<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20170818</CreaDate>
        <CreaTime>22564200</CreaTime>
        <ModDate>20170818</ModDate>
        <ModTime>22564200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/05859fb4d91843dd9fe8f0db5b866491/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=05859fb4d91843dd9fe8f0db5b866491</itemDetailsURL>
                    <itemIdentifier>05859fb4d91843dd9fe8f0db5b866491</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services2.arcgis.com/McQ0OlIABe29rJJy/arcgis/rest/services/Overlapping_marginalized_communities/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Overlapping marginalized communities</resTitle>
        </idCitation>
        <searchKeys>
            
        <keyword>Oregon</keyword><keyword>marginalized communities</keyword><keyword>equity</keyword><keyword>demographics</keyword><keyword>vulnerability</keyword><keyword>poverty</keyword><keyword>limited English proficiency</keyword><keyword>population</keyword><keyword>census</keyword></searchKeys>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-123.50395151990827</westBL>
                    <eastBL Sync="FALSE">-122.2185161015511</eastBL>
                    <northBL Sync="FALSE">45.79668192161331</northBL>
                    <southBL Sync="FALSE">45.15284994524155</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    <idAbs>&lt;b&gt;Overview&lt;/b&gt;&lt;p&gt;This feature service contains a single feature layer that identifies areas associated with overlapping marginalized communities. The layer brings together demographic and socioeconomic indicators to support screening, planning, and equity-focused spatial analysis.&lt;/p&gt;&lt;b&gt;Feature Layer&lt;/b&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;Overlapping marginalized communities&lt;/b&gt;: Polygon features with attributes describing population, race and ethnicity, age, limited English proficiency, poverty, and related summary measures. The layer also includes area and boundary geometry information for mapping and spatial comparison.&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Geographic Coverage&lt;/b&gt;&lt;p&gt;The service covers a regional area in Oregon, with features aligned to local administrative boundaries and census-based geography.&lt;/p&gt;&lt;b&gt;Use Cases&lt;/b&gt;&lt;ul&gt;&lt;li&gt;Equity and environmental justice screening&lt;/li&gt;&lt;li&gt;Community vulnerability assessment&lt;/li&gt;&lt;li&gt;Demographic and socioeconomic mapping&lt;/li&gt;&lt;li&gt;Regional planning and outreach prioritization&lt;/li&gt;&lt;/ul&gt;</idAbs><idPurp>This service provides a polygon layer for mapping overlapping marginalized communities in Oregon using demographic and socioeconomic indicators. It supports equity analysis, community screening, and regional planning.</idPurp></dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>05859fb4d91843dd9fe8f0db5b866491</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services2.arcgis.com/McQ0OlIABe29rJJy/arcgis/rest/services/Overlapping_marginalized_communities/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
</metadata>