3018 Montrose Court Forney, TX 75126
3 Beds
3 Baths
2,463 SqFt
UPDATED:
11/11/2024 07:03 PM
Key Details
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Pending
Purchase Type For Rent
Square Footage 2,463 sqft
Subdivision Heartland Ph 9
MLS Listing ID 20766344
Style Traditional
Bedrooms 3
Full Baths 3
HOA Fees $500/ann
PAD Fee $1
HOA Y/N Mandatory
Year Built 2019
Lot Size 10,802 Sqft
Acres 0.248
Property Description
Location
State TX
County Kaufman
Community Club House, Community Pool, Fitness Center, Greenbelt, Jogging Path/Bike Path, Playground, Sidewalks
Direction GPS friendly
Rooms
Dining Room 1
Interior
Interior Features Eat-in Kitchen, Granite Counters, Open Floorplan, Pantry, Walk-In Closet(s)
Heating Central, Electric, ENERGY STAR Qualified Equipment
Cooling Ceiling Fan(s), Central Air, Electric, ENERGY STAR Qualified Equipment
Flooring Carpet, Ceramic Tile
Appliance Dishwasher, Disposal, Dryer, Electric Oven, Gas Range, Gas Water Heater, Microwave, Refrigerator, Vented Exhaust Fan, Washer
Heat Source Central, Electric, ENERGY STAR Qualified Equipment
Laundry Utility Room, Full Size W/D Area
Exterior
Exterior Feature Covered Patio/Porch
Garage Spaces 2.0
Community Features Club House, Community Pool, Fitness Center, Greenbelt, Jogging Path/Bike Path, Playground, Sidewalks
Utilities Available All Weather Road, Alley, Asphalt, Cable Available, City Sewer, City Water, Community Mailbox, Concrete, Electricity Available, Sewer Available, Sidewalk
Total Parking Spaces 2
Garage Yes
Building
Lot Description Cul-De-Sac, Landscaped, Lrg. Backyard Grass, Sprinkler System
Story One and One Half
Foundation Slab
Level or Stories One and One Half
Structure Type Brick
Schools
Elementary Schools Hollis Deitz
Middle Schools Raynes
High Schools Crandall
School District Crandall Isd
Others
Pets Allowed Yes, Breed Restrictions, Dogs OK, Number Limit
Restrictions No Smoking,No Sublease,No Waterbeds,Pet Restrictions
Ownership see tax record
Pets Description Yes, Breed Restrictions, Dogs OK, Number Limit