2 bed flat for sale

St Leonards Road, Hythe CT21

Detailed Description

Description
This attractive ground-floor flat is set within a handsome building on a highly desirable road. Recently refurbished throughout, the property offers beautifully presented and well-appointed accommodation.

The accommodation includes an entrance hall, a bright and spacious sitting room, a contemporary fitted kitchen with integrated appliances and direct access to the garden, two bedrooms (one of which features doors opening onto the garden), and a modern bathroom.

A standout feature of the property is its private garden, complemented by a substantial garage/workshop and the added benefit of off-road parking.

For room sizes please refer to the floor plan.
Situation

St Leonards Road is a particularly sought after residential location, on level ground, to the south of the Royal Military Canal, moments from the seafront (where one can dine alfresco at The Lazy Shack on Fisherman's Beach or in style at The Waterfront Restaurant) and a short, level walk from the busy High Street with its range of independent shops, boutiques, cafes and restaurants. The town also benefits from having 4 supermarkets (including Waitrose, Aldi and Sainsburys), There is a selection of sports and leisure facilities in the vicinity, including tennis, bowls, water sports, cricket, bowls and squash clubs etc. As well as The Hotel Imperial Leisure Complex and two golf courses. The property is also a short walk from Hythe Bay Primary School with other educational facilities nearby and boy's and girl's grammar schools in Folkestone. The larger town of Folkestone is 5 miles and the Cathedral City of Canterbury 15 miles.

The area is convenient for communication to London and the Continent with the M20 motorway (Junction 11) 2¼ miles distant, the Channel Tunnel Terminal 3 miles and a mainline railway station at Saltwood just over 2 miles away. High Speed trains to London St Pancras are available from both Ashford (10 miles) and Folkestone (Central and West). (All distances are approximate.)