$2,400/mo

1740 NW N River Dr 614, Miami, FL 33125

  • 2 beds |
  • 2 baths |
  • 1,000 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 1986
  • Property Lot Size Icon —— sqft lot
  • Property Parking Icon 2 car garage
  • Property Price Per Square Feet Icon $2/sqft
  • Property List Date Icon Listed 2 days ago

Property Description

Welcome to this exceptional 2-bedroom, 2-bath condo perched on the top floor of a well-maintained building along the Miami River. This rare corner unit boasts an abundance of natural light, an expansive open floor plan, and two private balconies offering panoramic views of the riverfront and Miami’s downtown skyline. Enjoy modern living with a spacious layout perfect for entertaining, relaxing, or working from home. Residents enjoy access to premium amenities including a pool, fully-equipped fitness center, and secure building entry. Just minutes from Brickell, Wynwood, and all that downtown Miami has to offer—this is urban living at its finest.

Listing Status:
Active
Date Added:
September 9, 2025 at 05:00AM
Listing Office:
Luxe Properties : 305-809-7650
Listing Agent:
Michael Lavernia : 786-210-9594
MLS ID:
A11875748
  • General: First Floor EntryElevator
  • Appliances: DishwasherMicrowaveElectric RangeRefrigerator
  • Flooring: TileVinyl
  • A/C: Central Air
  • Heating: Central

This listing courtesy of Michael Lavernia, Luxe Properties

Location

Schools Nearby

C

Comstock Elementary School

2420 NW 18th Ave, Miami, FL, 33142

Grades PK-5

0.89 miles away

S

Sports Leadership and Management (Slam) Charter Middle School

604 NW 12th Ave, Miami, FL, 33136

Grades 6-8

0.76 miles away

S

Sports Leadership of Miami Charter High School

604 NW 12th Ave, Miami, FL, 33136

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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