1319 N Campbell AVE #1 new Save Request In-Person Tour Request Virtual Tour
Chicago,IL 60622
$ 3400
4 Beds
3 Baths
2000 SqFt
Key Details
Property Type Other Rentals
Sub Type Residential Lease
Listing Status Active
Purchase Type For Rent
Square Footage 2,000 sqft
MLS Listing ID 12389612
Bedrooms 4
Full Baths 3
Year Built 1999
Available Date 2025-08-01
Lot Dimensions 25 X 125
Property Sub-Type Residential Lease
Property Description
E. Humboldt Park- Over 2000sq ft - 4 bed/3 bath duplex down!! Available August! Freshly updated and painted with refinished hardwood floors on main level and laminate plank flooring in lower level, living room and family room with gas fireplace, eat in kitchen with new stainless steel appliances, Corian counters and back splash, updated baths, 4 large bedrooms that will accommodate a queen/king bed with plenty of space for bedroom furniture. Central heat and AC, in unit laundry, large deck, parking space included in rent and can accomodate 2 tandem spaces. Little over 10 minute walk to Damen Blue Line and & Western Blue Line Stops; steps to Western, North and Division bus stops. Quick walk to 606 Trail with access off Rockwell. Nearby favorites are the Green Eye, West on North, Boulevard Sports Lounge, Cuban Fusion, Cup & Spoon, Rangoli, Nellie's, Hash, Cermak Produce, Walgreens just to name a few. Pet friendly $300 per dog pet fee and $100 per cat pet fee (2 pet limit). Adjacent to Logan Square, Bucktown, Wicker Park and Ukrainian Village
Location
State IL
County Cook
Area Chi - West Town
Rooms
Basement Finished,Full
Interior
Interior Features Wet Bar
Heating Natural Gas,Forced Air
Cooling Central Air
Flooring Hardwood
Fireplaces Number 2
Fireplaces Type Gas Log,Gas Starter
Fireplace Y
Appliance Range,Dishwasher,Refrigerator,Bar Fridge,Washer,Dryer
Laundry In Unit
Building
Dwelling Type Residential Lease
Building Description Brick, No
Story 3
Sewer Public Sewer
Water Lake Michigan,Public
Structure Type Brick
Schools
School District 299 ,299, 299
Others
Pets Allowed Cats OK,Dogs OK,Number Limit