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Specifications
Network Cable Continuity Tester for Cat
5/Cat6/Cat6a, Phone, USB and Coax Cable
Assemblies
MODEL NUMBER: T014-001
Tests Cat5e, Cat6, Cat6a, telephone, USB and coax cable connections with the press of a button.
Essential for cable installers or anyone in the telecom or LAN environments.
Description
The all-in-one T014-001 Network Cable Continuity Tester is an essential tool for cable installers or anyone
working in telecom or LAN environments. It allows you to test wiring continuity for Cat5, Cat6, Cat6a,
telephone, USB and coax cable assemblies at the press of a button. A combination of main tester unit and
removable remote tester unit, the T014-001 identifies crossed wires, short circuits and open circuits in
cables up to 600 ft. A BNC to RJ11 adapter is included for testing BNC cable. When not in use, the two-
piece T014-001 can be stored in its handy carrying case. Battery status LEDs let you know when the 9V
battery (sold separately) needs to be replaced.
Features
Essential Tool for Cable Installers or Telecom/LAN Personnel
Tests Cat5, Cat6, Cat6a, telephone, USB and coax cable assemblies
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Combines main tester unit and removable remote tester unit
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Identifies crossed wires, short circuits and open circuits
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Tests multiple types: RJ11, RJ45, USB, BNC
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Tests cable lengths up to 600 ft.
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Designed to Make Your Work Easier
Includes BNC to RJ11 adapter for testing BNC cable
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Powered by 9V battery (sold separately)
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LEDs indicate battery status at a glance
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Stores away in convenient carrying case
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Highlights
Combines main tester unit and
removable remote tester unit
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Tests multiple types: RJ11,
RJ45, USB, BNC
●
Tests cable lengths up to 600 ft.
●
LEDs indicate 9V battery status
at a glance
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Includes convenient carrying
case
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Package Includes
T014-001 Network Cable
Continuity Tester
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BNC to RJ11 jumper cable
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Carrying case
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Owner’s manual
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