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)
subzero.com | 89
Designer Undercounter Refrigeration
26
1
/2"
(673)
24" (610) 23
1
/8" (587)
1
/2" (13)
9
5
/8"
(245)
34
1
/2"
(876)
Overall Dimensions
UNDERCOUNTER MODELS IMPORTANT NOTE: Overall dimensions do not include
panels or handles. Dimensions will vary with panel
thickness.