6157 N Sheridan RD #25D Save Request In-Person Tour Request Virtual Tour
Chicago,IL 60660
Key Details
Property Type Condo
Sub Type Condo
Listing Status Active Under Contract
Purchase Type For Sale
Square Footage 850 sqft
Price per Sqft $234
MLS Listing ID 12328043
Bedrooms 2
Full Baths 1
HOA Fees $589/mo
Year Built 1961
Annual Tax Amount $2,743
Tax Year 2023
Property Sub-Type Condo
Property Description
Great investor opportunity in a no-rent caps building! Live on top of the world, and enjoy incredible Lake Michigan views from this 25th floor penthouse condo. Gleaming hardwood floors throughout, recently redecorated too. This condo features an amazing lakefront location and views, two bedrooms and one full bath. Relax on the building's beautiful 25th floor sun deck, where you'll enjoy warm summer breezes while gazing at the lake. Updated bathroom with all new fixtures. Heat and water included in HOA fees. And you can work or chill in the Social Room, with large screen TVs and wifi for all residents. Walking distance to Loyola University, parks and beaches, the lakefront, and great restaurants and nightlife. CTA buses stop right in front of the building. Some garage parking spaces may be available to rent from owners in the building. Storage space is available from the building management too. Cat-friendly building, 2 max. Sorry, no dogs.
Location
State IL
County Cook
Area Chi - Edgewater
Interior
Heating Steam
Cooling Central Air
Flooring Hardwood
Laundry Common Area
Exterior
Amenities Available Bike Room/Bike Trails,Door Person,Coin Laundry,Elevator(s),Exercise Room,Storage,On Site Manager/Engineer,Party Room,Sundeck,Laundry
Building
Dwelling Type Attached Single
Building Description Brick, No
Story 25
Sewer Public Sewer
Water Lake Michigan
Structure Type Brick
New Construction false
Schools
Elementary Schools Swift Elementary School Specialt
Middle Schools Swift Elementary School Specialt
High Schools Senn High School
School District 299 ,299, 299
Others
Special Listing Condition None
Pets Allowed Cats OK,Number Limit