$193,800
$199,999
3.1%For more information regarding the value of a property, please contact us for a free consultation.
15 E Franklin AVE #418 Minneapolis, MN 55404
1 Bed
1 Bath
800 SqFt
Key Details
Sold Price $193,800
Property Type Condo
Sub Type High Rise
Listing Status Sold
Purchase Type For Sale
Square Footage 800 sqft
Price per Sqft $242
Subdivision Cic 1567 Eat Street Flats Cond
MLS Listing ID 5627688
Sold Date 09/17/20
Bedrooms 1
Full Baths 1
HOA Fees $328/mo
Year Built 2006
Annual Tax Amount $2,454
Tax Year 2020
Contingent None
Lot Size 1.220 Acres
Acres 1.22
Lot Dimensions 263x235
Property Description
Make your friends and family jealous with the best view of downtown Minneapolis you will ever see. This amazing home is within walking distance of the best that Minneapolis has to offer, like Eat Street and many other historic downtown attractions. Not only do you get an amazing view from your private balcony but the home also features hardwood floors, stainless steel appliances, granite countertops, tile backsplash, high vaulted ceilings, and a full-sized washer & dryer.
Location
State MN
County Hennepin
Zoning Residential-Multi-Family
Rooms
Family Room Exercise Room
Basement None
Dining Room Eat In Kitchen
Interior
Heating Forced Air
Cooling Central Air
Fireplace No
Appliance Cooktop, Dishwasher, Disposal, Dryer, Freezer, Microwave, Range, Refrigerator, Washer
Exterior
Parking Features Heated Garage, Underground
Garage Spaces 1.0
Building
Lot Description Irregular Lot
Story One
Foundation 800
Sewer City Sewer/Connected
Water City Water/Connected
Level or Stories One
Structure Type Brick/Stone
New Construction false
Schools
School District Minneapolis
Others
HOA Fee Include Maintenance Structure, Hazard Insurance, Maintenance Grounds, Professional Mgmt, Trash, Shared Amenities, Lawn Care, Water
Restrictions Pets - Cats Allowed,Pets - Dogs Allowed,Pets - Weight/Height Limit
Read Less
Want to know what your home might be worth? Contact us for a FREE valuation!
Our team is ready to help you sell your home for the highest possible price ASAP
