$399,000

506 Krebs Ln
Austin, Texas 78704

Neighborhood: DawsonWilliamson

  • 3 beds
  • 1 bath(1 full)
  • Built 1958
  • 1025 Sq.Ft.
  • $389/Sq.Ft.
  • 2017 Taxes $7,800
  • Status: Under Contract
  • MLS:6737453
  • Last Verified: 4 minutes ago

Overview

Listing courtesy of Dave Murray, Coldwell Banker United REALTOR

GreatSchools Ratings

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Property Details

Key Details
  • Association Fee: None
  • Baths Full: 1
  • Baths Half: 0
  • Beds Total: 3
  • MLS: ABOR
  • Property Sub Type: House
    Exterior Features
    Community Information
    • Directions: South on First, Left on Krebs, house on Left
    • Region: Austin - South
    • Sewer: City at Street
    • Subdivision Name: Williamson
    • Tax Amount: 7800.00
    • Waterfront: No
    • Water Source: City
    Construction
    • Construction: Frame
    • Fence: Wood
    • Foundation Details: Slab
    • Roof: Composition Shingle
    • Year Built: 1958
    • Year Built Exception: Updated/Remodeled
    Parking
    • Num Parking Spaces: 2
    • Parking Features: 2 Reserved
    Interior Features
    Features
    • AC: Central Air
    • Flooring: Tile - Hard,Wood
    • Heating: Central Heat
    • Interior Features: See Agent
    • Kitchen Appliances: Dishwasher,Refrigerator
    • Num Fireplaces: 0
    • View: No View
    Room Information
    • Dining Description: Kit/Din Combo
    • Master Description: See Agent
    • Master Main: 1
    Property / Lot Details
    Utilities Information
    • Utilities: Electricity on Property
    Property Information
    • Baths Total: 1
    • DOM: 74
    • Parcel Number: 04080402290000
    • Sqft Total: 1025.00
    • Stories Lookup: 1
    • Water Access: 0
    • Last Updated: 2018-08-20 12:34:36 CST
    • Last Checked: 2018-08-21 00:07:39 CST
    Lot Information
    • Lot Size Area: 0.176 Acre
    Property Features
    • Sprinkler System: 0

    Dawson Schools

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    Disclaimer: School attendance zone boundaries are supplied by Maponics and are subject to change. Check with the applicable school district prior to making a decision based on these boundaries.