Type
Chanel 1
Chanel 2
Chanel 3
Chanel 4
Length
182.88 cm (72.00")
304.80 cm (120.00")
38.80 $
38.80 $
38.800000000000004
CAD
38.80 $
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Non Exchangeable
Non Refundable
Generic cable for Intelect with quad-socket connector
Connection cable compatible with Chattanooga Intelect Legend XT and Advanced. A 183 cm (72 ") long 2-conductor cable with Quad-socket connector to two red and black pins.
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