20260414 11300300 1.0 FALSE d_nc_orthos_derivative_products 400000.000000 3055000.000000 25000.000000 1050000.000000 1 Projected GCS_NAD_1983_2011 Linear Unit: Foot_US (0.304801) NAD_1983_2011_StatePlane_North_Carolina_FIPS_3200_Ft_US <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/3.0.0'><WKT>PROJCS[&quot;NAD_1983_2011_StatePlane_North_Carolina_FIPS_3200_Ft_US&quot;,GEOGCS[&quot;GCS_NAD_1983_2011&quot;,DATUM[&quot;D_NAD_1983_2011&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,2000000.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-79.0],PARAMETER[&quot;Standard_Parallel_1&quot;,34.33333333333334],PARAMETER[&quot;Standard_Parallel_2&quot;,36.16666666666666],PARAMETER[&quot;Latitude_Of_Origin&quot;,33.75],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,6543]]</WKT><XOrigin>-121841900</XOrigin><YOrigin>-93659000</YOrigin><XYScale>36365718.124241434</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>103122</WKID><LatestWKID>6543</LatestWKID></ProjectedCoordinateSystem> 8 FALSE None 4 AMD TRUE continuous unsigned integer 4100 15000 1000 20 2048 20 75 0.01 10 600 300 Basic 1 ByAttribute,NorthWest,Center,LockRaster,Nadir,Viewpoint,Seamline,None LERC,None,JPEG,LZ77 Basic None,Basic,Base-Top Height,Top-Top Shadow Height,Base-Top Shadow Height,3D 0 0 0.8 1 NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None None,JPEG,LZ77,LERC None,Basic,Full NONE <_docversion_ Sync="TRUE">10 name,minps,maxps,lowps,highps,tag,groupname,productname,centerx,centery,zorder,st_area(shape),st_perimeter(shape),date,date -1 Processed 43740 0.5 4374 withheld name,minps,maxps,lowps,highps,tag,groupname,productname,centerx,centery,zorder,date,st_area(shape),st_perimeter(shape) minps,maxps,lowps,highps,centerx,centery,zorder,st_area(shape),st_perimeter(shape),date,date -1 1 1 -1 0 0 0 0 date 3000/01/01 150000000 5000 20220926 12284100 20220926 12361300 ItemDescription 20220926 Contains imagery collected between 2024 and 2027 by the NC Orthoimagery Program for any given area of North Carolina. The imagery is 4-band with DEFLATE compression and has a pixel resolution of 6 inches with an RMSE of 1.0 ft X and Y. The compression method used for this imagery minimizes the alteration of individual pixel values so that this data may be used for analyses. <div style='text-align:Left;'><div><div><p><span>Contains the most recent imagery collected by the NC Orthoimagery Program for any given area of North Carolina. The imagery is 4-band with DEFLATE compression and has a pixel resolution of 6 inches with an RMSE of 1.0 ft X and Y. The compression method used for this imagery minimizes the alteration of individual pixel values so that this data may be used for analyses</span></p></div></div></div> NC OneMap, NC Center for Geographic Information and Analysis, NC 911 Board Orthoimagery_20242027_analysis imagery orthoimagery aerial NC North Carolina NC OneMap Department of Information Technology DIT Center for Geographic Information and Analysis CGIA imageryBaseMapsEarthCover photograph photo picture tiles mosaics <div style='text-align:Left;'><div><div><p><span>Please refer to </span><a href='https://www.nconemap.gov:443/pages/terms' style='text-decoration:underline;'><span>https://www.nconemap.gov/pages/terms</span></a></p><p><span /></p></div></div></div> -84.2662690744 -75.4066542753 36.5827088268 33.7019580991 1 Esri ArcGIS 13.0.0.36056 EPSG 8.2.10(10.3.1) 2 1 0 400000.000000 25000.000000 400000.000000 1050000.000000 3055000.000000 1050000.000000 3055000.000000 25000.000000 1727500.000000 537500.000000 5310000 0.500000 2050000 0.500000 Band_1 8 Band_2 8 Band_3 8 Band_4 8 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