Agriculture Land Applications
CSW_AGRICULTURE_TENURE.AG_DISPOSITION_POLY_SVW
2014-01-01T00:00:00
updated continually
Agriculture Branch - Government of Yukon
Lands - Government of Yukon
lands.gis@gov.yk.ca
<div style='text-align:Left;'><div><div><p><span>Land under administration and control of Government of Yukon, Department of Energy, Mines and Resources (EMR), Agriculture Branch. Includes </span><span>active applications </span><span><span>for </span><span><span>agricultural land </span><span><span>including: (1) </span><span>Agreement for Sale: A contract between two or more parties to sell and purchase land. The contract identifies conditions and terms of the transaction. </span><span>(2) </span><span>Lease: A special contract between a property owner (landlord) and a person wanting temporary enjoyment and use of the property (tenant) in exchange for rent paid to the property owner. </span></span></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 style='margin:0 0 0 0;'><span></span></p><p style='margin:0 0 0 0;'><span></span></p><p><span></span></p></div></div></div>
A registry of active agricultural applications administered by the Government of Yukon.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
agreement for saleagriculturaltenuregrazingreservationlanddispositionleasereserveapplicationYukonGeoYukon
agreement for sale
agricultural
tenure
grazing
reservation
land
disposition
lease
reserve
1
-141.450641
-128.284631
59.800062
64.011691
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
Government of Yukon, EMR Agriculture Branch
Data created by the Government of Yukon may be printed, copied or reproduced for non-commercial purposes only. Reproductions must be accurate and must not be represented as an official version. Reproduction or redistribution for commercial purposes requires advance written permission from the Government of Yukon.
Public. No constraints.
<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 tenure application polygons are digitized from orthophotos and using information provided by the applicant. the Polygon is tied to cadastral fabric where possible.
Disposition polygon is digitized manually and is tied to cadastral fabric where possible. Configuration is updated as necessary.
0
Congruent with the Land Information Management System (LIMS) database.
https://yukon.maps.arcgis.com/home/item.html?id=e8c56dfb65f74c2187592ebd03095c09
https://map-data.service.yukon.ca/GeoYukon/Land_Tenure/Agriculture_Land_Applications/
Feature Class
41
CSW_AGRICULTURE_TENURE.AG_APPLICATION_POLY_SVW
Feature Class
41
PID
PID
String
9
0
0
CLSR_PARCEL_ID
CLSR_PARCEL_ID
String
12
0
0
TENURE_STATE
TENURE_STATE
String
4
0
0
APPLICATION_NUMBER
APPLICATION_NUMBER
String
100
0
0
DISPOSITION_NUMBER
DISPOSITION_NUMBER
String
100
0
0
AGRICULTURE_NUMBER
AGRICULTURE_NUMBER
String
30
0
0
TENURE_TYPE
TENURE_TYPE
String
35
0
0
TENURE_PURPOSE
TENURE_PURPOSE
String
35
0
0
TENURE_STATUS
TENURE_STATUS
String
10
0
0
TENURE_STATUS_DESC
TENURE_STATUS_DESC
String
25
0
0
ISSUING_AGENCY
ISSUING_AGENCY
String
25
0
0
APPLICATION_DATE
APPLICATION_DATE
Date
8
0
0
DISPOSITION_DATE
DISPOSITION_DATE
Date
8
0
0
COMMENCEMENT_DATE
COMMENCEMENT_DATE
Date
8
0
0
EXPIRY_DATE
EXPIRY_DATE
Date
8
0
0
DATE_CLOSED
DATE_CLOSED
Date
8
0
0
CLSR_LOT
CLSR_LOT
String
70
0
0
CLSR_BLOCK
CLSR_BLOCK
String
15
0
0
CLSR_GROUP
CLSR_GROUP
String
15
0
0
CLSR_PLAN
CLSR_PLAN
String
15
0
0
LTO_PLAN
LTO_PLAN
String
75
0
0
TOWN
TOWN
String
20
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
GEOMETRY
GEOMETRY
Geometry
4
0
0
AG_PLAN_LAND_APP_REVIEW_IND
AG_PLAN_LAND_APP_REVIEW_IND
String
3
0
0
AREA_HECTARES
AREA_HECTARES
Double
8
38
8
AREA_ACRES
AREA_ACRES
Double
8
38
8
GEOMETRY.AREA
GEOMETRY.AREA
Double
0
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2018-12-31
15074500
2021-01-03
09:44:39.28
FALSE
2020-12-02
13455800
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
AG_APPLICATION_POLY_SVW
59887.250000
706199.380000
616169.079000
1058283.110000
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-02
44A73A7D-507B-4071-B240-47844B51E5FA
Agriculture Branch - Government of Yukon
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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
Simple
FALSE
41
FALSE
FALSE