Table base is part of a selection of bases to be combined with your choice of Werzalit table tops.
Range of table tops and bases which can be constructed to suit your needs.
Comes with fixings ready to fit the top of your chioce. ( See Inter Change Range Table Tops )
Dimensions : 450mm square.
Material : Cast iron giving a black finnish.
Warranty : 1 year.
![](data:image/jpeg;base64,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)