20260220 13081600 1.0 TRUE CreateReferencedMosaicDataset \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2017QL1P100.gdb\Y2017QL1P100_2D \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2017QL1P100.gdb\Y2017QL1P100_3R 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]] 1 "32-bit floating point" # # # SELECT_USING_FEATURES # # # # BUILD_BOUNDARY CalculateStatistics \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2017QL1P100.gdb\Y2017QL1P100_3R 25 25 # OVERWRITE "Feature Set" 150000000 5000 ItemDescription This 2017 LA Northeast 0.5-Meter Digital Elevation Model Elevation Product has been provided by USGS and is hosted as an image service by Louisiana DOTD. This data is available for download. <div style='text-align:Left;'><div><div><p><span>This 2017 Digital Elevation Model Elevation Product has been provided by USGS and is hosted as an image service by Louisiana DOTD. This service has a spatial resolution of approximately 0.5-Meter(s) and an extent covering LA Northeast areas of interest. This data has been tiled into 1500-meter cells based on the US National Grid (USNG). The source data for this service has horizontal coordinate system 'NAD 1983 (2011) UTM Zone 15N (EPSG:6344)' and vertical coordinate system 'NAVD88 height - GEOID12B (EPSG: Custom)'. The source data is in TIF format. The no data value for this data is NoData. The source data bit depth is 32-Bit Floating Point. This data is available for download. The 3D Elevation Program is managed by the U.S. Geological Survey (USGS) National Geospatial Program to respond to growing needs for high-quality topographic data and for a wide range of other three-dimensional (3D) representations of the Nation's natural and constructed features. </span></p><p><span /></p><p><span>For more information on this data please visit https://www.usgs.gov/core-science-systems/ngp/3dep</span></p><p><span /></p><p><span style='font-style:italic;'>This data has been developed from the best available sources to ensure accuracy and reliability; however, the entire risk as to the quality and performance of the data is assumed by the user. The data herein, including but not limited to geographic data, tabular data, analytical data, electronic data structures or files, are provided 'as is' without warranty of any kind, either expressed or implied, including, but not limited to, the implied warranties of merchantability and fitness for a particular purpose. In no event shall the LADOTD be liable for direct, indirect, incidental, consequential or specific damages of any kind, including, but not limited to, loss of anticipated profits or benefits arising out of use of or reliance on the data. The user should refer to the accompanying metadata notes for a description of the data and data development procedures. The data may not be suitable for all high-precision measurement applications such as property transfers or other uses that might require highly accurate measurements of the earth's surface. Distribution of the data is intended for informational purposes and should not be considered authoritative for navigational, engineering, legal or other site-specific uses. The data is provided free to use in any product or publication, however no warranty, expressed or implied is made with regard to the accuracy of data or the spatial accuracy, and LADOTD accepts no liability for any damages or misrepresentation caused by inaccuracies in the data or as a result of changes to the data caused by system transfers or other transformations or conversions, nor is there responsibility assumed to maintain the data in any manner or form.</span></p></div></div></div> Data collected by USGS by commercial vendor. 2017_LA_Northeast_05M_DEM Louisiana LA DOTD LADOTD 2017 USGS Elevation Product Digital Elevation Model 0.5-Meter LA Northeast <div style='text-align:Left;'><div><p><span>For viewing and download purposes.</span></p></div></div> 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