<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20190708</CreaDate>
        <CreaTime>14232000</CreaTime>
        <ModDate>20190708</ModDate>
        <ModTime>14232000</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/e503a62f031449fe885e48c14398016a/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=e503a62f031449fe885e48c14398016a</itemDetailsURL>
                    <itemIdentifier>e503a62f031449fe885e48c14398016a</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services2.arcgis.com/LukbLC9Gps89zZa7/arcgis/rest/services/Parcels_2019_Final_view/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Parcels_2019_Final_view</resTitle>
        </idCitation>
        <searchKeys>
            <keyword>parcels</keyword>
            <keyword>view layer</keyword>
        </searchKeys>
        <idPurp>Kern County GIS Tax Parcels (Land) 2019 Final</idPurp>
        <idAbs>&lt;div&gt;&lt;p&gt;&lt;font color='#000000' size='3'&gt;This feature class contains &amp;quot;land&amp;quot; (surface rights) parcel boundaries delineated for property tax assessment purposes.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color='#000000' size='3'&gt;This feature class includes all private, tax-exempt, and state-assessed land parcels listed on the secured tax roll, but does not include mineral rights (subsurface) parcels, mobilehomes, or unsecured entities.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color='#000000' size='3'&gt;Parcels are modeled as planimetric polygons in a seamless fabric comprising the spatial extent of the County of Kern, in the State of California.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font color='#000000' size='3'&gt;Tax Roll Data is available in separate database tables, which can be joined to the feature class using the APN9 field as the SQL join key.&lt;/font&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;/div&gt;
&lt;div&gt;&lt;font color='#000000' size='3'&gt;&lt;span&gt;Credits&lt;/span&gt;
&lt;/font&gt;&lt;p&gt;&lt;/p&gt;&lt;font color='#000000' size='3'&gt;Kern Council of Governments.
Merced County Association of Governments.
City of Bakersfield, IT Division, GIS Services.
City of Shafter, IT Department, GIS Division.
Kern County Assessor's Office, Mapping Section.&lt;/font&gt;&lt;/div&gt;</idAbs>
        <idCredit>City of Shafter</idCredit>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-119.49579518039901</westBL>
                    <eastBL Sync="FALSE">-119.00739792832421</eastBL>
                    <northBL Sync="FALSE">35.62057675040964</northBL>
                    <southBL Sync="FALSE">35.39281571062976</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>e503a62f031449fe885e48c14398016a</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services2.arcgis.com/LukbLC9Gps89zZa7/arcgis/rest/services/Parcels_2019_Final_view/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
</metadata>
