smart_error 2 dchi=4.605 log=param_log/fullrun_mos2_xmm0135742401_pi300-10000_pass1_cl_src5_pl_Nh.log param_name=Nh {xtitle=N\dH\u (x 10\u22\d cm\u-2\d)} qdp=param_qdp/fullrun_mos2_xmm0135742401_pi300-10000_pass1_cl_src5_pl init_step=1 Initial range guess = 0.001000 Current chisq = 87.661900 Current parameter value = 1.36912 Parameter lower bound guess = 1.36812 Parameter upper bound guess = 1.37012 smart_step 2 1.36912 1.36812 10 Stepping range = 1.36812 - 1.36912 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.36812 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 No new minimum was found during steppar Exiting smart_step smart_step 2 1.36912 1.37012 10 Stepping range = 1.36912 - 1.37012 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.37012 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6620 0.0001 1.369 87.6619 87.6620 0.0001 1.369 87.6619 87.6620 0.0001 1.37 87.6619 87.6620 0.0001 1.37 87.6619 87.6620 0.0001 1.37 87.6619 87.6620 0.0001 1.37 87.6619 87.6621 0.0002 1.37 87.6619 87.6621 0.0002 1.37 87.6619 87.6621 0.0002 1.37 87.6619 No new minimum was found during steppar Exiting smart_step Current chisq = 87.661900 New lower guess = 1.36712 New upper guess = 1.37112 smart_error iteration no. 1 Current chisq = 87.661900 Current parameter value = 1.36912 Parameter lower bound guess = 1.36712 Parameter upper bound guess = 1.37112 smart_step 2 1.36912 1.36712 10 Stepping range = 1.36712 - 1.36912 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.36712 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.367 87.6619 87.6618 -0.0001 1.367 87.6619 No new minimum was found during steppar Exiting smart_step smart_step 2 1.36912 1.37112 10 Stepping range = 1.36912 - 1.37112 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.37112 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6620 0.0001 1.369 87.6619 87.6620 0.0001 1.37 87.6619 87.6620 0.0001 1.37 87.6619 87.6621 0.0002 1.37 87.6619 87.6621 0.0002 1.37 87.6619 87.6622 0.0003 1.37 87.6619 87.6622 0.0003 1.371 87.6619 87.6623 0.0004 1.371 87.6619 87.6623 0.0004 1.371 87.6619 87.6624 0.0005 1.371 87.6619 No new minimum was found during steppar Exiting smart_step Current chisq = 87.661900 New lower guess = 1.36512 New upper guess = 1.58739 smart_error iteration no. 2 Current chisq = 87.661900 Current parameter value = 1.36912 Parameter lower bound guess = 1.36512 Parameter upper bound guess = 1.58739 smart_step 2 1.36912 1.36512 10 Stepping range = 1.36512 - 1.36912 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.36512 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6619 0.0000 1.369 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.368 87.6619 87.6618 -0.0001 1.367 87.6619 87.6618 -0.0001 1.367 87.6619 87.6619 0.0000 1.366 87.6619 87.6619 0.0000 1.366 87.6619 87.6620 0.0001 1.366 87.6619 87.6621 0.0002 1.365 87.6619 No new minimum was found during steppar Exiting smart_step smart_step 2 1.36912 1.58739 10 Stepping range = 1.36912 - 1.58739 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.58739 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6860 0.0241 1.391 87.6619 87.8023 0.1404 1.413 87.6619 88.5529 0.8910 1.435 87.6619 90.0033 2.3414 1.456 87.6619 92.0593 4.3974 1.478 87.6619 94.6339 6.9720 1.5 87.6619 97.6485 9.9866 1.522 87.6619 Chisq exceeded max value of 9.210000, discontinuing step No new minimum was found during steppar Exiting smart_step Current chisq = 87.661900 Found upper bound New lower guess = 1.11781 smart_error iteration no. 3 Current chisq = 87.661900 Current parameter value = 1.36912 Parameter lower bound guess = 1.11781 Parameter upper bound = 1.48022 smart_step 2 1.36912 1.11781 10 Stepping range = 1.11781 - 1.36912 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.11781 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.6871 0.0252 1.344 87.6619 87.7726 0.1107 1.319 87.6619 87.9222 0.2603 1.294 87.6619 88.1401 0.4782 1.269 87.6619 88.4308 0.7689 1.243 87.6619 88.7988 1.1369 1.218 87.6619 89.2492 1.5873 1.193 87.6619 89.7869 2.1250 1.168 87.6619 90.4176 2.7557 1.143 87.6619 91.1468 3.4849 1.118 87.6619 No new minimum was found during steppar Exiting smart_step Current chisq = 87.661900 New lower guess = 1.03172 smart_error iteration no. 4 Current chisq = 87.661900 Current parameter value = 1.36912 Parameter lower bound guess = 1.03172 Parameter upper bound = 1.48022 smart_step 2 1.36912 1.03172 10 Stepping range = 1.03172 - 1.36912 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.36912 1.03172 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 87.6619 0.0000 1.369 87.6619 87.7094 0.0475 1.335 87.6619 87.8679 0.2060 1.302 87.6619 88.1472 0.4853 1.268 87.6619 88.5578 0.8959 1.234 87.6619 89.1112 1.4493 1.2 87.6619 89.8195 2.1576 1.167 87.6619 90.6957 3.0338 1.133 87.6619 91.7541 4.0922 1.099 87.6619 93.0094 5.3475 1.065 87.6619 94.4778 6.8159 1.032 87.6619 No new minimum was found during steppar Exiting smart_step Current chisq = 87.661900 Found lower bound smart_error iteration no. 5 Final error range: (1.08486 - 1.48022) Saving qdp file in param_qdp/fullrun_mos2_xmm0135742401_pi300-10000_pass1_cl_src5_pl_Nh.qdp