BEGIN:VCARD VERSION:4.0 ORG:Curtiss-Wright 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 EMAIL: TEL;WORK;VOICE:(952) 500-6200 TEL;WORK;FAX:(952) 368-4877 ADR;WORK:;;18400 W 77th Street ;Chanhassen;MN;55317 United States URL;WORK:www.cw-actuation.com NOTE:Motion Control & Motors and Robotics\n\nCurtiss-Wright designs and manufactures Exlar® electric roller screw actuators, rotary servo motors, and integrated control solutions for a broad range of applications.end:VCARD