$899,000

218 Conway Ct, South Orange Village Twp., NJ 07079

  • 4 beds |
  • 2 baths
  • Property Icon Single-Family Home
  • Property Year Built Icon Built in 1930
  • Property Lot Size Icon7,405sqft lot
  • Property Parking Icon 1 car garage
  • Property Price Per Square Feet Icon $——/sqft
  • Property List Date Icon Listed 1 month ago

Property Description

Welcome to 218 Conway Court, a beautifully maintained 4-bedroom, 2.5-bathroom home in the vibrant community of South Orange. This inviting residence boasts spacious rooms and gleaming hardwood floors throughout, creating a warm and timeless appeal. The main level offers a seamless flow, perfect for entertaining, while the generously sized bedrooms provide comfort and versatility. Ideally located just moments from Floods Hill Park, South Orange Middle School, and the charming downtown area, this home offers both convenience and accessibility. With easy access to public transportation, including trains to NYC, commuting is a breeze. Don't miss this opportunity to own a stunning home in a prime location!

Listing Status:
Active
Listing Office:
KELLER WILLIAMS VILLAGE SQUARE : 201-445-4300
MLS ID:
3958458
  • Kitchen: Eat-In Kitchen
  • Appliances: DishwasherRange/Oven-Gas
  • Basement: FinishedFull
  • A/C: 1 UnitCentral Air
  • Heating: 1 UnitRadiators - SteamGas-Natural
  • Fireplace: Living RoomFireplaces: 1

This listing courtesy of KELLER WILLIAMS VILLAGE SQUARE

Location

Schools Nearby

S

South Mountain Elementary School

444 W South Orange Ave, South Orange, NJ, 07079

Grades KG-5

0.37 miles away

S

South Orange Middle School

70 N Ridgewood Rd, South Orange, NJ, 07079

Grades 6-8

0.19 miles away

C

Columbia High School

17 Parker Ave, Maplewood, NJ, 07040

Grades 9-12

0.76 miles away

Disclaimer: School and School District information courtesy of the National Center for Education Statistics (NCES). School boundaries may change. Proximity to listed schools does not guarantee enrollment eligibility. Contact the school district for more information and exact boundaries.

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