3 bed semi-detached house for sale

Lordswood Road, Birmingham B17

Description

** no upward chain ** wealth of character throughout ** well maintained rear garden ** close proximity to harborne high street **

Viewings are highly recommended for this exceptional, three bedroom family home situated on the ever popular and conveniently located Lordswood road, Harborne. This property boasts no upward chain and further benefits from having spacious accommodation throughout, garage to side, a beautifully maintained rear garden and is within walking distance to all amenities and transport links that Harborne high street has to offer.

Lordswood road would make the perfect home for those looking to "put their own stamp" on a characterful home and briefly comprises entrance porch, hallway, lounge, dining room, sitting room, breakfast kitchen, utility and downstairs WC on the ground floor. On the first floor there is three generously sized bedrooms and modern fitted family bathroom.

To the front - ample block paved driveway with a plant bedded, lawned garde.

To the rear - A block paved patio area with mature plant bedding and shrubbery surrounding with a sun-trapped patio area.
EPC - D



Scan the qr code to see material information provided by the seller. Oakmans are not liable for any information provided and it must be verified by a legal representative.

Anti-money Laundering Checks (aml)

Regulations require us to conduct identity and aml checks and gather information about every buyer's financial circumstances. These checks are essential in fulfilling our Customer Due Diligence obligations, which must be done before any property can be marked as sold subject to contract. The rules are set by law and enforced by trading standards.

We will start these checks once you have made a provisionally agreeable offer on a property. The cost is £100 (plus VAT). This fee covers the expense of obtaining relevant data and any necessary manual checks and monitoring. It's paid in advance via our onboarding system and is non-refundable.