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)
4
VIJ5301
Insulated Jacket Dimensions
TOP VIEW
FRONT VIEW SIDEVIEW
29-1/4”
(74.3 cm)
3-1/4”
(8.3 cm)
3-1/4”
(8.3 cm)
35-3/4”
(90.8 cm)
26-3/8”
(67.0 cm)
3-1/4”
(8.3 cm)
3-1/4”
(8.3 cm)
29-1/4” (74.3 cm)
35-3/4” (90.8 cm)
11-5/8”
(29.5 cm)
11-5/8”
(29.5 cm)
25” (63.5 cm)
26-3/8” (67.0 cm)
1-3/8”
(3.5 cm)
3/4”
(1.9 cm)