smart_error 2 dchi=4.605 log=param_log/fullrun_pn_xmm0601270101_pi300-10000_pass1_cl_src14_pl_Nh.log param_name=Nh {xtitle=N\dH\u (x 10\u22\d cm\u-2\d)} qdp=param_qdp/fullrun_pn_xmm0601270101_pi300-10000_pass1_cl_src14_pl init_step=1 Initial range guess = 0.001000 Current chisq = 41.705900 Current parameter value = 0.664582 Parameter lower bound guess = 0.663582 Parameter upper bound guess = 0.665582 smart_step 2 0.664582 0.663582 10 Stepping range = 0.663582 - 0.664582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.663582 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7059 0.0000 0.6645 41.7059 41.7059 0.0000 0.6644 41.7059 41.7059 0.0000 0.6643 41.7059 41.7059 0.0000 0.6642 41.7059 41.7059 0.0000 0.6641 41.7059 41.7059 0.0000 0.664 41.7059 41.7059 0.0000 0.6639 41.7059 41.7060 0.0001 0.6638 41.7059 41.7060 0.0001 0.6637 41.7059 41.7060 0.0001 0.6636 41.7059 No new minimum was found during steppar Exiting smart_step smart_step 2 0.664582 0.665582 10 Stepping range = 0.664582 - 0.665582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.665582 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7059 0.0000 0.6647 41.7059 41.7059 0.0000 0.6648 41.7059 41.7059 0.0000 0.6649 41.7059 41.7059 0.0000 0.665 41.7059 41.7059 0.0000 0.6651 41.7059 41.7059 0.0000 0.6652 41.7059 41.7059 0.0000 0.6653 41.7059 41.7060 0.0001 0.6654 41.7059 41.7060 0.0001 0.6655 41.7059 41.7060 0.0001 0.6656 41.7059 No new minimum was found during steppar Exiting smart_step Current chisq = 41.705900 New lower guess = 0.662582 New upper guess = 0.666582 smart_error iteration no. 1 Current chisq = 41.705900 Current parameter value = 0.664582 Parameter lower bound guess = 0.662582 Parameter upper bound guess = 0.666582 smart_step 2 0.664582 0.662582 10 Stepping range = 0.662582 - 0.664582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.662582 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7059 0.0000 0.6644 41.7059 41.7059 0.0000 0.6642 41.7059 41.7059 0.0000 0.664 41.7059 41.7060 0.0001 0.6638 41.7059 41.7060 0.0001 0.6636 41.7059 41.7060 0.0001 0.6634 41.7059 41.7060 0.0001 0.6632 41.7059 41.7061 0.0002 0.663 41.7059 41.7061 0.0002 0.6628 41.7059 41.7062 0.0003 0.6626 41.7059 No new minimum was found during steppar Exiting smart_step smart_step 2 0.664582 0.666582 10 Stepping range = 0.664582 - 0.666582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.666582 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7059 0.0000 0.6648 41.7059 41.7059 0.0000 0.665 41.7059 41.7059 0.0000 0.6652 41.7059 41.7060 0.0001 0.6654 41.7059 41.7060 0.0001 0.6656 41.7059 41.7060 0.0001 0.6658 41.7059 41.7060 0.0001 0.666 41.7059 41.7061 0.0002 0.6662 41.7059 41.7061 0.0002 0.6664 41.7059 41.7062 0.0003 0.6666 41.7059 No new minimum was found during steppar Exiting smart_step Current chisq = 41.705900 New lower guess = 0.501632 New upper guess = 0.827532 smart_error iteration no. 2 Current chisq = 41.705900 Current parameter value = 0.664582 Parameter lower bound guess = 0.501632 Parameter upper bound guess = 0.827532 smart_step 2 0.664582 0.501632 10 Stepping range = 0.501632 - 0.664582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.501632 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7240 0.0181 0.6483 41.7059 41.7797 0.0738 0.632 41.7059 41.8753 0.1694 0.6157 41.7059 42.0133 0.3074 0.5994 41.7059 42.1963 0.4904 0.5831 41.7059 42.4270 0.7211 0.5668 41.7059 42.7082 1.0023 0.5505 41.7059 43.0429 1.3370 0.5342 41.7059 43.4342 1.7283 0.5179 41.7059 43.8854 2.1795 0.5016 41.7059 No new minimum was found during steppar Exiting smart_step smart_step 2 0.664582 0.827532 10 Stepping range = 0.664582 - 0.827532 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.827532 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7233 0.0174 0.6809 41.7059 41.7739 0.0680 0.6972 41.7059 41.8559 0.1500 0.7135 41.7059 41.9674 0.2615 0.7298 41.7059 42.1065 0.4006 0.7461 41.7059 42.2716 0.5657 0.7624 41.7059 42.4611 0.7552 0.7786 41.7059 42.6735 0.9676 0.7949 41.7059 42.9073 1.2014 0.8112 41.7059 43.1612 1.4553 0.8275 41.7059 No new minimum was found during steppar Exiting smart_step Current chisq = 41.705900 New lower guess = 0.390879 New upper guess = 1.02979 smart_error iteration no. 3 Current chisq = 41.705900 Current parameter value = 0.664582 Parameter lower bound guess = 0.390879 Parameter upper bound guess = 1.02979 smart_step 2 0.664582 0.390879 10 Stepping range = 0.390879 - 0.664582 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 0.390879 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7576 0.0517 0.6372 41.7059 41.9199 0.2140 0.6098 41.7059 42.2044 0.4985 0.5825 41.7059 42.6238 0.9179 0.5551 41.7059 43.1918 1.4859 0.5277 41.7059 43.9232 2.2173 0.5004 41.7059 44.8340 3.1281 0.473 41.7059 45.9411 4.2352 0.4456 41.7059 47.2628 5.5569 0.4182 41.7059 48.8179 7.1120 0.3909 41.7059 No new minimum was found during steppar Exiting smart_step smart_step 2 0.664582 1.02979 10 Stepping range = 0.664582 - 1.02979 Hard limits = 0, 1e+06 smart_step iteration 1 steppar 2 0.664582 1.02979 10 Chi-Squared Delta Mod param Original Chi-Squared 2 Chi-Squared 41.7059 0.0000 0.6646 41.7059 41.7909 0.0850 0.7011 41.7059 42.0312 0.3253 0.7376 41.7059 42.4064 0.7005 0.7741 41.7059 42.8987 1.1928 0.8107 41.7059 43.4923 1.7864 0.8472 41.7059 44.1731 2.4672 0.8837 41.7059 44.9289 3.2230 0.9202 41.7059 45.7486 4.0427 0.9567 41.7059 46.6227 4.9168 0.9933 41.7059 47.5426 5.8367 1.03 41.7059 No new minimum was found during steppar Exiting smart_step Current chisq = 41.705900 Found lower bound Found upper bound smart_error iteration no. 4 Final error range: (0.437577 - 0.980645) Saving qdp file in param_qdp/fullrun_pn_xmm0601270101_pi300-10000_pass1_cl_src14_pl_Nh.qdp