$1,295/mo

1800 Lavaca ST A-806, Austin, TX 78701

  • 2 beds |
  • 1 bath |
  • 608 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 1966
  • Property Lot Size Icon261sqft lot
  • Property Parking Icon —— car garage
  • Property Price Per Square Feet Icon $2/sqft
  • Property List Date Icon Listed 1 day ago

Property Description

Ready for Move-in * Large windows w/tons of natural light. Elevators, lobby, on-site concierge, laundry center & bike storage area. Utilities are an additional $180/month for electric, gas, trash, water, wastewater services and one assigned garage parking space. Greenwood Towers is located downtown within walking distance to the UT campus, the Museum District, Downtown Austin, Dell Medical Center, State Capitol, The Drag, tons of eclectic restaurants, unique bars, and cozy coffee shops. Being in the center of it all makes running errands, retail therapy, or grabbing drinks a breeze.

Listing Status:
Active
Listing Office:
512 Management LLC : (512) 253-8100
Listing Agent:
Mike Cusimano : (512) 689-9955
MLS ID:
7485242
  • General: Ceiling Fan(s)High CeilingsElevatorPrimary Bedroom on Main
  • Appliances: DishwasherDisposalGas RangeMicrowaveFree-Standing RangeRefrigeratorStainless Steel Appliance(s)
  • Laundry: Common Area
  • Flooring: Tile
  • A/C: Central Air
  • Heating: CentralNatural Gas
  • Fireplace: Fireplaces: 0
  • Eco/Green Feature: NoneNone

This listing courtesy of Mike Cusimano, 512 Management LLC

Location

Schools Nearby

L

Lee Elementary School

3308 Hampton Rd, Austin, TX, 78705

Grades KG-6

1.21 miles away

K

Kealing Middle School

1607 Pennsylvania Ave, Austin, TX, 78702

Grades 6-8

1.36 miles away

A

Austin St Hospital

1111 W 6th St, Austin, TX, 78703

Grades 5-12

1.06 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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