Historical Land Use Permits Point - 50k CSW_LAND_TENURE.LANDUSE_PERMIT_HIST_PT_50K 2014-01-01T00:00:00 Feature Class created by Energy, Mines and Resources, Land Management Branch, Land Use and GIS sections. Linework digitized to best describe application. Land Management Branch – Government of Yukon lands.gis@gov.yk.ca P.O. Box 2703 Whitehorse Yukon Y1A 2C6 CA For questions regarding licence, licencee, or purpose of licence, contact land use staff. <div style='text-align:Left;'><div><div><p><span>Describes closed land use applications and permits required under the Territorial Lands (Yukon) Act 2003/51 Land Use Regulation for the purpose of permitting "any work or undertaking on territorial lands".</span></p><p style='margin:0 0 11 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 11 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></div></div></div> Closed Land Use applications and permits with point geometry, from devolution (April 2003) to present. Government of Yukon Esri ArcGIS 10.4.1.5686 roadspowerlinemiscellaneousroadland useapplseismic linewater linepermitland use applicationland use permitYukonGeoYukon roads powerline miscellaneous road land use appl seismic line water line permit land use application land use permit 1 -141.990658 -121.482822 59.762068 66.266637 1 -141.990658 -121.482822 59.762068 66.266637 -141.990658 -121.482822 59.769395 66.266637 1 -141.990658 -121.482822 59.762068 66.266637 Land Management Branch – Government of Yukon lands.gis@gov.yk.ca <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><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV> Feature Class created by Energy, Mines and Resources, Land Management Branch, Land Use and GIS sections. Linework digitized to best describe application. https://yukon.maps.arcgis.com/home/item.html?id=08bf57c6025a43e09849365d47d26702 https://map-data.service.yukon.ca/GeoYukon/Land_Tenure/Historical_Land_Use_Permits_Point_50k/ Feature Class Geomatics Yukon – Government of Yukon geomatics.help@gov.yk.ca 311 CSW_LAND_TENURE.LANDUSE_PERMIT_HIST_PT_50K Feature Class 311 OBJECTID OBJECTID Internal feature number. Esri OID 4 10 0 Sequential unique whole numbers that are automatically generated. PERMIT_NUMBER PERMIT_NUMBER String 15 0 0 PERMIT_TYPE PERMIT_TYPE String 15 0 0 STATUS STATUS String 100 0 0 ACTIVITY ACTIVITY String 100 0 0 DISTURBANCE_IND DISTURBANCE_IND String 1 0 0 DISTRICT_ID DISTRICT_ID SmallInteger 2 5 0 DISTRICT DISTRICT String 100 0 0 APPLICANT_FIRST_NAME APPLICANT_FIRST_NAME String 150 0 0 APPLICANT_LAST_NAME APPLICANT_LAST_NAME String 150 0 0 APPLICANT_COMPANY APPLICANT_COMPANY String 150 0 0 APPLICATION_DATE APPLICATION_DATE Date 8 0 0 EXPIRY_DATE EXPIRY_DATE Date 8 0 0 COMMENCEMENT_DATE COMMENCEMENT_DATE Date 8 0 0 NTS_MAP50K NTS_MAP50K String 10 0 0 GENERAL_COMMENTS GENERAL_COMMENTS String 500 0 0 DRAFTING_COMMENTS DRAFTING_COMMENTS String 500 0 0 SOURCE SOURCE String 25 0 0 SOURCE_DATE SOURCE_DATE Date 8 0 0 SOURCE_PROJECTION SOURCE_PROJECTION String 4 0 0 SOURCE_DATUM SOURCE_DATUM String 4 0 0 LUP_POINT_ID LUP_POINT_ID Integer 4 10 0 SHAPE SHAPE Feature geometry. Esri Geometry 4 0 0 Coordinates defining the features. EPSG 6.13(9.3.0.0) ISO 19139 Metadata Implementation Specification 5000 150000000 2016-01-19 12044000 2021-01-03 14:04:02.54 FALSE 2020-12-08 10160600 1.0 ISO19139 editor:esri.dijit.metadata.editor 002 LANDUSE_PERMIT_HIST_PT_50K 70918.171000 999408.123200 619782.344500 1310064.469000 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[&quot;NAD_1983_Yukon_Albers&quot;,GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Albers&quot;],PARAMETER[&quot;False_Easting&quot;,500000.0],PARAMETER[&quot;False_Northing&quot;,500000.0],PARAMETER[&quot;Central_Meridian&quot;,-132.5],PARAMETER[&quot;Standard_Parallel_1&quot;,61.66666666666666],PARAMETER[&quot;Standard_Parallel_2&quot;,68.0],PARAMETER[&quot;Latitude_Of_Origin&quot;,59.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,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 2020-12-09 49769428-AF74-4A50-8C78-B3ECFDC00F67 Land Management Branch – Government of Yukon lands.gis@gov.yk.ca 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Simple FALSE 311 TRUE FALSE