20171026
09380800
1.0
FALSE
TransitRoute_compare
002
1225211.300150
1432581.599975
70794.899875
342837.800014
1
Projected
GCS_North_American_1983_HARN
Linear Unit: Foot_US (0.304801)
NAD_1983_HARN_StatePlane_Washington_North_FIPS_4601_Feet
<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/2.4.0'><WKT>PROJCS["NAD_1983_HARN_StatePlane_Washington_North_FIPS_4601_Feet",GEOGCS["GCS_North_American_1983_HARN",DATUM["D_North_American_1983_HARN",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Conformal_Conic"],PARAMETER["False_Easting",1640416.666666667],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-120.8333333333333],PARAMETER["Standard_Parallel_1",47.5],PARAMETER["Standard_Parallel_2",48.73333333333333],PARAMETER["Latitude_Of_Origin",47.0],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2926]]</WKT><XOrigin>-117104300</XOrigin><YOrigin>-99539600</YOrigin><XYScale>3048.0060960121905</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.00328083333333333</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2926</WKID><LatestWKID>2926</LatestWKID></ProjectedCoordinateSystem>
20200225
08494400
20200225
08494400
150000000
5000
FGDC
Esri ArcGIS 12.4.2.19948
King County Metro Routes
2018-12-26T00:00:00
King County Dept. of Transportation, Transit Division, GIS Group
trang
1
-122.527052
-121.669189
47.936737
47.181730
publication date
2018-12-26T00:00:00
Transit routes for current (September 2019) and next (March 2020) service periods categorized based on Spring 2020 Service Change revisions (to be implemented on March 21) .
<div style='text-align:Left;'><div><div><p><span>Transit routes for current (September 2019) and next (March 2020) service periods categorized based on Spring 2020 Service Change revisions (to be implemented on March 21) .</span></p><p>The source data was King County GIS layer <a href='https://www5.kingcounty.gov/sdc/Metadata.aspx?Layer=transitroute' rel='nofollow ugc' target='_blank'>transitroute</a>. (<a href='https://gis-kingcounty.opendata.arcgis.com/datasets/transit-routes-for-king-county-metro-transitroute-line' rel='nofollow ugc' target='_blank'>See also</a>.)</p><p>This derivative, static layer was configured to enable routes to be filtered into the following categories:</p><ul><li>New routes</li><li>Routes to be removed</li><li>Routes to be revised</li><li>Routes that will be unchanged</li></ul><div>The layer was designed to be displayed in the web map app <a href='https://kingcounty.maps.arcgis.com/apps/webappviewer/index.html?id=36b5f58529774a4e96b6f4483c7e1cee' rel='nofollow ugc' target='_blank'>Metro Transit System: Spring 2020 Preview</a>. Users can filter bus routes in the app based on the above categories, as well as route number and current/next service period.<br /></div></div></div></div>
route
routes
bus route
bus routes
transit
http://www5.kingcounty.gov/sdc/DataImages/TransitRoute_line.jpg
General appearance of layer overlain on geographical reference information
JPG
King County
<p><a href='https://kingcounty.gov/en/dept/kcit/data-information-services/gis-center/about/terms-conditions-copyrights' style='color: rgb(24, 112, 137); font-family: Cabin, "Avenir Next";' rel='nofollow ugc'>https://kingcounty.gov/en/dept/kcit/data-information-services/gis-center/about/terms-conditions-copyrights</a></p>
File Geodatabase Feature Class
http://www5.kingcounty.gov/gisdataportal/Default.aspx
/plibrary/transportation/transitroute_line.lyr
dataset
EPSG
8.9.3(9.0.0)
445
Simple
FALSE
445
TRUE
FALSE
TransitRoute_compare
Feature Class
445
OBJECTID
OBJECTID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
CHANGE_NUM
CHANGE_NUM
SmallInteger
2
0
0
Change Number
MINOR_CHANGE_NUM
MINOR_CHANGE_NUM
SmallInteger
2
0
0
Minor Change Number
CURRENT_NEXT_CODE
CURRENT_NEXT_CODE
String
10
0
0
Code for Current or Next Service Change
IN_SERVICE_FLAG
IN_SERVICE_FLAG
String
1
0
0
Flag indicates in Service
ROUTE_ID
ROUTE_ID
Integer
4
0
0
Unique Identify Route Number
LOCAL_EXPRESS_CODE
LOCAL_EXPRESS_CODE
String
1
0
0
Code indicates Local or Express
ROUTE_NUM
ROUTE_NUM
Integer
4
0
0
Route Number
SHAPE
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
SERVICE_CHANGE_TYPE
SERVICE_CHANGE_TYPE
String
25
0
0
ROUTE_DESCRIPTION
ROUTE_DESCRIPTION
String
255
0
0
20200225
Trang Bui
King County
GIS Analyst
201 S Jackson St
Seattle
WA
98104
trang.bui@kingcounty.gov
206-477-5750
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