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        <CreaTime>16320900</CreaTime>
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        <SyncOnce>TRUE</SyncOnce>
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<dataIdInfo><idAbs/><idCredit>Tompkins County Department of Assessment.

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</Data></Thumbnail></Binary></metadata>