Local Roads

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

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  • Blackhills Crescent - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35701
    id
    • 35701
    Type
    • Local
    Name
    • Blackhills Crescent
    Level
    • 0

  • Blackhills Crescent - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35702
    id
    • 35702
    Type
    • Local
    Name
    • Blackhills Crescent
    Level
    • 0

  • Heath Drive - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35703
    id
    • 35703
    Type
    • Local
    Name
    • Heath Drive
    Level
    • 0

  • Blackhills Crescent - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35704
    id
    • 35704
    Type
    • Local
    Name
    • Blackhills Crescent
    Level
    • 0

  • Orchard Grove - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35705
    id
    • 35705
    Type
    • Local
    Name
    • Orchard Grove
    Level
    • 0

  • Springbank Terrace - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35706
    id
    • 35706
    Type
    • Local
    Name
    • Springbank Terrace
    Level
    • 0

  • Blackhills Crescent - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35707
    id
    • 35707
    Type
    • Local
    Name
    • Blackhills Crescent
    Level
    • 0

  • Ashgrove Place - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35708
    id
    • 35708
    Type
    • Local
    Name
    • Ashgrove Place
    Level
    • 0

  • Orchard Grove - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35709
    id
    • 35709
    Type
    • Local
    Name
    • Orchard Grove
    Level
    • 0

  • Blackhills Crescent - Local

    https://demo.ldproxy.net/zoomstack/collections/roads_local/items/35710
    id
    • 35710
    Type
    • Local
    Name
    • Blackhills Crescent
    Level
    • 0