BEGIN:VCARD VERSION:4.0 ORG:Universal Logic 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 EMAIL:ap@universallogic.com TEL;WORK;VOICE:(615) 366-7281 TEL;WORK;FAX:(615) 366-7378 ADR;WORK:;;PO Box 171062 ;Nashville;TN;37217 United States URL;WORK:www.universalrobotics.com NOTE:Robotics\n\nUniversal provides supply chains with complete automated material handling systems for high-mix, high-volume applications.系统整合人工智能视觉控制 抓取运动控制 快速为机器提供人型弹性人工智能软件NeocortexQQ-软件iNecoltexG2R关键特征:*软性:卡通、瓶子、管子、包子、罐头*Fast:800-1400/小时,峰值为29/分钟*Learns:不编程,不CAD要求*Easy作业