<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20240911</CreaDate>
        <CreaTime>17204200</CreaTime>
        <ModDate>20240911</ModDate>
        <ModTime>17204200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/557c6a60c5394b21a4df3ae97a169b76/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=557c6a60c5394b21a4df3ae97a169b76</itemDetailsURL>
                    <itemIdentifier>557c6a60c5394b21a4df3ae97a169b76</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services1.arcgis.com/8onVmslF2KXErTHT/arcgis/rest/services/Bexar_County_Building_Structures_1896/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Bexar_County_Building_Structures_1896</resTitle>
            <date>
                <createDate>2024-09-11T17:20:42</createDate>
                <reviseDate>2024-09-11T17:20:50</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Structures</keyword>
            <keyword>Sanborn</keyword>
            <keyword>1896</keyword>
        </searchKeys>
        <idPurp>Building structures digitized from the 1896 Sanborn maps of San Antonio</idPurp>
        <idAbs>This dataset was downloaded from Bexar County's &lt;a href='https://gis-bexar.opendata.arcgis.com/datasets/bexar-county-historic-buildings-1896' target='_blank' rel='nofollow ugc noopener noreferrer'&gt;Open Data Portal&lt;/a&gt;. It contains digitized structures from Sanborn Insurance Map (1896), residential, commercial, warehouses, water closets, sheds, etc.</idAbs>
        <idCredit>Source Bexar County GIS (gis@bexar.org) when utilized. The University of Texas at Austin (Perry-Castañeda Library Map Collection): http://www.lib.utexas.edu/maps/sanborn/s.html</idCredit>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-98.5626685065405</westBL>
                    <eastBL Sync="FALSE">-98.45637157077257</eastBL>
                    <northBL Sync="FALSE">29.453937961941456</northBL>
                    <southBL Sync="FALSE">29.396501787958197</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>557c6a60c5394b21a4df3ae97a169b76</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services1.arcgis.com/8onVmslF2KXErTHT/arcgis/rest/services/Bexar_County_Building_Structures_1896/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>
