5000
150000000
2023-07-08
12143400
2023-07-08
15:15:12.20
editor:esri.dijit.metadata.editor
1.0
ISO 19139 Metadata Implementation Specification
ISO19139
false
FALSE
2023-07-08
12175700
002
CLASS1_NOTIFICATIONS_POLY_50K
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/2.9.0'><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
95328C90-B5E3-4D42-B5F1-7FE4736B5C35
Mineral Resources Branch – Government of Yukon
mining.gis@yukon.ca
2023-07-08
12:23:24.24
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
Simple
FALSE
0
TRUE
FALSE
Valid Mining Class 1 Notifications
CSW_MINING.CLASS1_NOTIFICATION_POLY_50K
2014-01-01T00:00:00
Mineral Resources Branch – Government of Yukon
mining.gis@yukon.ca
<div style='text-align:Left;'><div><div><p><span>The Yukon government amended the Quartz Mining Act and the Placer Mining Actin December 2013, to establish the authority to designate areas where government notification of Class 1 exploration activities is required. Before these amendments to the mining acts and regulation came into effect, prospectors undertaking Class 1 activities were not required to inform government of their work. Class 1 exploration activities generally have low potential to cause adverse environmental effects. A Notification is required if an exploration program is categorized as class 1 (OIC 2003/59 and OIC 2003/64) and located either on settlement land (category A or B) or within a class 1 notification area (OIC 2013/221). This layer show current class 1 exploration program that are allowed to proceed.</span></p><p style='margin:0 0 11 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' style='text-decoration:underline;' rel='nofollow ugc'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' style='text-decoration:underline;' 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 11 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@yukon.ca' style='text-decoration:underline;' rel='nofollow ugc'><span><span>geomatics.help@yukon.ca</span></span></a></p></div></div></div>
This layer show current class 1 mining exploration programs that are allowed to proceed.
Government of Yukon
Esri ArcGIS 10.4.1.5686
QuartzMiningPlacerClass 1NotificationYukonGeoYukon
Quartz
Mining
Placer
Class 1
Notification
1
-140.632389
-127.002946
59.860982
64.214071
1
-140.632389
-127.002946
59.860982
64.214071
1
-133.349138
-133.164142
62.075223
62.167833
1
-142.295465
-126.586935
59.761329
66.161165
Mineral Resources Branch – Government of Yukon
mining.gis@yukon.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 14 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></DIV></DIV></DIV>
Other Constraints
Other Constraints
Other Constraints
Other Constraints
Data is created from Mining Map Viewer web tool based on user selection.
https://yukon.maps.arcgis.com/home/item.html?id=da9287f39a5a4f5a9d5372475da7bbc4
https://map-data.service.yukon.ca/GeoYukon/Mining/Valid_Mining_Class_1_Notifications/
Feature Class
0
CSW_MINING.CLASS1_NOTIFICATIONS_POLY_50K
Feature Class
0
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.
NOTIFICATION_NUMBER
NOTIFICATION_NUMBER
String
10
0
0
WEB_NOTIFICATION_TYPE
WEB_NOTIFICATION_TYPE
String
15
0
0
DETERMINATION_DATE
ISSUED_DATE
Date
8
0
0
EXPIRATION_DATE
EXPIRY_DATE
Date
8
0
0
OPERATOR
OPERATOR
String
250
0
0
EFFECTIVE_DATE
EFFECTIVE_DATE
Date
8
0
0
NOTIFICATION_STATUS
NOTIFICATION_STATUS
String
30
0
0
SHAPE.AREA
SHAPE.AREA
Double
0
0
0
SHAPE.LEN
SHAPE.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)