House For Sale £255,000
Morton Road, Runcorn

*THREE BEDROOM DETACHED HOME. SOUGHT AFTER AREA. CORNER PLOT. DOUBLE GARAGE AND OFF ROAD PARKING. VIEWING ADVISED.*Adams Estate Agents are delighted to bring to market this pleasant, well presented three bedroom detached house, situated in the heart of Norton and benefiting from excellent views over the Daresbury hills. This property is ideally suited to first and second time buyers alike. Benefits include off road parking, double garage, gardens to three sides with private aspect, views over Daresbury Hills and many other features that can be appreciated on further inspection. A wonderful first or second time home. Accommodation comprises: entrance vestibule, lounge, kitchen, conservatory, three bedrooms, bathroom, gardens to front, side and rear, as well as a driveway. We would highly recommend early inspection to fully appreciate what this property has to offer. EPC Rating to follow. Council Tax Band C. Freehold Tenure.

Ground Floor

Entrance Porch

Living Room - 4.72m x 4.37m (15'6" x 14'4")

Kitchen/Diner - 4.34m x 2.51m (14'3" x 8'3")

Conservatory - 4.04m x 2.95m (13'3" x 9'8")

First Floor

Landing - 2.24m x 1.73m (7'4" x 5'8")

Bedroom 1 - 4.19m x 2.49m (13'9" x 8'2")

Bedroom 2 - 3.2m x 2.49m (10'6" x 8'2")

Bedroom 3 - 3.1m x 1.73m (10'2" x 5'8")

Bathroom - 2.01m x 1.73m (6'7" x 5'8")

Externally

Sat within a substantial corner plot mature gardens cover three sides of this property which benefits from a paticulary private aspect as the gardens are enclosed by hedgerow boarders. To the side there is also a detached double garage with power and driveway parking. From the upstairs of this property far reaching views are also given over the Daresbury Hills.

Viewing

By prior appointment only through our Runcorn Office.

Note

All measurements are approximate. No appliances or central heating systems referred to within these particulars have been tested and therefore their working order cannot be verified. Floorplans are for guide purposes only and all dimensions are approximate.