Maintenance Camps - 25k
CSW_TRANSPORTATION.MAINTENANCE_CAMP_PT_25K
2020-08-10T00:00:00
vector digital data
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
<div style='text-align:Left;'><div><div><p><span>This dataset provides locations of highway maintenance camps. </span><span><span>Maintenance Camps house the staff and equipment that maintain Yukon highways. </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><span></span></p></div></div></div>
This dataset provides locations of highway maintenance camps.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
transportationinfrastructureYukonmaintenanceCanadaGeoYukon
transportation
maintenance
camp
maintenance camp
Yukon Canada
Yukon Territory
Yukon
Canada
transportation
geotechnical
infrastructure
2010-09-22
publication date
-170.219048
-94.780952
53.701551
77.056656
1
-142.626781
-127.520635
59.507111
67.729224
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
For Yukon Highways and Public Works, Transportation Division use.
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 14 0;"><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><P><SPAN /></P></DIV></DIV></DIV>
Data is maintained in the operational Enterprise database and copied over as required
Source GPS or imagery
30 m
https://yukon.maps.arcgis.com/home/item.html?id=a2524c665a0c403198c2a0f761f49d0b
https://map-data.service.yukon.ca/GeoYukon/Transportation/Maintenance_Camps_25k/
Feature Class
10
23
CSW_TRANSPORTATION.MAINTENANCE_CAMP_PT_25K
Feature Class
23
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
CAMP_NAME
Camp Name
String
50
0
0
CAMP_CODE
Camp Code
SmallInteger
2
5
0
OPERATIONAL_SEASON
Operational Season
String
30
0
0
SHAPE
SHAPE
Feature geometry.
ESRI
Geometry
4
0
0
Coordinates defining the features.
MAINTENANCE_AREA
Maintenance Area
String
10
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2020-08-10
16011400
2021-01-03
14:58:25.27
FALSE
2020-12-09
13411800
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
MAINTENANCE_CAMP_PT_25K
67977.866700
711050.967100
582366.530800
1473313.115700
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.7'><WKT>PROJCS["NAD_1983_Yukon_Albers",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Albers"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",500000.0],PARAMETER["Central_Meridian",-132.5],PARAMETER["Standard_Parallel_1",61.66666666666666],PARAMETER["Standard_Parallel_2",68.0],PARAMETER["Latitude_Of_Origin",59.0],UNIT["Meter",1.0],AUTHORITY["EPSG",3578]]</WKT><XOrigin>-12920200</XOrigin><YOrigin>-9265100</YOrigin><XYScale>10000</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>3578</WKID><LatestWKID>3578</LatestWKID></ProjectedCoordinateSystem>
dataset
2020-12-09
4E90C5CC-7C97-419D-85EB-D8301B61C112
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
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Simple
FALSE
23
TRUE
FALSE