<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="de">
<Esri>
<CreaDate>20191126</CreaDate>
<CreaTime>12293300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Aubert, L. / Bonne, Charles Rigobert Marie: Carte de la Bavière [commençé en 1801, aufgenommen bis 1806]
[Paris] : [veröffentlicht 1900]</idAbs>
<searchKeys>
<keyword>Historische Karte Bayern Aubert Bonne 1801 1806 1900</keyword>
</searchKeys>
<idPurp>Aubert, L. / Bonne, Charles Rigobert Marie: Carte de la Bavière [commençé en 1801, aufgenommen bis 1806]
[Paris] : [veröffentlicht 1900]</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>bsb00010747__Carte_de_la_Baviere</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
