Geographic Place Names Point - 50k - Canvec
CSW_BASE_CANVEC.GEOGRAPHIC_PLACE_NAME_PT_50K
2016-03-07T00:00:00
2017-05-24T00:00:00
1.0
<div style='text-align:Left;'><div><div><p><span>Toponymic Features entity is Named Feature (geographical name or toponym). CanVec is a digital cartographic reference product of Natural Resources Canada (NRCan). It originates from the best available data sources covering Canadian territory, offers quality topographical information in vector format, and complies with international geomatics standards. CanVec is a multi-source product coming mainly from the National Topographic Data Base (NTDB), the Mapping the North process conducted by the Canada Center for Mapping and Earth Observation (CCMEO), the Atlas of Canada data, the GeoBase initiative, and the data update using satellite imagery coverage (e.g. Landsat 7, Spot, Radarsat, etc.).</span></p><p style='margin:0 0 11 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'><span style='text-decoration:underline;'><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 style='text-decoration:underline;'><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 11 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc' style='text-decoration:underline;'><span style='text-decoration:underline;'><span>geomatics.help@gov.yk.ca</span></span></a></p></div></div></div>
The toponymic features of the CanVec series include proper nouns designating places and representations of the territory. This data come from provincial, territorial and Canadian toponymic databases. They are used in the CanVec Series for cartographic reference purposes and vary according to the scale of display.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.5.1.7333
250000
Earth ScienceCanVecGeographic NameToponymGeoYukonYukon
Earth Science
CanVec
Geographic Name
Toponym
1
-144.417654
-119.745945
59.528353
69.841065
1
-144.417654
-119.745945
59.528353
69.841065
Government of Canada; Natural Resources Canada; Earth Sciences Sector
NRCan.geogratis-geogratis.RNCan@canada.ca
<div style='text-align:Left;'><div><div><p><span>Open Government Licence - Canada (https://open.canada.ca/en/open-government-licence-canada)</span></p></div></div></div>
It originates from the best available data sources covering Canadian territory, offers quality topographical information in vector format, and complies with international geomatics standards. CanVec is a multi-source product coming mainly from the National Topographic Data Base (NTDB), the Mapping the North process conducted by the Canada Center for Mapping and Earth Observation (CCMEO), the Atlas of Canada data, the GeoBase initiative, and the data update using satellite imagery coverage (e.g. Landsat 7, Spot, Radarsat, etc.).
https://map-data.service.yukon.ca/GeoYukon/Reference/Geographic_Place_Names_Point_50k_Canvec/
https://yukon.maps.arcgis.com/home/item.html?id=6aadb762687a4f23890d8ab2a8397720
Feature Class
10.4.1
11200
CSW_BASE_CANVEC.GEOGRAPHIC_PLACE_NAME_PT_50K
Feature Class
11200
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
FEATURE_ID
FEATURE_ID
String
64
0
0
MD_TEMPORAL_EXTENT_DATE_MIN
MD_TEMPORAL_EXTENT_DATE_MIN
String
20
0
0
MD_TEMPORAL_EXTENT_DATE_MAX
MD_TEMPORAL_EXTENT_DATE_MAX
String
20
0
0
ACTIVE_TOPONYM
ACTIVE_TOPONYM
SmallInteger
2
5
0
NAME_DB
NAME_DB
String
100
0
0
NAME_ID
NAME_ID
String
64
0
0
NAME_EN
NAME_EN
String
100
0
0
NAME_FR
NAME_FR
String
100
0
0
NAME_OTHER
NAME_OTHER
String
100
0
0
NAMED_FEATURE_DESCRIPTOR
NAMED_FEATURE_DESCRIPTOR
SmallInteger
2
5
0
DISPLAY_SCALE
DISPLAY_SCALE
SmallInteger
2
5
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
50000
500000
2017-08-16
13363000
2021-01-03
11:46:41.06
FALSE
2020-08-28
11493700
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
GEOGRAPHIC_PLACE_NAME_PT_50K
34645.651100
998881.952000
593471.723900
1708623.725400
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-04
518466F0-5A57-41BD-89AC-1C29646EE977
Government of Canada; Natural Resources Canada; Earth Sciences Sector
NRCan.geogratis-geogratis.RNCan@canada.ca
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
Simple
FALSE
11200
TRUE
FALSE