<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20210708</CreaDate>
<CreaTime>10275000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Map</resTitle>
</idCitation>
<idAbs/>
<searchKeys>
<keyword>bike</keyword>
<keyword>mobility</keyword>
<keyword>transportation</keyword>
<keyword>portaladmin</keyword>
<keyword>portaladmin</keyword>
<keyword>portaladmin</keyword>
</searchKeys>
<idPurp>Level of Traffic Stress (LTS) and Protected Bike Lanes (PBL) GIS layers from the Santa Monica Bike Action Plan amended October 2020. </idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
