This exceptional investment opportunity in Niagara Falls includes two properties, 3879 Portage Road and 6248 St. John Street. Zoned GC and allowing for various possibilities including retail, office, clinics & more. High visibility from Portage Road & close to all amenities including groceries, public transit, restaurants & more. This flexible opportunity could also be the perfect place for a multi-generational set-up or investment potential - live in one home and rent the other for passive income flow. The St. John Street home features a separate entrance and a second unit in the lower level. This property is equipped with two separate hydro meters and boasts generously sized rooms, a furnace that is only seven years old, and a new roof installed in 2016. 3879 Portage Road is a well-maintained property with its own two hydro meters and two gas meters. It consists of 2x two-bedroom units, providing ample space and comfort. The zoning possibilities for this investment are extensive and this broad range of potential uses further adds to the attractiveness and versatility of this investment opportunity. Don't let this rare, North End Niagara Falls opportunity slip away, book your showing today.
Rectangular, Ample Parking, Arts Centre, Near Golf Course, Hospital, Library, Major Highway, Park, Place of Worship, Playground Nearby, Public Parking, Public Transit, Quiet Area, Rail Access, Rec./Community Centre, Regional Mall, School Bus Route, Schools, Shopping Nearby
Features:
Attached Garage: No, Crops Included: No, Garage: Yes, New Construction: No
Listed by REVEL Realty Inc., Brokerage and COLDWELL BANKER ADVANTAGE REAL ESTATE INC, BROKERAGE
Data was last updated December 22, 2024 at 03:50 PM (UTC)
Area Statistics
Listings on market:
13
Avg list price:
$869,900
Min list price:
$639,000
Max list price:
$2,400,000
Avg days on market:
75
Min days on market:
37
Max days on market:
95
Avg price per sq.ft.:
$431.93
These statistics are generated based on the current listing's property type
and located in
Niagara Falls. Average values are
derived using median calculations.