Bungalow for sale in High Ridge, Seabrook CT21

Detailed Description

Description
This semi-detached bungalow offers well presented accommodation comprising an entrance hall, sitting room, garden room, fitted kitchen, lobby/utility, a double bedroom and a shower room. There is also a useful loft room.

The rear garden is a particularly attractive feature of the property and incorporates a pleasant elevated terrace, summer house/home office and studio, which are both fully insulated and with power and water installed . There is a driveway providing off road parking to the front of the property.

For room sizes please refer to the floor plan.

Situation

High Ridge is a desirable and peaceful road in Seabrook which is a popular residential area between Hythe and Sandgate (1.5 miles and 1.2 miles respectively) and is very accessible to both. The area benefits from a local shop, pub and highly regarded primary school.

The quaint, unspoilt town of Hythe has a selection of independent shops and restaurants, together with 4 supermarkets (including Waitrose, Sainsburys and Aldi), doctors, dentist, etc. There is a fortnightly farmers' market and many clubs and societies that welcome new members. There are three golf courses in the vicinity, as well as sailing, bowls, cricket, squash and tennis clubs and the Leisure Centre at the Hotel Imperial.

The area is fortunate in having particularly good communications as there are main line railway stations within easy reach and an access point for the M20 motorway (Junction 12) only 2 miles away, making it possible to reach Central London within about 1¼ hours by both road and rail. The High Speed Rail Link offers a journey time to the City of just under an hour and is available from Folkestone West, Folkestone Central and also Ashford Station. The Channel Tunnel Terminal, with regular shuttle services to the Continent, is 2.5 miles away and Ashford International Passenger Terminal with Eurostar services to Paris & Brussels is only 20 minutes by car. The ferry port of Dover is approximately 11 miles away. (All distances are approximate).