20240103 08425100 1.0 TRUE CreateMosaicDataset \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2017_pua\2017_PUA_IS.gdb y2017_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]] # # None # AddRastersToMosaicDataset \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2017_pua\2017_PUA_IS.gdb\y2017_IS "Raster Dataset" \\sbcounty.gov\ITD\ITD-epgiscacheimg11\Images\2017_pua\Source UPDATE_CELL_SIZES NO_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS "Allow duplicates" NO_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE NO_STATISTICS # NO_PIXEL_CACHE C:\Users\H7985\AppData\Local\ESRI\rasterproxies\y2017_IS 150000000 5000 ItemDescription Aerial image service of the Primary Urban Area (PUA) collected in 2017. <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Aerial image service of the Primary Urban Area (PUA) collected in 2017. </SPAN></P></DIV></DIV></DIV> County of San Bernardino y2017_IS PUA 2017 Imagery Primary Urban Area Image Service State Plane <DIV STYLE="text-align:Left;"><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> 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