弧度 发表于 5 天前

求助:1075高碳钢扁线(珠三角)

本帖最后由 弧度 于 2025-6-24 17:47 编辑

珠三角周边:1075高碳钢扁线 (3*5mm),HV170左右。

要求:最好源头厂家,可接受实地看厂

欢迎坛友推荐:感谢


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查看完整版本: 求助:1075高碳钢扁线(珠三角)