Posted in Minoli, New ranges
7th March 2013
For-Ever Rock Lappato
The New For-Ever Range from Minoli is one of the most versatile and timeless tile ranges available in today’s marketplace.
Capturing the eternal appeal of natural stone in technically advanced fine porcelain stoneware, with three surface finishes available across all six contemporary colours, For-Ever allows for unprecedented visual consistency, both indoors and outdoors.
For-Ever also comes in an extensive range of sizes and formats making it ideal for floors and walls throughout kitchens, bathrooms, living spaces, commercial areas, patios and external spaces.
The Matt finish is truly subtle and minimalist, the Lappato has a natural, semi-polished brilliance and the Strutturato is lightly structured for texture and grip.
In total there are seven different sizes in the range, with varying availability across the finishes, including 60 x 120 cm, 60 x 60 cm, 40 x 60 cm, 30 x 60 cm and 20 x 60 cm. Complimentary traditional square mosaic in 30 x 30 cm, and brick style mosaic in 30 x 60 cm, also feature, making For-Ever suitable for all manner of creative applications.
For-Ever Earth Matt For Ever Moon Matt
Colours span from the deep, slate lustre of For-Ever Dark, through the rich mid-tones of Fore-Ever Arctic, Earth and Rock, to the clean elegance of For-Ever Light and Moon.
The state of the art production techniques encapsulate micro-flakes within the porcelain reproducing the organic layering found in natural stone, creating a unique balance of performance and aesthetics.
For-Ever is remarkably durable – being stain, wear and frost resistant, is accredited with EcoLabel certification and features anti-slip ratings of R9-R11.
Technically advanced and truly contemporary, For-Ever looks set to stand the test of time as a mainstay of Minoli’s portfolio for years to come, if the initial reaction from Interior designers and developers is an indication.
The For-Ever Range is now in plentiful stock and available for order.
PDF for the For-Ever Range For-Ever