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        <CreaDate>20150701</CreaDate>
        <CreaTime>20533100</CreaTime>
        <ModDate>20250618</ModDate>
        <ModTime>20533100</ModTime>
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        <idCitation>
            <resTitle>Global Hexbins 50km</resTitle>
            <date>
                <createDate>2015-07-01T20:53:31</createDate>
                <reviseDate>2025-06-18T22:51:31</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 50 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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                    <northBL Sync="FALSE">90.0</northBL>
                    <southBL Sync="FALSE">-90.0</southBL>
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</Data>
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