<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20230126</CreaDate>
<CreaTime>15120100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>transporte</keyword>
<keyword>mobilidade</keyword>
</searchKeys>
<idPurp>Shapefile contendo informações de localizaçãoe controle dos semáforos ativos no município de Canoas, RS.
Informações fornecidad pela SMTM em janeiro de 2023.</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Semaforo_2023</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
