<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20230802</CreaDate>
<CreaTime>15140300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<DataProperties>
</DataProperties>
</Esri>
<dataIdInfo>
<idAbs>Imagery taken June 28th 2023 for tax roll purposes.</idAbs>
<searchKeys>
<keyword>Drone</keyword>
<keyword>tax roll</keyword>
<keyword>imagery</keyword>
<keyword>Faria</keyword>
</searchKeys>
<idPurp>Imagery taken June 28th 2023 for tax roll purposes.</idPurp>
<idCredit>AES</idCredit>
<resConst>
<Consts>
<useLimit>public</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Drone_06_28_2023</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
