20110519 11542300 1.0 FGDC CSDGM Metadata FALSE DRAPP_10 002 2877392.000000 3035832.000000 1621112.000000 1742592.000000 1 Projected GCS_NAD_1983_2011 Linear Unit: Foot_US (0.304801) NAD_1983_2011_StatePlane_Colorado_Central_FIPS_0502_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/10.1'><WKT>PROJCS[&quot;NAD_1983_2011_StatePlane_Colorado_Central_FIPS_0502_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;,3000000.000316083],PARAMETER[&quot;False_Northing&quot;,999999.999996],PARAMETER[&quot;Central_Meridian&quot;,-105.5],PARAMETER[&quot;Standard_Parallel_1&quot;,38.45],PARAMETER[&quot;Standard_Parallel_2&quot;,39.75],PARAMETER[&quot;Latitude_Of_Origin&quot;,37.83333333333334],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;ESRI&quot;,103013]]</WKT><XOrigin>-118767900</XOrigin><YOrigin>-94525500</YOrigin><XYScale>36985113.707064793</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.00020000000000000001</ZTolerance><MTolerance>0.00020000000000000001</MTolerance><HighPrecision>true</HighPrecision><WKID>103013</WKID><LatestWKID>103013</LatestWKID></ProjectedCoordinateSystem> 20141215 20313600 20141215 20313600 Esri ArcGIS 10.2.2.3574 torreys.SDE_LOADER.DRAPP_10 1 -105.936803 -105.372344 39.872227 39.537928 2010 Aerial Photography for Clear Creek County Aerial 2010 DRAPP 2010 Aerial Photography for Clear Creek County Raster Dataset dataset ESRI 10.2.1 Pixel 121480 158440 1.000000 1.000000 8 1 Upper Left FALSE LZ77 3 pixel codes SDR TRUE row and column 1.000000 1.000000 20141215 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