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<idAbs>The dataset consists of tiled orthogonal imagery produced from nadir images captured by Pictometry International during the period of July 14th, 2010 to August 18th, 2010 in Los Alamos, NM. Automatic aerial triangulation (AAT) was performed. The triangulated frames were rectified to a Pictometry Produced LiDAR derived DEM. Mosaicing was performed using an automatic seaming algorithm and manually edited to eliminate seams through elevated features where possible.The dates of collection range from 7-14-2010 to 8-8-2010.</idAbs>
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