<?xml version="1.0" encoding="UTF-8"?><metadata>
<idinfo>
<citation>
<citeinfo>
<origin>Metro Data Resource Center</origin>
<pubdate>19880101</pubdate>
<title>County Lines (line)</title>
</citeinfo>
</citation>
<descript>
<abstract>Clackamas, Clark, Multnomah, Washington, Polk, Columbia, Tillamook, Marion, Hood River, and Yamhill county boundaries in Oregon and Clark, Cowlitz, Skamania county boundary in Washington.</abstract>
<purpose>For general mapping and analysis.</purpose>
<supplinf>File was created using a variety of local and state data sources. File and composition methods were reviewed by local data partners in July, 2010. Note that positional accuracy of the file may vary depending on the available data used.</supplinf>
</descript>
<timeperd>
<timeinfo>
<sngdate>
<caldate>20241230</caldate>
</sngdate>
</timeinfo>
<current>Ground condition</current>
</timeperd>
<status>
<progress>Complete</progress>
<update>As needed</update>
</status>
<spdom>
<bounding>
<westbc>-123.785577699</westbc>
<eastbc>-121.440498206</eastbc>
<northbc>46.3880499964</northbc>
<southbc>44.6838701483</southbc>
</bounding>
</spdom>
<keywords>
<theme>
<themekt>None</themekt>
<themekey>County</themekey>
<themekey>boundary</themekey>
<themekey>county boundary</themekey>
<themekey>county boundaries</themekey>
<themekey>Multnomah</themekey>
<themekey>Washington</themekey>
<themekey>Clackamas</themekey>
<themekey>Clark</themekey>
<themekey>Marion</themekey>
<themekey>Columbia</themekey>
<themekey>Yamhill</themekey>
<themekey>Polk</themekey>
<themekey>Hood River</themekey>
<themekey>Skamania</themekey>
<themekey>county lines</themekey>
</theme>
<place>
<placekt>None</placekt>
<placekey>Multnomah County</placekey>
<placekey>Washington County</placekey>
<placekey>Clackamas County</placekey>
<placekey>Clark County</placekey>
<placekey>Marion County</placekey>
<placekey>Polk County</placekey>
<placekey>Yamhill County</placekey>
<placekey>Columbia County</placekey>
<placekey>Hood River County</placekey>
</place>
</keywords>
<accconst>None</accconst>
<useconst>This database and GIS data are made available under the RLIS Open Database End User License Agreement. See https://rlisdiscovery.oregonmetro.gov/pages/open-database-license.</useconst>
<browse>
<browsen>http://library.oregonmetro.gov/rlisdiscovery/browse_graphic/co_line.png</browsen>
<browsed>All county boundaries displayed as thick gray lines on a gray basemap of the region for orientation.</browsed>
<browset>PNG</browset>
</browse>
</idinfo>
<dataqual>
<logic/>
<complete/>
<posacc>
<horizpa>
<horizpar>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.</horizpar>
</horizpa>
</posacc>
<lineage>
<procstep>
<procdesc>County lines were digitized by ODOT as part of their detailed street base. Source was USGS quad sheets. Metro converted the layer to ARC/INFO format.</procdesc>
<procdate>1989</procdate>
</procstep>
<procstep>
<procdesc>Registered to the tax lot layer.</procdesc>
<procdate>1992</procdate>
</procstep>
<procstep>
<procdesc>Projection information (.prj file), compatible with ArcGIS 8.1, was added to the layer.</procdesc>
<procdate>20010715</procdate>
</procstep>
<procstep>
<procdesc>Positional adjust of Washington Countys Boundary to register to their positionally more accurate parcel lines. Edge matched at Clackamas and Multnomah County boundaries.</procdesc>
<procdate>20030116</procdate>
</procstep>
<procstep>
<procdesc>Changed native SDE storage precision from low to high</procdesc>
<procdate>20100122</procdate>
</procstep>
<procstep>
<procdesc>Extensive boundary edits based on data submitted from local and state agencies. Added additional counties (Polk, Marion, Columbia, and Yamhill). Peer review conducted with local data partners.</procdesc>
<procdate>20100719</procdate>
</procstep>
<procstep>
<procdesc>County lines following the boundary between the states of Oregon and Washington were 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.</procdesc>
<procdate>20120423</procdate>
</procstep>
<procstep>
<procdesc>Includes the new Multnomah and Washington County boundary effective Jan 1, 2014. For more information visit the Washington County website http://www.co.washington.or.us/area93.</procdesc>
<procdate>20131227</procdate>
</procstep>
<procstep>
<procdesc>Updates to Washington County boundary and addition of Tillamook County.</procdesc>
<procdate>20231027</procdate>
</procstep>
</lineage>
</dataqual>
<spdoinfo>
<direct>Vector</direct>
<ptvctinf>
<sdtsterm>
<sdtstype>Line</sdtstype>
</sdtsterm>
</ptvctinf>
</spdoinfo>
<spref>
<horizsys>
<planar>
<gridsys>
<gridsysn>NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601</gridsysn>
<spcs>
<spcszone>5076</spcszone>
</spcs>
</gridsys>
<planci>
<plance/>
<plandu>International foot</plandu>
</planci>
</planar>
<geodetic>
<horizdn>D_North_American_1983_HARN</horizdn>
<ellips/>
<semiaxis/>
<denflat/>
</geodetic>
</horizsys>
</spref>
<eainfo>
<detailed>
<enttyp>
<enttypl>Co_line.dbf</enttypl>
<enttypd>Attributes about the county lines</enttypd>
<enttypds/>
</enttyp>
<attr>
<attrlabl>Length</attrlabl>
<attrdef>Length of a line segment in feet</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
</attr>
</detailed>
</eainfo>
<distinfo>
<distrib>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
</cntorgp>
<cntaddr>
<addrtype/>
<address>600 NE Grand Ave.</address>
<city>Portland</city>
<state>OR</state>
<postal>97232</postal>
</cntaddr>
<cntvoice>503 797-1742</cntvoice>
<cntfax>503 797-1909</cntfax>
<cntemail>drc@oregonmetro.gov</cntemail>
</cntinfo>
</distrib>
<distliab>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.</distliab>
<stdorder>
<digform>
<digtinfo>
<formname>Shapefile</formname>
<transize>0</transize>
</digtinfo>
<digtopt>
<offoptn>
<offmedia>DVD or CD-ROM</offmedia>
<recfmt>ISO9660</recfmt>
</offoptn>
<onlinopt>
<computer>
<networka>
<networkr>http://www.oregonmetro.gov/rlisdiscovery</networkr>
</networka>
</computer>
<accinstr>Email drc@oregonmetro.gov or call 503-797-1742 for further instructions.</accinstr>
</onlinopt>
</digtopt>
</digform>
<fees>No cost</fees>
</stdorder>
</distinfo>
<metainfo>
<metd>20241230</metd>
<metc>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
<cntper>Christine Rutan</cntper>
</cntorgp>
<cntaddr>
<addrtype>mailing and physical address</addrtype>
<address>600 NE Grand Ave.</address>
<city>Portland</city>
<state>OR</state>
<postal>97232</postal>
</cntaddr>
<cntvoice>503-797-1669</cntvoice>
<cntfax>503 797-1909</cntfax>
<cntemail>christine.rutan@oregonmetro.gov</cntemail>
</cntinfo>
</metc>
<metstdn>FGDC Content Standards for Digital Geospatial Metadata</metstdn>
<metstdv>FGDC-STD-001-1998</metstdv>
</metainfo>
<Binary>
<Thumbnail>
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</Data>
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