VOGUE

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PRODUCT DESCRIPTION

VOGUE

The Vogue series epitomizes the contemporary urban setting. Featuring multiple faces and finishes, the Vogue’s washed concrete look is unapologetically modern. From the soft matt to beautiful lappato and the opulence of polished finish, there’s something for any space.

COLOUR

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10 YEAR WARRANTY

RECTIFIED EDGES

MULTIPLE FACES

PORCELAIN BODY

Porcelain is a denser, less porous and harder option for flooring that offers greater stain and water resistance than ceramic tile. It is also the easiest to maintain with the myriad of possibility in aesthetic.

RECTIFIED EDGES

This affordable porcelain tiles features rectified edges to provide tighter joint spaces with less visible grout and modern look.

APPLICATION

The Vogue series is perfect for the contemporary industrial look with multiple faces of washed concrete look. The series is suitable for both residential and light commercial projects.

STYLE

The Vogue series create modern contemporary spaces, with strong industrial presence. It creates a streamlined and clean design with a touch of rustic charm.

CONTEMPORARY
INDUSTRIAL LOOK

with modern washed concrete look.
Color Finish Size
Grey Matt 300×600
600×600
Lappato 300×600
600×600
Structured 300×600
600×600
Light Grey Matt 300×600
600×600
Lappato 300×600
600×600
Structured 300×600
600×600
Tortora Matt 300×600
600×600
Lappato 300×600
600×600
Structured 300×600
600×600
White Matt 300×600
600×600
Lappato 300×600
600×600
Structured 300×600
600×600

 

Tiles may vary in sizing, weight, colour, pattern, veining, texture, durability, density, surface and finish from batch to batch. Slip ratings serve as an indication and may vary for each batch of tiles. The test result of tiles may change subsequent to delivery, through the laying process, during the completion of the building work, or through wear and tear.

It is recommended that a new test be performed for each batch of tiles if a slip rating certificate is required. The product images shown are for illustration purposes only and are not an exact representation of the product.