Area info, specific search results, and unique insights.
The bottom dots represent local averages. Period is 5 years.
September 2023 (Recent) (3 total sales) | £235,000 |
June 2023 (Recent) (3 total sales) | £210,000 |
December 2022 (Recent) (2 total sales) | £222,500 |
August 2022 (Recent) (2 total sales) | £225,000 |
June 2022 (Recent) (2 total sales) | £460,000 |
December 2020 (3 total sales) | £227,500 |
August 2019 (2 total sales) | £225,000 |
March 2019 (2 total sales) | £225,000 |
January 2019 (3 total sales) | £207,000 |
October 2018 (2 total sales) | £239,950 |
October 2018 (3 total sales) | £349,950 |
June 2018 (2 total sales) | £245,000 |
June 2018 (2 total sales) | £345,000 |
February 2018 (2 total sales) | £239,950 |
November 2016 (2 total sales) | £224,000 |
September 2016 (4 total sales) | £325,000 |
July 2016 (3 total sales) | £450,000 |
March 2016 (4 total sales) | £317,500 |
January 2016 (3 total sales) | £435,000 |
October 2015 (3 total sales) | £270,000 |
March 2015 (3 total sales) | £213,000 |
December 2014 (2 total sales) | £405,000 |
November 2018 (4 total sales) | £420,000 |
April 2014 (2 total sales) | £475,000 |
December 2020 (3 total sales) | £320,000 |
January 2014 (3 total sales) | £248,000 |
January 2014 (3 total sales) | £270,000 |
September 2013 (3 total sales) | £271,050 |
August 2013 (2 total sales) | £195,000 |
July 2013 (2 total sales) | £250,000 |
February 2022 (Recent) (4 total sales) | £448,000 |
May 2013 (2 total sales) | £232,000 |
February 2013 (2 total sales) | £249,950 |
November 2012 (3 total sales) | £245,000 |
June 2012 (2 total sales) | £175,000 |
June 2012 (3 total sales) | £285,000 |
October 2011 (2 total sales) | £308,000 |
August 2011 (3 total sales) | £176,500 |
March 2011 (2 total sales) | £176,000 |
July 2010 (2 total sales) | £240,000 |
July 2010 (3 total sales) | £335,000 |
June 2010 (2 total sales) | £340,000 |
September 2017 (4 total sales) | £425,000 |
September 2021 (4 total sales) | £250,000 |
March 2009 (2 total sales) | £209,950 |
January 2023 (Recent) (3 total sales) | £210,000 |
December 2008 (2 total sales) | £165,000 |
March 2023 (Recent) (3 total sales) | £507,500 |
July 2008 (2 total sales) | £335,000 |
May 2008 (3 total sales) | £265,000 |
November 2011 (3 total sales) | £249,995 |
December 2009 (3 total sales) | £325,000 |
July 2007 (2 total sales) | £332,000 |
March 2007 (2 total sales) | £249,950 |
December 2006 (2 total sales) | £194,950 |
October 2006 (2 total sales) | £235,000 |
June 2021 (5 total sales) | £320,000 |
August 2006 (2 total sales) | £211,500 |
June 2006 | £170,200 |
September 2010 (3 total sales) | £187,500 |
June 2006 | £172,992 |
August 2014 (4 total sales) | £217,500 |
June 2006 | £167,000 |
June 2006 | £172,900 |
January 2014 (4 total sales) | £297,500 |
July 2018 (3 total sales) | £625,000 |
September 2005 | £305,545 |
August 2005 | £303,605 |
August 2005 | £308,455 |
July 2005 | £227,995 |
May 2005 | £314,095 |
April 2005 (2 total sales) | £215,000 |
March 2005 | £165,995 |
March 2005 | £167,995 |
December 2004 | £199,995 |
December 2004 | £285,000 |
December 2004 | £219,995 |
December 2004 | £214,995 |
December 2004 | £204,995 |
April 2019 (4 total sales) | £345,000 |
August 2019 (5 total sales) | £450,000 |
November 2004 | £197,995 |
November 2004 | £205,495 |
January 2021 (4 total sales) | £320,000 |
October 2004 | £409,995 |
May 2014 (4 total sales) | £205,000 |
July 2004 | £155,995 |
July 2004 | £154,435 |
July 2004 | £159,995 |
July 2004 | £159,995 |
July 2004 | £162,995 |
June 2004 | £296,346 |
May 2004 | £207,895 |
April 2004 | £387,995 |
December 2003 | £149,000 |
December 2003 | £150,495 |
November 2021 (4 total sales) | £195,000 |
December 2003 | £145,000 |
November 2021 (5 total sales) | £219,000 |
The type distribution in Old College Road is as follows:
Detached: None
Terraced: 20
Semi-Detached: 16
Flats: 65
The most expensive sale recorded is 35 Old College Road, Newbury which sold for £475,000 on Apr 10, 2014. The property is in tax band F. The property has a price per square metre of £2,599 psqm, which is -69% lower than the area average.