<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20201002</CreaDate>
<CreaTime>10055500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This service includes NonAdvelorem Parcels and Points for analysis of fee assessments. The features in this service are intended for use in a FlexViewer Application by Leon County Staff only.</idAbs>
<searchKeys>
<keyword>NonAdvelorem</keyword>
<keyword>Fee</keyword>
<keyword>Assessment</keyword>
<keyword>Leon</keyword>
</searchKeys>
<idPurp>NonAdvelorem features and layers intended for use in an intranet internal facing app.</idPurp>
<idCredit>TLCGIS, LCPW, LCDSEM</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>NonAdvelorem Fee Assessment Service</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
