BEGIN:VCARD
VERSION:4.0
ORG:Cymatix Inc.
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ADR;WORK:;;1160 Industrial Ave Unit J;Petaluma;CA;94952-6515 United States
URL;WORK:www.cymatix.com
NOTE:Motion Control & Motors and Robotics\n\nCymatix is a value-added distributor servicing CA and NV. We focus on motion control. We also offer and stock our own line of Brushless  Motors, 24 mm - 82 mm frame sizes, incremental and absolute encoder with optional brakes. We customize motors and system to meet our custom requirements. We offer Nachi Robots and tack systems.
END:VCARD
