Κρατήσεις:
+1 (888) 385-8465Το Hotel Checkout είναι ένα ανεξάρτητο ταξιδιωτικό δίκτυο που προσφέρει πάνω από 200.000 ξενοδοχεία παγκοσμίως.Μάθετε περισσότερα
Comfort Inn & Suites Waterloo - Cedar Falls is a 3-star hotel in Waterloo, Iowa, United States. Located at 2011 Laporte Road, the property sits about 2,2μίλ. from the city center. Breakfast is offered to guests, helping mornings start smoothly before exploring the area.
Key amenities include free on-site parking, an indoor swimming pool, complimentary Wifi, air conditioning, a private entrance, and free toiletries. Pet-friendly accommodations are available with extra charges.
There are 126 reviews, and prices start from $94.
2 Μονά Κρεβάτια
270 τ.π.
Δωρεάν wifi
Φούρνος μικροκυμάτων
Επίπεδη οθόνη TV
Ψυγείο
This room features a toaster, refrigerator, kettle and a private bathroom with free toiletries. It also includes a seating area with a flat-screen TV.
1 Καναπές-Κρεβάτι
1 Κρεβάτι King Size
325 τ.π.
Ιδιωτικό Μπάνιο
Ιδιωτική είσοδος
Φούρνος μικροκυμάτων
Επίπεδη οθόνη TV
1 Κρεβάτι King Size
280 τ.π.
Ιδιωτικό Μπάνιο
Ιδιωτική είσοδος
Φούρνος μικροκυμάτων
Επίπεδη οθόνη TV
After a day of exploring Waterloo and Cedar Falls, unwind in a space that blends comfort with practicality. A heated indoor pool beckons for a relaxing dip, while free on-site parking and complimentary Wifi keep plans easy. Added touches like air conditioning, a private entrance, and free toiletries ensure simple, convenient stays. Pet-friendly accommodations are available with extra charges for four-legged travelers.
Breakfast is offered to guests to help mornings start smoothly before hitting the town, and payment options are straightforward for planning purposes. Cash is not accepted, with accepted methods including Diners Club, Visa, Mastercard, American Express, JCB, Discover, and Carte Blanche.
Room options include Standard King Room, Queen Room, Suite, and Room - 2 Queen, all listed as non-smoking. Some layouts feature a sofa bed, providing flexible seating and sleeping arrangements for different groups.