<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200724</CreaDate>
<CreaTime>16015600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>FGDC CSDGM Metadata</ArcGISstyle>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>TriMet Express Study - Distance/Ridership Comparison</idAbs>
<searchKeys>
<keyword>PMX</keyword>
</searchKeys>
<idPurp>TriMet Express Study - Distance/Ridership Comparison</idPurp>
<idCredit>TriMet</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>TriMetExpressStudy_DistanceRidershipComparison</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
