Bell Lansbrook Village
- 31 units available
- 1 bed • 2 bed • 3 bed • 4 bed
- Amenities
In unit laundry, Patio / balcony, Granite counters, Hardwood floors, Dishwasher, Pet friendly + more
In unit laundry, Patio / balcony, Granite counters, Hardwood floors, Dishwasher, Pet friendly + more
In unit laundry, Patio / balcony, Hardwood floors, Dishwasher, Pet friendly, 24hr maintenance + more
Pet friendly, Garage, Gym, Pool, Dog park, Package receiving + more
In unit laundry, Patio / balcony, Dishwasher, Pet friendly, Garage, Gym + more

In unit laundry, Patio / balcony, Granite counters, Hardwood floors, Dishwasher, Pet friendly + more
Pet friendly, Gym, Pool, Shuffle board, Basketball court, Tennis court + more
In unit laundry, Patio / balcony, Hardwood floors, Dishwasher, Dogs allowed, Recently renovated + more
W/D hookup, Granite counters, Dishwasher, Garage, Recently renovated, Stainless steel + more
On-site laundry, Dishwasher, Carport, Pool, Ceiling fan, and Bocce court
Dishwasher, All utils included, Pool, Ceiling fan, Clubhouse, and Hot tub

W/D hookup, Patio / balcony, Dishwasher, Pet friendly, Stainless steel, Gym + more
In unit laundry, Patio / balcony, Dishwasher, Garage, Pool, and Ceiling fan
Dishwasher, Pet friendly, Recently renovated, Pool, Ceiling fan, and Clubhouse
In unit laundry, Putting green, Dishwasher, Pet friendly, Gym, Pool + more
Patio / balcony, Granite counters, Pet friendly, and Stainless steel
Pet friendly, Garage, and Refrigerator
Good news if you're looking to get in a few rounds at a world-class course but your swing is a little less than perfect: you can still live your dream. Only 45 minutes north of famous St. Petersburg, Palm Harbor is home to one of the finest golf courses in the country. While the stunning scenery and rolling manicured greens are very real, you will have to imagine the TV crews and crowds of fans. At least until Tiger comes back to town.
Located on the west coast of the Sunshine State, with views that overlook the Gulf of Mexico, this region's natural attractions cannot be overstated