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75 Ohm QR® Trunk and Distribution Cable, dual black PE jackets, flooded
and armored for underground
Corrugated chrome plated steel
Center Conductor Material
Diameter Over Center Conductor, nominal
Diameter Over Dielectric, nominal
Diameter Over Outer Conductor, nominal
Diameter Over Armor, nominal
Diameter Over Inner Jacket, nominal
Diameter Over Jacket, nominal
Inner Jacket Thickness, nominal
Jacket Thickness, nominal
1.0160 mm|0.0400 in
Outer Conductor Thickness, nominal
0.3683 mm|0.0145 in
Electrical Specifications
page 1 of 3
December 23, 2019
©2019CommScope, Inc. All rights reserved. All trademarks identified by ® or ™ are registered trademarks,
respectively, of CommScope.All specifications are subject to change without notice. See www.commscope.com for the
most current information. Revised: August 28, 2019