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Block Forks – Nylon Insulated with Insulation Grip 16-14 AWG
Wi re M a x i m u m
P ro d u c t U P C R a n g e S t u d B a rre l B a rre l Insulation Te rminals per:
N u m b e r†( 0 5 4 0 0 7 - )( AW G ) S i z e W C L E T h i c k n e s s L e n g t h I . D . D i a m e t e r C a rt o n C a s e
MNG14-4FB/SK 02262 16-14 4 0.25 0.25 0.86 0.71 0.030 0.25 0.090 0.170 — 1000
MNG14-6FB/SX 49625 16-14 6 0.25 0.25 0.86 0.71 0.030 0.25 0.090 0.170 100 500
MNG14-6FB/SK 01580 16-14 6 0.25 0.25 0.86 0.71 0.030 0.25 0.090 0.170 — 1000
MNG14-6FBX 22674 16-14 6 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 100 500
MNG14-6FBK 01581 16-14 6 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 — 1000
MNG14-8FBX 22682 16-14 8 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 100 500
MNG14-8FBK 01582 16-14 8 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 — 1000
MNG14-10FBX 22690 16-14 10 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 100 500
MNG14-10FBK 01583 16-14 10 0.30 0.25 0.86 0.71 0.030 0.25 0.090 0.170 — 1000
MNG14-4FB/S MNG14-6FB/S MNG14-6FB MNG14-8FB MNG14-10FB
Stud Size 4 6 6 8 10
Wire Range 16-14 16-14 16-14 16-14 16-14