27 Market Street, Armoy BT53 8RG

3 Bed Bungalow For Sale

Sale agreed Last listed at £79,500

Key Information

Address 27 Market Street, Armoy BT53 8RG
Style Bungalow
Status Sale agreed
Price Last listed at £79,500
Bedrooms 3
Bathrooms 1
Receptions 2
Heating Oil
EPC Rating F30/D56 (co2: F23/E44)


Map View

This agent has listed the accuracy as: General Area

Additional Information

A 3 Bedroom, 2 Reception Detached Bungalow in need of some refurbishment. The property, which previously received planning permission for a residential development is situated on a large site and has the benefit of an integral garage.


Entrance Hall:
Hardwood front entrance door and side window panel, laminate wooden floor, hot press, telephone point;

19’ 05” x 13’ 05” (5.91m x 4.08m)
Tiled surround fireplace and tiled hearth, laminate wooden flooring, french doors to sun lounge;

Sun Lounge:
13’ 01” x 12’ 07” (3.98m x 3.83m)
Tiled floor, uPVC double glazed patio doors to outside;

18’ 06” x 9’ 08” (5.63m x 2.94m)
Range of eye and low level units, stainless steel sink unit, integrated hob, oven and extractor fan, hardwood rear entrance door;

Bedroom (1):
16’ 08” x 10’ 0” (5.07m x 3.04m)
Built-in wardrobe;

Bedroom (2):
13’ 0” x 8’ 05” (3.96m x 2.56m)

11’ 0” x 6’ 0” (3.35m x 1.82m)
White suite, panelled bath, fully tiled shower cubicle, pedestal wash hand basin, low flush w/c, part tiled walls, laminate wooden flooring, wooden panelled ceiling;

Bedroom (3):
9’ 08” x 7’ 10” (2.94m x 2.38m)


Integral Garage:
16’ 05” x 21’ 01” (5.0m x 6.42m)
Roller shutter door;

16’ 08” x 9’ 05” (5.07m x 2.87m)


Tar Driveway;
Integral Garage;
Concrete yard to rear;
Gardens laid in lawn to front and rear;
Outside lighting;
Outside water tap;
uPVC fascia, soffit and downpipes;
Aluminium seamless guttering;
Concrete pillars to entrance;
Concrete walls/hedgerow/timber fencing to boundaries;


•Oil fired heating system;
•Mainly hardwood double glazed windows throughout;
•Tar Driveway;
•Integral Garage;
•Concrete yard to rear;

All dimensions stated are from a maximum aspect.

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