Schools and Properties Nearby

2 Beds
2 Baths
952 SqFt
2 Beds
2 Baths
952 SqFt
Key Details
Property Type Manufactured Home
Sub Type Manufactured
Listing Status Under Contract
Purchase Type For Sale
Square Footage 952 sqft
Price per Sqft $94
Subdivision Groffdale Mhp
MLS Listing ID PALA2085442
Style Modular/Pre-Fabricated
Bedrooms 2
Full Baths 2
HOA Y/N N
Abv Grd Liv Area 952
Year Built 1996
Annual Tax Amount $259
Tax Year 2025
Lot Dimensions 0.00 x 0.00
Property Sub-Type Manufactured
Source BRIGHT
Property Description
Location
State PA
County Lancaster
Area Upper Leacock Twp (10536)
Zoning MOBILE HOME RESIDENTIAL
Rooms
Other Rooms Living Room, Bedroom 2, Kitchen, Bedroom 1, Bathroom 1, Bathroom 2
Main Level Bedrooms 2
Interior
Interior Features Bathroom - Soaking Tub, Combination Kitchen/Dining, Skylight(s)
Hot Water Electric
Heating Forced Air
Cooling Central A/C
Flooring Laminate Plank
Inclusions Washer, dryer, refrigerator, and all furnishings negotiable
Equipment Dryer - Electric, Oven/Range - Gas, Refrigerator, Washer, Water Dispenser
Furnishings Yes
Fireplace N
Appliance Dryer - Electric, Oven/Range - Gas, Refrigerator, Washer, Water Dispenser
Heat Source Propane - Owned
Laundry Main Floor
Exterior
Exterior Feature Deck(s)
Garage Spaces 2.0
Utilities Available Electric Available, Propane, Sewer Available, Cable TV Available
Water Access N
Roof Type Shingle
Accessibility Ramp - Main Level
Porch Deck(s)
Total Parking Spaces 2
Garage N
Building
Story 1
Above Ground Finished SqFt 952
Sewer Public Sewer
Water Community
Architectural Style Modular/Pre-Fabricated
Level or Stories 1
Additional Building Above Grade, Below Grade
New Construction N
Schools
High Schools Conestoga Valley
School District Conestoga Valley
Others
Pets Allowed Y
Senior Community No
Tax ID 360-96874-3-0097
Ownership Ground Rent
SqFt Source 952
Acceptable Financing Cash, Conventional
Listing Terms Cash, Conventional
Financing Cash,Conventional
Special Listing Condition Standard
Pets Allowed Size/Weight Restriction, Pet Addendum/Deposit, Number Limit








