<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200106</CreaDate>
<CreaTime>12324300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Bikeway Map Layers from OCTA and SCE website</idAbs>
<searchKeys>
<keyword>Bikeways</keyword>
</searchKeys>
<idPurp>Bikeway Map Layers</idPurp>
<idCredit>OCTA; SCE</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Bikeway_Map_Layers</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
