Bonnie White 32" Round Dining Table
Product Description
The Bonnie Collection presents a traditional profile that will be at home anywhere from a casual country farmhouse to a suburban breakfast nook. The white finish that covers the collection creates the perfect canvas for your favorite tabletop accessories. Traditional and transitional accenting subtly lends their timeless profiles to the look of the pedestal base and round tabletop.
- Overall Gross Weight: 29.5000 lbs
- Overall Net Weight: 23.0000 lbs
- Overall Dimension: 31.5 Dia x 30H
- Apron to floor: 29"
- Country of Origin: Malaysia
- Made of mindy veneer, wood and engineered wood
- White finish
- Seats 4
- Assembly required
- Number of Boxes: 2
- Overall CuFt: 3.4251
- Piece Per Carton: 1
| Quantity | Dimensions | Package Dimensions | Piece Per Carton | |
| 5924W-32RD Dining Table Top | 1 | 31.5 Dia x 30H | 34.75 x 34.25 x 4H | 1 |
| 5924W-32RDB Dining Table Base | 1 | 31.5 Dia x 30H | 23.5 x 7 x 7.75H | 1 |
Original: $109.00
-65%$109.00
$38.15Product Information
Product Information
Shipping & Returns
Shipping & Returns
Description
Product Description
The Bonnie Collection presents a traditional profile that will be at home anywhere from a casual country farmhouse to a suburban breakfast nook. The white finish that covers the collection creates the perfect canvas for your favorite tabletop accessories. Traditional and transitional accenting subtly lends their timeless profiles to the look of the pedestal base and round tabletop.
- Overall Gross Weight: 29.5000 lbs
- Overall Net Weight: 23.0000 lbs
- Overall Dimension: 31.5 Dia x 30H
- Apron to floor: 29"
- Country of Origin: Malaysia
- Made of mindy veneer, wood and engineered wood
- White finish
- Seats 4
- Assembly required
- Number of Boxes: 2
- Overall CuFt: 3.4251
- Piece Per Carton: 1
| Quantity | Dimensions | Package Dimensions | Piece Per Carton | |
| 5924W-32RD Dining Table Top | 1 | 31.5 Dia x 30H | 34.75 x 34.25 x 4H | 1 |
| 5924W-32RDB Dining Table Base | 1 | 31.5 Dia x 30H | 23.5 x 7 x 7.75H | 1 |
