1212 Kade Avenue new Save Request In-Person Tour Request Virtual Tour
Celina,TX 75009
$ 3000
5 Beds
3 Baths
2832 SqFt
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Active
Purchase Type For Rent
Square Footage 2,832 sqft
Subdivision Chalk Hill
MLS Listing ID 20774161
Style Traditional
Bedrooms 5
Full Baths 3
Year Built 2021
Lot Size 6,098 Sqft
Property Description
Welcome to this beautiful Beazer home for lease in the highly sought-after Chalk Hill community! This residence blends modern amenities with stylish details, including designer accent paint throughout the rooms. With 5 spacious bedrooms, 3 full bathrooms, and a large second living area on the upper floor, this home is designed for comfortable family living. The main floor features an additional bedroom and full bathroom, ideal for guests or multi-generational households. The gourmet kitchen is a chef’s dream, boasting stainless steel appliances, a gas cooktop, quartz countertops, and a refrigerator. This home has a full size Washer & Dryer. The backyard offers a large, fenced space with a covered patio, perfect for relaxing and entertaining. Located within walking distance of Celina High School and close to Preston Road, this home is ideally situated for convenience and accessibility. The community pool also offers a great spot for socializing. Don’t miss the chance to make this exceptional home yours!
Location
State TX
County Collin
Community Community Pool,Curbs,Playground,Pool,Sidewalks
Rooms
Dining Room 1
Interior
Flooring Carpet,Ceramic Tile
Fireplaces Number 1
Fireplaces Type Gas,Gas Logs,Gas Starter,Glass Doors,Living Room
Exterior
Garage Spaces 2.0
Community Features Community Pool,Curbs,Playground,Pool,Sidewalks
Utilities Available Cable Available,City Sewer,City Water,Concrete,Curbs
Roof Type Composition
Building
Story Two
Foundation Slab
Structure Type Brick
Schools
Elementary Schools Celina
High Schools Celina
School District Celina Isd
Others
Pets Description Yes,Breed Restrictions,Dogs OK,Number Limit,Size Limit