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<Process Date="20241204" Time="103402" ToolSource="c:\program files (x86)\arcgis\desktop10.8\ArcToolbox\Toolboxes\Data Management Tools.tbx\CreateMosaicDataset">CreateMosaicDataset "Database Connections\CRAVEN@RASTER.sde" orthos_2024 "PROJCS['NAD_1983_StatePlane_North_Carolina_FIPS_3200_Feet',GEOGCS['GCS_North_American_1983',DATUM['D_North_American_1983',SPHEROID['GRS_1980',6378137.0,298.257222101]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],PROJECTION['Lambert_Conformal_Conic'],PARAMETER['False_Easting',2000000.002616666],PARAMETER['False_Northing',0.0],PARAMETER['Central_Meridian',-79.0],PARAMETER['Standard_Parallel_1',34.33333333333334],PARAMETER['Standard_Parallel_2',36.16666666666666],PARAMETER['Latitude_Of_Origin',33.75],UNIT['Foot_US',0.3048006096012192]];-121841900 -93659000 3048.00609601219;-100000 10000;-100000 10000;3.28083333333333E-03;0.001;0.001;IsHighPrecision" 3 # NONE #</Process>
<Process Date="20241205" Time="081748" ToolSource="c:\program files (x86)\arcgis\desktop10.8\ArcToolbox\Toolboxes\Data Management Tools.tbx\RemoveRastersFromMosaicDataset">RemoveRastersFromMosaicDataset "Database Connections\CRAVEN@RASTER.sde\craven_raster.CRAVEN.orthos_2024" 1=1 UPDATE_BOUNDARY MARK_OVERVIEW_ITEMS DELETE_OVERVIEW_IMAGES DELETE_ITEM_CACHE REMOVE_MOSAICDATASET_ITEMS UPDATE_CELL_SIZES</Process>
<Process Date="20250131" Time="114505" ToolSource="c:\program files (x86)\arcgis\desktop10.8\ArcToolbox\Toolboxes\Data Management Tools.tbx\RemoveRastersFromMosaicDataset">RemoveRastersFromMosaicDataset "Database Connections\CRAVEN@RASTER.sde\craven_raster.CRAVEN.orthos_2024" 1=1 UPDATE_BOUNDARY MARK_OVERVIEW_ITEMS DELETE_OVERVIEW_IMAGES DELETE_ITEM_CACHE REMOVE_MOSAICDATASET_ITEMS UPDATE_CELL_SIZES</Process>
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</Data>
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