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<CreaDate>20180913</CreaDate>
<CreaTime>12533300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<idAbs>Aerial Photo Base Map containing 2014 aerial photography and base layers for reference.</idAbs>
<searchKeys>
<keyword>Aerial Photo</keyword>
<keyword>Orthophotography</keyword>
<keyword>Base Map</keyword>
</searchKeys>
<idPurp>Aerial Photo Base Map</idPurp>
<idCredit>City of Rancho Cordova</idCredit>
<resConst>
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<useLimit/>
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<idCitation>
<resTitle>RC_GIS_test</resTitle>
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</Data>
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