5000
150000000
2021-11-10
09273500
2022-05-27
09:50:29.77
editor:esri.dijit.metadata.editor
1.0
ISO 19139 Metadata Implementation Specification
ISO19139
false
FALSE
2021-11-29
14565500
002
YUKON_PLACE_NAME_PT
34596.741600
968389.358900
611299.017000
1706311.392400
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/10.8'><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>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>3578</WKID><LatestWKID>3578</LatestWKID></ProjectedCoordinateSystem>
dataset
1638288243254r8803213583494638
Yukon Toponymist
Geographical.Names@yukon.ca
Geomatics Yukon
geomatics.help@yukon.ca
2021-11-29
09:04:02.87
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Simple
FALSE
3753
TRUE
FALSE
Yukon Place Names
2021-12-01T00:00:00
<div style='text-align:Left;'><div><div><p style='margin:0 0 0 0;'><span style='font-size:12pt;'>Yukon Place Names are derived from the Yukon Place Name Program Database, which is the Government of Yukon's repository for storing toponymic data. The database includes information on the location, history and status of official place names in the Yukon. Although the data has been checked for correctness, there still may be errors. Please report any errors to the Yukon Toponymist: </span><a href='mailto: Geographical.Names@yukon.ca' style='text-decoration:underline;' rel='nofollow ugc'><span style='font-size:12pt;'>Geographical.Names@yukon.ca</span></a></p><p style='margin:0 0 0 0;'><br /></p><p style='margin:0 0 0 0;'><span></span></p><p style='margin:0 0 0 0;'><span style='font-size:12pt;'>If you wish to propose a name for a geographic feature please visit </span><a href='https://yukon.ca/en/geographical-place-names' style='text-decoration:underline;' rel='nofollow ugc'><span style='font-size:12pt;'>https://yukon.ca/en/geographical-place-names</span></a><span style='font-size:12pt;'>. </span></p><p style='margin:0 0 0 0;'><span style='font-size:12pt;'><br /></span></p><p><span>Distributed from </span><a href='https://yukon.ca/geoyukon' style='text-decoration:underline;' rel='nofollow ugc'><span>GeoYukon</span></a><span> by the </span><a href='https://yukon.ca/maps' style='text-decoration:underline;' rel='nofollow ugc'><span>Government of Yukon</span></a><span>. Discover more digital map data and interactive maps from Yukon’s digital map data collection. For more information: </span><a href='mailto: geomatics.help@yukon.ca' style='text-decoration:underline;' rel='nofollow ugc'><span>geomatics.help@yukon.ca</span></a></p></div></div></div>
To be used to identify official and official alternative place names in the Yukon. It is intended to be a general reference for high level mapping.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.8.1.14362
Place NamesYukon TerritoryOfficial namesY.T.GeoYukonVillageTownCityMountainLakeRiverCreekIslandSitesPlacesToponymyYukon Geographic Place Names ProgramYukon Place Names BoardYukon
GeoYukon
Yukon
1
-135.146092
-128.647297
60.108855
61.047158
1
-144.407885
-120.517513
59.724259
69.820280
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Open Government Licence - Yukon (</SPAN><A href="https://open.yukon.ca/data/open-government-licence-yukon" STYLE="text-decoration:underline;"><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></A><SPAN>)</SPAN></P></DIV></DIV></DIV>
Other Constraints
Other Constraints
Other Constraints
Other Constraints
https://yukon.maps.arcgis.com/home/item.html?id=6337832535cd476bbcce76e19e511880
https://map-data.service.yukon.ca/GeoYukon/Reference/Yukon_Place_Names
Feature Class
3753
CSW_BASE.YUKON_PLACE_NAME_PT
Feature Class
3753
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
CGNDB_KEY
CGNDB Key
String
10
0
0
OFFICIAL_NAME
Official Name
String
150
0
0
APPROVED_ALTERNATE_NAME_1
Approved Alternate Name 1
String
150
0
0
APPROVED_ALTERNATE_NAME_2
Approved Alternate Name 2
String
150
0
0
APPROVED_ALTERNATE_NAME_3
Approved Alternate Name 3
String
150
0
0
FEATURE_TYPE
Feature Type
String
30
0
0
NTS_MAP50K
NTS Mapsheet 50K
String
7
0
0
LATITUDE_DD
Latitude (Decimal Degrees)
Double
8
38
8
LONGITUDE_DD
Longitude (Decimal Degrees)
Double
8
38
8
EPSG
6.13(9.3.0.0)