<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180509</CreaDate>
<CreaTime>10373900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>TopekaBasemap1</resTitle>
</idCitation>
<idAbs/>
<searchKeys>
<keyword>Topeka</keyword>
<keyword>Pavement</keyword>
<keyword>Basemap</keyword>
<keyword>ArcGIS</keyword>
<keyword>Service</keyword>
<keyword>Definition</keyword>
<keyword>.sd</keyword>
<keyword>Paint</keyword>
<keyword>Markings</keyword>
<keyword>Impervious</keyword>
<keyword>Sidewalk</keyword>
<keyword>Alley</keyword>
<keyword>Service</keyword>
<keyword>Definition</keyword>
</searchKeys>
<idPurp>City of Topeka Pavement Basemap</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
