BEGIN:VCARD VERSION:4.0 ORG:DENSO Robotics 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 EMAIL: TEL;WORK;VOICE:(888) 476-2689 TEL;WORK;FAX:(310) 952-7502 ADR;WORK:;;3900 Via Oro Avenue ;Long Beach;CA;90810-1868 United States URL;WORK:www.densorobotics.com NOTE:Robotics\n\nAs one of the world's largest automotive parts manufacturers, DENSO has been a pioneer and industry leader in robot design and manufacturing since the 1960s.DENSO也是世界最大小型装配机器人用户,全球有16,000多DENSO机器人使用超过60,000个DENSO机器人被其他公司使用,使DENSO在小装配机器人段中占有最大市场份额DENSO提供各种紧凑高速4轴SALA和5轴和6轴分解机器人有效载荷达20公斤,达350至1 300毫米并可重复性至+0.015毫米标准防尘防雾模型(IP65)、防尘防水模型(IP67)、清洁机(ISO3和ISO5)和无菌模型可用易用编程软件、控制器和教学笔试也提供ANSI和CE达标可实现全局部署UL列表模式供美国和加拿大使用end:VCARD