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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20150701</CreaDate>
        <CreaTime>21023000</CreaTime>
        <ModDate>20250618</ModDate>
        <ModTime>21023000</ModTime>
        <DataProperties>
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                <portalDetails>
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                    <itemType>Feature Service</itemType>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Global Hexbins 100km</resTitle>
            <date>
                <createDate>2015-07-01T21:02:30</createDate>
                <reviseDate>2025-06-18T22:52:51</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 100 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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