20251020 09053200 1.0 TRUE CreateReferencedMosaicDataset \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0007P1.gdb\Y2024B04R0007P1_2D \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0007P1.gdb\Y2024B04R0007P1_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]] 4 "8-bit unsigned" # # # SELECT_USING_FEATURES # # # # BUILD_BOUNDARY CalculateStatistics \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0007P1.gdb\Y2024B04R0007P1_3R 25 25 0;255 OVERWRITE "Feature Set" 150000000 5000 ItemDescription This 2024 Metros 3-Inch 4-Band (RGBI) Aerial Imagery has been provided by DOTD 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 2024 4-Band (RGBI) Aerial Imagery has been provided by DOTD and is hosted as an image service by Louisiana DOTD. This service has a spatial resolution of approximately 3-Inch(s) and an extent covering Metros 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 ''. The source data is in TIF format. The no data value for this data is 0. The source data bit depth is 8-Bit Unsigned. This data is available for download. Louisiana DOTD collects, processes, and publishes these and other data as a part of the Statewide Topographic Mapping Program (STMP) as defined in 'Louisiana Revised Statutes Title 48, Section 36 - Topographic Mapping'.</span></p><p><span /></p><p><span>For more information on this and other data provided by DOTD please visit https://data-ladotd.opendata.arcgis.com</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 DOTD. 2024_Metros_3IN_RGBI Louisiana LA DOTD LADOTD 2024 DOTD Aerial Imagery 4-Band (RGBI) 3-Inch Metros <div style='text-align:Left;'><div><div><p><span>For viewing and download purposes.</span></p></div></div></div> 20251020 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