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        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20230329</CreaDate>
        <CreaTime>18581500</CreaTime>
        <ModDate>20230329</ModDate>
        <ModTime>18581500</ModTime>
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            <resTitle>DCNR_Data</resTitle>
            <date>
                <createDate>2023-03-29T18:58:15</createDate>
                <reviseDate>2023-03-29T20:27:58</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Sinkholes</keyword>
            <keyword>Karst geology</keyword>
            <keyword>Quarries</keyword>
            <keyword>DCNR</keyword>
            <keyword>Comprehensive Plan</keyword>
        </searchKeys>
        <idPurp>This data from DCNR includes: sinkholes (2021), 100 ft buffers for sinkholes, Karst feature density map (2018), and quarry locations (2022) for Franklin County.</idPurp>
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