WebCampus Crossings on Alafaya offers spacious 4-bedroom town homes and is conveniently located on UCF's shuttle route. Residents enjoy amenities including two resort-style swimming pools, a basketball court, a sand volleyball court, and fitness center. Furry roommates are welcome as the community is pet friendly and has an on-site dog park. Web3 BD 3 BA. 8/5/23 $940 / Bedroom. 1,412 Sq. Ft. Prices and availability subject to change without notice. Floor Plan Models and Units. Number of Bedrooms. Number of …
Campus Crossings- Alafaya Review - 3684321 Orlando, FL Apartments …
WebCampus Crossings on Alafaya is an apartment located in Orange County, the 32817 Zip Code, and the Riverdale Elementary, Corner Lake Middle, and University High attendance zone. See All (321) 415-3143; Visit Property Website; Pricing and Floor Plans. All 3+ Beds. 4 … WebCampus Crossings on Alafaya Apartments is located in Orlando, Florida in the 32817 zip code. Contact (321) 415-3632. View Property Website . Send Message . Closed Today . View All Hours . Renter Reviews. For Campus Crossings on Alafaya. 7 Ratings & Reviews. Write a Review. 5/22/17. Worst apartment. how many combinations of numbers
Campus Crossings on Alafaya Apartments
WebLearn more about Campus Crossings on Alafaya Apartments located at 12024 Royal Wulff Ln, Orlando, FL 32817. This apartment lists for $2720/mo, and includes 4 beds, 2 … WebTime and distance from 1752 Deans Crossing Ln. 1752 Deans Crossing Ln has 3 shopping centers within 1.5 miles, which is about a 3-minute drive. The miles and minutes will be for the farthest away property. 1752 Deans Crossing Ln has 5 parks within 6.9 miles, including Downey Park, South Econ Community Park, and Blanchard Park. WebSee 782 off-campus apartments for rent near University of Central Florida in Orlando, FL with Apartment Finder - The Nation's Trusted Source for Apartment Renters. View photos, floor plans, amenities, and more. ... Campus Crossings on Alafaya 12024 Royal Wulff Ln, Orlando, FL 32817 $680 - $740 4 Beds Message Email ... how many combinations of letters are there