What could be more decadent than a bathroom within feet of your bed? An en suite is not only highly convenient for late night trips to the loo or early morning showers, but they also add value to your home and a feeling of high end luxury too.
Charles Christian have over 20 years of experience designing and installing the highest quality en suite bathrooms throughout all areas of London. We are renowned for our high standards in both quality and luxury and so you can be assured that an en suite from Charles Christian will be top of the range and extremely stylish too.
Bring luxury to your morning shower
Just because en suite bathrooms are smaller than your main bathroom does not mean you need to compromise on style or quality. While smaller spaces may be a little more challenging to work with, you can still stamp your own sense of style and taste on an en suite bathroom and get a quality bathroom suite too.
No matter the size or shape of the space you have to work with, the designers here at Charles Christian will be able to design for you the en suite of your dreams. From old Hollywood glamour to all the latest mod cons; we have it all and can create a design which you will love.
Designing your En suite bathrooms
As soon as we know the measurements of the space we have to work with, our designers will use their years of knowledge and expertise to create a 3D digital model using the latest design software. This will show you what your en suite bathroom will look like and give you the chance to play with the design and features yourself.
Once you have finalised your design then we will source the fixtures and fittings from our high quality suppliers and begin the work to give you en suite bathrooms you will relish spending time in. we will always keep disruption in your home to an absolute minimum and we will never try to spring any hidden costs on you. The price you are quoted is the price you will pay.
So get in touch today for your free, no obligation design quote and let us surprise you with what we can do with even the smallest of spaces.