![](data:image/png;base64,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)
5
Please contact 855-HD-HAMPTON for f
HAMPTONBAY.COM
urther assistance.
1-
Part Description Quantity
E
1
F 1
1
D
The seat of loveseat
Right arm
The back of loveseat
Back cushions
Seat cushion
G
J
H
1
2
1
Side skirt
Pre-Assembly (continued)
PACKAGE CONTENTS(LOVESEAT)
E
F
D
J
G
H
H