Community Boundaries
CSW_LAND_TENURE.LP_COMMUNITY_BOUNDARY_POLY
2014-01-01T00:00:00
Land Planning Branch – Government of Yukon
lands.gis@gov.yk.ca
P.O. Box 2703
Whitehorse
Yukon
Y1A2C6
<div style='text-align:Left;'><div><div><p><span>This file is made up of several types of boundaries being Municipal, Development Area Regulations, Land Claims Final Agreement, Self Government Agreement, Memorandum of Understanding, Local Area Plans, and Community Plans. Some areas have more than one boundary for different purposes. The boundaries chosen and shown here are the most current from our inventory.</span></p><p style='margin:0 0 11 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 11 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 style='margin:0 0 0 0;'><span /></p><p><span /></p></div></div></div>
Current boundaries in the Yukon with documentation.
Government of Yukon
Esri ArcGIS 10.4.1.5686
DevelopmentCityMunicipalBoundaryRegulationLand Claims Final AgreementMunicipalityTownMemorandum of UnderstandingSelf Government AgreementDevelopment Area RegulationLocal Area PlanLAPPlanningCommunityMOUYukonGeoYukon
Development
City
Municipal
Boundary
Regulation
Land Claims Final Agreement
Municipality
Town
Memorandum of Understanding
Self Government Agreement
Development Area Regulation
Local Area Plan
LAP
Planning
Community
MOU
1
-142.651252
-127.318021
59.769623
67.74245
1
-142.651252
-127.318021
59.769623
67.74245
1
-142.654078
-127.318021
59.829819
67.74245
1
-142.651252
-127.318021
59.769623
67.742450
Land Planning Branch – Government of Yukon
lands.gis@gov.yk.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>Open Government Licence - Yukon (</SPAN></SPAN><A href="https://open.yukon.ca/data/open-government-licence-yukon"><SPAN><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV>
This layer was created from a combination of multiple layer files containing boundaries of: First Nation Land Claim Final Agreements, Self Government Agreements, First Nation Memorandum of Understanding, Municipal Boundaries, Planning Bylaw, Local Advisory Areas, Local Area Plans, and Development Area Regulations. Older boundaries came from digitizing off old mylars, paper copies, or from Development Area Plan Books. Newer Boundaries were first digitized using AutoCAD software and traced to this layer. Origins were from UTM NAD 83, Zones 7 through 10. Most recent boundaries were digitized using ArcMap. AutoCAD software is still in use as in most cases.
https://yukon.maps.arcgis.com/home/item.html?id=d09a117e3f424d1a8fbf060e9411270d
https://map-data.service.yukon.ca/GeoYukon/Land_Planning/Community_Boundaries/
Feature Class
39
CSW_LAND_TENURE.LP_COMMUNITY_BOUNDARY_POLY
Feature Class
39
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.
LAND_PLANNING_BOUNDARY
LAND_PLANNING_BOUNDARY
String
75
0
0
MAP_VIEWER_LABEL
MAP_VIEWER_LABEL
String
50
0
0
BOUNDARY_TYPE
BOUNDARY_TYPE
String
75
0
0
ORIGINAL_OIC_BYLAW
ORIGINAL_OIC_BYLAW
String
10
0
0
CURRENT_OIC_BYLAW
CURRENT_OIC_BYLAW
String
10
0
0
COMMENTS
COMMENTS
String
300
0
0
LP_COMMUNITY_BDRY_OID
LP_COMMUNITY_BDRY_OID
Integer
4
10
0
SHAPE.AREA
SHAPE.AREA
Double
0
0
0
SHAPE.LEN
SHAPE.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2016-01-19
12033100
2021-01-03
13:44:05.04
FALSE
2020-12-08
11190100
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
LP_COMMUNITY_BOUNDARY_POLY
67154.170000
719555.548900
611863.262900
1474788.667500
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2017-10-16
1607525398222r15014077204138299
Land Planning Branch – Government of Yukon
lands.gis@gov.yk.ca
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
Simple
FALSE
39
TRUE
FALSE