Our gallery and case studies

EDUCATION

We work across the spectrum of the education and Healthcare sectors from local Education Authorities, Private Schools, Academies, the NHS and private healthcare institutions. Our team understand the specific time constraints when completing work in public buildings and are alway mindful to keep within deadlines and ensure disruption is kept to an absolute minimum.

LEISURE AND PUBLIC SPACES

From Leisure Centres to Library's and Religious Organizations such as Churches. We have an understanding of the requirements to help and ensure that the correct flooring installed meets the needs for the purpose of the building. We work closely with local Authorities and Designers to ensure that the products chosen are best suited and fit for purpose.

COMMERCIAL AND OFFICE SPACE

First impressions count, and what people see when they walk into your office goes a long way to making the best impression. The right flooring provides the perfect backdrop to your office space. Providing a new modern working environment for your employees is also key to a happy workplace.


We hold key accounts with all leading carpet tile manufacturers and we'll work together with you and the Architect/Designer to provide the advice you need to make the right flooring choice within your Budget.

RESIDENTIAL

We work with some of the major housing groups within the UK, collaborating with architects and interior designers to supply and install flooring for high-end residential properties. We also work at the other end of the scale working in collaboration with local housing associations to provide flooring solutions for their affordable housing schemes and developments

Healthcare

We work across the spectrum of the education and Healthcare sectors from local Education Authorities, Private Schools, Academies, the NHS and private healthcare institutions. Our team understand the specific time constraints when completing work in public buildings and are alway mindful to keep within deadlines and ensure disruption is kept to an absolute minimum.

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