smart_error 2 dchi=4.605 log=param_log/fullrun_pn_xmm0511010301_pi300-10000_pass1_cl_src7_pl_Nh.log param_name=Nh {xtitle=N\dH\u (x 10\u22\d cm\u-2\d)} qdp=param_qdp/fullrun_pn_xmm0511010301_pi300-10000_pass1_cl_src7_pl init_step=1 Initial range guess = 0.001000 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.99971 Parameter upper bound guess = 1.00171 smart_step 2 1.00071 0.99971 10 Stepping range = 0.99971 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.99971 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 0.9999 83.6570 83.6569 -0.0001 0.9998 83.6570 83.6569 -0.0001 0.9997 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.00171 10 Stepping range = 1.00071 - 1.00171 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.00171 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = 0.99871 New upper guess = 1.00271 smart_error iteration no. 1 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.99871 Parameter upper bound guess = 1.00271 smart_step 2 1.00071 0.99871 10 Stepping range = 0.99871 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.99871 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 0.9999 83.6570 83.6569 -0.0001 0.9997 83.6570 83.6569 -0.0001 0.9995 83.6570 83.6569 -0.0001 0.9993 83.6570 83.6569 -0.0001 0.9991 83.6570 83.6569 -0.0001 0.9989 83.6570 83.6569 -0.0001 0.9987 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.00271 10 Stepping range = 1.00071 - 1.00271 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.00271 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.003 83.6570 83.6569 -0.0001 1.003 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = 0.99671 New upper guess = 1.00471 smart_error iteration no. 2 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.99671 Parameter upper bound guess = 1.00471 smart_step 2 1.00071 0.99671 10 Stepping range = 0.99671 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.99671 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1 83.6570 83.6569 -0.0001 0.9999 83.6570 83.6569 -0.0001 0.9995 83.6570 83.6569 -0.0001 0.9991 83.6570 83.6569 -0.0001 0.9987 83.6570 83.6570 0.0000 0.9983 83.6570 83.6570 0.0000 0.9979 83.6570 83.6570 0.0000 0.9975 83.6570 83.6570 0.0000 0.9971 83.6570 83.6570 0.0000 0.9967 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.00471 10 Stepping range = 1.00071 - 1.00471 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.00471 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.003 83.6570 83.6569 -0.0001 1.003 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.005 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = 0.99271 New upper guess = 1.00871 smart_error iteration no. 3 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.99271 Parameter upper bound guess = 1.00871 smart_step 2 1.00071 0.99271 10 Stepping range = 0.99271 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.99271 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 0.9999 83.6570 83.6569 -0.0001 0.9991 83.6570 83.6570 0.0000 0.9983 83.6570 83.6570 0.0000 0.9975 83.6570 83.6570 0.0000 0.9967 83.6570 83.6570 0.0000 0.9959 83.6570 83.6570 0.0000 0.9951 83.6570 83.6570 0.0000 0.9943 83.6570 83.6570 0.0000 0.9935 83.6570 83.6570 0.0000 0.9927 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.00871 10 Stepping range = 1.00071 - 1.00871 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.00871 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.003 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.005 83.6570 83.6569 -0.0001 1.006 83.6570 83.6569 -0.0001 1.006 83.6570 83.6569 -0.0001 1.007 83.6570 83.6569 -0.0001 1.008 83.6570 83.6569 -0.0001 1.009 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = 0.98471 New upper guess = 1.01671 smart_error iteration no. 4 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.98471 Parameter upper bound guess = 1.01671 smart_step 2 1.00071 0.98471 10 Stepping range = 0.98471 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.98471 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 0.9991 83.6570 83.6570 0.0000 0.9975 83.6570 83.6570 0.0000 0.9959 83.6570 83.6570 0.0000 0.9943 83.6570 83.6570 0.0000 0.9927 83.6570 83.6570 0.0000 0.9911 83.6570 83.6571 0.0001 0.9895 83.6570 83.6571 0.0001 0.9879 83.6570 83.6571 0.0001 0.9863 83.6570 83.6571 0.0001 0.9847 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.01671 10 Stepping range = 1.00071 - 1.01671 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.01671 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.002 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.006 83.6570 83.6569 -0.0001 1.007 83.6570 83.6569 -0.0001 1.009 83.6570 83.6569 -0.0001 1.01 83.6570 83.6569 -0.0001 1.012 83.6570 83.6569 -0.0001 1.014 83.6570 83.6569 -0.0001 1.015 83.6570 83.6569 -0.0001 1.017 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = 0.96871 New upper guess = 1.03271 smart_error iteration no. 5 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0.96871 Parameter upper bound guess = 1.03271 smart_step 2 1.00071 0.96871 10 Stepping range = 0.96871 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0.96871 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6570 0.0000 0.9975 83.6570 83.6570 0.0000 0.9943 83.6570 83.6570 0.0000 0.9911 83.6570 83.6571 0.0001 0.9879 83.6570 83.6571 0.0001 0.9847 83.6570 83.6572 0.0002 0.9815 83.6570 83.6573 0.0003 0.9783 83.6570 83.6574 0.0004 0.9751 83.6570 83.6575 0.0005 0.9719 83.6570 83.6576 0.0006 0.9687 