<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20190311</CreaDate>
        <CreaTime>23272200</CreaTime>
        <ModDate>20190311</ModDate>
        <ModTime>23272200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/93cc35c903fa44bf8daf792133d47f42/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=93cc35c903fa44bf8daf792133d47f42</itemDetailsURL>
                    <itemIdentifier>93cc35c903fa44bf8daf792133d47f42</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services.arcgis.com/V6ZHFr6zdgNZuVG0/arcgis/rest/services/Cartes_géologiques_départementales/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Cartes géologiques départementales</resTitle>
            <date>
                <createDate>2019-03-11T23:27:22</createDate>
                <reviseDate>2019-03-11T23:30:13</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Large FeatureLayer</keyword>
        </searchKeys>
        <idPurp>Cartes géologiques départementales à 1/50 000 (Bd Charm-50)</idPurp>
        <idAbs>&lt;font size='4'&gt;Cartes géologiques départementales à 1/50 000 (Bd Charm-50)&lt;/font&gt;&lt;div&gt;&lt;font size='2' style=''&gt;&lt;br /&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;p style='box-sizing: border-box; margin-top: 0px; margin-bottom: 10px; color: rgb(51, 51, 51); font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif;'&gt;&lt;font size='2'&gt;La Bd Charm-50 est la base de données géoréférencées des cartes géologiques à 1/50 000 vectorisées et harmonisées. Avec ses 6 couches d'informations détaillées et renseignées (format shape .shp), la carte géologique harmonisée restitue une information continue.&lt;/font&gt;&lt;/p&gt;&lt;p style='box-sizing: border-box; margin-top: 0px; margin-bottom: 10px; color: rgb(51, 51, 51); font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif;'&gt;&lt;font size='2'&gt;Ces données sont produites par le BRGM et publiées sous Licence Ouverte.&lt;/font&gt;&lt;/p&gt;&lt;p style='box-sizing: border-box; margin-top: 0px; margin-bottom: 10px; color: rgb(51, 51, 51); font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px;'&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</idAbs>
        <idCredit>Licence Ouverte / Open Licence version 2.0</idCredit>
        <resConst>
            <Consts>
                <useLimit>&lt;a href='https://www.etalab.gouv.fr/licence-ouverte-open-licence' target='_blank'&gt;Licence Ouverte / Open Licence version 2.0&lt;/a&gt;</useLimit>
            </Consts>
        </resConst>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">4.7182829398570245</westBL>
                    <eastBL Sync="FALSE">6.177794659695932</eastBL>
                    <northBL Sync="FALSE">46.52627868265075</northBL>
                    <southBL Sync="FALSE">45.598095386136336</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>93cc35c903fa44bf8daf792133d47f42</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services.arcgis.com/V6ZHFr6zdgNZuVG0/arcgis/rest/services/Cartes_géologiques_départementales/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
