20130208 07035000 1.0 FALSE Middletown.jp2 002 998172.000000 1055470.000000 740047.000000 781898.000000 1 Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) NAD_1983_StatePlane_Connecticut_FIPS_0600_Feet <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_StatePlane_Connecticut_FIPS_0600_Feet&quot;,GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&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;,999999.999996],PARAMETER[&quot;False_Northing&quot;,499999.999998],PARAMETER[&quot;Central_Meridian&quot;,-72.75],PARAMETER[&quot;Standard_Parallel_1&quot;,41.2],PARAMETER[&quot;Standard_Parallel_2&quot;,41.86666666666667],PARAMETER[&quot;Latitude_Of_Origin&quot;,40.83333333333334],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,2234]]</WKT><XOrigin>-119756300</XOrigin><YOrigin>-96342500</YOrigin><XYScale>37294945.500735737</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>102656</WKID><LatestWKID>2234</LatestWKID></ProjectedCoordinateSystem> 8 FALSE JPEG2000 4 JP2 TRUE continuous unsigned integer 0 20130303 05595200 150000000 5000 ItemDescription 20130303 05595200 Esri ArcGIS 10.1.0.3035 Middletown.jp2 1 -72.756684 -72.547171 41.607002 41.491968 Ortho Imagery 2012 Imagery Ortho Imagery 2012 Raster Dataset dataset EPSG 7.9.4 2 1 0 998172.000000 740047.000000 998172.000000 781898.000000 1055470.000000 781898.000000 1055470.000000 740047.000000 1026821.000000 760972.500000 57298 1.000000 41851 1.000000 Band_1 8 Band_2 8 Band_3 8 Band_4 8 20130303 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