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)
Fiber Optic Patch Cord, Duplex, Singlemode, SC/UPC to SC/APC, yellow,
0.7 m
Latin America|North America
Environmental Specifications
Insertion Loss, maximum, connector A
1665881
|
FPC2Y
-
SPSC/APSC
-
P
-
0.7M
page 1 of 2
December 28, 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: December 6, 2019