1690 Highway 61, Silver Creek Twp, Minnesota 55616

MN, Silver Creek Twp
$899,000
  • 2 Beds
  • 2 Bath
  • Residential Property Type
  • 1953 Year Built
  • Active Status
See All 26 Photos
Kyle Synowczynski
Kyle Synowczynski
  • (612) 688-6065
  • Kyle@StoneArchRealty.com
Property Description

Lake Superior Opportunity awaits! Own your little slice of heaven on the North Shore. 2 Bedroom home with full basement, updated mechanical, super nice, oversized3+ car garage. Enjoy listening to the waves crash while sitting on the deck. Totally move in ready, basement is unfinished but has bathroom and laundry area. It isquaint and situated to not see the road!

Basic Details
  • Property Type: Residential
  • Listing Type: For Sale
  • Listing ID: 6798393
  • Price: $899,000
  • Year Built: 1953
  • Waterfront Yn: 1
  • Listing Status: Active
  • Office Name: RE/MAX Professionals
  • Full Bathrooms: 1
  • Property Sub Type: Single Family Residence
Features
  • Heating System Baseboard,Boiler
  • Cooling System None
  • Basement Block,Partially Finished
  • Parking Detached
  • Waterfront Features Lake Front,Lake View
  • Sewer Private Sewer
Address Map
  • Country US
  • State MN
  • County Lake
  • City Silver Creek Twp
  • Zipcode 55616
  • Street: Highway 61
  • Street Number: 1690
  • Longitude: W92° 22' 34.7''
  • Latitude: N47° 3' 3.5''
  • Directions: North of Two Harbors 3 miles on the Right, Just past Betty's Pies
Neighborhood
  • High School District: Lake Superior
MLS Addon
  • Office Name: RE/MAX Professionals
Additional Information
  • Water Body Name: Superior
  • Water Source: Private
  • Accessibility Features: None
  • Building Size: 1305
  • Construction Materials: Wood Siding
  • Garage: 4
  • Levels: One
  • Lot Size Dimensions: irregular
Financial
  • Tax Annual Amount: 3488
Listing Information
  • List Agent Mls Id: 498500610
  • List Office Mls Id: 10346
  • Modification Timestamp: 2025-10-03T03:58:05Z
  • Originating System Name: NorthStar
Mortgage Calculator
$
$ %
years
%
$ % per year
$ %per year
$