Vail is home to this apartment. Travellers looking for local activities can try Vail Ski Resort and Beaver Creek Ski Area, while those looking to experience a bit of culture can stop by Gerald R. Ford Amphitheater. Colorado Snowsports Museum and Hall of Fame and John A. Dobson Ice Arena are also worth visiting.
Gerald R. Ford Amphitheater - 20 min walk - 1.7 km
Getting around
Vail, CO (EGE-Eagle County Regional) - 45 min drive
Restaurants
La Cantina - 4 min drive
Red Lion - 7 min drive
Avanti F&B Vail - 3 min drive
Pazzo's Pizzeria - 5 min drive
The George Restaurant & Pub - 4 min drive
Frequently asked questions
Is Vail Home Hot Tub On Bus Line 5 Minutes To Slopes pet-friendly?
No, only service animals are welcome at the property.
How much does it cost to stay at Vail Home Hot Tub On Bus Line 5 Minutes To Slopes?
As of 23 Oct, 2026, prices found for a 1-night stay for 2 adults at Vail Home Hot Tub On Bus Line 5 Minutes To Slopes on 26 Oct, 2026 start from S$394, including taxes and fees. This price is based on the lowest nightly price found in the last 24 hours for stays in the next 30 days. Prices are subject to change. Choose your dates for more accurate prices.
How much is parking at Vail Home Hot Tub On Bus Line 5 Minutes To Slopes?
On-site parking is available at the property.
What time is check-in at Vail Home Hot Tub On Bus Line 5 Minutes To Slopes?
Check-in begins at 4:00 PM.
What time is check-out at Vail Home Hot Tub On Bus Line 5 Minutes To Slopes?
Checkout is at 10:00 AM.
Where is Vail Home Hot Tub On Bus Line 5 Minutes To Slopes located?
Situated in Vail, this apartment building is within a 10-minute walk of Vail Golf Club and Vail Nordic Center. Betty Ford Alpine Gardens and Vail Nature Center are also within 1 mile (2 km).
Reviews
8.0
Very good
Reviews are presented in chronological order, subject to a moderation process, and verified unless otherwise labelled.
Code did not work for front entrance, complex under construction, location not as listed, outdated. Worked for what we needed but for the $, not ideal.