There are currently 400 detached houses listed in North Vancouver, compared with 288 at this time last year, 416 apartments, 434 last year, and 122 attached - meaning townhouses and duplexes, compared with 91 last year. Keep in mind that these numbers and the ones below are for the WHOLE OF NORTH VANCOUVER. If you are interested in any of the sub-areas specifically please contact me and I will be happy to provide them for you.
in 2012 the same was: $304,578,578
which is a decrease of 13%
The average price per unit this year to date is: $1,089,202
in 2012 it was: $1,083,909
which is a change of 0%
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)
Graph provided by REBGV
in 2012 the same was: $62,550,587
which is a decrease of 21%
The average price per unit this year to date is: $665,271
in 2012 it was: $695,006
which is a decrease of 4%
![](data:image/png;base64,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)
Graph provided by REBGV
in 2012 the same was: $91,526,132
which is a decrease of 33%
The average price per unit this year to date is: $402,154
in 2012 it was $414,145
which is a decrease of 2%
![](data:image/png;base64,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)
Graph provided by REBGV
If you are interested in any further information give me a call or an email and let me know and I would be happy to provide it for you.
DETACHED
Gross sales for year to date DETACHED: $262,497,756in 2012 the same was: $304,578,578
which is a decrease of 13%
The average price per unit this year to date is: $1,089,202
in 2012 it was: $1,083,909
which is a change of 0%
Graph provided by REBGV
ATTACHED
Gross sales for year to date ATTACHED: $49,230,075in 2012 the same was: $62,550,587
which is a decrease of 21%
The average price per unit this year to date is: $665,271
in 2012 it was: $695,006
which is a decrease of 4%
Graph provided by REBGV
APARTMENTS
Gross sales for year to date APARTMENTS: $61,127,519in 2012 the same was: $91,526,132
which is a decrease of 33%
The average price per unit this year to date is: $402,154
in 2012 it was $414,145
which is a decrease of 2%
Graph provided by REBGV
If you are interested in any further information give me a call or an email and let me know and I would be happy to provide it for you.