20240524 14081600 1.0 FALSE Aerial_imagery_USDA_12ft_1935.jp2 002 1416436.000000 1714888.000000 1637268.000000 2002128.000000 1 Projected GCS_NAD_1983_CORS96 Linear Unit: Foot_US (0.304801) NAD_1983_CORS96_StatePlane_New_Mexico_Central_FIPS_3002_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/10.8'><WKT>PROJCS[&quot;NAD_1983_CORS96_StatePlane_New_Mexico_Central_FIPS_3002_Ft_US&quot;,GEOGCS[&quot;GCS_NAD_1983_CORS96&quot;,DATUM[&quot;D_NAD_1983_CORS96&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Transverse_Mercator&quot;],PARAMETER[&quot;False_Easting&quot;,1640416.666666667],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-106.25],PARAMETER[&quot;Scale_Factor&quot;,0.9999],PARAMETER[&quot;Latitude_Of_Origin&quot;,31.0],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;Esri&quot;,103490]]</WKT><XOrigin>-16806300</XOrigin><YOrigin>-44067200</YOrigin><XYScale>137255279.03396165</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>103490</WKID><LatestWKID>103490</LatestWKID></ProjectedCoordinateSystem> 8 FALSE JPEG2000 1 JP2 TRUE continuous unsigned integer 20240524 14081600 20240524 14081600 Version 6.2 (Build 9200) ; Esri ArcGIS 10.9.1.28388 Aerial_imagery_USDA_12ft_1935.jp2 1 -107.012080 -105.996607 36.502349 35.497645 Aerial imagery from 1935 USDA flyovers. Imagery Los Alamos County Aerial imagery mosaic from 1935 USDA flyovers. Raster Dataset dataset Esri 10.0.0 2 1 0 1416436.000000 1637268.000000 1416436.000000 2002128.000000 1714888.000000 2002128.000000 1714888.000000 1637268.000000 1565662.000000 1819698.000000 24871 12.000000 30405 12.000000 Band_1 8 20240524 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