Territorial Provincial Borders - 1M
CSW_ADMIN_BOUNDARIES.BORDER_LN_1M_SVW
2014-01-01T00:00:00
Digital Chart of the World
<div style='text-align:Left;'><div><div><p><span>Borders captured at 1:1,000,000 scale from Digital Chart of the World data for the Yukon and surrounding area.</span></p><p style='margin:0 0 0 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' rel='nofollow ugc' style='text-decoration:underline;'><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@yukon.ca' rel='nofollow ugc' style='text-decoration:underline;'><span><span>geomatics.help@yukon.ca</span></span></a></p><p style='margin:0 0 11 0;'><span></span></p></div></div></div>
Territorial and provincial borders at 1M scale.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
Yukon TerritoryPolitical BoundariesNational BordersProvincial BordersYukonY.T.Territorial BordersBorderGeoYukon
Political Boundaries
National Borders
Provincial Borders
Territorial Borders
Border
Yukon Territory
Yukon
Y.T.
1
-145.065011
-107.65166
54.003106
70.827418
1
-145.065011
-107.65166
54.003106
70.827418
publication date
1
-145.065011
-107.651660
54.003106
70.827418
Geomatics Yukon – Government of Yukon
geomatics.help@yukon.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:16 0 16 0;"><SPAN><SPAN>Open Government Licence - Yukon (</SPAN></SPAN><A href="https://open.yukon.ca/data/open-government-licence-yukon" STYLE="text-decoration:underline;"><SPAN><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P><P><SPAN /></P></DIV></DIV></DIV>
2006-01-01T00:00:00
This dataset was wholly 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).
Department of Environment - Government of Yukon
env-gis-unit@yukon.ca
Digital Chart of the World
publication date
https://yukon.maps.arcgis.com/home/item.html?id=6fde41d2c9b7408eb6d8903cb6bdb00a
https://map-data.service.yukon.ca/GeoYukon/Administrative_Boundaries/Territorial_Provincial_Borders_1M/
Feature Class
46
CSW_ADMIN_BOUNDARIES.BORDER_LN_1M_SVW
National, Territorial/Prov. Borders at 1:1,000,000 scale
Feature Class
46
BORDER_LINE_ID
BORDER_LINE_ID
BORDER_LINE_ID - Unique key used to identify each individual feature within the spatial layer
Integer
4
10
0
JURISDICTION1
JURISDICTION1
String
2
0
0
JUR_DESCRIPTION1
JUR_DESCRIPTION1
String
25
0
0
JURISDICTION2
JURISDICTION2
String
2
0
0
JUR_DESCRIPTION2
JUR_DESCRIPTION2
String
25
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
GEOMETRY
GEOMETRY
JURISDICTION_CODE - The code used to uniquely identify a jurisdiction
Geometry
4
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
BORDER_TYPE
BORDER_TYPE
BORDER_TYPE - Border type. 1=International, 2=Territorial / Provincial borders
String
22
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2018-08-01
17043600
2021-04-09
12:27:25.41
FALSE
2020-12-02
13332500
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
BORDER_LN_1M_SVW
30723.180000
1465815.870000
59926.930000
1818234.870000
1
Projected
GCS_North_American_1983
NAD_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["NAD_1983_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],AUTHORITY["EPSG",3578]]</WKT><XOrigin>-12920200</XOrigin><YOrigin>-9265100</YOrigin><XYScale>10000</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>2</ZTolerance><MTolerance>2</MTolerance><HighPrecision>true</HighPrecision><WKID>3578</WKID><LatestWKID>3578</LatestWKID></ProjectedCoordinateSystem>
dataset
2020-12-03
541B08C7-ECDE-4B77-B615-41730D7B26E6
Geomatics Yukon – Government of Yukon
geomatics.help@yukon.ca
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Simple
FALSE
46
FALSE
FALSE