<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20211012</CreaDate>
<CreaTime>10365600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>census</keyword>
</searchKeys>
<idPurp>Supporting layers for census (2020) redistricting web maps: roads, major roads, city council districts, and the city boundary</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>CensusLayers</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
