FINGER MOSAICS

Sale!

PRODUCT DESCRIPTION

FINGER MOSAICS

Our Finger Mosaics exudes the modern simplicity of beautiful design. Whether to be used on bathroom wall, kitchen splashback, or just as beautiful feature wall, the flexibility of the mosaics lends itself to endless possibilities. Available in two styles and a range of colour palette.

COLOUR

Clear

Share

10 YEAR WARRANTY

MESH BACK

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.

MESH BACK

With its unique shape, our Finger Mosaics features mesh back to allow easy application.

APPLICATION

Featuring cool matte finish and rich gloss finish on selected colours, Finger Mosaics is suitable for any indoor floor and wall applications.

STYLE

Finger Mosaics are available in two different style, Flat and Speckle. Both are perfect for any wall area, transforming boring walls into inspiring spaces. Suitable for residential and light commercial applications.

FLEXIBILITY
AND ENDLESS POSSIBILITIES

for beautiful walls
Color Finish Size
Speckle Beige Gloss 20x145mm
Speckle Dark Blue Gloss 20x145mm
Speckle Green Gloss 20x145mm
Speckle Light Blue Gloss 20x145mm
Speckle Light Grey Gloss 20x145mm
Speckle White Gloss 20x145mm
Flat Black Matt 22x145mm
Gloss 22x145mm
Flat Coffee Gloss 22x145mm
Flat Light Grey Gloss 22x145mm
Flat White Matt 22x145mm
Gloss 22x145mm

 

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.