<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20250618</CreaDate>
<CreaTime>15575500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Farmland Assessment Ratings</resTitle>
</idCitation>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;This dataset displays the Farmland Assessment Ratings by field within the County of Grande Prairie for lands that are within the Agricultural Policy Area identified in the Municipal Development Plan Bylaw #3255. This data was created in 2025 by the Planning Department and a qualified assessor. The data should be updated annually to reflect registered subdivisions and changes to the assessed field ratings.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>County of Grande Prairie</idCredit>
<idPurp>Farmland Assessment Ratings displayed by field and categorized in accordance with the Municipal Development Plan agricultural policy area.</idPurp>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;By using this site and/or any data made available through this site, the user agrees to all the terms and conditions stated in the County of Grande Prairie Open Data Licence.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
<searchKeys>
<keyword>Farmland Assessment Rating</keyword>
<keyword>Farmland</keyword>
<keyword>Agriculture</keyword>
<keyword>FAR</keyword>
<keyword>Subdivision</keyword>
</searchKeys>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
