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Printed from StreetEasy.com at 05:48 AM, Dec 29 2025

1238 63rd St. #D342

Located at 1238 63rd Street 1238 63rd Street, #D342, Brooklyn, NY Condo in Borough Park, Brooklyn
This unit is not currently listed on StreetEasy Other units available in this building: 8 active sales listings
1 bed, 2 baths, 985 ft²

Located in the heart of the culturally rich, historic community of Dyker Heights, Dyker Gardens is south Brooklyn’s newest and most elegant residential condominium development offering everything you desire in the place you call home.
With over 40,000 sqft rooftop garden, Dyker Gardens offers a rare city oasis where residents can relax in comfort.

Located in the heart of the culturally rich, historic community of Dyker Heights, Dyker Gardens is south Brooklyn’s newest and most elegant residential condominium development offering everything you desire in the place you call home.
With over 40,000 sqft rooftop garden, Dyker Gardens offers a rare city oasis where residents can relax in comfort. Overlooking the Verrazzano-Narrows Bridge, the rooftop entertainment areas include a basketball half court, children’s playground, running track, sunbathing area, picnic area and more.


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About the Building

1238 63rd Street  Brooklyn, NY 11219

Condo in Borough Park

  • 146 Units
  • 4 Stories
  • 2021 Built

Sales listings: 7 active, 1 in contract and 154 previous
Rentals listings: 63 previous
Documents and Permits: 719 documents

Unit History

Nearby

Transportation

  • N at Ft. Hamilton Parkway

    0.24 miles

  • D N at 62nd St

    0.25 miles

  • D N at New Utrecht Av

    0.29 miles

  • D at 55th St

    0.41 miles

  • D at 71st St

    0.53 miles

View subway lines on Google Maps

Schools

Schools zoned for this address:
P.S. 176 Ovington

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

J.H.S. 227 Edward B. Shallow

(06,07,08,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.