Land Claim MOU Boundaries
CSW_LAND_TENURE.LP_LANDCLAIM_MOU_BDRY_POLY
2014-01-01T00:00:00
Land Planning Branch – Government of Yukon
lands.gis@gov.yk.ca
#345-300 Main Street (K-320LP)
Whitehorse
Yukon
Y1A2C6
CA
<div style='text-align:Left;'><div><div><p><span>These Boundaries agreed to with First Nation Final Agreement (FA or SGA), or a Memorandum of Understanding (MOU) between the First Nation and Yukon Government. Those pursuant to Chapter 21 pertain to Taxation purposes within that particular boundary. Those pursuant to Chapter 31 pertain to Local Area Planning within that particular boundary.</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>
Boundaries of communities that had to be identified for purposes of First Nation Settlement Lands within a community that had no prior boundary. These boundaries are agreed to between Yukon Government (YG) and the First Nation (Final Agreement - pursuant to Chapter 21 for taxation purposes, Self Government Agreement - pursuant to Section 31 for Local Area Planning, or Memorandum of Understanding signed by both YG and the affected First Nation)
Government of Yukon
Esri ArcGIS 10.4.1.5686
FNFirst Nation Self Government AgreementSelf Government AgreementFinal AgreementLand ClaimsM.O.U.Yukon GovernmentTaxationFirst Nation Final AgreementBoundaryLocal Area PlanningBoundariesAgreementBdryMOUFirst NationLand ClaimYTGYGMemorandum of UnderstandingYukonGeoYukon
FN
First Nation Self Government Agreement
Self Government Agreement
Final Agreement
Land Claims
M.O.U.
Yukon Government
Taxation
First Nation Final Agreement
Boundary
Local Area Planning
Boundaries
Agreement
Bdry
MOU
First Nation
Land Claim
YTG
YG
Memorandum of Understanding
1
-142.654078
-134.233078
59.933964
67.726925
1
-142.654078
-134.026923
59.933964
67.730399
1
-142.654078
-134.026923
59.933964
67.730399
-142.654078
-134.233078
59.933964
67.726925
1
-142.654078
-134.026923
59.933964
67.730399
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>
Older boundaries were digitizing from mylars and paper copies. Current Boundaries are first digitized using AutoCAD software and traced to this layer. Origins are from UTM NAD 83, Zones 7 through 10.
https://yukon.maps.arcgis.com/home/item.html?id=06a831f0188e423ab705c8dd756e1914
https://map-data.service.yukon.ca/GeoYukon/Land_Planning/Land_Claim_MOU_Boundaries/
Feature Class
9
CSW_LAND_TENURE.LP_LANDCLAIM_MOU_BDRY_POLY
Feature Class
9
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
LAND_PLANNING_BOUNDARY
LAND_PLANNING_BOUNDARY
String
75
0
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
COMMENTS
COMMENTS
String
300
0
0
LP_BDRY_NO_ZONING_OID
LP_BDRY_NO_ZONING_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
12072800
2021-01-03
14:05:51.04
FALSE
2020-12-08
11311900
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
LP_LANDCLAIM_MOU_BDRY_POLY
67031.585500
415095.022700
630289.145100
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
1607526675621r994721517803064
Land Planning Branch – Government of Yukon
lands.gis@gov.yk.ca
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
Simple
FALSE
9
TRUE
FALSE