BEGIN:VCARD VERSION:4.0 ORG:Arnold Magnetic Technologies 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 EMAIL: TEL;WORK;VOICE:(585) 385-9010 TEL;WORK;FAX:(585) 385-3868 ADR;WORK:;;770 Linden Avenue ;Rochester;NY;14625 United States URL;WORK:www.arnoldmagnetics.com NOTE:Motion Control & Motors\n\nArnold Magnetic Technologies enables a more efficient electrification of systems through the development, production, and systems integration of magnetic and non-magnetic performance materials.阿诺德产品包括RECOMAQSABORCO和Alnico永久磁铁形场磁铁Flexmag弹性磁板条注入模磁铁复合或金属封装精密磁组件和系统集成精密线表END:VCARD