BEGIN:VCARD
VERSION:4.0
ORG:3Laws Robotics
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
EMAIL:amir@3laws.io	
TEL;WORK;VOICE:(650) 272-1159
TEL;WORK;FAX:
ADR;WORK:;;271 S Chester Ave ;Pasadena;CA;91106-3108 United States
URL;WORK:https://3laws.io
NOTE:AI and Robotics\n\n3Laws Robotics provides software that makes robots safer and more reliable. Our unique technology detects and handles the unavoidable, unpredictable edge-cases that appear when deploying robots in new or dynamic environments. The alternative to 3Laws is over-conservativeness and expensive e-stops.
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