395 Watling Street, Mile Oak, Tamworth, B78 3ND is a freehold detached property built between 1967-1975. The property offers approximately 1,206 square feet of living space. In this location, properties of similar size usually have four bedrooms.
The estimated current market value of the property is £373,459 , which equates to approximately £310 per square foot. It was last sold on 1 Dec 2022 for £359,000. Since then, the value has increased by £14,459, representing a 4.0% increase, or approximately 1.3% per year.
The current estimated value of £373,459 is:
At the most recent EPC inspection on 3 October 2022, the property was recorded as owner-occupied.
395 Watling Street, Mile Oak, Tamworth, Lichfield, Staffordshire, B78 3ND has an Energy Performance Certificate (EPC) rating of D, based on the latest assessment carried out on 3 Oct 2022.
This property uses a gas-fired boiler and radiators, connected to the mains gas supply, as its main heating source. Hot water is provided from main heating system. The windows are fully double glazed.
Compared to other properties in B78 3ND , this house's estimated value ranks 11th out of 26. Based on price per square foot, it ranks 8th out of 19 properties. In terms of size, this home ranks 12th out of 19 properties in its postcode area.
The property at 395 Watling Street, Mile Oak, Tamworth, Lichfield, Staffordshire, B78 3ND appears once in the Land Registry records, with the transaction recorded on 1 Dec 2022. It also has a single Energy Performance Certificate (EPC) from 3 Oct 2022. We use this data, to estimate the property's characteristics and current market value.
This website uses public sector information from:HM Land Registry Price Paid Data, and
Energy Performance of Buildings Data published by the Department for Levelling Up, Housing and Communities (DLUHC), formerly the Ministry of Housing, Communities & Local Government (MHCLG).
These datasets are licensed under the Open
Government Licence v3.0.
This website is not affiliated with or endorsed by HM Land Registry or DLUHC.