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CreateMosaicDataset I:\mosaics\Pictometry2012.gdb Pictometry2012 "PROJCS['NAD_1983_StatePlane_Utah_South_FIPS_4303_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',1640416.666666667],PARAMETER['False_Northing',9842500.0],PARAMETER['Central_Meridian',-111.5],PARAMETER['Standard_Parallel_1',37.21666666666667],PARAMETER['Standard_Parallel_2',38.35],PARAMETER['Latitude_Of_Origin',36.66666666666666],UNIT['Foot_US',0.3048006096012192]];-120766900 -85132800 3048.00609601219;-100000 10000;-100000 10000;3.28083333333333E-03;0.001;0.001;IsHighPrecision" # # NONE #
AddRastersToMosaicDataset I:\mosaics\Pictometry2012.gdb\Pictometry2012 "Raster Dataset" I:\mosaics\Pictometry2012_serveOrthos.gdb\Pict2012_12in UPDATE_CELL_SIZES UPDATE_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS ALLOW_DUPLICATES NO_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE
AddRastersToMosaicDataset I:\mosaics\Pictometry2012.gdb\Pictometry2012 "Raster Dataset" I:\mosaics\Pictometry2012_serveOrthos.gdb\Pict2012_3in UPDATE_CELL_SIZES UPDATE_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS ALLOW_DUPLICATES NO_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE
AddRastersToMosaicDataset I:\mosaics\Pictometry2012.gdb\Pictometry2012 "Raster Dataset" I:\mosaics\Pictometry2012_serveOrthos.gdb\Pict2012_4in UPDATE_CELL_SIZES UPDATE_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS ALLOW_DUPLICATES NO_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE
Pictometry2012
file://\\arcgis10.washco.utah.gov\mosaics\Pictometry2012.gdb
Local Area Network
897910.000000
1236227.000000
9964934.500000
10195076.000000
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Utah_South_FIPS_4303_Feet
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Microsoft Windows 7 Version 6.1 (Build 7601) Service Pack 1; Esri ArcGIS 10.5.0.6491
Pictometry2012
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Pictometry 2012
Pictometry 2012
EPSG
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897910.000000 9964934.500000
897910.000000 10195076.000000
1236227.000000 10195076.000000
1236227.000000 9964934.500000
1067068.500000 10080005.250000
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Band_1
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Band_2
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20170421
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