EGP 85,000 / Month
4 Bedrooms Villa for Rent in New Giza Cairo Alexandria Desert Road By New Giza
New Giza is a luxurious residential compound located on the Cairo-Alexandria Desert Road in Egypt. It is a gated community that offers a unique living experience to its residents. The compound is built on a vast area of land, and it is surrounded by breathtaking landscapes and scenic views.
New Giza is a master-planned community that offers a wide range of residential options, including apartments, villas, townhouses, and duplexes. The compound is designed to cater to the needs of different lifestyles and family sizes. It is a perfect place for families who are looking for a safe and secure environment to raise their children.
The compound is equipped with state-of-the-art facilities and amenities that provide residents with a comfortable and convenient lifestyle. It has a clubhouse that features a gym, swimming pool, spa, and a variety of sports facilities. New Giza also has a shopping mall, restaurants, cafes, and a supermarket, making it a self-sufficient community.
One of the unique features of New Giza is its golf course. The compound has an 18-hole championship golf course that is designed by renowned golf course architect Steve Forrest. The golf course is surrounded by stunning landscapes and offers a challenging and enjoyable experience for golf enthusiasts.
New G
New Giza It is an integrated residential compound with many residential units amid green spaces and stunning landscapes and offers great services and facilities for residents. New Giza Project Location: It is located on Cairo-Alexandria Desert Road at Kilo 22. New Giza Compound Space: 1500 acres. Units Type: apartments for sale, duplex For Sale, twin houses, Villas For Sale.
New Giza New Giza Development is a major Egyptian company that has been working in the field of real estate development for about 10 years and has presented a wide range of different projects that greatly serve customers and provide them with a distinctive model of high-end residential complexes.