BEGIN:VCARD
VERSION:4.0
ORG:Peer Robotics
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
EMAIL:rishabh@peerrobotics.ai	
TEL;WORK;VOICE:(860) 221-5637
TEL;WORK;FAX:
ADR;WORK:;;2050 15th St ;Detroit;MI;48216-1879 United States
URL;WORK:https://www.peerrobotics.ai
NOTE:AI and Robotics\n\nPeer Robotics is building collaborative mobile robots that can learn from humans in real-time. Allowing people on the shop floors to easily automate their existing trolley and pallet movement.
END:VCARD
