Nobodinoz is a manufacturer specialized in decoration, toys, furniture and fashion for babies and children(www.nobodinoz.es). They contacted us asking for a floor for a photo shoot in order to promote their new collection on their website. They were looking for an economical alternative as they were going to use this floor only for this occasion.
They wanted to reproduce a Parisian floor style to create a chic atmosphere and to highlight the quality of their products as they are organic, made of wood from sustainable forests, produced and designed in France and Barcelona. On this occasion, we proposed them to install a vinyl floor from the Harmony range.
Within this wide range of PVC flooring, they chose an imitation parquet vinyl flooring model in light Toulouse 43 herringbone . As you can see in the photos, they managed to establish a Parisian floor ambiance to which the Harmony floor contributed.
Harmony, an infinite number of possibilities
Harmony is a range of vinyl flooring with excellent phonic characteristics. In addition, they are hygienic PVC floors as they have a Supraclean® treatment with easy and economical cleaning.
In this case, they used Harmony flooring for a photo studio but it can be placed in so many other environments such as trade shows, stages, events and homes. In addition, Harmony is a floor that is not affected by high ambient humidity, allowing it to be used in bathrooms and kitchens.
The Harmony collection is composed of a wide variety of designs (floating parquet, tiles, plain colors, imitation stone, checkerboards, micro-cement). It is supplied in rolls of 2 m, 3 m, 3.5 m or 4 m wide x 30 m long and in different thicknesses: 1.2 mm, 2 mm, 2.5 mm, 2.6 mm, 2.8 mm.
The wide variety of finishes in the Harmony collection offers an infinite number of design possibilities.
If you are looking to create a particular ambiance, take a look at the Harmony catalog which is full of original designs as well as more traditional finishes. You’re sure to find a floor to match your style.
Harmony, an infinite number of possibilities!
