45 Weston Street, Deloraine, Tas 7304

Situated in the highly sought after suburb of Deloraine- this property's elevated position gives way to lovely views towards the Western Tiers. Circa 1910, the three-bedroom weatherboard cottage still retains many original features of yesteryear including high ceilings, fireplaces with stunning mantels, entry hallway and hardwood floors. The kitchen is filled with character and ready for entertaining with ample cupboard and bench space- a covered BBQ area flows between the kitchen and laundry- the laundry area offering a second toilet. With the homes position, there is plenty of room for a large shed, an expansive vegetable garden, and for chickens to roam. The property offers dual access off both Weston and High Street, with off street parking and a secure area for pets.  Since purchasing, the owners have updated the wiring, freshly painted throughout in neutral bright colours, replaced window furnishings, installed a new reverse cycle air conditioner, stove-oven combo plus rangehood and a new driveway to accommodate two cars for off street parking.

The land size is approximately 948m² with potential for subdivision (STCA), as so many have done before, keep this beautiful cottage on a low maintenance parcel of land and move on the block next door or develop yourself. The property is currently used as a successful pet and family friendly Airbnb

45 Weston Street is located just on the outskirts of town, take a short stroll and order a coffee or meal at the Deloraine Deli. A short drive to all shops etc. and only thirty five minutes from Launceston CBD

*Viewings are by appointment

Roberts Real Estate has made all reasonable efforts to obtain information regarding this property from industry and government sources that are deemed to be both reliable and factual; however, we cannot guarantee their complete accuracy in every instance.  Prospective purchasers are advised to carry out their own investigations to ensure the property satisfies their suitability/usage requirements. All measurements and boundary lines are approximate.