Roads - 250k - Canvec
CSW_BASE_CANVEC.ROAD_LN_250K
2016-03-07T00:00:00
2017-03-09T00:00:00
1.0
<div style='text-align:Left;'><div><div><p><span>Transport Features is composed of, among others, the National Road Network (NRN) and the National Railway Network (NRWN). Transport Features entities are: Nautical Facility, Track Segment, Track Junction, Railway Station, Track Crossing, Track Marker Post, Track Structure, Rail Ferry, Road Segment, Road Ferry, Road Junction, Blocked Passage, Toll Point, Aerial Cableway, Footbridge, Trail, Navigational Aid, Marina, and Runway. 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 transport features of the CanVec series are derived from the National Road Network (NRN) and the National Railway Network (NRWN). The dataset describes roads, trails, bridges, railroads and their related information. The transport features include nautical facilities, track segments, track junctions, railway stations, track crossings, track marker posts, track structures, rail ferry segments, road segments, road ferry segments, road junctions, blocked passages, toll points, aerial cableway features, footbridges, trails, navigational aids, marinas and runways.
Government of Yukon on behalf of Natural Resources Canada
Esri ArcGIS 10.5.1.7333
250000
Earth ScienceCanVecTransportInfrastructureGeoYukonYukon
Earth Science
CanVec
Transport
Infrastructure
1
-143.469287
-118.096253
58.623975
69.455403
1
-143.469287
-118.096253
58.623975
69.455403
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/Transportation/Roads_250k_Canvec/
https://yukon.maps.arcgis.com/home/item.html?id=5a89c3fdd4ab47e181d44f18a257cf41
Feature Class
10.4.1
1721
CSW_BASE_CANVEC.ROAD_LN_250K
Feature Class
1721
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
CLOSING_PERIOD
CLOSING_PERIOD
SmallInteger
2
5
0
POLITICAL_DIVISION
POLITICAL_DIVISION
SmallInteger
2
5
0
IS_NATIONAL_HIGHWAY_SYSTEM
IS_NATIONAL_HIGHWAY_SYSTEM
SmallInteger
2
5
0
IS_TRANS_CANADA_HIGHWAY
IS_TRANS_CANADA_HIGHWAY
SmallInteger
2
5
0
ROAD_CLASS
ROAD_CLASS
SmallInteger
2
5
0
ROAD_SEGMENT_NAME_EN
ROAD_SEGMENT_NAME_EN
String
100
0
0
ROAD_SEGMENT_NAME_FR
ROAD_SEGMENT_NAME_FR
String
100
0
0
ROUTE_NUMBER_1
ROUTE_NUMBER_1
String
10
0
0
ROUTE_NUMBER_2
ROUTE_NUMBER_2
String
10
0
0
ROUTE_NUMBER_3
ROUTE_NUMBER_3
String
10
0
0
NUMBER_OF_LANES
NUMBER_OF_LANES
SmallInteger
2
5
0
IS_DIVIDED
IS_DIVIDED
SmallInteger
2
5
0
IS_PAVED
IS_PAVED
SmallInteger
2
5
0
ROAD_STRUCTURE_GEOBASE_NID
ROAD_STRUCTURE_GEOBASE_NID
String
64
0
0
ROAD_STRUCTURE_NAME_EN
ROAD_STRUCTURE_NAME_EN
String
100
0
0
ROAD_STRUCTURE_NAME_FR
ROAD_STRUCTURE_NAME_FR
String
100
0
0
ROAD_STRUCTURE_DESCRIPTOR
ROAD_STRUCTURE_DESCRIPTOR
SmallInteger
2
5
0
MAP_SELECTION
MAP_SELECTION
SmallInteger
2
5
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
SHAPE.LEN
SHAPE.LEN
Double
0
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
50000
500000
2017-06-22
10071100
2021-01-03
11:43:49.85
FALSE
2018-06-26
08461000
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
ROAD_LN_250K
64958.772300
1075475.165400
503317.681000
1665705.865800
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-04
9FC6CD4C-0A1A-4BA7-AD7C-1742D4424E9C
Government of Canada; Natural Resources Canada; Earth Sciences Sector
NRCan.geogratis-geogratis.RNCan@canada.ca
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Simple
FALSE
1721
TRUE
FALSE