1538 S Ford Ct

Fantastic on Ford - Nestled in a serene and welcoming neighborhood within the coveted Bullock Creek School District, this thoughtfully designed 4 bedroom, 3.5 bathroom ranch home offers a blend of practicality, comfort, and craftsmanship. Custom built in 2009, the home demonstrates attention to detail in every corner. As you arrive, you'll be struck by the peaceful surroundings. With a vacant lot directly across the street that cannot be developed, the home offers a unique sense of privacy, open sight lines of nature, and a buffer from future construction. The residence was built with longevity and livability in mind. Inside, the open floor plan creates smooth transitions between living spaces, enhancing the home's livability while encouraging effortless entertaining and day-to-day living. Rich wood floors flow throughout much of the main level, creating a warm and inviting atmosphere. The central living room features a cozy wood-burning stove, perfect for taking the chill off after a walk through nearby trails or simply settling in for a quiet evening at home. The heart of the home is its spacious kitchen, thoughtfully designed with deep cherry cabinetry that not only brings an elegant richness to the space but also offers generous storage. The kitchen opens up to the main living and dining areas. Tucked away for privacy, the expansive primary suite takes comfort to the next level. Large windows allow ample natural light, while the oversized walk-in closet provides plentiful storage. The private bath is a personal retreat, complete with a walk-in shower and a spa-like jacuzzi tub. 2 additional generously sized bedrooms and full bathroom are located on the opposite end of the home. The basement is where functionality seamlessly intermingles with recreation. A massive family room featuring a gas fireplace is the ideal location for hosting movie nights or enjoying game-day festivities. A lower-level bedroom with a full bathroom offers an ideal arrangement. For added safety and peace of mind you'll find a uniquely r