📄 diagnose_input_stat.sof
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covariance = { type = "DIAGONAL"; num_rows = 39; num_cols = 39; values = 8.78369,13.0364,16.3634,18.1267,30.6115,31.7773,28.9315,23.2842,19.2844,20.0673,18.9431,19.7006,0.36542,0.210943,0.544625,0.3639,0.526603,1.10888,0.990482,1.13016,0.982315,1.04771,1.09448,0.950152,1.10338,0.00766992,0.0367185,0.0836902,0.0913108,0.131348,0.162513,0.174639,0.196225,0.242401,0.219535,0.274763,0.188873,0.179959,0.00146903; }; };}, { name = "MixtureModel"; weights = 1; models = { name = "GaussianModel"; mean = 11.3298,-1.03632,-15.5745,-9.89177,5.9731,1.53967,-6.29919,0.110355,0.539325,0.302524,2.5397,-7.35546,0.196276,-0.291339,-2.13247,0.964366,1.45291,-0.193221,0.559154,-1.93887,0.817444,2.30761,-1.54884,-0.996974,-0.635699,0.0237619,0.000231838,-0.337084,0.320085,0.563155,-0.654777,-0.119651,0.282738,0.0428449,0.385969,-0.620341,-0.49061,0.643474,-0.0125279; covariance = { type = "DIAGONAL"; num_rows = 39; num_cols = 39; values = 10.2785,10.6614,10.9445,16.5982,33.5749,39.8967,25.5163,21.7574,23.6356,19.457,26.5023,23.349,0.414602,0.310487,0.617487,0.881514,1.03679,1.49672,2.23655,2.20998,3.44072,2.27672,3.40765,1.99565,2.31908,0.0110233,0.0433303,0.0730603,0.0935662,0.16652,0.236504,0.241384,0.281002,0.345528,0.410271,0.604825,0.533747,0.461552,0.00114988; }; };}, { name = "MixtureModel"; weights = 1; models = { name = "GaussianModel"; mean = 10.8331,-6.2191,-12.6889,-5.64807,3.43472,3.22604,-9.91478,1.64628,7.24024,-5.45421,-0.759728,-6.22639,0.226446,-0.188723,-2.38809,1.5133,2.55137,-2.15995,0.206304,0.012995,0.301209,2.15409,-2.28943,-2.18106,1.67357,-0.0194954,0.0196298,0.121826,0.176511,0.291026,-0.688609,-0.358237,1.15583,-0.229562,-0.795147,0.217828,-0.0522781,0.596277,-0.0305409; covariance = { type = "DIAGONAL"; num_rows = 39;
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