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<idPurp>Hillshade of 2 foot Digital Elevation Model data which was derived from:
Regional Lidar Project 2020 DRCOG received a grant from the U.S. Geological Survey in...</idPurp>
<idAbs>Hillshade of 2 foot Digital Elevation Model data which was derived from:Regional Lidar Project 2020 DRCOG received a grant from the U.S. Geological Survey in December 2019 to collect quality level 2 lidar in 5,000 square miles of the region and derive contours in most of the Denver metro area. Flights to the collect the data were completed between May 26, 2020, and Sept. 7, 2020, and quality control performed by the U.S. Geological Survey was completed in December of 2021.</idAbs>
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