Areas Withdrawn from Staking - 50k
CSW_MINING.AREA_WITHDRAWN_POLY_50K
2014-01-01T00:00:00
Department of Energy, Mines and Resources – Government of Yukon
<div style='text-align:Left;'><div><div><p><span>Location of areas withdrawn from staking mineral tenure.</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></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' style='text-decoration:underline;'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p style='margin:0 0 0 0;'><span></span></p></div></div></div>
To represent the location of areas withdrawn from staking mineral tenure.
Government of Yukon
Esri ArcGIS 10.2.1.3497
national parkYukon Territoryhabitat protection areaspecial management areaterritorial parkOICarea withdrawnparksYukonGeoYukon
national park
habitat protection area
special management area
territorial park
OIC
area withdrawn
parks
Yukon Territory
1
-144.518074
-125.164477
59.726449
69.8469
1
-144.518215
-120.108617
59.708521
69.8469
1
-144.518215
-120.108617
59.708521
69.8469
publication date
1
-144.518215
-120.108617
59.707723
69.846900
Department of Energy, Mines and Resources – Government of Yukon
mining.gis@gov.yk.ca
Data created by the Government of Yukon may be printed, copied or reproduced for non-comercial purposes only. Reproductions must be accurate and must not be represented as an official version. Reproduction or redistribution for comercial purposes requires advance written permission from the Government of Yukon.
Public. No constraints.
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 14 0;"><SPAN>Open Government Licence - Yukon (</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>
Digitized from geo-referenced sketch
The area withdrawn configuration is updated as necessary.
Department of Energy, Mines and Resources – Government of Yukon
mining.gis@gov.yk.ca
https://yukon.maps.arcgis.com/home/item.html?id=108a2e9ecb9d4a618292814a2a892445
https://map-data.service.yukon.ca/GeoYukon/Mining/Areas_Withdrawn_from_Staking_50k/
Feature Class
1702
CSW_MINING.AREA_WITHDRAWN_POLY_50K
Feature Class
1702
AREA_WITHDRAWN_ID
AREA_WITHDRAWN_ID
Integer
4
10
0
WITHDRAWN_NAME
WITHDRAWN_NAME
String
40
0
0
WITHDRAWN_FROM_STAKING_IND
WITHDRAWN_FROM_STAKING_IND
String
1
0
0
WITHDRAWN_COAL_IND
WITHDRAWN_COAL_IND
String
1
0
0
WITHDRAWN_PLACER_IND
WITHDRAWN_PLACER_IND
String
1
0
0
WITHDRAWN_RESTRICTION
WITHDRAWN_RESTRICTION
String
1
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
WITHDRAWN_TYPE
WITHDRAWN_TYPE
String
40
0
0
OIC_NUMBER
OIC_NUMBER
String
15
0
0
WITHDRAWN_QUARTZ_IND
WITHDRAWN_QUARTZ_IND
String
1
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
GEOMETRY.AREA
GEOMETRY.AREA
Double
0
0
0
SOURCE
SOURCE
String
100
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
FULL_NAME
FULL_NAME
String
50
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-12-02
15155100
2021-01-03
13:41:23.44
FALSE
2020-12-08
14065200
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
AREA_WITHDRAWN_POLY_50K
30748.266800
984194.106500
611568.323500
1709272.758800
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-09
CCD7A654-0B81-481F-85BB-43665B907E9D
Department of Energy, Mines and Resources – Government of Yukon
mining.gis@gov.yk.ca
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Simple
FALSE
1702
TRUE
FALSE