Similar in style to Kingsley, our Bennett border allows you to bring in a third colour to perfectly complement your chosen pattern.

This listing is for 1 linear metre of the border pattern you see in the picture, which include the tiles listed below.

Victorian geometric floor tiles have been used in interiors for decades and are still just as popular today, especially for those renovating period properties.

Our collection began in 1990 and since then we have developed an extensive collection of shapes, colours and hand-crafted decorated tiles that are created in our factory in Devon, England.

 

Important Information

 

Size	Code	Colour
151 x 24 x 9mm (6" x 1" x 3/8")	7121V	Dover White
151 x 24 x 9mm (6" x 1" x 3/8")	6921V	Pugin Blue
73 x 52 x 52 x 9mm (1 1/2" x 1 1/2" x 2" x 3/8")	6813V	Grey
53 x 53 x 9mm (2" x 2" x 3/8")	7102V	Dover White
53 x 53 x 9mm (2" x 2" x 3/8")	6902V	Pugin Blue

These Original Style Bennett Grey, Dover White and Pugin Blue Victorian Floor Border Pattern Tiles are perfect for garden paths, patios, hallways, bathrooms, kitchens, conservatories and porches to give them that traditional Victorian look that is such a classical timeless style.

However, putting all the little tiles from this range into the right design and in the correct quantities that you need, is not something that is very straightforward at all.

We can help you achieve the design you desire. However we need a little information from you first.

So can you please send us an image or a screen shot of the design style you would like to create along with:

The size of the area you need tiling (length and width in cm).

Your post code.

Even a picture of the area to be tiled would help please.

and send it to info@tilesatsource.com

and we will formulate a quote for the desired quantity of tiles you need to achieve this look.

We will even include grout and adhesive product suggestions that you might need to complete your project.

As all this information helps our designers achieve for you that classic end look you desire.