<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180521</CreaDate>
<CreaTime>16274700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>Light</keyword>
<keyword>Rail</keyword>
<keyword>walking</keyword>
<keyword>network</keyword>
<keyword>SR</keyword>
<keyword>87</keyword>
<keyword>Corridor</keyword>
<keyword>ArcGIS</keyword>
<keyword>Service</keyword>
<keyword>Definition</keyword>
<keyword>.sd</keyword>
<keyword>Service</keyword>
<keyword>Definition</keyword>
</searchKeys>
<idPurp>calculate the walk distance from VTA light Rail stations along the SR 87 corridor.</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Map</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
