<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20251015</CreaDate>
<CreaTime>10160000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Pavement Polygons</resTitle>
</idCitation>
<searchKeys>
<keyword>pavement polygons</keyword>
<keyword>pavement segments</keyword>
<keyword>SegID</keyword>
<keyword>road inventory</keyword>
<keyword>road inventory application</keyword>
<keyword>road inventory database</keyword>
<keyword>ridb</keyword>
<keyword>Highways</keyword>
<keyword>roads</keyword>
<keyword>pavement segments</keyword>
<keyword>road inventory hierarchy</keyword>
</searchKeys>
<idPurp>Represents all road segment polygons for which Anne Arundel County has pavement maintenance authority. </idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Segments serve as the basic units for planning pavement maintenance treatment and reconstruction activity by the Bureau of Highway's Infrastructure Management Division. Each segment is a length of road that has similar pavement condition and other characteristics that makes it suitable for the entire stretch to be paved and/or treated at one time. The segment geometry is derived from -- and is a subset of -- the Street Centerlines feature class. The polygon geometry is derived from the Road Edges. A model is run weekly that assigns each Road Edge a SegID which is then dissolved. The output of that model is then appended to the Pavement Segment Polygons feature class in the Road Inventory after all rows from the Pavement Segment Polygons are dropped. The layer is symbolized by Road Maintenance Authority category.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Anne Arundel County Dept of Public Works - Bureau of Highways. The attributes and geometry of this feature class are maintained continually by the GIS personnel associated with the Infrastructure Management Division.</idCredit>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;While efforts have been made to ensure the accuracy of this data, Anne Arundel County accepts no liability or responsibility for errors, omissions, or positional inaccuracies in the content of this data. Reliance on this data is at the risk of the user. This data is for illustration purposes only and should not be used for surveying, engineering, or site-specific analysis. For additional information view the GIS Disclaimer.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
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</Data>
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