Contact
Jada Miller
Broker
705-676-6077
Discover a one of a kind, private property and residence on Dawson Point Road, located just minutes to downtown New Liskeard on beautiful Lake Temiskaming. This exquisite 3 bedroom, 2.5 bath waterfront home boasts water vistas from the dining area, sunroom, and principal bedroom suite. With 1800 sq feet on the main floor you will find beautiful hardwood floors, spacious kitchen with island, a sprawling primary bedroom suite has multiple closets, spa-like ensuite with glass shower and soaker tub with breathtaking lake views, and your private access to the deck and hot tub. Convenient main floor laundry combined with a 2 piece bath fits in nicely with the layout of the home. The large living room has pretty views of the treed front yard, as well as in the oversized second bedroom. A captivating water-view, year round sunroom, will become your favourite room with a gas fireplace and wood detailing that gives it a cozy cottage feel.
The lower level offers an additional 1350 sq feet of living space with 2 separate access points (from the front entry and side entry to the mudroom). A custom stone fireplace sets the tone for family movie/game nights. A craft room, office (that could be a bedroom), 4 piece bath, and large guest room round out the basement.
The landscaping is meticulous, with natural stone, perennial gardens, cedars, and evergreens giving a serene feel the moment you drive in.
A 3 bay, 28’ x 48’ detached garage (2 car, plus heated and insulated shop) is an added bonus to this amazing waterfront property.
At the south facing shoreline, you will find a beach house with wood stove, and your own boat launch, ready to supply quick access to the lake lifestyle you have been waiting for!
New Liskeard is the largest populated town in the District of Temiskaming, and like Haileybury, is located along the shores of Lake Temiskaming. New Liskeard’s economy relies primarily on agriculture and forestry and is the industrial, commercial and administrative centre of the Temiskaming area.