A 2 bedroom apartment for sale in Old Queen Street, adjacent to St James' in the heart of the royal and political establishment
Old Queen Street surrounded by Mayfair, Knightsbridge, Belgravia & St. James's Park is an altogether more discreet part of the capital and yet has housed some of its most eminent residents throughout the years.The apartment is entered at ground floor level with an entrance hall leading to a vast amount of lateral voluminous living space due to the exceptional ceiling height of 3.45m. The living space flows seamlessly from the reception room to a large kitchen dining room ideal for entertaining large dinner parties. A study is tucked away off the dining room and a separate storage area. There is also a guest W/C. The lower ground floor comprises a principal bedroom suite with a walk-in wardrobe and sauna. The second bedroom is extremely spacious and has ample area for a dressing area, and contains a bathroom suite; this same bathroom suite can also be accessed from the corridor for guests. On the lower ground level, a utility room is at the far end of the hall.
Old Queen Street is located within the Birdcage Walk conservation area and is positioned within incredibly easy reach of the theatres, restaurants, and shops of the West End. St. James's Park which is one of London's 8 Royal Parks is 0.1 mile away. Notable local attractions are The Mall and Horse Guards Parade which is surrounded by architecturally stunning and historic landmarks such as Buckingham Palace and Whitehall. A short distance across the park are St. James's and Mayfair. The Palace of Westminster and Parliament Square are equally close as is Westminster Abbey and Westminster SchoolNearby transport links include St. James's Park Underground Station (Circle and District lines) 0.2 miles, Westminster Underground Station (Circle, District and Jubilee lines) 0.3 miles, Victoria Underground Station (Circle, District and Victoria lines) and London Victoria Station (Gatwick Express, South-eastern and Southern services) 0.7 miles (all distances are approximate).