<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20220210</CreaDate>
<CreaTime>09432800</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>...School Boundaries</resTitle>
</idCitation>
<searchKeys>
<keyword>Boone County</keyword>
<keyword>Cincinnati Area</keyword>
<keyword>Geographic Information Systems</keyword>
<keyword>Cincinnati</keyword>
<keyword>Northern Kentucky</keyword>
<keyword>BCGIS</keyword>
<keyword>City of Walton</keyword>
<keyword>Northern Kentucky GIS</keyword>
<keyword>City of Florence</keyword>
<keyword>Florence</keyword>
<keyword>Cincinnati Metro</keyword>
<keyword>City of Union</keyword>
<keyword>Union</keyword>
<keyword>Boone County GIS</keyword>
<keyword>Boone</keyword>
<keyword>Walton</keyword>
<keyword>Kentucky</keyword>
<keyword>BCPCGIS</keyword>
<keyword>BCSD</keyword>
<keyword>Boone County School District</keyword>
<keyword>WVSD</keyword>
<keyword>Walton Verona School District</keyword>
<keyword>School District</keyword>
<keyword>School District Boundary</keyword>
<keyword>High School Districts</keyword>
<keyword>High School Attendance Zones</keyword>
<keyword>High School</keyword>
<keyword>Middle School Districts</keyword>
<keyword>Middle School Attendance Zones</keyword>
<keyword>Middle School</keyword>
<keyword>Elementary School Districts</keyword>
<keyword>Elementary School Attendance Zones</keyword>
<keyword>Elementary School</keyword>
<keyword>School Bus Zones</keyword>
<keyword>Bus Zone</keyword>
</searchKeys>
<idPurp>Area representations of school district boundaries, high school districts, middle school districts, elementary school districts, and school bus zones</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;This layer contains features showing the extent of school districts, high school attendance jurisdictions, middle school attendance jurisdictions, elementary school districts, and school bus zones.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idCredit>GIS Services Division, Boone County Planning Commission</idCredit>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;The Boone County Planning Commission extends no warranty with respect to the accuracy or content of the information provided by this data. This dataset should be used for general planning purposes only.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
</dataIdInfo>
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</Data>
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