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<CreaDate>20191023</CreaDate>
<CreaTime>08183800</CreaTime>
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<idAbs>Roads for Town of Lexington</idAbs>
<searchKeys>
<keyword>Road</keyword>
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<idPurp>State Designed Road Map</idPurp>
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<idCitation>
<resTitle>STATEWIDE</resTitle>
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</Data>
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