4324 OTTER ST Coming Soon Save Request In-Person Tour Request Virtual Tour
Philadelphia,PA 19104
Key Details
Property Type Townhouse
Sub Type End of Row/Townhouse
Listing Status Coming Soon
Purchase Type For Sale
Square Footage 1,002 sqft
Price per Sqft $288
Subdivision Belmont
MLS Listing ID PAPH2543242
Style Straight Thru
Bedrooms 3
Full Baths 1
Year Built 1925
Available Date 2025-10-08
Annual Tax Amount $1,282
Tax Year 2025
Lot Size 1,006 Sqft
Property Sub-Type End of Row/Townhouse
Property Description
✨ Fully Renovated 3-Bedroom Home in Belmont – Move-In Ready! ✨
Welcome to 4324 Otter Street, a beautifully updated rowhome in the heart of Philadelphia's Belmont neighborhood. Recently fully renovated, this home blends modern upgrades with classic charm, making it the perfect opportunity for a first-time buyer, growing family, or investor.
Step inside to discover a bright, open living space with brand-new flooring, fresh paint, and stylish finishes throughout. The sleek kitchen shines with stainless steel appliances, new cabinetry, and elegant countertops, offering both functionality and style. Upstairs, you'll find three comfortable bedrooms and a modern full bathroom designed with today's buyer in mind.
Additional highlights include:
Approximately 1,002 sq. ft. of living space
Fresh, move-in ready interiors
Updated fixtures and finishes from top to bottom
Located close to University City, public transit, parks, and schools, this home offers both convenience and comfort. With all the hard work done, all that's left is for you to move in and make it your own!
Location
State PA
County Philadelphia
Area 19104 (19104)
Zoning RSA5
Interior
Hot Water Electric
Cooling Central A/C
Exterior
Water Access N
Building
Story 2
Foundation Stone
Sewer Public Sewer
Water Public
New Construction N
Schools
School District Philadelphia City
Others
Acceptable Financing Cash,Conventional,FHA,Exchange,VA
Listing Terms Cash,Conventional,FHA,Exchange,VA
Special Listing Condition Standard
Virtual Tour https://vimeo.com/1123521521?fl=pl&fe=sh