smart_error 3 dchi=4.605 log=param_log/fullrun_pn_xmm0083270301_pi300-10000_pass1_cl_src15_pl_Gamma.log param_name=Gamma {xtitle=\gG} qdp=param_qdp/fullrun_pn_xmm0083270301_pi300-10000_pass1_cl_src15_pl init_step=1 Initial range guess = 0.010000 Current chisq = 255.281000 Current parameter value = 5.49785 Parameter lower bound guess = 5.48785 Parameter upper bound guess = 5.50785 smart_step 3 5.49785 5.48785 10 Stepping range = 5.48785 - 5.49785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.48785 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2810 0.0000 5.497 255.2810 255.2810 0.0000 5.496 255.2810 255.2810 0.0000 5.495 255.2810 255.2810 0.0000 5.494 255.2810 255.2810 0.0000 5.493 255.2810 255.2810 0.0000 5.492 255.2810 255.2810 0.0000 5.491 255.2810 255.2810 0.0000 5.49 255.2810 255.2810 0.0000 5.489 255.2810 255.2810 0.0000 5.488 255.2810 No new minimum was found during steppar Exiting smart_step smart_step 3 5.49785 5.50785 10 Stepping range = 5.49785 - 5.50785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.50785 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2810 0.0000 5.499 255.2810 255.2810 0.0000 5.5 255.2810 255.2810 0.0000 5.501 255.2810 255.2810 0.0000 5.502 255.2810 255.2810 0.0000 5.503 255.2810 255.2810 0.0000 5.504 255.2810 255.2810 0.0000 5.505 255.2810 255.2810 0.0000 5.506 255.2810 255.2810 0.0000 5.507 255.2810 255.2810 0.0000 5.508 255.2810 No new minimum was found during steppar Exiting smart_step Current chisq = 255.281000 New lower guess = 5.47785 New upper guess = 5.51785 smart_error iteration no. 1 Current chisq = 255.281000 Current parameter value = 5.49785 Parameter lower bound guess = 5.47785 Parameter upper bound guess = 5.51785 smart_step 3 5.49785 5.47785 10 Stepping range = 5.47785 - 5.49785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.47785 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2810 0.0000 5.496 255.2810 255.2810 0.0000 5.494 255.2810 255.2810 0.0000 5.492 255.2810 255.2810 0.0000 5.49 255.2810 255.2810 0.0000 5.488 255.2810 255.2810 0.0000 5.486 255.2810 255.2820 0.0010 5.484 255.2810 255.2820 0.0010 5.482 255.2810 255.2820 0.0010 5.48 255.2810 255.2830 0.0020 5.478 255.2810 No new minimum was found during steppar Exiting smart_step smart_step 3 5.49785 5.51785 10 Stepping range = 5.49785 - 5.51785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.51785 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2810 0.0000 5.5 255.2810 255.2810 0.0000 5.502 255.2810 255.2810 0.0000 5.504 255.2810 255.2810 0.0000 5.506 255.2810 255.2810 0.0000 5.508 255.2810 255.2820 0.0010 5.51 255.2810 255.2820 0.0010 5.512 255.2810 255.2820 0.0010 5.514 255.2810 255.2820 0.0010 5.516 255.2810 255.2830 0.0020 5.518 255.2810 No new minimum was found during steppar Exiting smart_step Current chisq = 255.281000 New lower guess = 5.09149 New upper guess = 5.90421 smart_error iteration no. 2 Current chisq = 255.281000 Current parameter value = 5.49785 Parameter lower bound guess = 5.09149 Parameter upper bound guess = 5.90421 smart_step 3 5.49785 5.09149 10 Stepping range = 5.09149 - 5.49785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.09149 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2880 0.0070 5.457 255.2810 255.3100 0.0290 5.417 255.2810 255.3470 0.0660 5.376 255.2810 255.4000 0.1190 5.335 255.2810 255.4710 0.1900 5.295 255.2810 255.5590 0.2780 5.254 255.2810 255.6650 0.3840 5.213 255.2810 255.7910 0.5100 5.173 255.2810 255.9370 0.6560 5.132 255.2810 256.1030 0.8220 5.091 255.2810 No new minimum was found during steppar Exiting smart_step smart_step 3 5.49785 5.90421 10 Stepping range = 5.49785 - 5.90421 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 5.90421 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.2880 0.0070 5.538 255.2810 255.3090 0.0280 5.579 255.2810 255.3430 0.0620 5.62 255.2810 255.3900 0.1090 5.66 255.2810 255.4480 0.1670 5.701 255.2810 255.5180 0.2370 5.742 255.2810 255.5990 0.3180 5.782 255.2810 255.6900 0.4090 5.823 255.2810 255.7920 0.5110 5.864 255.2810 255.9030 0.6220 5.904 255.2810 No new minimum was found during steppar Exiting smart_step Current chisq = 255.281000 New lower guess = 4.39038 New upper guess = 6.88751 smart_error iteration no. 3 Current chisq = 255.281000 Current parameter value = 5.49785 Parameter lower bound guess = 4.39038 Parameter upper bound guess = 6.88751 smart_step 3 5.49785 4.39038 10 Stepping range = 4.39038 - 5.49785 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 4.39038 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.3350 0.0540 5.387 255.2810 255.5080 0.2270 5.276 255.2810 255.8150 0.5340 5.166 255.2810 256.2720 0.9910 5.055 255.2810 256.8990 1.6180 4.944 255.2810 257.7150 2.4340 4.833 255.2810 258.7430 3.4620 4.723 255.2810 260.0090 4.7280 4.612 255.2810 261.5400 6.2590 4.501 255.2810 263.3660 8.0850 4.39 255.2810 No new minimum was found during steppar Exiting smart_step smart_step 3 5.49785 6.88751 10 Stepping range = 5.49785 - 6.88751 Hard limits = -3, 10 smart_step iteration 1 steppar 3 5.49785 6.88751 10 Chi-Squared Delta Mod param Original Chi-Squared 3 Chi-Squared 255.2810 0.0000 5.498 255.2810 255.3610 0.0800 5.637 255.2810 255.5850 0.3040 5.776 255.2810 255.9330 0.6520 5.915 255.2810 256.3880 1.1070 6.054 255.2810 256.9340 1.6530 6.193 255.2810 257.5600 2.2790 6.332 255.2810 258.2540 2.9730 6.471 255.2810 259.0070 3.7260 6.61 255.2810 259.8110 4.5300 6.749 255.2810 260.6580 5.3770 6.888 255.2810 No new minimum was found during steppar Exiting smart_step Current chisq = 255.281000 Found lower bound Found upper bound smart_error iteration no. 4 Final error range: (4.62192 - 6.76135) Saving qdp file in param_qdp/fullrun_pn_xmm0083270301_pi300-10000_pass1_cl_src15_pl_Gamma.qdp