Yukon borders - surveyed
CSW_ADMIN_BOUNDARIES.BORDER_SURVEY_LN
2014-01-01T00:00:00
Canada Centre for Cadastral Management, Natural Resources Canada, Government of Canada
<div style='text-align:Left;'><div><div><p><span>Surveyed Borders are an Administrative Land Object that represents the spatial limits of a jurisdiction that is created and managed as a separate entity within the ICM database. In the original ICM dataset from NRCAN, this feature class is called Administrative Boundaries. Administrative Boundaries are available for the Yukon Territory, Northwest Territories and Nunavut and may include International, Provincial and Territorial boundaries. This cadastral framework provides a parcel base of properly structured vector data designed and suited for Geographical Information System (GIS) application and can be used for land management purposes. This data set is not be used for defining boundaries. Administrative decisions should be based on legal documents and legal survey plans.</span></p><p style='margin:0 0 11 0;'><span><span>Distributed from </span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'><span>GeoYukon</span></a><span> by the </span><a href='https://yukon.ca/maps' rel='nofollow ugc' style='text-decoration:underline;'><span>Government of Yukon</span></a><span>. Discover more digital map data and interactive maps from Yukon’s digital map data collection.</span></span></p><p style='margin:0 0 11 0;'><span>For more information: </span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc' style='text-decoration:underline;'><span>geomatics.help@gov.yk.ca</span></a></p></div></div></div>
This data is used to depict the cadastral framework for the specified Canada Lands - Yukon border.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.4.1.5686
YukonBordersAdministrative AreaGeoYukon
Yukon
Borders
Administrative Area
1
-144.518124
-119.602119
59.678025
69.84673
1
-144.518124
-119.602119
59.678025
69.84673
Weekly updates
1
-144.518124
-119.602119
59.678025
69.846730
Elden Pfeiffer
Canada Center for Cadastral Management, NRCan
Senior Surveyor - GIS
epfeiffe@nrcan.gc.ca
867-667-3958
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:16 0 16 0;"><SPAN><SPAN>Open Government Licence - Canada (</SPAN></SPAN><A href="https://open.canada.ca/en/open-government-licence-canada" STYLE="text-decoration:underline;"><SPAN><SPAN>https://open.canada.ca/en/open-government-licence-canada</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P><P><SPAN /></P></DIV></DIV></DIV>
Canada Centre for Cadastral Management, Natural Resources Canada, Government of Canada
https://map-data.service.yukon.ca/GeoYukon/Administrative_Boundaries/Yukon_Borders_Surveyed/
https://yukon.maps.arcgis.com/home/item.html?id=2a65ccced3a2421783eeddae32b7d58b
Feature Class
1177
CSW_ADMIN_BOUNDARIES.BORDER_SURVEY_LN
Feature Class
1177
SOURCE_DESCRIPTION
SOURCE_DESCRIPTION
String
254
0
0
BORDER_TYPE
BORDER_TYPE
String
30
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
GIS_PREV_MODIFIED_DATE
GIS_PREV_MODIFIED_DATE
Date
8
0
0
ACCURACY
ACCURACY
String
10
0
0
BORDER_STATUS
BORDER_STATUS
String
30
0
0
SURVEY_ADMIN_BOUNDARY_ID
SURVEY_ADMIN_BOUNDARY_ID
Integer
4
10
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
GIS_MODIFIED_TYPE
GIS_MODIFIED_TYPE
String
30
0
0
GIS_MODIFIED_DATE
GIS_MODIFIED_DATE
Date
8
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2019-12-20
16014900
2021-01-03
10:05:44.40
FALSE
2020-12-02
12514400
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
BORDER_SURVEY_LN
30748.266800
1004535.185500
611072.378600
1709253.851900
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-03
BA339CD4-024E-49E9-95C4-17D6BD5F93A1
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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Simple
FALSE
1177
TRUE
FALSE