<?xml version="1.0" encoding="UTF-8"?><metadata>
<idinfo>
<citation>
<citeinfo>
<origin>Metro Data Resource Center</origin>
<pubdate>20110127</pubdate>
<title>Analysis centers</title>
</citeinfo>
</citation>
<descript>
<abstract>The 2040 Growth Concept foresees numerous walkable, higher-density, mixed-use centers of employment, housing, cultural and recreational activities, and transit service across the region, with those centers helping to grow the economy, provide affordable housing, and promote vibrant and distinctive communities that reduce the need for sprawl and minimize transportation costs and contributions to climate change. The data displays, where available, the adopted geographic boundaries of the centers, which are part of the Region 2040 Concept Map. DISCLAIMER: Many center boundaries were never officially adopted and therefore have conceptual boundaries for analysis purposes. Under OAR 660-012-0012(4)(d), all 2040 Centers are required to be adopted by the local jurisdictions by the end of 2025. There will be a major update to this data layer in early 2026.</abstract>
<purpose>The centers in this data layer are part of the 2040 Concept Map, and are intended to map the actual center boundaries.</purpose>
<supplinf>none</supplinf>
</descript>
<timeperd>
<timeinfo>
<sngdate>
<caldate>20260316</caldate>
</sngdate>
</timeinfo>
<current>Ground condition</current>
</timeperd>
<status>
<progress>Planned</progress>
<update>As needed</update>
</status>
<spdom>
<bounding>
<westbc>-123.153528</westbc>
<eastbc>-122.367487</eastbc>
<northbc>45.702638</northbc>
<southbc>45.233964</southbc>
</bounding>
</spdom>
<keywords>
<theme>
<themekt>None</themekt>
<themekey>analysis centers</themekey>
<themekey>regional centers</themekey>
<themekey>2040 centers</themekey>
<themekey>2040 concept</themekey>
<themekey>centers</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/analysis_centers.png</browsen>
<browsed>Polygons representing analysis centers with major arterials and rivers in the Portland Metro region.</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>Updated 10/23/2012 based on adopted centers from Beaverton and Hillsboro.</procdesc>
<procdate>20121023</procdate>
</procstep>
<procstep>
<procdesc>Updated 01/29/2013 based on adopted centers from Lake Oswego and Clackamas County.</procdesc>
<procdate>20130129</procdate>
</procstep>
<procstep>
<procdesc>Split West Linn Centers into separate features, West Linn Bolton and West Linn Willamette</procdesc>
<procdate>20160421</procdate>
</procstep>
<procstep>
<procdesc>Updated Beaverton Regional Center boundary to match recent adoption of boundary change</procdesc>
<procdate>20210324</procdate>
</procstep>
<procstep>
<procdesc>All center boundaries are now officially adopted and recognized by COO Order No. 26-002 and are now consistent with the State of Oregons Climate Friendly and Equitable Communities (CFEC) program and Oregon Administrative Rules 660-012-0012(4)(d), subsection 3.07.615(a) of UGMFP Title 6, Centers, Corridors, Station Communities and Main Streets,</procdesc>
<procdate>20260312</procdate>
</procstep>
</lineage>
</dataqual>
<spdoinfo>
<direct>Vector</direct>
<ptvctinf>
<esriterm Name="met_AnalysisCenters">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="4"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">0</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">FALSE</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_AnalysisCenters">
<enttyp>
<enttypl>analysis_centers.dbf</enttypl>
<enttypd>Attributes of the analysis centers.</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>TYPE</attrlabl>
<attrdef>Type of center</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>Central City</edomv>
<edomvd>Central City</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>Regional Center</edomv>
<edomvd>Regional Center</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>Town Center</edomv>
<edomvd>Town Center</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">TYPE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">15</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Status</attrlabl>
<attrdef>Adoption Status</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>Adopted</edomv>
<edomvd>A locally-adopted center</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>Conceptual</edomv>
<edomvd>Official center boundaries are not adopted</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">STATUS</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Name</attrlabl>
<attrdef>Name of analysis center</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">NAME</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">25</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Shape.STArea()</attrlabl>
<attalias Sync="TRUE">Shape.STArea()</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">0</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>0.52</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>20260316</metd>
<metc>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
<cntper>Clint Chiavarini</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>Email preferred</cntvoice>
<cntfax>Email us for fax instructions</cntfax>
<cntemail>clinton.chiavarini@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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