Mineral Claims Polygon - Surveyed
CSW_MINING.MINERAL_CLAIM_SURVEY_POLY
2014-01-01T00:00:00
NRCan - Canada Center for Cadastral Management
<div style='text-align:Left;'><div><div><p style='margin:1 1 1 0;'><span>A Surveyed Sub-Surface Area Object that represents the spatial extent of a mineral claim to which sub-surface rights can be registered. In the Yukon, mineral claims can be classified as Quartz or Placer Claims, where as in other regions they are generically called mineral claims</span></p><p style='margin:1 1 1 0;'><span></span></p><p style='margin:0 0 0 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' 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 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@gov.yk.ca' rel='nofollow ugc'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p><span></span></p></div></div></div>
This data is used to depict the cadastral framework for the specified Canada Lands. 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.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.5.1.7333
QuartzYukonPlacerClaimsMineralSurveyGeoYukon
Quartz
Yukon
Placer
Claims
Mineral
Survey
1
-141.927537
-126.452459
59.769336
65.345423
1
-141.927537
-126.452459
59.769336
65.345423
1
-141.927537
-126.452459
59.769336
65.345423
Weekly updates
1
-141.927537
-126.452459
59.769336
65.345423
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><SPAN><SPAN>Open Government Licence - Canada (</SPAN></SPAN><A href="https://open.canada.ca/en/open-government-licence-canada"><SPAN><SPAN>https://open.canada.ca/en/open-government-licence-canada</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV>
NRCan - Canada Center for Cadastral Management
https://yukon.maps.arcgis.com/home/item.html?id=bb27fb59b7284fafa494302b8fe59ff1
https://map-data.service.yukon.ca/GeoYukon/Mining/Mineral_Claims_Polygon_Surveyed/
Feature Class
3488
CSW_MINING.MINERAL_CLAIM_SURVEY_POLY
Feature Class
3488
PARCEL_DESIGNATOR
PARCEL_DESIGNATOR
String
150
0
0
GIS_CREATION_DATE
GIS_CREATION_DATE
Date
8
0
0
PARCEL_ID_NUMBER
PARCEL_ID_NUMBER
Integer
4
10
0
CLAIM_NUMBER
CLAIM_NUMBER
String
20
0
0
LTO_PLAN
LTO_PLAN
String
30
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
CLAIM_TYPE
CLAIM_TYPE
String
15
0
0
CLSR_PLAN
CLSR_PLAN
String
30
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
CLAIM_NAME
CLAIM_NAME
String
30
0
0
SURVEY_MINERAL_CLAIM_ID
SURVEY_MINERAL_CLAIM_ID
Integer
4
10
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
PARCEL_STATE
PARCEL_STATE
String
12
0
0
SURVEY_STATUS
SURVEY_STATUS
String
20
0
0
REMARKS
REMARKS
String
150
0
0
GEOMETRY.AREA
GEOMETRY.AREA
Double
0
0
0
UNIQUE_PARCEL_ID
UNIQUE_PARCEL_ID
String
12
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-12-02
11463100
2021-01-03
14:33:12.04
FALSE
2020-12-08
14493800
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
MINERAL_CLAIM_SURVEY_POLY
58405.198600
782037.583700
612910.833300
1207199.155100
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
2018-03-29
90DF3704-DEB1-4A48-BE8D-93A3B548E6A4
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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
Simple
FALSE
3488
TRUE
FALSE