Talo osta in Charlwood, Surrey

A very unique property on the edge of Charlwood Village overlooking fields to the rear. Not only does Southwell Cottages feel like a much larger house on the ground floor than a 1 bedroom property, it also has ample parking on the driveway to the front as well as a huge 140ft rear garden that backs on to open, protected fields. As well as an entrance porch, downstairs also benefits from a WC, a large lounge and French doors opening up to the patio area at the top of the garden. The garden is made up of many separate areas to enjoy including a Pergola, lawned area, shed to the rear and would benefit from a decked area to the rear to make the most of the field views behind. Upstairs is a family sized bathroom and bedroom with built in wardrobes. The property will be offered with no onward chain. Charlwood is a sought-after village, properties sometimes selling by word-of-mouth before hitting the open market. It has a strong sense of community with some great eateries including The Half Moon, The Greyhound, The Fox Revived and of course "Number 52 " (The Cafe). Gatwick Airport, M23, Horley and Crawley are all within 5-10 minutes and the M25, Reigate, Dorking and Redhill are also about 15-20 minutes journey by car. Many London commuters live in Charlwood to take advantage of the Gatwick Express; takes you to London Victoria in 30 minutes. Other Information (as advised by the seller*)... Council Tax Band: C Tenure: Freehold Location of Boiler: Kitchen (to front) Age of Boiler: 10 years+ Age of Windows: 10 years+ Approx. Age of Construction: 1960's - Converted to 2 x 1 beds circa mid 80's Loft: Boarded / Boarded & Insulated Garden Direction: South East Potential Rental Value: £1000 - £1100 pcm Stamp Duty: Google Search 'Stamp Duty Calculator' Agent: Georgie Kemp Parking Arrangements: Driveway to front Vendors position: No Chain *Please verify these details through the conveyancing process *All distances or travel times are based on Google Maps Please Note - Aerial Shot highlights may not be an exact representation of the exact title boundary.