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Tidys Lane sold prices

Tidys Lane includes CM16 6SJ , CM16 6SL , CM16 6SP .
Analysis of CM16 6

Last sold Price paid Floor area (m²) Floor area (sq ft) £ per m² £ per sq ft Type Sold sq ft £/m² £/sq ft
5, Fir Trees, Epping, CM16 6SJ - photos available 21 Mar 2003 £175,000 64 688 sqft £2,734 £253 Flat (2 bed)
8, Fir Trees, Epping, CM16 6SJ - photos available 05 Jul 2001 £102,000 64 688 sqft £1,593 £147 Flat (2 bed)
16 Fairlawns, Tidys Lane, Epping, CM16 6SL - photos available 28 Mar 2001 £155,000 Flat (2 bed)
11, Fir Trees, Epping, CM16 6SJ - photos available 24 Jan 2000 £95,000 62 667 sqft £1,532 £142 Flat (2 bed)
11, Tidys Lane, Epping, CM16 6SP - photos available 27 Sep 1996 £125,000 Semi-D (4 bed)
2, Fir Trees, Epping, CM16 6SJ - photos available 04 Dec 1995 £59,950 60 645 sqft £999 £92 Flat (2 bed)
5, Fir Trees - photos available £175,000
Mar-2003
64 688 2,734 253
8, Fir Trees - photos available £102,000
Jul-2001
64 688 1,593 147
16 Fairlawns, Tidys Lane - photos available £155,000
Mar-2001
11, Fir Trees - photos available £95,000
Jan-2000
62 667 1,532 142
11, Tidys Lane - photos available £125,000
Sep-1996
2, Fir Trees - photos available £59,950
Dec-1995
60 645 999 92

The data above for Tidys Lane can be visualised as a scatter graph, this will show price trends over time.

The average price per square metre (per square foot) in Tidys Lane, Epping is £4,623 sqm (£429 per sq ft), this is calculated from sold property prices of the 5 most recent sales.
The majority of homes in North Weald are now selling for between £4,690 and £6,250 per square metre (£435 and £580 per square foot) , find out more in this local analysis of CM16 6 (North Weald) house prices.
There are about 20 homes on Tidys Lane, we would have expected approximately 2 sales each year given that in the UK people sell their homes on average once every 7 years.
In the last 4 years there have been 5 property sales in Tidys Lane, averaging approximately 1 home sales per year .
The average size of all the properties on Tidys Lane is 97 m2 (1,044 sqft).