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<CreaDate>20160624</CreaDate>
<CreaTime>14105600</CreaTime>
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<dataIdInfo>
<idAbs>Map of Colorado containing geothermal information.</idAbs>
<searchKeys>
<keyword>Colorado</keyword>
<keyword>Geothermal</keyword>
</searchKeys>
<idPurp>Geothermal map information of Colorado</idPurp>
<idCredit>Paul Morgan (CGS), Erinn Johnson (CSG), Colorado Energy Office</idCredit>
<resConst>
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<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>North Park Isotherms </resTitle>
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</Data>
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