<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20171031</CreaDate>
<CreaTime>13124700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>canoas sistema viário</keyword>
</searchKeys>
<idPurp>Sistema viário 2015</idPurp>
<idCredit>lucas cabral</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>SISTEMA_VIÁRIO_2015</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
