Own your own little piece of heaven! This 1/6th fractional ownership in The Royal Kelowna gives you 2 weeks of use each season of the year, for a total of 8 weeks per year. And if you aren't using it, you can gain income to offset your costs by having Bellstar Prop Mgmt rent it for you! This is a third floor three bedroom, two bath condo, with fabulous views of the lake and the waterfall across the waterway. These resort-style homes come fully furnished, all the dishes & bedding are there for you, they each have their own laundry ~ so you just bring your suitcase and you are set!! Head up to the rooftop patio, which features a year-round heated infinity pool, 3 hot tubs, BBQs, a firepit, a gym, and group dining spaces. Strata fees also include all utilities & insurance, so it's the most carefree vacation home arrangement you could imagine! Upcoming weeks for this fraction area May 9-23, August 1-15, Oct 24 - Nov 7, and Jan 16-30, 2026. (id:2493)
Property Type:
Single Family
Common Interest:
Condo/Strata
Property Attached:
Yes
Total Living Area:
1,156 sq. ft.107 m2
Zoning:
Unknown
Association Fee:
363.7
Association Fee Frequency:
Monthly
Taxes:
$822.03 /
-
Community:
Kelowna North
Features:
Recreation Centre, Cable TV, Security/Concierge
Exterior Features:
Stucco
Pool Features:
Indoor pool, Outdoor pool
Community Features:
Pets not Allowed, Recreational Facilities
Security Features:
Security, Sprinkler System-Fire, Controlled entry, Smoke Detector Only
View:
City view, Lake view, Mountain view, Valley view
Structure Type:
Apartment
Appliances Included:
Washer, Refrigerator, Range - Electric, Dishwasher, Dryer, Microwave
Data was last updated March 13, 2025 at 05:15 AM (UTC)
Area Statistics
Listings on market:
216
Avg list price:
$484,900
Min list price:
$46,250
Max list price:
$4,800,000
Avg days on market:
38
Min days on market:
1
Max days on market:
721
Avg price per sq.ft.:
$850.27
These statistics are generated based on the current listing's property type
and located in
Kelowna North. Average values are
derived using median calculations.