11th-Floor Beauty with Panoramic Vista Views! 2 Bed, 1 Bath, TWO Parking, 1,173 sq. ft. (Including a 36-ft Wide Patio)
Experience the pinnacle of luxury living in Victoria’s iconic 1 Bear Mountain. This 18-storey steel-and-concrete building is an architectural masterpiece that blends sleek design with superior craftsmanship. The residence comes with TWO parking spaces and access to world-class amenities: Infinity pool + Fitness and yoga studio + Golf cart storage + Conference center + Pet wash station + Concierge services. For outdoor enthusiasts, Bear Mountain offers championship golf courses, tennis courts, and scenic hiking and biking trails. Bear Mountain Village provides an array of dining, shopping, and essential services, making this home the ideal blend of luxury and convenience. The standout feature of this unit is a spectacular 36-ft wide balcony, offering breathtaking views of the golf course, Olympic Mountains and Mount Baker, perfect for both relaxation and entertainment.
STRATA LOT 129 SECTION 82 HIGHLAND DISTRICT STRATA PLAN EPS10329 TOGETHER WITH AN INTEREST IN THE COMMON PROPERTY IN PROPORTION TO THE UNIT ENTITLEMENT OF THE STRATA LOT AS SHOWN ON FORM V
Accessibility:
Wheelchair Friendly
Bed and Breakfast:
None
Units in Building:
209
Units in Community:
209
Number of 2 piece baths:
0
Number of 3 piece baths:
0
Number of 4 piece baths:
1
Number of 5 piece baths:
0
Number of 2 piece Ensuites:
0
Number of 3 piece Ensuites:
0
Number of 4 piece Ensuites:
0
Occupancy:
Vacant
Property Condition:
New Construction, Resale
Exposure / Faces:
See Remarks
Layout:
Condo
Lot Site Features:
Near Golf Course, Park Setting, Rural Setting, In Wooded Area
Data was last updated October 11, 2024 at 04:05 AM (UTC)
Area Statistics
Listings on market:
177
Avg list price:
$1,050,000
Min list price:
$45,000
Max list price:
$12,500,000
Avg days on market:
43
Min days on market:
1
Max days on market:
956
Avg price per sq.ft.:
$538.5
These statistics are generated based on the current listing's property type
and located in
La Bear Mountain. Average values are
derived using median calculations.