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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20150701</CreaDate>
        <CreaTime>21120000</CreaTime>
        <ModDate>20250618</ModDate>
        <ModTime>21120000</ModTime>
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                <portalDetails>
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                    <itemType>Feature Service</itemType>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Global Hexbins 250km</resTitle>
            <date>
                <createDate>2015-07-01T21:12:00</createDate>
                <reviseDate>2025-06-18T22:52:30</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>layer</keyword>
            <keyword>polygon</keyword>
            <keyword>hex</keyword>
            <keyword>grid</keyword>
            <keyword>bins</keyword>
            <keyword>global</keyword>
            <keyword>analysis ready</keyword>
            <keyword>boundaries</keyword>
        </searchKeys>
        <idPurp>Hexbins are a mesh of connected hexagons commonly used for aggregating and summarizing spatial data.  For this layer, distance between the centers of each hexbin is 250 kilometers.</idPurp>
        <idAbs>&lt;span style='overflow:auto;'&gt;&lt;span&gt;Hexagons
 were generated from icosahedral discrete global grids (Sahr et al., 
2003) using the open source software &lt;/span&gt;&lt;/span&gt;&lt;span style='overflow:auto;'&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href='https://discreteglobalgrids.org/software/' target='_blank' rel='nofollow ugc noopener noreferrer'&gt;DGGRID&lt;/a&gt;&lt;span style='overflow:auto;'&gt;&lt;span&gt; Version 6.1.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style='overflow:auto;'&gt;&lt;span&gt;Projection is in AuthalicSphereWGS84radius.&lt;/span&gt;&lt;/span&gt;</idAbs>
        <idCredit>Sahr K, White D, Kimerling AJ. 2003. Geodesic discrete global grid systems. Cartography and Geographic Information Science 30(2):121-134.</idCredit>
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        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-180.0</westBL>
                    <eastBL Sync="FALSE">180.0</eastBL>
                    <northBL Sync="FALSE">90.0</northBL>
                    <southBL Sync="FALSE">-90.0</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
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            <onLineSrc>
                <linkage>https://services.arcgis.com/P3ePLMYs2RVChkJx/arcgis/rest/services/Global_Hex_Grid_250km/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
</metadata