The information on this page is based on a number of underlying datasets, most of which are updated monthly. We maintain an update schedule which explains which version of each dataset we are currently relying on.
FLAT 2 27 DOWNS ROAD is a very large flat of 66m², built sometime between 1900 and 1929, which could now be worth an estimated £156,690. It was last sold for £77,000 in October 2002, which was around 1% below the average October 2002 flat price in the Luton local authority area. The most recent EPC inspection was September 2020, where the current energy rating was C, and the potential energy rating was C.
Land registry data shows one sale for FLAT 2 27 DOWNS ROAD since 1st January 1995. The below table shows the price paid for the one sale, along with the average flat price in the Luton local authority area for the corresponding sale date. The average price is sourced from the Office for National Statistics' House Price Index (HPI).
| Date | Price | HPI Price | Variation from HPI |
|---|---|---|---|
2002 28 OCT | £77,000 | £78,131 | 1% below HPI |
FLAT 2 27 DOWNS ROAD might now be worth an estimated £156,690.
This is based on house price inflation of 103.5%, between October 2002 and April 2026, for flats, in the Luton local authority area, as calculated by the Office for National Statistics and published in their UK House Price Index (HPI).
The 103.5% inflationary increase is applied to the most recent sale price for FLAT 2 27 DOWNS ROAD of £77,000 on 28th October 2002. For the value to have increased from £77,000 to £156,690 over the 24 years and six months to April 2026, the following assumptions must hold true:
FLAT 2 27 DOWNS ROAD is 66m² according to the EPC inspection conducted in September 2020. This puts it in the largest 20% of flats in Luton, based on EPC data. 86% of flats are smaller than FLAT 2 27 DOWNS ROAD, and 13% of flats are larger. Note that EPC data is not available for all properties in Luton.
FLAT 2, 27 DOWNS ROAD is located in LUTON, in the LU1 postcode district.
Most recent sales first: