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GL6 0HD

Norton Wood, Stroud

Median, last 3 years
£170,000
1 sale, Jun 2023 – May 2026
Last standard sale
£170,000
26 Apr 2024
Standard sales
8
since 1996 (+1 additional entry)
GL6 district median
£420,000
308 sales, 12 months to May 2026

Medians count standard sales only (Price Paid category A). Additional entries (category B) - repossessions, buy-to-lets with an identifiable mortgage, and purchases by companies and other non-private buyers - are listed below but left out.

Median price by year

£43k £85k £128k £170k 2012: £114,000 median, 1 sale 2012 2015: £140,000 median, 1 sale 2015 2016: £151,765 median, 1 sale 2017: £165,000 median, 1 sale 2018 2021 2024: £170,000 median, 1 sale 2024

2010 to 2024. Every year since 1996 is in the figures below.

Paler bars rest on fewer than three sales, so they show which homes sold more than how prices moved.

Show the figures
Median sale price and number of sales by year
Year Median Sales
2024 (few sales) £170,000 1
2017 (few sales) £165,000 1
2016 (few sales) £151,765 1
2015 (few sales) £140,000 1
2012 (few sales) £114,000 1
1999 (few sales) £48,500 1
1997 (few sales) £35,000 1
1996 (few sales) £39,000 1

Sale history (9 records · 1 home sold more than once)

Address Price
15, NORTONWOOD Cat B
31 Mar 2025 · Terraced · Freehold
£156,500
21, NORTONWOOD
26 Apr 2024 · Semi-detached · Freehold
£170,000
45, NORTON WOOD
28 Jul 2017 · Semi-detached · Freehold
£165,000
9, NORTON WOOD
16 Dec 2016 · Semi-detached · Freehold
£151,765
11, NORTON WOOD
6 Mar 2015 · Semi-detached · Freehold
£140,000
25, NORTON WOOD
20 Apr 2012 · Semi-detached · Freehold
£114,000
15, NORTON WOOD
5 Mar 1999 · Terraced · Freehold
Previously £39,000 (Dec 1996) · +24%
£48,500
27, NORTON WOOD
27 Mar 1997 · Semi-detached · Freehold
£35,000
15, NORTON WOOD
16 Dec 1996 · Terraced · Freehold
£39,000

Cat B An additional Price Paid entry (category B): a repossession, a buy-to-let with an identifiable mortgage, a purchase by a company or other non-private buyer, or a sale of another kind of property. Left out of every average.