There was an error while loading the video. It could be a temporary error, so please hit refresh to try again.
If it's still not loading we are sorry for the inconvenience and please report the issue as it could be a solvable issue.
Welcome to 784 Downing St located in the charming city of Kingston, ON. This stunning 5-bedroom, 2-bathroom residence boasts a spacious interior designed for comfortable living and entertaining. The open concept layout seamlessly connects the living, dining, and kitchen areas, creating an inviting atmosphere perfect for family gatherings and social events. The gourmet kitchen features elegant granite countertops and plenty of cabinet space, making meal preparation a joy. Step outside to your landscaped backyard oasis, where an inground pool awaits for endless summer fun and relaxation. The walk-out lower level offers a multitude of possibilities, from a cozy family room to a home office or gym. Situated in a lovely area, this home offers both tranquility and convenience, with close proximity to schools, parks, and shopping amenities. This beautiful home is ready to welcome its next family. Explore this exceptional property and make it your own today! **** EXTRAS **** Please include mandatory Schedule B with all Offers -- in Documents. Deposit information is also in Documents. (37389625)
Bayridge Drive to Hudson Drive to Downing St. follow to 784
Property Type
Single Family
Annual Property Taxes
$3,728.42 (CAD)
Parking Type
Attached Garage
Time on REALTOR.ca
52 days
Get a taste for the neighbourhood where this listing is located.
The following neighbourhood demographic information is provided by a third-party supplier based on census data from Statistics Canada.
No demographic information is available for this specific location.
Demographics data is temporarily unavailable
This calculator is for demonstration purposes only. The Canadian Real Estate Association does not guarantee that all calculations are accurate. Always consult a professional financial advisor before making personal financial decisions.