<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20220402</CreaDate>
<CreaTime>14260900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>The mission of the Free State Prairie data portal is to serve as a central point for researchers and students to obtain data about the ongoing prairie restoration and community ecology experiment at Free State High School, Lawrence, Kansas</idAbs>
<searchKeys>
<keyword>experimental plots</keyword>
<keyword>forb seed</keyword>
<keyword>Free State High School</keyword>
<keyword>FSHS</keyword>
<keyword>Kansas</keyword>
<keyword>Kansas University</keyword>
<keyword>KU</keyword>
<keyword>Lawrence</keyword>
<keyword>native prairie</keyword>
<keyword>prairie grass</keyword>
<keyword>plant-microbe</keyword>
<keyword>restoration</keyword>
</searchKeys>
<idPurp>The mission of the Free State Prairie data portal is to serve as a central point for researchers and students to obtain data about the ongoing prairie restoration and community ecology experiment at Free State High School, Lawrence, Kansas.</idPurp>
<idCredit>University of Kansas, Free State High School, Kansas Applied Remote Sensing</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Free State Prairie</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
