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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
●
Tests multiple types: RJ11,
RJ45, USB, BNC
●
Tests cable lengths up to 600 ft.
●
LEDs indicate 9V battery status
at a glance
●
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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