Hypsometry - 1M
CSW_BASE.HYPSOMETRY_POLY_1M
2014-01-01T00:00:00
Digital Chart of the World
<div style='text-align:Left;'><div><div><p><span>Hypsometry polygons captured at 1:1,000,000 scale from Digital Chart of the World data for the Yukon and surrounding area.</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>
Polygon information containing elevation polygons depicting areas of equal elevation at 1:1,000,000 scale (eg. mountain blocks).
Government of Yukon
Esri ArcGIS 10.4.1.5686
YukonYukon TerritoryY.T.GeoYukonhypsometryelevation
Hyposmetry
Yukon
Yukon Territory
Y.T.
1
-163.914359
-97.39121
53.642112
75.653757
1
-163.914359
-97.39121
53.642112
75.653757
publication date
1
-163.914359
-97.391210
53.642112
75.653757
Geomatics Yukon – Government of Yukon
geomatics.help@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>
Hypsometry polygons captured at 1:1,000,000 scale from Digital Chart of the World data for the Yukon and surrounding area.
Feature locations on the original maps were considered accurate to within 2 km, or 2mm on the maps themselves.
https://yukon.maps.arcgis.com/home/item.html?id=dfa7a2e1968f47479e7e427939093aa0
https://map-data.service.yukon.ca/GeoYukon/Elevation/Hypsometry_1M/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
18844
CSW_BASE.HYPSOMETRY_POLY_1M
Feature Class
18844
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
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.
ELEVATION_FEET
ELEVATION_FEET
The elevation value of the polygon expressed as feet above sea level.
Digital Chart of the World
Double
8
7
2
GEOMETRY
GEOMETRY
Feature geometry.
ESRI
Geometry
4
0
0
Coordinates defining the features.
HYPSOMETRY_POLYGON_ID
HYPSOMETRY_POLYGON_ID
Internal feature number.
ESRI
Integer
4
10
0
Sequential unique whole numbers that are automatically generated.
For user ease attribute names where changed to be more intelligible. The original DCW attributes have been renamed to the following: HYPYVAL to ELEVATION_FEET.
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-12-01
11394800
2021-01-03
15:21:28.99
FALSE
2020-12-03
12522300
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
HYPSOMETRY_POLY_1M
-476166.080000
1616742.260000
57338.790000
2348861.830000
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>2</ZTolerance><MTolerance>2</MTolerance><HighPrecision>true</HighPrecision><WKID>3578</WKID><LatestWKID>3578</LatestWKID></ProjectedCoordinateSystem>
dataset
2017-10-16
50AF7541-B0AA-4C31-8537-DE1D2DC133DB
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
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Simple
FALSE
18844
TRUE
FALSE