18 Jollies Pass Road - 345 Garden Studio
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Frequent questions
In what town is the facility located 18 Jollies Pass Road - 345 Garden Studio?
The 18 Jollies Pass Road - 345 Garden Studio facility is located in the town of Hanmer Springs, and the exact address is: 18 Jollies Pass Road - 345 Garden Studio, 7334 Hanmer Springs, New Zealand.
How can I check available dates in accommodation 18 Jollies Pass Road - 345 Garden Studio?
You can check available dates on our partner's website - there you can also make a reservation in the 18 Jollies Pass Road - 345 Garden Studio facility.
How much is accommodation in the 18 Jollies Pass Road - 345 Garden Studio?
The most up-to-date price list for object 18 Jollies Pass Road - 345 Garden Studio can be found on our partner's website - check the prices >>
What other accommodation can I find nearby?
You will find the following other accommodation facilities nearby: 18 Jollies Pass Road - 348 Garden Studio (at distance: 0 m),
18 Jollies Pass Road - 347 Garden Studio (at distance: 1 m),
15b Jollies Pass Rd (at distance: 3 m),
15a Jollies Pass Rd (at distance: 4 m),
Localities nearby
Contact
18 Jollies Pass Road - 345 Garden Studio
7334 Hanmer Canterbury
New Zealand
Similar accommodations
18 Jollies Pass Road - 348 Garden Studio
Located in Hanmer Springs in the Canterbury region, 18 Jollies Pass Road - 348 Garden Studio features a terrace and garden views. Located 1,000 feet from Hanmer
Distance: (0 m)
18 Jollies Pass Road - 347 Garden Studio
Featuring garden views, 18 Jollies Pass Road - 347 Garden Studio offers accommodations with a garden and a patio, around 1,000 feet from Hanmer Springs Thermal
Distance: (1 m)
15b Jollies Pass Rd
15b Jollies Pass Rd is set in Hanmer Springs. Located 1,000 feet from Hanmer Springs Thermal Pools & Spa, the property provides a garden and free private parkin
Distance: (3 m)
15a Jollies Pass Rd
15a Jollies Pass Rd is set in Hanmer Springs. Located 1,000 feet from Hanmer Springs Thermal Pools & Spa, the property features a garden and free private parkin
Distance: (4 m)