Water Obstacles Poly - 250k - Canvec
CSW_BASE_CANVEC.WATER_OBSTACLE_POLY_250K
2016-03-07T00:00:00
2017-03-09T00:00:00
1.0
<div style='text-align:Left;'><div><div><p><span>Hydro Features is composed of the network of Canadian surface waters. Hydro Features entities are: Watercourse, Water Linear Flow, Hydro Obstacle (falls, rapids…), Waterbody (lake, watercourse…), Permanent Snow and Ice, Water Well, and Spring. 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 hydrographic features of the CanVec series include watercourses, water linear flow segments, hydrographic obstacles (falls, rapids, etc.), waterbodies (lakes, watercourses, etc.), permanent snow and ice features, water wells and springs.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.5.1.7333
250000
Earth ScienceCanVecHydrographyGeoYukonYukon
Earth Science
CanVec
Hydrography
1
-137.202301
-124.119557
59.385334
65.914879
1
-137.202301
-124.119557
59.385334
65.914879
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/Base/Water_Obstacles_Poly_250k_Canvec/
https://yukon.maps.arcgis.com/home/item.html?id=187c6bebc364482f86e59d540f6e9d17
Feature Class
10.4.1
37
CSW_BASE_CANVEC.WATER_OBSTACLE_POLY_250K
Feature Class
37
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_ID
MD_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
MD_HORIZ_POSITION_ACCURACY_MIN
MD_HORIZ_POSITION_ACCURACY_MIN
Double
8
38
8
MD_HORIZ_POSITION_ACCURACY_MAX
MD_HORIZ_POSITION_ACCURACY_MAX
Double
8
38
8
OBSTACLE_DESCRIPTOR
OBSTACLE_DESCRIPTOR
SmallInteger
2
5
0
MD_TOPONYMIC_LINK_QUALITY
MD_TOPONYMIC_LINK_QUALITY
SmallInteger
2
5
0
NAME_DB
NAME_DB
String
100
0
0
NAME_1_ID
NAME_1_ID
String
64
0
0
NAME_1_EN
NAME_1_EN
String
100
0
0
NAME_1_FR
NAME_1_FR
String
100
0
0
NAME_2_ID
NAME_2_ID
String
64
0
0
NAME_2_EN
NAME_2_EN
String
100
0
0
NAME_2_FR
NAME_2_FR
String
100
0
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
SHAPE.AREA
SHAPE.AREA
Double
0
0
0
SHAPE.LEN
SHAPE.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
50000
500000
2017-06-20
13062100
2021-01-03
12:06:38.71
FALSE
2018-06-26
17123600
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
WATER_OBSTACLE_POLY_250K
285688.540200
883481.324100
563220.226600
1270787.647500
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-04
C5121448-F58E-4AA0-BCC5-AF744A2B6381
Government of Canada; Natural Resources Canada; Earth Sciences Sector
NRCan.geogratis-geogratis.RNCan@canada.ca
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Simple
FALSE
37
TRUE
FALSE