<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20220224</CreaDate>
<CreaTime>14243000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>TruckExistingConditions</resTitle>
</idCitation>
<idAbs/>
<searchKeys>
<keyword>Freight</keyword>
<keyword>Trucks</keyword>
<keyword>transportation</keyword>
<keyword>planning</keyword>
</searchKeys>
<idPurp>Truck data for the 2022 OKI Freight Plan
</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
