- NEW STYLISH DEVELOPMENT
- SEMI-DETACHED & MEWS STYLE PROPERTIES
- 4 BEDROOMS
- 3 FLOORS
- QAULITY FIXTURES AND FITTINGS
- FULLY FITTED KITCHEN INC APPLIANCES
- 2 BATHROOMS PLUS GUEST WC
- PARKING AND SOUTH FACING GARDENS
- CLOSE TO CITY CENTRE AND PUBLIC TRANSPORT
- 10 YEAR GLOBAL WARRANTY
Lounge (4.0m x 3.6m)
Upvc triple glazed window, radiator.
Guest WC
Low level wc and wash hand basin, splashback, radiator.
Kitchen Diner (3.6m x 3.7m (max))
Fitted wall and base units with work surfaces and tiled splashback, integrated fridge freezer, washing machine and dishwasher. Electric oven, hob and extractor hood. Patio doors leading to rear garden.
Bedroom 1 (3.7m x 3.6m)
Upvc triple glazed window, radiator.
Bedroom 2 (3.6m x 2.4m)
Upvc triple glazed window, radiator.
Bathroom (2.6m x 1.6m)
4 piece suite comprising bath, tiled shower enclosure, wash hand basin and low level wc, extractor fan, radiator.
Bedroom 3 (3.6m x 3.8m (into eaves))
Upvc triple glazed window, radiator.
Bedroom 4 (3.6m x 3.3m (into eaves))
Upvc triple glazed window, radiator.
Shower Room
Shower enclosure, wash hand basin and low level wc. radiator.
Exteranally
South facing enclosed garden and driveway.
Disclaimer
Internal photographs are of Plot 1, a completed house of the same type and layout on this development, and are used to illustrate the internal layout and finish. They are not photographs of this plot. Decoration, flooring, fixtures, fittings and specification may vary between plots. Please check the specification for this plot before making an offer.
| Tenure: | Freehold |
|---|
4.0m x 3.6m (13'1" x 11'9")
3.6m x 3.7m (max) (11'9" x 12'1" (max))
3.7m x 3.6m (12'1" x 11'9")
3.6m x 2.4m (11'9" x 7'10")
2.6m x 1.6m (8'6" x 5'2")
3.6m x 3.8m (into eaves) (11'9" x 12'5" (into eave
3.6m x 3.3m (into eaves) (11'9" x 10'9" (into eave
| Tax Band | % | Taxable Sum | Tax |
|---|
Want to explore Henry Kelly VC Close, Newton Heath, Manchester further? Explore our local area guide
Struggling to find a property? Get in touch and we'll help you find your ideal property.
