BEGIN:VCARD VERSION:4.0 ORG:JMP Solutions, Automation and Robotics Division 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 EMAIL:kmclaughlin@jmpeng.com TEL;WORK;VOICE:(519) 652-2741 TEL;WORK;FAX:(519) 652-6040 ADR;WORK:;;1275 Hubrey Road ;London;ON;N6N 1E2 Canada URL;WORK:www.jmpsolutions.com NOTE:Robotics\n\nJMP Solutions provides engineering services and turnkey solutions in seven core areas: process automation, control system integration, information and MES, automation and robotics systems, automated guided vehicles, material handling, and networking and security applications END:VCARD