Glacial limits - 1M
CSW_GEOLOGY.GLACIAL_LIMIT_POLY_1M
1999-01-01T00:00:00
First
Exploration and Geological Services Division, Yukon Region, Indian and Northern Affairs Canada, Open File 1999-1(D)
Open File 1999-1(D)
Recommended Citation: Gordey, S.P. and Makepeace, A.J. (comp.) 1999: Yukon bedrock geology in Yukon digital geology, S.P. Gordey and A.J. Makepeace (comp.); Geological Survey of Canada Open File D3826 and Exploration and Geological Services Division, Yukon, Indian and Northern Affairs Canada, Open File 1999-1(D)
Yukon Geological Survey – Government of Yukon
geology@gov.yk.ca
Box 2703 (K-102)
Whitehorse
Yukon
Y1A 2C6
CA
S.P. Gordey and A.J. Makepeace (compilers)
<div style='text-align:Left;'><div><div><p><span>The Yukon Territory is underlain by a great variety of rock types ranging in age from Early Proterozoic to Recent and representing diverse environments including epicratonic basins, subsiding shelves, foreland basins, island arcs and deep ocean basins. Episodes of compressional and extensional deformation, transcurrent faulting, metamorphism and plutonism further complicate the map pattern. This complex geological record has been described in terms of the interactions of several terranes (large parts of the earth's crust which preserve a common geological record) with each other and with the margin of ancestral North America.</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><span></span></p></div></div></div>
A glacial limits compilation map of the Yukon Territory intended for use by the exploration community, prospectors and geologists.
Glacial limits polygons
Government of Yukon
Esri ArcGIS 10.4.1.5686
Canadageologyearth scienceYukon Territorysurficial geologyglacial limitsYukonGeoYukon
geology
earth science
surficial geology
glacial limits
geology
Canada
Yukon Territory
Yukon
1
-144.823252
-118.785247
59.646695
70.196024
1999-01-01T00:00:00
Compiled in 1999.
1
-144.515305
-120.100816
59.703496
69.845369
1
-144.515305
-120.100816
59.703496
69.845369
1
-144.515305
-120.100816
59.703496
69.845369
Yukon Geological Survey – Government of Yukon
ygstech@gov.yk.ca
All agencies or parties that obtain and use this data set do so at their own risk. All products derived from this data set are the sole responsibility of the agency or party that created it.
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 11 0;"><SPAN>Open Government Licence - Yukon (</SPAN><A href="https://open.yukon.ca:443/data/open-government-licence-yukon" STYLE="text-decoration:underline;"><SPAN><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN>)</SPAN></P></DIV></DIV></DIV>
The dataset was prepared by Andrew Makepeace and Steve Gordey of the Pacific Division, Geological Survey of Canada.
https://yukon.maps.arcgis.com/home/item.html?id=8f7dc38b7c36477eb9136560f81274ed
https://map-data.service.yukon.ca/GeoYukon/Geological/Glacial_Limits_1M/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
8
CSW_GEOLOGY.GLACIAL_LIMIT_POLY_1M
Feature Class
8
GLACIAL_LIMIT_ID
GLACIAL_LIMIT_ID
Integer
4
10
0
GLACIAL_DESCRIPTION
GLACIAL_DESCRIPTION
String
75
0
0
EPOCH
EPOCH
String
50
0
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
GEOMETRY.LEN
GEOMETRY.LEN
Double
0
0
0
GEOMETRY
GEOMETRY
Geometry
4
0
0
GEOMETRY.AREA
GEOMETRY.AREA
Double
0
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EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2015-11-27
10122100
2021-01-03
13:10:43.47
FALSE
2020-12-07
13170900
1.0
ISO19139
editor:esri.dijit.metadata.editor
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GLACIAL_LIMIT_POLY_1M
30832.000000
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611141.340000
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1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-08
FB74047F-C45C-444F-9AF7-50E3029A3E41
Yukon Geological Survey – Government of Yukon
ygstech@gov.yk.ca
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Simple
FALSE
8
TRUE
FALSE