
3 Beds
3 Baths
2,139 SqFt
3 Beds
3 Baths
2,139 SqFt
Key Details
Property Type Condo
Sub Type Condo/Co-op
Listing Status Coming Soon
Purchase Type For Sale
Square Footage 2,139 sqft
Price per Sqft $186
Subdivision Hershey Run
MLS Listing ID DENC2112000
Style Colonial
Bedrooms 3
Full Baths 2
Half Baths 1
Condo Fees $350/mo
HOA Y/N N
Abv Grd Liv Area 2,139
Year Built 1997
Available Date 2026-10-09
Annual Tax Amount $1,702
Tax Year 2025
Lot Dimensions 0.00 x 0.00
Property Sub-Type Condo/Co-op
Source BRIGHT
Property Description
Location
State DE
County New Castle
Area Elsmere/Newport/Pike Creek (30903)
Zoning NCGA
Rooms
Main Level Bedrooms 1
Interior
Hot Water Electric
Heating Forced Air
Cooling Central A/C
Flooring Carpet, Ceramic Tile, Laminate Plank
Fireplaces Number 1
Fireplaces Type Gas/Propane
Fireplace Y
Heat Source Natural Gas
Laundry Main Floor
Exterior
Exterior Feature Patio(s)
Parking Features Garage Door Opener
Garage Spaces 3.0
Amenities Available Billiard Room, Club House, Exercise Room, Game Room, Library, Meeting Room, Party Room, Pool - Outdoor, Retirement Community, Swimming Pool, Tennis Courts
Water Access N
View Garden/Lawn, Other
Roof Type Architectural Shingle
Accessibility Level Entry - Main
Porch Patio(s)
Attached Garage 1
Total Parking Spaces 3
Garage Y
Private Pool Yes
Building
Story 2
Foundation Slab
Above Ground Finished SqFt 2139
Sewer Public Sewer
Water Public
Architectural Style Colonial
Level or Stories 2
Additional Building Above Grade, Below Grade
New Construction N
Schools
School District Red Clay Consolidated
Others
Pets Allowed Y
HOA Fee Include All Ground Fee,Common Area Maintenance,Ext Bldg Maint,Insurance,Lawn Maintenance,Management,Pool(s),Road Maintenance,Sewer,Snow Removal,Trash,Water,Recreation Facility
Senior Community Yes
Age Restriction 55
Tax ID 07-046.20-066.C.0063
Ownership Condominium
SqFt Source 2139
Acceptable Financing Cash, Conventional, FHA
Listing Terms Cash, Conventional, FHA
Financing Cash,Conventional,FHA
Special Listing Condition Standard
Pets Allowed Number Limit


