<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20201014</CreaDate>
<CreaTime>14363500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Layer showing annexations in the City of Sanford from 1972 forward</idAbs>
<searchKeys>
<keyword>Annexation</keyword>
</searchKeys>
<idPurp>Annexation Ordinances</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>edit</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
