<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180815</CreaDate>
<CreaTime>14254900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This is a map of existing and propoesed Bicycle infrastructure in Ogden Utah and the surrounding area</idAbs>
<searchKeys>
<keyword>Ogden</keyword>
<keyword>Bike</keyword>
<keyword>WOBAC</keyword>
</searchKeys>
<idPurp>Ogden area Proposed Bike infrastructure Plan</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>DowntownBikeRacks</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
