6065 Preston LANE, New Berlin, WI 53151
- 3 beds |
- 2 baths |
- 2,230 sqft
Single-Family Home
Built in 2000
0.59acre lot
2 car garage
$298/sqft
Listed 6 days ago
Property Description
Beautiful split ranch in sought-after Karrington Woods, set on a half-acre lot just steps from High Grove Park trails and Elmwood Elementary. This home offers a bright, open layout with vaulted ceilings and abundant natural light. The main level features a versatile den/office, flexible dining or sitting area, and a spacious living room with a gas/natural fireplace that flows into the kitchen and dinette with ample counter space and storage. Main floor laundry adds convenience. The private primary suite includes direct patio access, a recently updated bath with heated tile floors, walk-in shower, and a massive closet. The lower level offers finished space plus plumbing for a future bath and over 1,000 sq ft ready for storage or expansion.
- Listing Status:
- Pending
- Data Last Updated:
- May 20, 2026 at 12:51PM
- Listing Office:
- Real Broker Milwaukee :
- Listing Agent:
- Kaitlyn Shepherd : 4148016054
- MLS ID:
- 715221387002

- General: Cable/Satellite AvailableCentral VacuumHigh Speed InternetCathedral/vaulted ceilingWalk-in closet(s)Wood Floors
- Master Bedroom: Main
- Master Bath: Stubbed For Bathroom on LowerTub OnlyCeramic TileMaster Bedroom Bath: Walk-In ShowerMaster Bedroom BathShower Over TubShower Stall
- Appliances: DishwasherDisposalOvenRangeRefrigerator
- Basement: 8'+ CeilingFullPartially FinishedPoured ConcreteRadon Mitigation SystemSump Pump
- A/C: Central AirForced Air
- General: BrickBrick/StoneWoodPatio
- Style: Ranch
- General: 1 Story
- HOA Amenities: 65.0Unknown
- Originating MLS: WIREX_METRO
- School District: New Berlin
- County: WAUKESHA
- Zoning: R1NBC 1295078
- Sewer: Municipal SewerMunicipal Water
- Source: WIREX_METRO
- Exclusions: Staging Items
This listing courtesy of Kaitlyn Shepherd , Real Broker Milwaukee
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






