<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20240805</CreaDate>
        <CreaTime>04155200</CreaTime>
        <ModDate>20240805</ModDate>
        <ModTime>04155200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/01c81e89f85d4268a0390c90cc288189/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=01c81e89f85d4268a0390c90cc288189</itemDetailsURL>
                    <itemIdentifier>01c81e89f85d4268a0390c90cc288189</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services1.arcgis.com/44C95LOqZjbh8Row/arcgis/rest/services/orthoimag2SAM/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>orthoimag2SAM</resTitle>
        </idCitation>
        <searchKeys>
            <keyword>Raster Analysis Result</keyword>
            <keyword>Detect Objects Using Deep Learning</keyword>
            <keyword>orthoimag2</keyword>
        </searchKeys>
        <idPurp>Analysis Image Service generated from Detect Objects Using Deep Learning</idPurp>
        <idAbs>Analysis Image Service generated from Detect Objects Using Deep Learning</idAbs>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-117.19643266769036</westBL>
                    <eastBL Sync="FALSE">-117.18500449734339</eastBL>
                    <northBL Sync="FALSE">34.03780840188657</northBL>
                    <southBL Sync="FALSE">34.02828486997054</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>01c81e89f85d4268a0390c90cc288189</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services1.arcgis.com/44C95LOqZjbh8Row/arcgis/rest/services/orthoimag2SAM/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="26911"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>
