BEGIN:VCARD
VERSION:4.0
ORG:New London Engineering
PHOTO;ENCODING=b;TYPE=image/jpg: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
EMAIL:	
TEL;WORK;VOICE:(920) 982-4030
TEL;WORK;FAX:(920) 982-6800
ADR;WORK:;;1700 Division Street ;New London;WI;54961-9137 United States
URL;WORK:www.nleco.com
NOTE:Robotics\n\nNew London Engineering is a full line manufacturer of conveyor and conveyor equipment.  We specialize in building custom made conveyors and conveying solutions.  Whether you need a conveyor for robotic material removal, loading/unloading, assembly, welding, inspection, machine tending or palletizing, we have likely done it.  Since New London has been building custom made, cost effective conveyors since 1948 we are a natural fit for the robitics industry.  Our true niche is to modify one of our standard models with the options required for each application.  We have the know how and tools like 3-D CAD drawings to deliver these custom solutions.  We recently introduced a complete line of plastic belt conveyors (PlastiTrak)  which has provided a whole new set of material handling solutions.    If you need a conveyor, call us at 800-437-1994, we will be working hard to be the robotics industries conveyor supplier of choice.
END:VCARD
