<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20191106</CreaDate>
<CreaTime>20231600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Service of Federal Functional Classification of Roads on the Massachusetts road network.</idAbs>
<searchKeys>
<keyword>MassDOT</keyword>
<keyword>Roads</keyword>
<keyword>Road Inventory</keyword>
<keyword>Federal Functional Classification</keyword>
</searchKeys>
<idPurp>Service of Federal Functional Classification of Roads on the Massachusetts road network.</idPurp>
<idCredit>Massachusetts Department of Transportation (MassDOT)</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>FedFuncClassRoads</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
