BEGIN:VCARD VERSION:4.0 ORG:Southwest Research Institute 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 EMAIL:paul.evans@swri.org TEL;WORK;VOICE:(210) 522-6805 TEL;WORK;FAX:(210) 522-5499 ADR;WORK:;;6220 Culebra Road ;San Antonio;TX;78238-5100 United States URL;WORK:http://robotics.swri.org NOTE:Robotics\n\nSouthwest Research Institute® (SwRI®) provides independent expert R&D, advanced robotic system capabilities, and custom hardware designs, which include perception systems, mobile manipulation, and automation process development.Swri标注机器人操作系统-工业开源项目和财团end:VCARD