情况给予<span>0.5%-1.5%</span>的奖励支持;<span>2</span>、<span>APP</span>促销:<span>17.5/19.5</span>寸促销<span>15</span>元<span>/</span>条,<span>20/22.5</span>寸促销<span>30</span>元<span>/</span>条,<span>16</span>寸中<span>8.25R16</span>规格促销<span>30</span>元<span>/</span>条,其余规格<span>15</span>元<span>/</span>条;<span>3</span>、圆桌会议政策支持<span>0.5%</span>,要求<span>70%</span>达成任务目标。<span></span> </p> <p class="MsoNormal" align="left" style="background:white;"> <b>2.2</b><b>、代理商价格政策</b> </p> <p class="MsoNormal" style="background:white;"> <b>湖北市场:</b>本月正新卡客车轮胎代理商对零售商主流产品批发价格平稳,如<span>12R22.5 18PR CR600A</span>批发价格保持<span>1450</span>元<span>/</span>条。本月终端市场成交价平稳,成交量表现不一。 </p> <p class="MsoNormal" style="background:white;"> <b>江苏市场:</b>本月正新卡客车轮胎代理商执行新价格政策,主流规格批发价格平稳,如<span>12R22.5 18PR CR600</span>批发价格平稳为<span>1440</span>元<span>/</span>条。零售销量持续平淡,成交价平稳。<span></span> </p> <p class="MsoNormal" style="background:white;"> <b>广东市场:</b>本月正新卡客车轮胎代理商执行新的价格政策,个别主流规格产品批发价格下跌,如<span>12R22.5 18PR CR600A</span>批发价<span>1460</span>元<span>/</span>条,环比下跌<span>20</span>元<span>/</span>条。零售市场成交价平稳,成交量清淡。<span></span> </p> <p class="MsoNormal" style="background:white;"> <b>三、产业链分析</b> </p> <p class="MsoNormal" style="background:white;"> <b>3.1</b><b>、上游原材料分析<span></span></b> </p> <p class="MsoNormal" style="background:white;"> <b></b><b></b> </p> <p class="MsoNormal" style="background:white;"> <img src="data:image/png;base64,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" alt="" /> </p> <p class="MsoNormal" style="background:white;"> 附图:2024年<span>6</span>月<span>30</span>日<span>-2025</span>年<span>6</span>月<span>30</span>日天然橡胶<span>SCR5#</span>现货价格趋势(单位:元<span>/</span>吨)<span></span> </p> <p class="MsoNormal" style="background:white;"> 根据以上天然橡胶<span>SCR5#</span>现货价格曲线图可见,6月末天然橡胶现货价格为<span>13850</span>元<span>/</span>吨,环比上月末<span>13400</span>元<span>/</span>吨 价格上涨<span>3.3%</span>;同比去年<span>14700</span>元<span>/</span>吨 价格下降<span>5.8%</span>。近期橡胶价格震荡偏弱趋势,产区极端天气逐步消失,割胶趋于稳定,橡胶海外产区泰国割胶作业开始,近期泰国地区降水减少,随着新胶开割推进,供应端压力逐步显现,上下游当前压力较大,短期内窄幅波动持续,后续原料价格有回落预期。<span></span> </p> <p class="MsoNormal" style="background:white;"> <b>3.2</b><b>、</b><b>下游用户需求分析</b> </p> <p class="MsoNormal" style="background:white;"> <b>经销商备货情况:</b>据我的轮胎网调研情况来看,本月正新品牌市场价格以平稳为主,仅个别区域个别产品小幅降价。新品推广初期,经销商试探性进货销售,但终端市场不景气之下,销售积极性尚不高。本月终端需求整体不及上月,经销商在维持低库存水平的基础上按需备货。<span></span> </p> <p class="MsoNormal" style="background:white;"> <b>终端用户需求情况:</b>据我的轮胎网调研情况来看,本月室外温度继续升高,但货运行业持续低迷,车辆运营频次低、运量小,高温路面对加速轮胎替换周期影响减弱。高温环境下,车主运营积极性有所下降。此外,南方多区域本月降雨量增多,甚至有些地区发生内涝等灾害,对货运行业影响严重。<span></span> </p> <p class="MsoNormal" style="background:white;"> <b>四、</b><b>后市预测</b> </p> 正新工厂近期推出多款真空胎新品,但终端市场疲软之下,二级市场各区域选择性推广。按照往年惯例,正新工厂三季度会小幅增加促销政策,多指定产品给予促销,但涉及产品范围小,增加力度也不会很大。三季度盛夏时期,高温环境下,终端替换需求或将有增强表现,尤其是北方地区,但南方区域受雨季影响销量增长或许不明显。同时三季度各工厂将加大销售力度,预计二级市场价格会有同步下跌表现。
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