<?xml version="1.0" encoding="UTF-8"?><metadata>
<idinfo>
<citation>
<citeinfo>
<origin>Metro Data Resource Center</origin>
<pubdate>20031101</pubdate>
<title>Stream routes</title>
</citeinfo>
</citation>
<descript>
<abstract>Routed regional river centerline data layer using the polylineM feature format with measures in kilometers. The stream route layer includes stream locations where, on the basis of the raster model used to create the data layer, surface water may have once existed, but is now piped, culverted or thought to be buried. Likewise the layer includes centerlines through water bodies, i.e. portions of streams that connect with larger bodies of water such as wetlands, ponds, etc. Thus many portions of a stream route feature are included primarily to complete the centerline network for routing purposes.</abstract>
<purpose>To allow dynamic segmentation using or creating event tables.</purpose>
<supplinf>Derived from the Data Resource Center's &lt;a href="http://mazama.metro-region.org/metadata/display.cfm?Meta_layer_id=1256&amp;Db_type=rlis"&gt;river_center line coverage&lt;/A&gt;. Routing is based on LLID with measures in kilometers to be compatible with the Pacific Northwest Hydrography Framework implemented through the &lt;a href= "http://hydro.reo.gov/"&gt;Regional Ecosystem Office (REO)&lt;/A&gt;. LLID and name were brought over manually to the new linework of the arcs for streams that already existed in the StreamNet 100k, except for the few streams in the StreamNet 100k coverage where there appeared to be errors. The creation of LLID for streams not in the 100k StreamNet coverage and all routing are created using procedures developed at Metro.</supplinf>
</descript>
<timeperd>
<timeinfo>
<sngdate>
<caldate>20250721</caldate>
</sngdate>
</timeinfo>
<current>Ground condition</current>
</timeperd>
<status>
<progress>Complete</progress>
<update>As needed</update>
</status>
<spdom>
<bounding>
<westbc>-123.153528597</westbc>
<eastbc>-122.367487422</eastbc>
<northbc>45.70263875</northbc>
<southbc>45.23396470</southbc>
</bounding>
</spdom>
<keywords>
<theme>
<themekt>None</themekt>
<themekey>River</themekey>
<themekey>stream</themekey>
<themekey>creek</themekey>
<themekey>lake</themekey>
<themekey>slough</themekey>
<themekey>drainage</themekey>
<themekey>hydrography</themekey>
<themekey>hydrology</themekey>
<themekey>stream network</themekey>
</theme>
<place>
<placekt>None</placekt>
<placekey>Portland</placekey>
<placekey>Multnomah County</placekey>
<placekey>Washington County</placekey>
<placekey>Clackamas County</placekey>
<placekey>Oregon</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/stream_route.png</browsen>
<browsed>Stream route linework with arterials and rivers in the Metro region for orientation.</browsed>
<browset>PNG</browset>
</browse>
</idinfo>
<dataqual>
<logic/>
<complete/>
<posacc>
<horizpa>
<horizpar>The streams layer was initially registered to the US Geological Survey (USGS) 7.5 minute quadrangles, and then adjusted visually at approximately 1:10000 using the 1998 Spencer Gross aerial photography. Where photography was not available or banks and streambeds obscured, the USGS quad topography was used. Some streams, usually major streams, are registered to the tax lot map.</horizpar>
</horizpa>
</posacc>
<lineage>
<procstep>
<procdesc>Incorporated Clean Water Services line work in much of the Tualatin River subbasin.</procdesc>
<procdate>200607</procdate>
</procstep>
</lineage>
</dataqual>
<spdoinfo>
<direct>Vector</direct>
<ptvctinf>
<esriterm Name="met_StreamRoute">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="3"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">0</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">TRUE</linrefer>
</esriterm>
</ptvctinf>
</spdoinfo>
<spref>
<horizsys>
<planar>
<planci>
<plance/>
<plandu>International foot</plandu>
</planci>
</planar>
<geodetic>
<horizdn>D_North_American_1983_HARN</horizdn>
<ellips/>
<semiaxis/>
<denflat/>
</geodetic>
</horizsys>
</spref>
<eainfo>
<detailed Name="met_StreamRoute">
<enttyp>
<enttypl>Stream_route.dbf</enttypl>
<enttypd>Routed stream centerline attributes</enttypd>
<enttypds/>
<enttypt Sync="TRUE">Feature Class</enttypt>
<enttypc Sync="TRUE">0</enttypc>
</enttyp>
<attr>
<attrlabl Sync="TRUE">OBJECTID</attrlabl>
<attalias Sync="TRUE">OBJECTID</attalias>
<attrtype Sync="TRUE">OID</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">10</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Internal feature number.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Sequential unique whole numbers that are automatically generated.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl Sync="TRUE">Shape</attrlabl>
<attalias Sync="TRUE">Shape</attalias>
<attrtype Sync="TRUE">Geometry</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Feature geometry.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Coordinates defining the features.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl>Hydro_id</attrlabl>
<attrdef>Unique stream identifier</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">HYDRO_ID</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">38</atprecis>
<attscale Sync="TRUE">8</attscale>
</attr>
<attr>
<attrlabl>LLID</attrlabl>
<attrdef>Unique id created by concatenating the longitude and latitude in decimal degrees to 4 digits of precision of the coordinate of the mouth of the stream</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">LLID</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">13</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Name</attrlabl>
<attrdef>Name of stream</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">NAME</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">60</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Shape.STLength()</attrlabl>
<attalias Sync="TRUE">Shape.STLength()</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">0</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</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>2</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>20250721</metd>
<metc>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
<cntper>Alicia Wood</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>503-813-7561</cntvoice>
<cntfax>503-797-1909</cntfax>
<cntemail>alicia.wood@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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