First Nation Settlement Lands - Unsurveyed
CSW_LAND_TENURE.FN_SETTLEMENT_UNSURVEY_POLY
2014-01-01T00:00:00
Land Management Branch – Government of Yukon
<div style='text-align:Left;'><div><div><p><span>This dataset contains all the unsurveyed First Nations Interim Protected Lands as well as unsurveyed First Nations Settlement Lands. The source of this data is originally from CIG.FNSL_all. This dataset must be used in conjunction with ADMIN_BOUNDARY.FN_SETTLEMENT_SURVEY_POLY dataset in order to fully display all of the First Nations Lands in Yukon.</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 was created to isolate the unsurveyed First Nations Lands in one dataset.
Government of Yukon
Esri ArcGIS 10.4.1.5686
IPR blockland claimsfee simpleS blockFirst NationsSettlement LandsFSInterim ProtectedCategory ASLCategory BYukonGeoYukon
IP
R block
land claims
fee simple
S block
First Nations
Settlement Lands
FS
Interim Protected
Category A
SL
Category B
-142.185212
-122.470302
59.742324
66.044133
1
-142.983045
-121.645146
59.742324
68.03313
1
-142.983045
-121.645146
59.763793
68.03313
1
-142.983045
-121.645146
59.763793
68.03313
publication date
1
-142.983045
-121.645146
59.763793
68.033130
Land Management 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>
The source of this data is originally from CIG.FNSL_all. This dataset must be used in conjunction with ADMIN_BOUNDARY.FN_SETTLEMENT_SURVEY_POLY dataset in order to fully display all of the First Nations Lands in Yukon.
https://yukon.maps.arcgis.com/home/item.html?id=bae82ebea942452bb319ce28c3487fe3
https://map-data.service.yukon.ca/GeoYukon/First_Nations/First_Nation_Settlement_Lands_Unsurveyed/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
445
CSW_LAND_TENURE.FN_SETTLEMENT_UNSURVEY_POLY
Feature Class
445
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
FN_UNSURVEY_POLY_ID
FN_UNSURVEY_POLY_ID
Integer
4
10
0
FIRST_NATION_ID
FIRST_NATION_ID
Integer
4
10
0
FN_NAME_CODE
FN_NAME_CODE
String
10
0
0
FIRST_NATION_NAME
FIRST_NATION_NAME
String
50
0
0
LAND_CLAIM_SELECTION
LAND_CLAIM_SELECTION
String
20
0
0
SL_CATEGORY_CODE
SL_CATEGORY_CODE
String
10
0
0
SL_CATEGORY
SL_CATEGORY
String
75
0
0
SL_TYPE_CODE
SL_TYPE_CODE
String
4
0
0
SL_TYPE
SL_TYPE
String
30
0
0
SETTLEMENT_LAND_TYPE
SETTLEMENT_LAND_TYPE
String
30
0
0
SURVEY_STATUS
SURVEY_STATUS
String
20
0
0
SL_STATUS
SL_STATUS
String
4
0
0
NTS_MAP50K
NTS_MAP50K
String
10
0
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
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
12354000
2021-01-03
13:48:44.41
FALSE
2020-12-08
08094200
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
FN_SETTLEMENT_UNSURVEY_POLY
58160.220000
957815.930000
614349.490000
1507213.255000
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2017-10-16
14276E70-E8ED-4B01-94DF-680975432813
Land Management Branch – Government of Yukon
lands.gis@gov.yk.ca
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Simple
FALSE
445
TRUE
FALSE