** more North Yorkshire Moors properties

Valley Cottage

Carlton Miniott, near Thirsk, Yorkshire, United Kingdom

Property Ref:
26897

Bedrooms:
2

Sleeps:
4

Pets:
No

Shortlist:

Contact Details

Telephone:
0845 268 1553 (uk only)
01282 845052

Main picture for Valley Cottage
Photo of Valley Cottage
  • Photo of Valley Cottage
  • Valley Cottage thumbnail 1
  • Valley Cottage thumbnail 2
  • Valley Cottage thumbnail 3
  • Valley Cottage thumbnail 4
  • Valley Cottage thumbnail 5
  • Valley Cottage thumbnail 6


Description of Valley Cottage

One step to entrance. All on ground floor: Living/dining room/kitchen with tiled floors. 2 bedrooms: 1 double, 1 twin. Bathroom with shower over bath and toilet.

T/cot. Ceramic hob. Electric oven. Shared lawned garden with sitting-out area and furniture.


Features of Valley Cottage

  • Shower
  • No Pets
  • Highchair
  • Open Plan
  • Television
  • Cot Available
  • Garden / Patio
  • Brand Migration
  • Washing Machine
  • Detached Property
  • Pub within 1 mile
  • Car Parking - On Site
  • Owner Services Region
  • Short Breaks All Year
  • Fuel and Power Included
  • Ground Floor Facilities
  • Bed Linen & Towels Included


Rates and Availability


Updating Calendar

<
 
MTWTFSS
       
       
       
       
       
       
 
MTWTFSS
       
       
       
       
       
       
 
MTWTFSS
       
       
       
       
       
       
 
 
 
MTWTFSS
       
       
       
       
       
       
 
MTWTFSS
       
       
       
       
       
       
 
MTWTFSS
       
       
       
       
       
       
>
Select DateHoliday length in
Nights:

Select your holiday start date   on the calendar.

Prices are per property
not per person.

 
Start day (
 
offer)

 
Selected start day

 
Not available


Location details for Valley Cottage

  • Distance from:
  • 8 minutes drive from Thirsk (3 miles)
  • 43 minutes drive from York (25 miles)
  • 1 hour 35 minutes drive from Manchester (83 miles)
  • 32 minutes drive from M1 J48 with the A1(M) J43 (31 miles)


(All distances and times are approximations)