1577 Dingwall Rd #124 new Save Request In-Person Tour Request Virtual Tour
Courtenay,BC V9N 3S8
Key Details
Property Type Condo
Sub Type Condo Apartment
Listing Status Active
Purchase Type For Sale
Square Footage 808 sqft
Price per Sqft $494
MLS Listing ID 1011501
Style Condo
Bedrooms 2
Condo Fees $276/mo
HOA Fees $276/mo
Rental Info Unrestricted
Year Built 2016
Annual Tax Amount $2,142
Tax Year 2024
Property Sub-Type Condo Apartment
Property Description
Cheerful and bright 2-bedroom 1-bath top floor condo, enjoy the sunshine on your South facing deck. Built in 2016, this modern home offers over 800 sq feet of well-designed living space, plus with a spacious additional bonus loft. Bring your ideas for the loft area to fill that storage gap that you may have, its a versatile lower ceiling height area but could be ideal for many different creative ideas!. Enjoy an open-concept layout with high ceilings, large windows, and a functional kitchen perfect for entertaining. Additional features include in-suite laundry, dedicated exterior storage, and a well-kept building. Conveniently located near shopping, transit, and downtown Courtenay. A fantastic opportunity for first-time buyers or down sizing without having to compromise on your standards of living
Location
Province BC
County Comox Valley Regional District
Area Cv Courtenay East
Zoning R-3
Rooms
Basement None
Main Level Bedrooms 2
Kitchen 1
Interior
Interior Features Storage
Heating Baseboard,Electric
Cooling None
Flooring Mixed
Heat Source Baseboard,Electric
Laundry In Unit
Exterior
Exterior Feature Balcony
Parking Features Carport
Carport Spaces 1
Roof Type Asphalt Shingle
Total Parking Spaces 1
Building
Lot Description Central Location
Faces South
Entry Level 2
Foundation Poured Concrete
Sewer Sewer Connected
Water Municipal
Additional Building None
Structure Type Cement Fibre
Others
Pets Allowed Yes
Tax ID 029-868-882
Ownership Freehold/Strata
Miscellaneous Balcony
Acceptable Financing Must Be Paid Off
Listing Terms Must Be Paid Off
Pets Allowed Cats,Dogs,Number Limit