Permanent Sampling Plots
CSW_FORESTRY.PERMANENT_SAMPLING_PLOT_PT
2014-01-01T00:00:00
Forest Management Branch – Government of Yukon
forestrygis@gov.yk.ca
<div style='text-align:Left;'><div><div><p><span>Locations of Forest Management Branch Permanent Sample Plots. The plots are measured every 5 years to compile growth and yield information across the many forest types and regions of the 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>
The PSP dataset is intended for two main uses: 1) to assist foresters in locating the plots in the field (locations collected by differential GPS) 2) to assist land-use and resource planners by indicating the existence of these plot locations, which are valuable to yukon's forestry program.
Government of Yukon
Esri ArcGIS 10.4.1.5686
plotforestryYukonGeoYukon
plot
yukon
forestry
1
-140.875957
-127.12264
59.804505
62.68322
1
-140.875957
-127.12264
59.804505
62.68322
1985-01-01T00:00:00
ground condition
1
-141.361691
-126.808461
59.804505
64.296289
Forest Management Branch – Government of Yukon
forestrygis@gov.yk.ca
Users are recommended to contact the Inventory Section of the Forest Management Branch if utilizing this data set.
<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 feature was developed to identify the location of field research plots using either GPS data or point location information on record.
https://yukon.maps.arcgis.com/home/item.html?id=45240218c3d34f329d85e9e892216910
https://map-data.service.yukon.ca/GeoYukon/Forestry/Permanent_Sampling_Plots/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
265
CSW_FORESTRY.PERMANENT_SAMPLING_PLOT_PT
Feature Class
265
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
PERMANENT_SAMPLING_PLOT_ID
PERMANENT_SAMPLING_PLOT_ID
SmallInteger
2
4
0
DATUM
DATUM
String
10
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
UTM_NORTHING
UTM_NORTHING
Double
8
38
3
UTM_ZONE
UTM_ZONE
Integer
4
10
0
UTM_EASTING
UTM_EASTING
Double
8
38
3
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-11-26
17094500
2021-01-03
13:16:59.49
FALSE
2020-12-07
10501500
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
PERMANENT_SAMPLING_PLOT_PT
68788.690000
775886.850000
615571.090000
1090054.955900
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2017-10-16
C518FB19-07AF-4ED9-8494-CDAF94460805
Forest Management Branch – Government of Yukon
forestrygis@gov.yk.ca
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
Simple
FALSE
265
TRUE
FALSE