Regional Roads

Lines representing the road network. A road is defined as a metalled way for vehicles.

Filter
Sorting
CRS
Limit
  • B769 - Stewarton Road

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43391
    id
    • 43391
    Type
    • B Road
    Name
    • Stewarton Road
    Number
    • B769
    Level
    • 0
  • A727

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43392
    id
    • 43392
    Type
    • A Road
    Number
    • A727
    Level
    • 0
  • A727

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43393
    id
    • 43393
    Type
    • A Road
    Number
    • A727
    Level
    • 0
  • A727

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43394
    id
    • 43394
    Type
    • A Road
    Number
    • A727
    Level
    • 0
  • A727

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43395
    id
    • 43395
    Type
    • A Road
    Number
    • A727
    Level
    • 0
  • A727

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43396
    id
    • 43396
    Type
    • A Road
    Number
    • A727
    Level
    • 0
  • A727 - Nitshill Road

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43397
    id
    • 43397
    Type
    • A Road
    Name
    • Nitshill Road
    Number
    • A727
    Level
    • 0
  • B769 - Spiersbridge Road

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43398
    id
    • 43398
    Type
    • B Road
    Name
    • Spiersbridge Road
    Number
    • B769
    Level
    • 0
  • B769 - Stewarton Road

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43399
    id
    • 43399
    Type
    • B Road
    Name
    • Stewarton Road
    Number
    • B769
    Level
    • 0
  • B769 - Stewarton Road

    https://demo.ldproxy.net/zoomstack/collections/roads_regional/items/43400
    id
    • 43400
    Type
    • B Road
    Name
    • Stewarton Road
    Number
    • B769
    Level
    • 0