5000
150000000
2016-12-12
09370300
2023-09-27
15:07:52.95
editor:esri.dijit.metadata.editor
1.0
ISO 19139 Metadata Implementation Specification
ISO19139
false
FALSE
2020-12-02
13365400
002
PROTECTED_AREA_SURVEY_POLY
30780.738700
500797.555200
611738.407500
1600899.233600
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
40096D39-FB93-494A-9CDE-322D6097B886
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
2020-12-03
15:06:41.38
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
Simple
FALSE
23
TRUE
FALSE
Parks and Protected Areas Polygon - Surveyed
CSW_ADMIN_BOUNDARIES.PROTECTED_AREA_SURVEY_POLY
2014-01-01T00:00:00
NRCan - Canada Center for Cadastral Management
<div style='text-align:Left;'><div><div><p><span>A Public Right Area Object representing the spatial extent of a protected landscape as a result of the public interest or common good. These areas can include habitat, wilderness areas and other special management areas. This cadastral framework provides a parcel base of properly structured vector data designed and suited for Geographical Information System (GIS) application and can be used for land management purposes. This data set is not be used for defining boundaries. Administrative decisions should be based on legal documents and legal survey plans.</span></p><p style='margin:0 0 0 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 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' style='text-decoration:underline;'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p style='margin:0 0 0 0;'><span></span></p><p><span></span></p></div></div></div>
This data is used to depict the cadastral framework for the specified Canada Lands - Parks and protected areas.
This feature class is the LINE equivalent of PROTECTED_AREA_SURVEY_POLY. It also has the COGO values.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.4.1.5686
YukonCOGOSurveyProtected AreaGeoYukon
Yukon
COGO
Survey
Protected Area
Weekly updates
1
-144.018888
-132.480202
59.727198
68.873515
1
-144.018888
-132.480202
59.727198
68.873515
1
-144.018888
-132.480202
59.727198
68.873515
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>Open Government Licence - Canada (</SPAN></SPAN><A href="https://open.canada.ca/en/open-government-licence-canada" STYLE="text-decoration:underline;"><SPAN><SPAN>https://open.canada.ca/en/open-government-licence-canada</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P></DIV></DIV></DIV>
Other Constraints
Other Constraints
Other Constraints
Other Constraints
NRCan - Canada Center for Cadastral Management
https://yukon.maps.arcgis.com/home/item.html?id=768fb685ef064b5d90ce4c315323e452
https://map-data.service.yukon.ca/GeoYukon/Parks_and_Protected_Areas/Parks_and_Protected_Areas_Polygon_Surveyed/
Feature Class
23
CSW_ADMIN_BOUNDARIES.PROTECTED_AREA_SURVEY_POLY
Feature Class
23
SURVEY_PROTECTED_AREA_ID
SURVEY_PROTECTED_AREA_ID
Integer
4
10
0
PARCEL_ID_NUMBER
PARCEL_ID_NUMBER
Integer
4
10
0
UNIQUE_PARCEL_ID
UNIQUE_PARCEL_ID
String
12
0
0
PARCEL_DESIGNATOR
PARCEL_DESIGNATOR
String
150
0
0
CLSR_PLAN
CLSR_PLAN
String
30
0
0
SURVEY_STATUS
SURVEY_STATUS
String
20
0
0
REMARKS
REMARKS
String
150
0
0
PARCEL_STATE
PARCEL_STATE
String
12
0
0
GIS_CREATION_DATE
GIS_CREATION_DATE
Date
8
0
0
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
GEOMETRY.AREA
GEOMETRY.AREA
Double
0
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
EPSG
6.13(9.3.0.0)