Danish Oval Dining Table Marshall | Steel Spider Leg

€600,00 EUR
1. Size: 160x90 centimeter
160x90 centimeter
2. Desired version: 1. Straight edge
1. Straight edge
3. Finish: No
No

Danish Oval Dining Table Marshall | Oak Top | Steel Spider Leg

Take your dining space to a new level of luxury with our Marshall dining table, featuring a Danish oval top in 4cm solid oak and a striking steel spider frame. A masterpiece of design and functionality, perfect for modern interiors.

The straight dining table has a sturdy spider leg made of high-quality powder-coated steel. The leg is matt black and has a unique design.

Specifications Danish oval dining table Marshall:

  • Top dimensions: 160x90, 180x100, 200x100, 220x110, 240x110, 260x110 or 280x110 centimeters
  • Height to bottom of blade: 72 centimeters
  • Thickness of blade: 4cm
  • Total table height: 76 centimeters (standard height)
  • Width matrix leg: 80 centimeters
  • Length matrix leg: 80 centimeters
  • Thickness of tube matrix leg: 8x8 centimeters

1. Size.

The size of table you need often depends on the number of chairs you want to place around the table.


Size table Danish oval dining table

2. Desired execution

At Blackwood you can choose from two versions, namely: 1. straight edge or 2. bevelled edge.

1. 2.        

3. Finishing

To protect your table as well as possible against scratches and other damage, we recommend treating your table with 1. matt transparent Skylt lacquer . This is a lacquer that protects your table extremely well. Another option is to treat your table with Rubio Monocoat. You can choose from the following colours: 2. Sky Grey, 3. Castle Brown, 4. Black, 5. Charcoal or 6. Intense Black.

1. 2. 3.

4 5. 6. Intense Black - Blackwood Tables

Please note: if you choose to treat your table, returns are no longer possible. We treat your table specifically according to your wishes.

Do you have other colours or sizes in mind for your table? Don't hesitate and send us a message.

Please note: oak is a natural product. The patterns are unique on each sheet.

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