smart_error 2 dchi=4.605 log=param_log/fullrun_ccd7_acisf13627_pi14-548_pass1_cl_src1_pl_Nh.log param_name=Nh {xtitle=N\dH\u (x 10\u22\d cm\u-2\d)} qdp=param_qdp/fullrun_ccd7_acisf13627_pi14-548_pass1_cl_src1_pl init_step=1 Initial range guess = 0.001000 Current chisq = 32.725200 Current parameter value = 0.678845 Parameter lower bound guess = 0.677845 Parameter upper bound guess = 0.679845 smart_step 2 0.678845 0.677845 10 Stepping range = 0.677845 - 0.678845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.677845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.6787 32.7252 32.7252 0.0000 0.6786 32.7252 32.7252 0.0000 0.6785 32.7252 32.7252 0.0000 0.6784 32.7252 32.7252 0.0000 0.6783 32.7252 32.7253 0.0001 0.6782 32.7252 32.7253 0.0001 0.6781 32.7252 32.7253 0.0001 0.678 32.7252 32.7253 0.0001 0.6779 32.7252 32.7253 0.0001 0.6778 32.7252 No new minimum was found during steppar Exiting smart_step smart_step 2 0.678845 0.679845 10 Stepping range = 0.678845 - 0.679845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.679845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.6789 32.7252 32.7252 0.0000 0.679 32.7252 32.7252 0.0000 0.6791 32.7252 32.7252 0.0000 0.6792 32.7252 32.7253 0.0001 0.6793 32.7252 32.7253 0.0001 0.6794 32.7252 32.7253 0.0001 0.6795 32.7252 32.7253 0.0001 0.6796 32.7252 32.7253 0.0001 0.6797 32.7252 32.7253 0.0001 0.6798 32.7252 No new minimum was found during steppar Exiting smart_step Current chisq = 32.725200 New lower guess = 0.676845 New upper guess = 0.680845 smart_error iteration no. 1 Current chisq = 32.725200 Current parameter value = 0.678845 Parameter lower bound guess = 0.676845 Parameter upper bound guess = 0.680845 smart_step 2 0.678845 0.676845 10 Stepping range = 0.676845 - 0.678845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.676845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.6786 32.7252 32.7252 0.0000 0.6784 32.7252 32.7253 0.0001 0.6782 32.7252 32.7253 0.0001 0.678 32.7252 32.7253 0.0001 0.6778 32.7252 32.7253 0.0001 0.6776 32.7252 32.7253 0.0001 0.6774 32.7252 32.7254 0.0002 0.6772 32.7252 32.7254 0.0002 0.677 32.7252 32.7254 0.0002 0.6768 32.7252 No new minimum was found during steppar Exiting smart_step smart_step 2 0.678845 0.680845 10 Stepping range = 0.678845 - 0.680845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.680845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.679 32.7252 32.7252 0.0000 0.6792 32.7252 32.7253 0.0001 0.6794 32.7252 32.7253 0.0001 0.6796 32.7252 32.7253 0.0001 0.6798 32.7252 32.7253 0.0001 0.68 32.7252 32.7253 0.0001 0.6802 32.7252 32.7254 0.0002 0.6804 32.7252 32.7254 0.0002 0.6806 32.7252 32.7254 0.0002 0.6808 32.7252 No new minimum was found during steppar Exiting smart_step Current chisq = 32.725200 New lower guess = 0.674845 New upper guess = 0.682845 smart_error iteration no. 2 Current chisq = 32.725200 Current parameter value = 0.678845 Parameter lower bound guess = 0.674845 Parameter upper bound guess = 0.682845 smart_step 2 0.678845 0.674845 10 Stepping range = 0.674845 - 0.678845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.674845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.6784 32.7252 32.7253 0.0001 0.678 32.7252 32.7253 0.0001 0.6776 32.7252 32.7254 0.0002 0.6772 32.7252 32.7254 0.0002 0.6768 32.7252 32.7255 0.0003 0.6764 32.7252 32.7256 0.0004 0.676 32.7252 32.7257 0.0005 0.6756 32.7252 32.7259 0.0007 0.6752 32.7252 32.7260 0.0008 0.6748 32.7252 No new minimum was found during steppar Exiting smart_step smart_step 2 0.678845 0.682845 10 Stepping range = 0.678845 - 0.682845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.682845 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.7252 0.0000 0.6792 32.7252 32.7253 0.0001 0.6796 32.7252 32.7253 0.0001 0.68 32.7252 32.7254 0.0002 0.6804 32.7252 32.7254 0.0002 0.6808 32.7252 32.7255 0.0003 0.6812 32.7252 32.7256 0.0004 0.6816 32.7252 32.7258 0.0006 0.682 32.7252 32.7259 0.0007 0.6824 32.7252 32.7260 0.0008 0.6828 32.7252 No new minimum was found during steppar Exiting smart_step Current chisq = 32.725200 New lower guess = 0.117173 New upper guess = 1.24052 smart_error iteration no. 3 Current chisq = 32.725200 Current parameter value = 0.678845 Parameter lower bound guess = 0.117173 Parameter upper bound guess = 1.24052 smart_step 2 0.678845 0.117173 10 Stepping range = 0.117173 - 0.678845 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 0.117173 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.8881 0.1629 0.6227 32.7252 33.3998 0.6746 0.5665 32.7252 34.2946 1.5694 0.5103 32.7252 35.6058 2.8806 0.4542 32.7252 37.3650 4.6398 0.398 32.7252 39.6010 6.8758 0.3418 32.7252 42.3386 9.6134 0.2857 32.7252 Chisq exceeded max value of 9.210000, discontinuing step No new minimum was found during steppar Exiting smart_step smart_step 2 0.678845 1.24052 10 Stepping range = 0.678845 - 1.24052 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.678845 1.24052 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 32.7252 0.0000 0.6788 32.7252 32.8771 0.1519 0.735 32.7252 33.3103 0.5851 0.7912 32.7252 33.9926 1.2674 0.8473 32.7252 34.8935 2.1683 0.9035 32.7252 35.9844 3.2592 0.9597 32.7252 37.2392 4.5140 1.016 32.7252 38.6335 5.9083 1.072 32.7252 40.1456 7.4204 1.128 32.7252 41.7560 9.0308 1.184 32.7252 43.4472 10.7220 1.241 32.7252 Chisq exceeded max value of 9.210000, discontinuing step No new minimum was found during steppar Exiting smart_step Current chisq = 32.725200 Found lower bound Found upper bound smart_error iteration no. 4 Final error range: (0.399004 - 1.01976) Saving qdp file in param_qdp/fullrun_ccd7_acisf13627_pi14-548_pass1_cl_src1_pl_Nh.qdp