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.03271 10 Stepping range = 1.00071 - 1.03271 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.03271 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.004 83.6570 83.6569 -0.0001 1.007 83.6570 83.6569 -0.0001 1.01 83.6570 83.6569 -0.0001 1.014 83.6570 83.6569 -0.0001 1.017 83.6570 83.6569 -0.0001 1.02 83.6570 83.6569 -0.0001 1.023 83.6570 83.6570 0.0000 1.026 83.6570 83.6570 0.0000 1.03 83.6570 83.6570 0.0000 1.033 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = -2.85563 Resetting lower guess to hard limit = 0.000000 New upper guess = 1.06471 smart_error iteration no. 6 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound guess = 0 Parameter upper bound guess = 1.06471 smart_step 2 1.00071 0 10 Stepping range = 0 - 1.00071 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 0 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6626 0.0056 0.9006 83.6570 83.6836 0.0266 0.8006 83.6570 83.7276 0.0706 0.7005 83.6570 83.8024 0.1454 0.6004 83.6570 83.9161 0.2591 0.5004 83.6570 84.0739 0.4169 0.4003 83.6570 84.2747 0.6177 0.3002 83.6570 84.5034 0.8464 0.2001 83.6570 84.7215 1.0645 0.1001 83.6570 84.8700 1.2130 0 83.6570 No new minimum was found during steppar Exiting smart_step smart_step 2 1.00071 1.06471 10 Stepping range = 1.00071 - 1.06471 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 1.06471 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6569 -0.0001 1.007 83.6570 83.6569 -0.0001 1.014 83.6570 83.6569 -0.0001 1.02 83.6570 83.6570 0.0000 1.026 83.6570 83.6570 0.0000 1.033 83.6570 83.6571 0.0001 1.039 83.6570 83.6572 0.0002 1.046 83.6570 83.6573 0.0003 1.052 83.6570 83.6574 0.0004 1.058 83.6570 83.6576 0.0006 1.065 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New lower guess = -2.11845 Hit hard lower limit with delta chisq = 1.064500 New upper guess = 4.69637 smart_error iteration no. 7 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound = 0 Parameter upper bound guess = 4.69637 smart_step 2 1.00071 4.69637 10 Stepping range = 1.00071 - 4.69637 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 4.69637 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.6480 -0.0090 1.37 83.6570 83.5886 -0.0684 1.74 83.6570 83.7927 0.1357 2.109 83.6570 84.0374 0.3804 2.479 83.6570 84.1953 0.5383 2.849 83.6570 84.2901 0.6331 3.218 83.6570 84.3508 0.6938 3.588 83.6570 84.1878 0.5308 3.957 83.6570 84.1859 0.5289 4.327 83.6570 84.1801 0.5231 4.696 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New upper guess = 8.39203 smart_error iteration no. 8 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound = 0 Parameter upper bound guess = 8.39203 smart_step 2 1.00071 8.39203 10 Stepping range = 1.00071 - 8.39203 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 8.39203 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 83.5886 -0.0684 1.74 83.6570 84.0374 0.3804 2.479 83.6570 84.2901 0.6331 3.218 83.6570 84.1878 0.5308 3.957 83.6570 84.1801 0.5231 4.696 83.6570 84.1610 0.5040 5.436 83.6570 84.1350 0.4780 6.175 83.6570 84.1048 0.4478 6.914 83.6570 84.0728 0.4158 7.653 83.6570 84.0403 0.3833 8.392 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New upper guess = 15.7834 smart_error iteration no. 9 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound = 0 Parameter upper bound guess = 15.7834 smart_step 2 1.00071 15.7834 10 Stepping range = 1.00071 - 15.7834 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 15.7834 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 84.1282 0.4712 2.479 83.6570 84.1878 0.5308 3.957 83.6570 84.1610 0.5040 5.436 83.6570 84.1048 0.4478 6.914 83.6570 84.0403 0.3833 8.392 83.6570 83.9784 0.3214 9.87 83.6570 83.9238 0.2668 11.35 83.6570 83.8828 0.2258 12.83 83.6570 83.9250 0.2680 14.31 83.6570 84.0433 0.3863 15.78 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New upper guess = 43.5937 smart_error iteration no. 10 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound = 0 Parameter upper bound guess = 43.5937 smart_step 2 1.00071 43.5937 10 Stepping range = 1.00071 - 43.5937 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 43.5937 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 84.1663 0.5093 5.26 83.6570 83.9926 0.3356 9.519 83.6570 83.8990 0.2420 13.78 83.6570 84.2720 0.6150 18.04 83.6570 84.6071 0.9501 22.3 83.6570 84.7736 1.1166 26.56 83.6570 84.8577 1.2007 30.82 83.6570 84.9087 1.2517 35.08 83.6570 84.9349 1.2779 39.33 83.6570 84.9365 1.2795 43.59 83.6570 No new minimum was found during steppar Exiting smart_step Current chisq = 83.657000 New upper guess = 8736.95 smart_error iteration no. 11 Current chisq = 83.657000 Current parameter value = 1.00071 Parameter lower bound = 0 Parameter upper bound guess = 8736.95 smart_step 2 1.00071 8736.95 10 Stepping range = 1.00071 - 8736.95 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 1.00071 8736.95 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 83.6569 -0.0001 1.001 83.6570 82.1736 -1.4834 874.6 83.6570 A new miminum was found at 874.596 with dchi=-1.483400, chisq=82.173600 Redoing fit... Redoing steppar with param 2 = 412, chisq=81.273000 83.657000 smart_step iteration 2 steppar 2 412 9147.95 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 81.2730 0.0000 412 81.2730 82.6907 1.4177 1286 81.2730 82.2688 0.9958 2159 81.2730 82.3027 1.0297 3033 81.2730 82.6542 1.3812 3906 81.2730 82.8815 1.6085 4780 81.2730 83.0277 1.7547 5654 81.2730 83.1317 1.8587 6527 81.2730 83.2516 1.9786 7401 81.2730