1632 Mallard Avenue, Baldwin, Wisconsin 54002

WI, Baldwin
$429,900
  • 3 Beds
  • 3 Bath
  • Residential Property Type
  • 2024 Year Built
  • Active Status
Kyle Synowczynski
Kyle Synowczynski
  • (612) 688-6065
  • Kyle@StoneArchRealty.com
Property Description

Discover your dream home in the Berkseth Heights development, where this TO BE BUILT house is waiting for you. Boasting 3 bedrooms and 2.5 baths, this floor plan is designed for comfortable living. As you step inside, you’ll be amazed by the meticulous attention to detail and stylish features. Don’t miss out on the chance to make this stunning home yours!

Basic Details
  • Property Type: Residential
  • Listing Type: For Sale
  • Listing ID: 6804225
  • Price: $429,900
  • Year Built: 2024
  • Listing Status: Active
  • Office Name: Property Executives Realty
  • Full Bathrooms: 2
  • New Construction Yn: 1
  • Property Sub Type: Single Family Residence
Features
  • Heating System Forced Air
  • Cooling System Central Air
  • Basement Full,Unfinished
  • Parking Attached Garage,Asphalt
  • Sewer City Sewer/Connected
Appliances
  • Dishwasher
  • Microwave
  • Refrigerator
  • Range
Address Map
  • Country US
  • State WI
  • County St. Croix
  • City Baldwin
  • Zipcode 54002
  • Street: Mallard Avenue
  • Street Number: 1632
  • Directions: From Hwy 63- east on Maple-south on 220th- right on Bluebill to Berkseth Heights 8th addition
Neighborhood
  • High School District: Baldwin-Woodville Area
MLS Addon
  • Office Name: Property Executives Realty
Additional Information
  • Water Source: City Water/Connected
  • Accessibility Features: None
  • Building Size: 1990
  • Construction Materials: Vinyl Siding
  • Garage: 2
  • Levels: Two
  • Lot Features: Corner Lot
  • Lot Size Dimensions: 90x140
Financial
  • Tax Annual Amount: 387
Listing Information
  • List Agent Mls Id: 892011692
  • List Office Mls Id: W141
  • Modification Timestamp: 2025-10-15T10:06:06Z
  • Originating System Name: NorthStar
Mortgage Calculator
$
$ %
years
%
$ % per year
$ %per year
$