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Printed from StreetEasy.com at 10:46 AM, Mar 4 2026

289 13th St. #1L

Located at 289 13th Street 289 13th Street, #1L, Brooklyn, NY Condo in Park Slope, Brooklyn
This unit is not currently listed on StreetEasy
2 beds, 1 bath, 1,438 ft²

Tastefully designed two bedroom residence in a stunning townhouse condominium on one of Park Slope’s classic tree lined blocks. Boasting over 1400 sq ft, this large 2 bedroom condo has; wide plank white oak flooring, washer/dryer, central AC, central heat, new designer kitchen with an open floor plan, spacious living and new bathroom.

Tastefully designed two bedroom residence in a stunning townhouse condominium on one of Park Slope’s classic tree lined blocks. Boasting over 1400 sq ft, this large 2 bedroom condo has; wide plank white oak flooring, washer/dryer, central AC, central heat, new designer kitchen with an open floor plan, spacious living and new bathroom. This duplex unit has an additional 500 sq ft of living/recreational space that leads out to a patio area and a luscious private garden. Located within a stone’s throw to cafes, restaurants, shops, Union Market and other fantastic Park Slope specialty food shops. Only 3 blocks to Prospect Park and a short walk to the trains. Will not last!!!


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About the Building

289 13th Street  Brooklyn, NY 11215

Condo in Park Slope

  • 8 Units
  • 4 Stories
  • 2015 Built

Sales listings: 13 previous
Rentals listings: 10 previous
Documents and Permits: 88 documents

Unit History

Nearby

Transportation

  • F G R at 4 Av-9 St

    0.26 miles

  • F G at 7th Av

    0.29 miles

  • R at Prospect Av

    0.29 miles

  • F G at Prospect Park-15 St

    0.53 miles

  • R at 25th St

    0.71 miles

View subway lines on Google Maps

Schools

District 15 - Schools zoned for this address:
P.S. 124 Silas B. Dutcher

(PK,0K,01,02,03,04,05,SE)

Disclaimer: School attendance zone boundaries are not guaranteed to be accurate – they are provided by a third party and subject to change. Check with the applicable school district prior to making a decision based on these boundaries.