NN6 0RR sold prices
Kipling Way has only one postcode, NN6 0RR. Analysis of NN6 0
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Last sold | Price paid | Floor area (m²) Floor area (sq ft) | £ per m² £ per sq ft | Type | Sold | m² sq ft | £/m² £/sq ft |
|---|---|---|---|---|---|---|---|---|
| 7, Kipling Way, Overstone, NN6 0RR | 25 Jun 2021 | £304,111 | 106 m² 1140 sqft | £2,868 £266 | Semi-D | |||
| 8, Kipling Way, Overstone, NN6 0RR | 25 Jun 2021 | £362,995 | 121 m² 1302 sqft | £2,999 £278 | Detached | |||
| 5, Kipling Way, Overstone, NN6 0RR | 25 Jun 2021 | £408,995 | 121 m² 1302 sqft | £3,380 £314 | Detached | |||
| 4, Kipling Way, Overstone, NN6 0RR | 26 Mar 2021 | £277,995 | 77 m² 828 sqft | £3,610 £335 | Semi-D | |||
| 6, Kipling Way, Overstone, NN6 0RR | 26 Mar 2021 | £278,495 | 77 m² 828 sqft | £3,616 £335 | Semi-D | |||
| 1, Kipling Way, Overstone, NN6 0RR | 26 Feb 2021 | £349,995 | 121 m² 1302 sqft | £2,892 £268 | Detached | |||
| 7, Kipling Way | £304,111
Jun-2021
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106 1140 | 2,868 266 | |||||
| 8, Kipling Way | £362,995
Jun-2021
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121 1302 | 2,999 278 | |||||
| 5, Kipling Way | £408,995
Jun-2021
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121 1302 | 3,380 314 | |||||
| 4, Kipling Way | £277,995
Mar-2021
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77 828 | 3,610 335 | |||||
| 6, Kipling Way | £278,495
Mar-2021
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77 828 | 3,616 335 | |||||
| 1, Kipling Way | £349,995
Feb-2021
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121 1302 | 2,892 268 |
The data above for Kipling Way can be visualised as a scatter graph, this will show price trends over time.
The average price per square metre (per square foot) in Kipling Way, Overstone is £3,374 sqm (£313 per sq ft), this is calculated from the Land Registry sold price of the 21 most recent sales. The majority of homes in Earls Barton are now selling for between £3,010 and £3,760 per square metre (£279 and £349 per square foot) , find out more in this local analysis of NN6 0 (Earls Barton) house prices. There are about 30 homes on Kipling Way, we would have expected approximately 4 sales each year given that in the UK people sell their homes on average once every 7 years. The average size of all the properties on Kipling Way is 107 m2 (1,151 sqft).