smart_error 2 dchi=4.605 log=param_log/fullrun_mos2_xmm0500730201_pi300-10000_pass1_cl_src8_pl_Nh.log param_name=Nh {xtitle=N\dH\u (x 10\u22\d cm\u-2\d)} qdp=param_qdp/fullrun_mos2_xmm0500730201_pi300-10000_pass1_cl_src8_pl init_step=1 Initial range guess = 0.001000 Current chisq = 40.102000 Current parameter value = 0.604506 Parameter lower bound guess = 0.603506 Parameter upper bound guess = 0.605506 smart_step 2 0.604506 0.603506 10 Stepping range = 0.603506 - 0.604506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.603506 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1020 0.0000 0.6044 40.1020 40.1020 0.0000 0.6043 40.1020 40.1020 0.0000 0.6042 40.1020 40.1020 0.0000 0.6041 40.1020 40.1020 0.0000 0.604 40.1020 40.1021 0.0001 0.6039 40.1020 40.1021 0.0001 0.6038 40.1020 40.1021 0.0001 0.6037 40.1020 40.1021 0.0001 0.6036 40.1020 40.1021 0.0001 0.6035 40.1020 No new minimum was found during steppar Exiting smart_step smart_step 2 0.604506 0.605506 10 Stepping range = 0.604506 - 0.605506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.605506 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1020 0.0000 0.6046 40.1020 40.1020 0.0000 0.6047 40.1020 40.1020 0.0000 0.6048 40.1020 40.1020 0.0000 0.6049 40.1020 40.1020 0.0000 0.605 40.1020 40.1020 0.0000 0.6051 40.1020 40.1021 0.0001 0.6052 40.1020 40.1021 0.0001 0.6053 40.1020 40.1021 0.0001 0.6054 40.1020 40.1021 0.0001 0.6055 40.1020 No new minimum was found during steppar Exiting smart_step Current chisq = 40.102000 New lower guess = 0.602506 New upper guess = 0.606506 smart_error iteration no. 1 Current chisq = 40.102000 Current parameter value = 0.604506 Parameter lower bound guess = 0.602506 Parameter upper bound guess = 0.606506 smart_step 2 0.604506 0.602506 10 Stepping range = 0.602506 - 0.604506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.602506 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1020 0.0000 0.6043 40.1020 40.1020 0.0000 0.6041 40.1020 40.1021 0.0001 0.6039 40.1020 40.1021 0.0001 0.6037 40.1020 40.1021 0.0001 0.6035 40.1020 40.1022 0.0002 0.6033 40.1020 40.1022 0.0002 0.6031 40.1020 40.1023 0.0003 0.6029 40.1020 40.1023 0.0003 0.6027 40.1020 40.1024 0.0004 0.6025 40.1020 No new minimum was found during steppar Exiting smart_step smart_step 2 0.604506 0.606506 10 Stepping range = 0.604506 - 0.606506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.606506 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1020 0.0000 0.6047 40.1020 40.1020 0.0000 0.6049 40.1020 40.1020 0.0000 0.6051 40.1020 40.1021 0.0001 0.6053 40.1020 40.1021 0.0001 0.6055 40.1020 40.1021 0.0001 0.6057 40.1020 40.1022 0.0002 0.6059 40.1020 40.1023 0.0003 0.6061 40.1020 40.1023 0.0003 0.6063 40.1020 40.1024 0.0004 0.6065 40.1020 No new minimum was found during steppar Exiting smart_step Current chisq = 40.102000 New lower guess = 0.41179 New upper guess = 0.797222 smart_error iteration no. 2 Current chisq = 40.102000 Current parameter value = 0.604506 Parameter lower bound guess = 0.41179 Parameter upper bound guess = 0.797222 smart_step 2 0.604506 0.41179 10 Stepping range = 0.41179 - 0.604506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.41179 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1386 0.0366 0.5852 40.1020 40.2513 0.1493 0.566 40.1020 40.4452 0.3432 0.5467 40.1020 40.7255 0.6235 0.5274 40.1020 41.0976 0.9956 0.5081 40.1020 41.5670 1.4650 0.4889 40.1020 42.1396 2.0376 0.4696 40.1020 42.8214 2.7194 0.4503 40.1020 43.6186 3.5166 0.4311 40.1020 44.5373 4.4353 0.4118 40.1020 No new minimum was found during steppar Exiting smart_step smart_step 2 0.604506 0.797222 10 Stepping range = 0.604506 - 0.797222 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.797222 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1368 0.0348 0.6238 40.1020 40.2384 0.1364 0.643 40.1020 40.4025 0.3005 0.6623 40.1020 40.6248 0.5228 0.6816 40.1020 40.9015 0.7995 0.7009 40.1020 41.2288 1.1268 0.7201 40.1020 41.6031 1.5011 0.7394 40.1020 42.0211 1.9191 0.7587 40.1020 42.4796 2.3776 0.778 40.1020 42.9756 2.8736 0.7972 40.1020 No new minimum was found during steppar Exiting smart_step Current chisq = 40.102000 New lower guess = 0.372613 New upper guess = 0.907897 smart_error iteration no. 3 Current chisq = 40.102000 Current parameter value = 0.604506 Parameter lower bound guess = 0.372613 Parameter upper bound guess = 0.907897 smart_step 2 0.604506 0.372613 10 Stepping range = 0.372613 - 0.604506 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.372613 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1552 0.0532 0.5813 40.1020 40.3201 0.2181 0.5581 40.1020 40.6056 0.5036 0.5349 40.1020 41.0208 0.9188 0.5117 40.1020 41.5756 1.4736 0.4886 40.1020 42.2799 2.1779 0.4654 40.1020 43.1442 3.0422 0.4422 40.1020 44.1793 4.0773 0.419 40.1020 45.3964 5.2944 0.3958 40.1020 46.8065 6.7045 0.3726 40.1020 No new minimum was found during steppar Exiting smart_step smart_step 2 0.604506 0.907897 10 Stepping range = 0.604506 - 0.907897 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.604506 0.907897 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 40.1020 0.0000 0.6045 40.1020 40.1873 0.0853 0.6348 40.1020 40.4319 0.3299 0.6652 40.1020 40.8196 0.7176 0.6955 40.1020 41.3352 1.2332 0.7259 40.1020 41.9650 1.8630 0.7562 40.1020 42.6962 2.5942 0.7865 40.1020 43.5171 3.4151 0.8169 40.1020 44.4172 4.3152 0.8472 40.1020 45.3866 5.2846 0.8776 40.1020 46.4166 6.3146 0.9079 40.1020 No new minimum was found during steppar Exiting smart_step Current chisq = 40.102000 Found lower bound Found upper bound smart_error iteration no. 4 Final error range: (0.408563 - 0.856617) Saving qdp file in param_qdp/fullrun_mos2_xmm0500730201_pi300-10000_pass1_cl_src8_pl_Nh.qdp