Bought with Chelsea Cary • Barrett & Valley Associates, Inc/Sprin
$775,000
$875,000
11.4%For more information regarding the value of a property, please contact us for a free consultation.
26 Main ST Windsor, VT 05089
9 Beds
9 Baths
6,232 SqFt
Key Details
Sold Price $775,000
Property Type Single Family Home
Sub Type Single Family
Listing Status Sold
Purchase Type For Sale
Square Footage 6,232 sqft
Price per Sqft $124
MLS Listing ID 4851384
Style Colonial
Bedrooms 9
Full Baths 2
Half Baths 1
Three Quarter Bath 6
Year Built 1815
Annual Tax Amount $21,099
Tax Year 2021
Lot Size 1.100 Acres
Property Sub-Type Single Family
Property Description
Welcome to the Snapdragon Inn! This majestic property, built in 1815, can be converted into a grand residence or continue operation as a tranquil inn. There are 9 private bedrooms that include their own ensuite baths with radiant heat. This estate includes a dining area, library, and guest lounge. Each room is filled with sunlight and warmth. This spot offers walking distance to shopping and in town activities and Paradise Park for hiking or a walk around the lake. You will quickly see how centrally located the Snapdragon Inn is to the Upper Valley amenities including the beautiful downtown areas of Hanover, Nh & Woodstock, VT, I-91/89, and all of the ample skiing in the East. If you have ever dreamed of owning a quintessential Vermont inn, then look no further!
Location
State VT
County Vt-windsor
Area Vt-Windsor
Zoning Commercial
Rooms
Basement Entrance Interior
Interior
Heating Electric, Oil
Cooling Mini Split
Flooring Hardwood
Equipment Smoke Detectr-Hard Wired, Sprinkler System
Exterior
Exterior Feature Brick
Garage Description Driveway, On-Site
Utilities Available Telephone At Site
Waterfront Description Yes
View Y/N Yes
View Yes
Roof Type Shingle - Asphalt
Building
Lot Description Level
Story 2.5
Foundation Concrete
Sewer Public
Water Public
Read Less
Want to know what your home might be worth? Contact us for a FREE valuation!
Our team is ready to help you sell your home for the highest possible price ASAP
