Have you ever considered re-locating to the idyllic region of West Devon? With added benefit of convenient coastal access, an abundance of local amenities and the distinguished edge Dartmoor National Park a short commute away…

Number 3 is an established dormer bungalow situated within the popular village of Halwill Junction, with suitable access links to neighbouring market towns of Okehampton and Holsworthy. Upon approach you are greeted by a large driveway frontage, adjacent to the immaculate front gardens on offer.

The spacious entrance hall is the perfect start for welcoming family and friends into your new home, with free-flowing access to all that this property portrays. The front facing living room is a particularly cosy attribute, with the opportunity for multiple furnishings and centrally located focal fireplace.

Continuing to the rear of the property, the kitchen/dining room boasts a contemporary theme with recently upgraded splashbacks and pleasant views over the patio/rear garden space. Further ground floor notable features include an attractive shower room, bedroom number three and a warming conservatory. Alongside the possibility of dining within the kitchen, a separate dining room is allocated with stairway access to the first floor.

The landing area is particularly special, with a light and open theme, plus the opportunity to spectate the entrance hall and a pristine banister surround. Bedrooms one and two are both admirable doubles with natural light captured by the incorporated dormer windows. The first-floor benefits from a large family bathroom, with generous floorspace and an overall neutral décor theme.

The exterior is truly where this home exceeds from the rest… with immaculate gardens to the front and rear, large driveway, garage facilities and enjoyable patio area. This outside space has been designed to create a private retreat, ideal for those looking to indulge in some horticultural activity or relax within your own boundary. The Devonshire sunshine truly strikes the garden from all possible angles!