36″ Round Dining Table – Roma top

$1341 Save 23%NOW $1031

Product Dimensions

36in X 36in X 29in

About the Product

The handcrafted Roma table top is inlaid with natural ceramic tile in a diamond and rectangle pattern carefully crafted for a beautiful outdoor space.  The table rests on a rust-free, powder-coated aluminum base that is lightweight, durable and easy to care for to ensure you can enjoy your furniture for years to come! 

  • Handcrafted table top.
  • Durable stylish ceramic tile table top built to withstand the outdoor elements.
  • Stunning tones of vintage brown and grays.
  • Features an aluminum honeycomb substructure.
  • Compatible with 3 different styles of bases.
  • 29″ Dining height base.
  • Fits 2-3 chairs (this is depending on the chair choice).
  • Incredibly durable powder-coated aluminum base with adjustable levelers.
  • Pre-treated with a Stone Enhancing Sealer.
  • Inherent variations in color may occur as every piece of ceramic is unique; no two tops will be exactly alike. 

36″ Round Dining Table – Roma top

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$1341 Save 23%NOW $1031

Quantity

SKU: ROMK3600RN-RANOM-DIN

Product Dimensions

36in X 36in X 29in

About the Product

The handcrafted Roma table top is inlaid with natural ceramic tile in a diamond and rectangle pattern carefully crafted for a beautiful outdoor space.  The table rests on a rust-free, powder-coated aluminum base that is lightweight, durable and easy to care for to ensure you can enjoy your furniture for years to come! 

  • Handcrafted table top.
  • Durable stylish ceramic tile table top built to withstand the outdoor elements.
  • Stunning tones of vintage brown and grays.
  • Features an aluminum honeycomb substructure.
  • Compatible with 3 different styles of bases.
  • 29″ Dining height base.
  • Fits 2-3 chairs (this is depending on the chair choice).
  • Incredibly durable powder-coated aluminum base with adjustable levelers.
  • Pre-treated with a Stone Enhancing Sealer.
  • Inherent variations in color may occur as every piece of ceramic is unique; no two tops will be exactly alike.