Camden Lake Eola Apartments in Orlando

Descrizione

Camden Lake Eola is THE place to call home in the South Eola/Thornton Park area of Downtown Orlando. Experience elevated living in our newest 12-story + Penthouse floor community. Our non-smoking apartment community features one, two, and three-bedroom luxury apartment homes, live-work apartments, and an exclusive penthouse floor. View our 360 tour and available apartments to narrow down your search! You will love walking into your gorgeous, new, open-concept apartment home with beautiful wood-inspired flooring. Love to entertain? Your gourmet kitchen with stainless steel appliances, quartz countertops, and under-mount sinks with gorgeous fixtures is a chef's dream. The beauty of two options in finishes is yours at Camden Lake Eola. Cabinetry finish options in mocha are located on odd-numbered floors. Grey cabinetry finish options on even floors, including the Penthouse Floor. There is even a large kitchen island with additional storage space to give you plenty of room to whip up that delicious meal or for tasty takeout. Need to work from home? Our floor plans have dining room space that can easily convert to a home office. Not only does your apartment feature a full-size washer and dryer, spacious walk-in closets, a large garden tub, and solar shades, it also has stunning views of Downtown Orlando from your private balcony. Your pets are family too! We welcome cats and dogs, up to 3 pets per apartment, with no weight limit. Call us with any pet-related questions. Have a small business? Camden Lake Eola has a total of eight live/work apartments with prime street-level retail locations!
Camden residents can take advantage of an exclusive discount with CORT to rent furniture and accessories for your apartment home. We offer live video, self-guided, and team member tour options. Please call 24 x 7 to schedule. Pricing and availability are subject to change until a quote is saved. Call or visit camdenliving.com to save a quote. Bonus! No deposit is required with approve