Most Affordable 2BR+Den Townhouse in New Westminster! Nicely located in a family-oriented neighborhood, back onto Glenbrook Ravine Park and close to top rated school and new Aquatic Community Centre. Fully renovated in 2022, the home features modern kitchen and bathroom with sleek white cabinetry, under mounted sink, quartz counter tops, and a stylish sliding barn door to a large pantry. Natural color vinyl plank flooring throughout. Relax in your fenced private patio. Best location of the complex facing to a quiet courtyard for added peace and privacy. Pet-friendly (2pets, no size restrictions). 1 parking + 1 locker (2nd parking is currently rented at $35/mo). Move-in ready. Don't miss this opportunity to own a stylish, affordable home! Open House June 28th (Sat) & 29th (Sun), 2-4pm.
Dishwasher, Refrigerator, Laundry In Unit, Storage
Washer/Dryer, Dishwasher, Refrigerator, Stove
Yes
In Unit
Window Coverings
STRATA LOT 2, PLAN NWS2410, DISTRICT LOT 115, GROUP 1, NEW WESTMINSTER LAND DISTRICT, TOGETHER WITH AN INTEREST IN THE COMMON PROPERTY IN PROPORTION TO THE UNIT ENTITLEMENT OF THE STRATA LOT AS SHOWN ON FORM 1
Floor
Type
Size
Other
Main
Living Room
12'8"3.86 m × 11'6"3.51 m
-
Main
Dining Room
10'1"3.07 m × 7'5"2.26 m
-
Main
Kitchen
10'2"3.10 m × 10'1"3.07 m
-
Main
Den
7'1"2.16 m × 5'3"1.60 m
-
Above
Primary Bedroom
13'9"4.19 m × 10'1"3.07 m
-
Above
Bedroom
11'3.35 m × 10'3"3.12 m
-
Floor
Ensuite
Pieces
Other
Above
Yes
4
Association Fee:
$511.91
Age Restrictions:
No
Tax Utilities Included:
true
By-Law Restrictions:
Pets Allowed With Restrictions
Property Disclosure:
Yes
Pets Allowed:
Cats OK, Dogs OK, Number Limit (Two), Yes With Restrictions
Data was last updated June 24, 2025 at 02:40 AM (UTC)
Area Statistics
Listings on market:
59
Avg list price:
$725,000
Min list price:
$399,900
Max list price:
$1,425,000
Avg days on market:
21
Min days on market:
5
Max days on market:
105
Avg price per sq.ft.:
$719.14
These statistics are generated based on the current listing's property type
and located in
Fraserview NW. Average values are
derived using median calculations.