Room w/ Private Bath-Utilities incl

Studio Sublet Near Clark Park – $ All Utilities Included | University CityAvailable January – June Sublet only with no option to renewNo pets allowedThis is a small, dated studio apartment ( sq ft) located on the 2nd floor of a walk-up building (no elevator) on the block of Chester Ave. Ideal for someone seeking an affordable, short-term option in a prime University City location. Apartment can be furnished or unfurnished Rent: $/month Security Deposit: $ Utilities: All included (electric, heat, water) Internet: Not included Furnishings: Fully furnished Laundry: Shared washer & dryer in basement Apartment Type: Studio | 2nd floor walk-upApplicant Requirements: • Minimum income: $/month • Co-signer accepted if income requirement is not met • $ application feeLocation Highlights: • Steps from Clark Park — one of Philly’s best neighborhood parks • Close to University of the Sciences • Trolley stop steps away with direct access to Center City • Walkable to cafes, restaurants, and everyday essentials • Beautiful, tree-lined street in a vibrant and friendly communityThis sublet is well-suited for a student, visiting researcher, intern, or professional who values location, transit access, and furnished convenience over square footage and modern finishes.

Private first-floor bedroom available February 1st in a townhome conveniently located just a few blocks from Temple University. All utilities and internet are included in the rent. The building includes a washer/dryer at no additional cost and fenced patio area for outdoor activities. You will share a bathroom with only one person. If you prefer to have a private bathroom, your room would cost an additional one hundred dollars per month. The room is available until July with no option to renew lease.Requirements:$ security deposit$st Month & security deposit to move in)Must move out by July No Criminal ConvictionsNo evictions within the last 5 yearsProof of Income (or co-signer)Non SmokingNo petsSingle-occupancy bedroomApplication fee is $