BEGIN:VCARD VERSION:4.0 ORG:Piezo Motion 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 EMAIL:info@piezomotion.com TEL;WORK;VOICE:(941) 907-4444 TEL;WORK;FAX: ADR;WORK:;;6700 Professional Parkway, Sarasota, FL ;Sarasota;FL;34240 United States URL;WORK:www.piezomotion.com NOTE:Motion Control & Motors and Robotics\n\nPiezo Motion's ultrasonic piezo motors are used around the world in various applications – from biomedicine, optics, semiconductor and nanotechnology to industrial electronic and automotive systems.end:VCARD