Roads - 1M
CSW_BASE.ROAD_LN_1M_SVW
2014-01-01T00:00:00
Digital Chart of the World
<div style='text-align:Left;'><div><div><p><span>Roads captured at 1:1,000,000 scale from Digital Chart of the World data for the Yukon and surrounding area. These roads were compared to the Government of Canada's National Road Network (NRN) and Yukon Government's existing orthoimagery to determine the validity of each road. New roads were generalized from the NRN, old roads were attributed out.</span></p><p style='margin:0 0 0 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' rel='nofollow ugc'><span><span>Government of Yukon</span></span></a><span><span>. Discover more digital map data and interactive maps from Yukon's digital map data collection.</span></span></p><p style='margin:0 0 0 0;'><span><span><br /></span></span></p><p style='margin:0 0 0 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p><span></span></p></div></div></div>
Major Yukon roads captured at 1:1,000,000 scale depicting primary and secondary highways and major roads and trails.
Government of Yukon
Esri ArcGIS 10.4.1.5686
RoadsHighwaysYukonY.T.Yukon TerritoryTransportationGeoYukon
Roads
Highways
Transportation
Yukon
Y.T.
Yukon Territory
1
-157.451271
-104.033396
53.70543
71.195402
1
-157.451271
-104.033396
53.70543
71.195402
publication date
1
-157.451271
-104.033396
53.705430
71.195402
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>Open Government Licence - Yukon (</SPAN></SPAN><A href="https://open.yukon.ca/data/open-government-licence-yukon"><SPAN><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV>
This dataset was wholy captured from the Digital Chart of the World (DCW) and clipped to the extents of the Yukon Governments data holdings (-155°W, 55°N to -115°W, 70°N).
The original DCW data was compared to the roads captured by the NRN. Road features which were no longer existing in the DCW based on the data captured in the NRN were attributed as historic roads, major road features which were not existing in the DCW but existed in the NRN were generalized from the NRN to 1:1,000,000.scale. Road features which were not attached to the road network were compared against Yukon Government's existing orthoimagery to determine the existance of road features.
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
National Road Network, Canada, Level 1 (NRNC1)
publication date
Digital Chart of the World
publication date
Feature locations on the original maps were considered accurate to within 2 km, or 2mm on the maps themselves.
https://yukon.maps.arcgis.com/home/item.html?id=322b6cf3fa1444c289a1d611a4778ead
https://map-data.service.yukon.ca/GeoYukon/Transportation/Roads_1M/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
2598
CSW_BASE.ROAD_LN_1M_SVW
Feature Class
2598
EXPIRY_DATE
EXPIRY_DATE
defines when a road feature has been retired.
Date
8
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
ROAD_NAME
ROAD_NAME
String
30
0
0
ROAD_CLASS_DESCRIPTION
ROAD_CLASS_DESCRIPTION
String
25
0
0
ROAD_NUMBER
ROAD_NUMBER
String
4
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
DCW_ROAD_DESCRIPTION
DCW_ROAD_DESCRIPTION
String
60
0
0
DATA_SOURCE
DATA_SOURCE
String
25
0
0
ROAD_ID
ROAD_ID
String
2
0
0
GEOMETRY
GEOMETRY
Feature geometry.
ESRI
Geometry
4
0
0
Coordinates defining the features.
ROAD_LINE_ID
ROAD_LINE_ID
Internal feature number.
ESRI
Integer
4
10
0
Sequential unique whole numbers that are automatically generated.
CREATION_DATE
CREATION_DATE
Defines when a line segment is created
Date
8
0
0
SEASONAL_IND
SEASONAL_IND
Indicates whether a road has seasonal access.
String
1
0
0
For user ease attribute names where changed to be more intelligible. The original DCW attributes have been renamed to the following: RDLNTYPE to DCW_CLASS
ISO 19139 Metadata Implementation Specification
5000
150000000
2012-09-11
14482000
2021-01-03
10:36:41.44
FALSE
2020-12-03
13523600
1.0
ISO19139
{DD9B3956-6006-4DCE-B83A-EBCE35356C5B}
editor:esri.dijit.metadata.editor
002
ROAD_LN_1M_SVW
-453309.440000
1606236.370000
61697.490000
1859061.260000
1
Projected
GCS_North_American_1983
Yukon Albers
Linear Unit: Meter (1.000000)
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.7'><WKT>PROJCS["Yukon Albers",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Albers"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",500000.0],PARAMETER["Central_Meridian",-132.5],PARAMETER["Standard_Parallel_1",61.66666666666666],PARAMETER["Standard_Parallel_2",68.0],PARAMETER["Latitude_Of_Origin",59.0],UNIT["Meter",1.0]]</WKT><XOrigin>-12920200</XOrigin><YOrigin>-9265100</YOrigin><XYScale>6400</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.02</XYTolerance><ZTolerance>2</ZTolerance><MTolerance>2</MTolerance><HighPrecision>true</HighPrecision></ProjectedCoordinateSystem>
dataset
2017-10-16
88CA5AAD-3B88-40C6-854B-F8584DAFA23E
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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Simple
FALSE
2598
FALSE
FALSE