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<CreaDate>20250723</CreaDate>
<CreaTime>12152000</CreaTime>
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<idAbs>Early map of south LA faults built with energy industry input and field work. Results from LTRC project 18-3GT and Tran-SET Project No. 17GTLSU12 covering southeast Louisiana within the study area bounds. The 1962 edition of a fault and salt dome map published by Gulf Coast Association of Geologists - probably based primarily on energy industry data. Fault trace datum is not specified, but many south LA faults trend toward vertical near-surface. Fault patterns represent general trends that may impact the surface. </idAbs>
<searchKeys>
<keyword>LTRC</keyword>
<keyword>Active Faults</keyword>
<keyword>South Louisiana</keyword>
<keyword>Neotectonics</keyword>
<keyword>Seismic</keyword>
</searchKeys>
<idPurp>Southeast Louisiana faults spatially located as research results from LTRC project 18-3GT and Tran-SET Project No. 17GTLSU12.</idPurp>
<idCredit>Wallace, W. E. (1962). Fault map of south Louisiana. Transactions Gulf Coast Association Geological Societies, Vol. 12, p. 194.</idCredit>
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<idCitation>
<resTitle>South_LA_Wallace_1962</resTitle>
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</Data>
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