18 Millridge Dr
Aston, PA 19014

$445,918 PRICE

Welcome home to 18 Millridge Drive! This magnificent property is upgraded throughout and sits on a quiet cul-de-sac in desirable Millridge neighborhood. Featuring hardwood flooring throughout first floor; formal dining room with crown molding and wainscoting trim; an updated kitchen offering stainless steel appliances, granite counters, custom cabinetry, and an attached bright breakfast room with vaulted ceiling. The open floor plan continues into the two-story family room with floor to ceiling stone fireplace and a wall of windows allowing sunshine to pour into the room. The formal living room flows directly from the family room ensuring the perfect entertaining space for holidays and parties! The first floor office is currently used as a play room, allowing more space for work or fun. The second floor has a spectacular master suite with sitting area, huge walk in closet with built-in systems, and a tiled bathroom with spa tub and stall shower. There are 3 addt’l spacious bedrooms- one with ensuite bathroom, and this level is completed with a tiled hall bathroom with dual sink vanity and laundry room. The exterior of the home offers a large deck that overlooks the rear fenced yard and a 3 car garage. This home is also smart wired throughout! Close to all major roadways for an easy commute to Philadelphia and Wilmington and close to Media Borough with array of dining and shopping options. Call today to see this magnificent property- it will not last long!

Price: $445,918
Bedrooms: 4
Baths: 3.5
Square Footage: 4338
MLS #: PADE503916
City: Aston
State: PA
ZIP Code: 19014
Property Type: Residential
Year Built: 2006
18 Mill Ridge Drive, Aston, PA, USA

Steven Everett


Business Philosophy: Real Estate is not only Steven's profession but also his passion. Having a construction and investment background, Steven is able to see the larger picture and the possibilities and potential of a home. His background gives him the ability to visualize new projects and improvements that will maximize…

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