20231218 15425600 1.0 TRUE CreateMosaicDataset \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2020_pua\2020_PUA_IS.gdb y2020_IS PROJCS["NAD_1983_StatePlane_California_V_FIPS_0405_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",6561666.666666666],PARAMETER["False_Northing",1640416.666666667],PARAMETER["Central_Meridian",-118.0],PARAMETER["Standard_Parallel_1",34.03333333333333],PARAMETER["Standard_Parallel_2",35.46666666666667],PARAMETER["Latitude_Of_Origin",33.5],UNIT["Foot_US",0.3048006096012192]] 4 # "Natural color and infrared" "Red 630 690;Green 530 570;Blue 440 510;Infrared 770 830" AddRastersToMosaicDataset \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2020_pua\2020_PUA_IS.gdb\y2020_IS "Raster Dataset" \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2020_pua\Source UPDATE_CELL_SIZES NO_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS "Exclude duplicates" BUILD_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE NO_STATISTICS # NO_PIXEL_CACHE C:\Users\H7985\AppData\Local\ESRI\rasterproxies\y2020_IS 150000000 5000 ItemDescription Aerial image service of the Primary Urban Area (PUA) collected in 2020. <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Aerial image service of the Primary Urban Area (PUA) collected in 2020. </SPAN></P></DIV></DIV></DIV> County of San Bernardino y2020_IS PUA 2020 Imagery Primary Urban Area Image Service State Plane <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Every reasonable effort has been made to ensure the accuracy of this data. San Bernardino County makes no warranty, representation or guaranty of the content, sequence, accuracy, timeliness or completeness of the data provided herein. The user of this data should not rely solely on the data provided herein for any reason. San Bernardino County shall assume no liability for any errors, omissions, or inaccuracies in the information provided regardless of how caused. San Bernardino County shall assume no liability for any decisions made or actions taken or not taken by the data furnished.</SPAN></P></DIV></DIV></DIV> 20240103 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