20250213 21000100 1.0 TRUE CreateReferencedMosaicDataset Q:\lidar\datasets\WM\DEM2023.gdb\DEM2023_2ft Q:\lidar\datasets\WM\DEM2023.gdb\R_hillshade_2ft PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0]] # # # # # SELECT_USING_FEATURES # # # # BUILD_BOUNDARY CopyMultiple "Q:\lidar\datasets\WM\DEM2023.gdb\R_hillshade_2ft MosaicDataset" Q:\lidar\datasets\WM\DEM2023.gdb R_hillshade_2ft_1 "R_hillshade_2ft MosaicDataset R_hillshade_2ft_1 #" Rename Q:\lidar\datasets\WM\DEM2023.gdb\R_hillshade_2ft_1 Q:\lidar\datasets\WM\DEM2023.gdb\R_shadedrelief_2ft MosaicDataset CopyMultiple "Q:\lidar\datasets\WM\DEM2023.gdb\R_shadedrelief_2ft MosaicDataset" Q:\lidar\datasets\WM\DEM2023.gdb R_shadedrelief_2ft_1 "R_shadedrelief_2ft MosaicDataset R_shadedrelief_2ft_1 #" Rename Q:\lidar\datasets\WM\DEM2023.gdb\R_shadedrelief_2ft_1 Q:\lidar\datasets\WM\DEM2023.gdb\R_shadedrelief_2ft_noDRA MosaicDataset file://\\grove.ad.uconn.edu\efs\CTECO\lidar\datasets\WM\DEM2023.gdb Local Area Network Elevation displayed as shaded relief from 2 foot DEM derived from 2023 Connecticut statewide lidar collection. DRA is dynamic range adjustment. When used, the min and max colors change based on the view extent. Visit https://maps.cteco.uconn.edu/data/flight2023/ for more information. Elevation displayed as shaded relief from 2 foot DEM derived from 2023 Connecticut statewide lidar collection. DRA is dynamic range adjustment. When used, the min and max colors change based on the view extent. Visit https://maps.cteco.uconn.edu/data/flight2023/ for more information. ShadedRelief_noDRA 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