164-20 Highland AVE #7S Jamaica Hills, NY 11432
1 Bath
457 SqFt
OPEN HOUSE
Sun Jun 22, 12:00am - 1:30pm
UPDATED:
Key Details
Property Type Condo
Sub Type Stock Cooperative
Listing Status Active
Purchase Type For Sale
Square Footage 457 sqft
Price per Sqft $326
MLS Listing ID 880399
Style Garden
Full Baths 1
Maintenance Fees $823
HOA Y/N No
Rental Info No
Year Built 1963
Property Sub-Type Stock Cooperative
Source onekey2
Property Description
This studio unit is perfect as a starter home. It is on the 7th floor of an elevator building; it also provides great investment opportunities both from an income and appreciation point of view.
From the moment you enter, you are greeted by a welcoming lobby. Upon entering the unit, the bright / inviting entry leads to an efficient kitchen adorned with practical cabinetry. What's more, the unit is newly renovated with laminate flooring throughout and is freshly painted.
For fun is the vibrant neighborhood, and for relaxation is opposite Captain Tilly Park, which provides a perfect playground and sanctuary for relaxing, enjoying nature and for those with an active lifestyle.
Enjoy being centrally located. It is easy access to supermarkets, shops, and more business activities. Public transportation is also conveniently located: near the # F subway train on Hillside Ave and bus routes are steps away (Q65, Q43…). Moreover, easy access to Grand Central Pkwy, I678.
Best deal in Jamaica Hills! -Contact us for more information or to schedule a private showing today!
Location
State NY
County Queens
Interior
Interior Features Original Details
Heating Baseboard
Cooling Wall/Window Unit(s)
Fireplace No
Appliance Gas Oven, Refrigerator
Exterior
Utilities Available Electricity Connected, Natural Gas Connected
Garage false
Building
Sewer Public Sewer
Water Public
Structure Type Brick
Schools
Elementary Schools Jamaica Children'S School
Middle Schools Hillcrest High School
High Schools Jamaica Gateway To The Sciences
Others
Senior Community No
Special Listing Condition None
Pets Allowed Number Limit