Toilets: 2
Kitchens: 1
Floor: 2
Floors: 1
Year of Construction: 2023
Furnished: Unfurnished
Parking Spaces: 5
Status: Key ready
Frames Type: Aluminium
Energy Efficiency Rating: A
Covered:320m²
Strategically located in a prominent spot on Agias Zonis street, adjacent to the renowned Pattihio
Municipal Theatre of Limassol and facing Vasilis Michaelides Park, one of many of Limassol’s landmarks. Its prime placement
within the central business district of Limassol provides access to employees to the city centre and prestigious restaurants
for lunch options, supermarkets, schools, gyms, cafés and bars for after-work and even
most Government offices.
Located just 80 meters from the bustling Pentadromos junction where Anexartisias, Gladstone, Thessalonikis, and Ayias Zonis
streets converge, Markaris Business Centre offers the perfect location for any business. In close proximity, at a distance of 670 meters, lies
Archiepiskopou Makariou III Avenue, while the serene coastal avenue and park are a mere 750 meters to the south.
A testament to architectural excellence, Markaris Business Centre was designed by the renowned George Stamatiou Architects, whose expertise shines through every corner of this project. George Stamatiou Architects is an architectural consultancy firm that is based in Limassol, Cyprus. The firm specializes in the design, planning, and construction of office buildings for reputable private companies and public or government organizations.
As of now, it has completed numerous large-scale projects for clients in various MARKARIS BUSINESS CENTRE 04 industries including hospitality, healthcare, and finance. George Stamatiou Architects consists of a team of experienced and skilled architects who are committed to providing
innovative, functional, and sustainable solutions for their clients’ needs. They believe that every office building should reflect the vision and unique values of its occupants, so they work closely with them to understand their needs and deliver high quality, efficient, and costeffective solutions that maximize the potential of their property.