Metro Data Resource Center 1988 Metro Boundary The political boundary showing the area that is subject to Metro's regulatory and taxing authority and the area that has elected representation on the Metro Council. The Oregon Legislature drew the Metro boundary that covers the Portland metropolitan area. For general mapping and analysis. 20141107 Ground condition Complete As needed -123.785577699 -121.440498206 46.3880499964 44.6838701483 None Boundary Metro boundary Metro jurisdiction None Portland Multnomah County Washington County Clackamas County Oregon None This database and GIS data are made available under the Open Database License (ODbL v1) and Database Content License (DbCL v1). See http://www.oregonmetro.gov/rlis-live. http://library.oregonmetro.gov/rlisdiscovery/browse_graphic/metro.png PNG Registered to tax lots. Street center lines were digitized from aerial orthophotography at +/- 10 feet accuracy. Tax lots were fit to the street centerlines. Beaverton, Oregon City and Tigard planning areas were improved to +/- 5 feet accuracy. Multnomah County was created with coordinate geometry using better control. The boundary was digitized based on the 1979 adopted legal description of the boundary. The boundary was registered to the ODOT detailed street map. 1989 The boundary was registered to the tax lot layer. 1993 This layer was positionally adjusted to the most recent parcel base adjustments for both Multnomah and Clackamas Counties. 199801 This layer was reprojected to the NAD83/91 projection (also known as HPGN) as part of a conversion of all RLIS map layers. 199807 Projection information (.prj file), compatible with ArcGIS 8.1, was added to the layer. 20010715 The met_fill.shp has been renamed to metro.shp. The met_line.shp was removed from RLIS Lite, due to the fact that metro.shp can be symolized with an outline if a line is needed. 20100129 Metro ordinance 11-1264B adopted 10/20/11 brought four new areas into the UGB plus an additional small area that had been a hole in the UGB. These areas were also added to the Metro District Boundary as a result of 2009 Oregon State Legislation that automatically expands the Metro District Boundary with UGB expansions. 20120117 The course of the Metro District Boundary that follows the boundary between the states of Oregon and Washington was updated to precise state boundary line coordinates. The boundary between Oregon and Washington is defined by ORS 186.520 which lists latitude and longitude coordinate stations connected by a series of straight lines along length of the boundary. 20120423 Vector Simple FALSE 1 TRUE FALSE International foot D_North_American_1983_HARN Metro.dbf Description of the Metro polygon attributes Feature Class 1 OBJECTID OBJECTID OID 4 10 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. rlis.RLIS.metro.AREA rlis.RLIS.metro.AREA Double 8 29 5 Shape Shape Geometry 4 0 0 Feature geometry. Esri Coordinates defining the features. Shape.STArea() Shape.STArea() Double 0 0 0 Shape.STLength() Shape.STLength() Double 0 0 0 Metro Data Resource Center
600 NE Grand Ave.
Portland OR 97232 503 797-1742 503 797-1909 drc@oregonmetro.gov The information in this file was derived from digital databases on Metro's GIS. Care was taken in the creation of this file. Metro cannot accept any responsibility for errors, omissions, or positional accuracy. There are no warranties, expressed or implied. Shapefile 0 DVD or CD-ROM ISO9660 http://www.oregonmetro.gov/rlisdiscovery Email drc@oregonmetro.gov or call 503-797-1742 for further instructions. No cost 20141107 Metro Data Resource Center Linda Martin mailing and physical address
600 NE Grand Ave.
Portland OR 97232 503 797-1843 503 797-1909 linda.martin@oregonmetro.gov FGDC Content Standards for Digital Geospatial Metadata FGDC-STD-001-1998 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 Esri ArcGIS 10.2.2.3552 metro 1 -123.158891 -122.323113 45.665036 45.273366 metro 002 7522266.917979 7732957.800525 596871.398622 733889.971457 1 Projected GCS_North_American_1983_HARN Linear Unit: Foot (0.304800) NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl <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/10.1'><WKT>PROJCS[&quot;NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl&quot;,GEOGCS[&quot;GCS_North_American_1983_HARN&quot;,DATUM[&quot;D_North_American_1983_HARN&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,8202099.737532808],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-120.5],PARAMETER[&quot;Standard_Parallel_1&quot;,44.33333333333334],PARAMETER[&quot;Standard_Parallel_2&quot;,46.0],PARAMETER[&quot;Latitude_Of_Origin&quot;,43.66666666666666],UNIT[&quot;Foot&quot;,0.3048],AUTHORITY[&quot;EPSG&quot;,2913]]</WKT><XOrigin>-111333600</XOrigin><YOrigin>-98152500</YOrigin><XYScale>3048</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808398950131233</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2913</WKID><LatestWKID>2913</LatestWKID></ProjectedCoordinateSystem> 20151117 16471500 20151117 16471500 Feature Class dataset EPSG 8.2.6 1 20151117