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HfffIGH)BIGH)BHR(HuLIE(Ht$H@ HIEH)BIEH)BHR(HuLID$(Ht+H@ HfffID$H)BID$H)BHR(HuHL[]A\A]A^A_I|$HI}HIHffHzH9fff+I~Hfff>4H}HGff:H[]A\A]A^A_ÐffffSH?HHH[fffffffffSH?HHH[fffffffffHfHffffffffffH?ffffffSH?HHH[fffffffffSH?HHH[fffffffffSH?HHH[fffffffffSH?HHH[fffffffffSHD$H\$HH1[HfHffffffffffH?ffffffSH?H[ffffffffffSH?H[fffffffffffffffffH?ffffffSHH?H[ÐffffffffffSHH?H[ÐffffffffffH\$Ld$ILl$HH6H?HIH;HI$H$Ld$@AELl$HH\$Ld$ILl$HH6H?HIH;HI$H$Ld$@AELl$HH\$Ld$HHIHHAD$H\$Ld$HffffffH\$Ld$HIH6H?HH;HI$H\$Ld$@HH5H?H5H?H5H?H5H?H1HH1HSH5HH?H[ffffffSH5HH?H[GGHHGhHGGfG8GGfG8A??-DT! @?KqUſx&$C?= ףp=(\?Q?(\?Q?@+=#B ;?-DT! @?KqUſx&$C?= ףp=(\?Q?(\?Q?@+=#B ;-DT!@??????MraB3G$@???Y@KH9f.vGPHUSHH9tNt$HHtfH{Ht~"Hc+HHc;HCHHCH[]SHcWHH1HH[UAGHHHHH)Ht$H~]FAIcLA@AD9HL |7AAAHtLffffBHuAIID9}IcËH\$Hl$HLd$HA9~H{HtDCCt8D+DcCHH<HcSHHC1HHHl$H$Ld$Hffff;Wl1111H\$Ld$HIGV6HGHGHcSH{It$H\$Ld$HHH\$Ld$HIGV6HGHGHcSH{It$H\$Ld$HHGGHGGGHGGUAHHHHH)Ht$H~WFAIcLA@AD9HL |1AAAHtLҋBHuAIID9}IcË./polynomial.cppdim= size= true_size= exp_coeff=Abscissae Weights Will reorthogonalize, forced Reorthogonalizing Hessian condition number Computing BFGS pow= size=pow valuedim=%d pow=%d size=%d pow%d value %d %g Input constraints: Shift vector (mean state): Shifted constraints: Covariance matrix: Rotation matrix:Rescaled constraints: *********************Computing directionPerforming line search Starting at distance Line search done iterations performed Step distance Old-new gradent product Current gradient norm Error has occured at stage Computed multipliers: (basic_poly_mono::dim == p.dim) && (basic_poly_mono::pow == p.pow)GH_quad warning: reducing size to 198The operator >> is reserved for XDR read on C++ streamsThe operator << is reserved for XDR write on C++ streamsbasic_poly_mono::dim == p.dim(dim == p.dim) && (pow == p.pow)NaN or Inf at the reorthogonalization stage Will reorthogonalize, Hessian condition number Error: NaN or Inf in direction******************* Starting maxent *************************************** Preprocessing ******************** Normalized constraints (in case requested PDF norm is not 1): Eigenvalues of the covariance matrix: Eigenvectors of the covariance matrix: ********************* Iteration ******************** Postprocessing ********************Rescaled, shifted and normalized multipliers: ******************** Maxent finished *******************HHH9uEDGHvfWE~+HOfW11ffffffYHA9XuHù2AUATUHSHO~AE1E1ffffLH]A*ID9mX^\HH[]A\A]AWIAVAUATUHSHLv8DnDfHHDHHDHHL4$Hf$H}~oLHu~SE1E1HE LAJ HEfB IHH$Hf$HD9mHL[]A\A]A^A_UHAWAVAUIATSH9wfTEf ff EU^E8L8E1fEL8f8f.vAE8zA]Hc*HHH)HL$H)H\$HHHMH]H]QMf.AU‰|L8Ef8HEDME}}+}fffAHMH]XX\fffEEL8f8L8f8EE1L}LuMAA\$*Ef^EQf.ztPfPA*^MQf.zt)`PfPf`YEA9]YYM\fEEOfUY^\\fTf.v HEHUYHMH]fWAE+EfE^HHdHDE9|HM-fAM8Qf.UOAMf ^ȅ~111H]fYH]fYH9uHc|HH]f HUYLfHHUf.w)A}HcHIc}IEHHuH+uIcUHMI}IE HtHIcUHuI} HHHeL[A\A]A^A_AUD*Qf.zt AUЍDf `*f`YXHEfYYXHUfYYBXA*Ef @f@Y^XwfTf.G8EI}HtI} HtAEHc|HUHHD EfffffHAEAUH\$fWHHLd$HAHfWDHLd$H\$HAWIAVAUATUHSHLv8DnDfHHDHHDHHL4$Hf$H]~qLHD]E~SE1E1HE 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