Rare find in Newport Village at The Burrard! Over 1200 sqft, 3 bedroom, 2 bathroom original owner condo. Perfect for downsizers. Enjoy a covered patio that faces the inner courtyard with walk out access to the garden. Cozy gas fireplace in the living room. 2 of the bedrooms feature large walk in closets. Enjoy two side by side parking stalls in their own private alcove near the elevator. Large storage locker as well as a bike room. Gas & Hot Water included in strata fee. 2 pets allowed. Amenities include exercise room and hot tub. No stairs from the elevator to the front door. Relish in all the shops and restaurants Newport Village has to offer... walk to everything! Library, Rec Centre, and Rocky Point Park across the street. Steps to Suter Brook Village and Skytrain. This one has it all!
Price:
$850,000
Dwelling Type:
Apartment/Condo
Property Type:
Residential
Common Interest:
Condominium
Home Style:
Ground Level Unit
Bedrooms:
3
Bathrooms:
2.0
Year Built:
1996
Floor Area:
1,215 sq. ft.113 m2
MLS® Num:
R2978013
Status:
Sold
Floor
Type
Size
Other
Main
Foyer
7'3"2.21 m × 5'2"1.57 m
-
Main
Dining Room
15'7"4.75 m × 11'7"3.53 m
-
Main
Living Room
15'9"4.80 m × 12'3.66 m
-
Main
Kitchen
10'3.05 m × 8'2.44 m
-
Main
Primary Bedroom
15'7"4.75 m × 11'3"3.43 m
-
Main
Walk-In Closet
7'10"2.39 m × 5'1.52 m
-
Main
Laundry
5'1"1.55 m × 5'1.52 m
-
Main
Bedroom
11'4"3.45 m × 10'2"3.10 m
-
Main
Walk-In Closet
6'10"2.08 m × 5'1.52 m
-
Main
Bedroom
9'5"2.87 m × 9'4"2.84 m
-
Floor
Ensuite
Pieces
Other
Main
Yes
3
Main
No
3
View of property
Exterior space
View of swimming pool
Exercise room with visible vents and expansive windows
Data was last updated April 18, 2025 at 08:40 PM (UTC)
Area Statistics
Listings on market:
35
Avg list price:
$931,900
Min list price:
$450,900
Max list price:
$6,880,000
Avg days on market:
45
Min days on market:
2
Max days on market:
150
Avg price per sq.ft.:
$861.08
These statistics are generated based on the current listing's property type
and located in
North Shore Pt Moody. Average values are
derived using median calculations.