<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20240116</CreaDate>
<CreaTime>16305400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>PDM</keyword>
<keyword>CONDICIONANTES</keyword>
</searchKeys>
<idPurp>CARTA DE ORDENAMENTO - PERÍMETROS URBANOS - REVISÃO DO PDM DE REDONDO</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>ORDENAMENTO_PU_MIL1</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
