512 Meadow Run Drive Active Save Request In-Person Tour Request Virtual Tour
Van Alstyne,TX 75495
$ 2550
5 Beds
3 Baths
2484 SqFt
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Rent
Square Footage 2,484 sqft
Subdivision Rolling Rdg Ph 1
MLS Listing ID 20992644
Style Traditional
Bedrooms 5
Full Baths 3
HOA Fees $58/ann
Year Built 2024
Lot Size 7,448 Sqft
Property Sub-Type Single Family Residence
Property Description
Built by Cambridge Homes and completed in 2024, Expansive floor plan 5 bedrooms, 3 full baths, one bedroom down with huge walk in closet, and access to full bath immediately. Bright open floorplan, Living room, dining and kitchen all open with view of a huge fenced back yard. Kitchen is a dream with gas cooktop, kitchen island has double sink, dishwasher and large food prep. area. Breakfast bar capacity. Large Walk in Pantry, Ample Storage with beautiful white cabinets and quartz countertops and is equiped with a Stainless Regrigerator. Upstairs enjoy a large primary suite. Ensuite Bath with separate shower, large quartz vanity with double sinks, large walk in closet and window treatments. Upstairs 4 bedrooms, large gameroom, separate laundry room with stainless washer and dryer. Nearly new as this will only be the 2nd tenant. At the end of the street is a large water feature and small lake, pond.
Location
State TX
County Grayson
Rooms
Dining Room 1
Interior
Heating Electric,Zoned
Cooling Central Air,Electric
Flooring Carpet,Ceramic Tile,Luxury Vinyl Plank
Exterior
Garage Spaces 2.0
Fence Back Yard,High Fence,Privacy,Wood
Utilities Available Asphalt,Cable Available,City Sewer,City Water,Community Mailbox,Curbs,Electricity Connected,Individual Gas Meter,Individual Water Meter,Sidewalk
Roof Type Composition
Building
Story Two
Foundation Slab
Structure Type Brick
Schools
Elementary Schools Bob And Lola Sanford
High Schools Van Alstyne
School District Van Alstyne Isd
Others
Pets Allowed Yes,Breed Restrictions,Cats OK,Dogs OK,Number Limit,Size Limit