------------------------------------------------------------------ | Welcome to ROOT 6.28/06 https://root.cern | | (c) 1995-2023, The ROOT Team; conception: R. Brun, F. Rademakers | | Built for linuxx8664gcc on Aug 28 2023, 11:29:15 | | From tags/v6-28-06@v6-28-06 | | With g++ (GCC) 11.3.0 | | Try '.help'/'.?', '.demo', '.license', '.credits', '.quit'/'.q' | ------------------------------------------------------------------ Processing toyModel_1D_and_2D_wBB.C(false,false,true,2)... >>>>>> HistFactory toy fit in 2D.. Beeston-Barlow is activated >>>>>> Loading histograms from file.. histoBG ==> Defining the measurement [#2] PROGRESS:HistFactory -- Getting histogram histoFile.root:/histoData [#2] INFO:HistFactory -- Opened input file: histoFile.root: [#2] PROGRESS:HistFactory -- Getting histogram histoFile_reNorm.root:/histoSig [#2] INFO:HistFactory -- Opened input file: histoFile_reNorm.root: [#2] PROGRESS:HistFactory -- Getting histogram histoFile_reNorm.root:/histoBG ==> Setting up workspace [#2] INFO:HistFactory -- Making Model and Measurements (Fast) for measurement: B2D0MuNu [#2] INFO:HistFactory -- using lumi = 1 and lumiError = 0.1 including bins between 0 and 1 [#2] INFO:HistFactory -- fixing the following parameters: [#2] INFO:HistFactory -- Creating the output file: _B2D0MuNu.root [#2] INFO:HistFactory -- Creating the table file: _results.table [#2] INFO:HistFactory -- Creating the HistoToWorkspaceFactoryFast factory [#2] INFO:HistFactory -- Setting preprocess functions [#2] PROGRESS:HistFactory -- Starting to process channel: BMCorr [#2] PROGRESS:HistFactory -- ----------------------------------------- Starting to process 'BMCorr' channel with 2 observables ----------------------------------------- [#2] INFO:HistFactory -- making normFactor: norm_histoSig [#2] INFO:HistFactory -- making normFactor: num_histoSig [#2] INFO:HistFactory -- processing hist histoSig [#2] INFO:HistFactory -- histoSig_BMCorr has no variation histograms [#2] INFO:HistFactory -- Sample: histoSig to be included in Stat Error for channel BMCorr [#2] INFO:HistFactory -- Making Statistical Uncertainty Hist for Channel: BMCorr Sample: histoSig [#2] INFO:HistFactory -- making normFactor: norm_histoBG [#2] INFO:HistFactory -- making normFactor: num_histoBG [#2] INFO:HistFactory -- processing hist histoBG [#2] INFO:HistFactory -- histoBG_BMCorr has no variation histograms [#2] INFO:HistFactory -- Sample: histoBG to be included in Stat Error for channel BMCorr [#2] INFO:HistFactory -- Making Statistical Uncertainty Hist for Channel: BMCorr Sample: histoBG [#2] INFO:HistFactory -- Making Total Uncertainty for bin 18 Error = 4.39941 CentralVal = 19.1766 RelativeError = 0.229416 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 19 Error = 3.4963 CentralVal = 12.1115 RelativeError = 0.288675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 20 Error = 3.4963 CentralVal = 12.1115 RelativeError = 0.288675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 21 Error = 4.03718 CentralVal = 16.1487 RelativeError = 0.25 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 22 Error = 3.90898 CentralVal = 15.1394 RelativeError = 0.258199 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 23 Error = 4.62517 CentralVal = 21.1952 RelativeError = 0.218218 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 24 Error = 4.03718 CentralVal = 16.1487 RelativeError = 0.25 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 25 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 26 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 27 Error = 4.03718 CentralVal = 16.1487 RelativeError = 0.25 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 28 Error = 4.73401 CentralVal = 22.2045 RelativeError = 0.213201 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 29 Error = 4.39941 CentralVal = 19.1766 RelativeError = 0.229416 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 30 Error = 5.24445 CentralVal = 27.251 RelativeError = 0.19245 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 31 Error = 5.79796 CentralVal = 33.3067 RelativeError = 0.174078 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 32 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 35 Error = 4.28208 CentralVal = 18.1673 RelativeError = 0.235702 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 36 Error = 3.90898 CentralVal = 15.1394 RelativeError = 0.258199 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 37 Error = 3.90898 CentralVal = 15.1394 RelativeError = 0.258199 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 38 Error = 4.73401 CentralVal = 22.2045 RelativeError = 0.213201 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 39 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 40 Error = 3.90898 CentralVal = 15.1394 RelativeError = 0.258199 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 41 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 42 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 43 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 44 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 45 Error = 5.70943 CentralVal = 32.2974 RelativeError = 0.176777 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 46 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 47 Error = 5.70943 CentralVal = 32.2974 RelativeError = 0.176777 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 48 Error = 6.61839 CentralVal = 43.3997 RelativeError = 0.152499 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 49 Error = 5.24445 CentralVal = 27.251 RelativeError = 0.19245 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 52 Error = 3.90898 CentralVal = 15.1394 RelativeError = 0.258199 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 53 Error = 4.28208 CentralVal = 18.1673 RelativeError = 0.235702 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 54 Error = 4.39941 CentralVal = 19.1766 RelativeError = 0.229416 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 55 Error = 4.39941 CentralVal = 19.1766 RelativeError = 0.229416 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 56 Error = 4.94451 CentralVal = 24.2231 RelativeError = 0.204124 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 57 Error = 4.28208 CentralVal = 18.1673 RelativeError = 0.235702 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 58 Error = 5.14641 CentralVal = 26.2417 RelativeError = 0.196116 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 59 Error = 5.79796 CentralVal = 33.3067 RelativeError = 0.174078 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 60 Error = 4.28208 CentralVal = 18.1673 RelativeError = 0.235702 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 61 Error = 4.73401 CentralVal = 22.2045 RelativeError = 0.213201 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 62 Error = 5.61952 CentralVal = 31.2881 RelativeError = 0.179605 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 63 Error = 5.43522 CentralVal = 29.2696 RelativeError = 0.185695 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 64 Error = 5.34069 CentralVal = 28.2603 RelativeError = 0.188982 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 65 Error = 5.61952 CentralVal = 31.2881 RelativeError = 0.179605 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 66 Error = 6.05577 CentralVal = 36.3346 RelativeError = 0.166667 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 69 Error = 4.39941 CentralVal = 19.1766 RelativeError = 0.229416 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 70 Error = 3.63906 CentralVal = 13.1208 RelativeError = 0.27735 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 71 Error = 5.61952 CentralVal = 31.2881 RelativeError = 0.179605 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 72 Error = 4.28208 CentralVal = 18.1673 RelativeError = 0.235702 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 73 Error = 4.94451 CentralVal = 24.2231 RelativeError = 0.204124 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 74 Error = 4.84041 CentralVal = 23.2138 RelativeError = 0.208514 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 75 Error = 5.14641 CentralVal = 26.2417 RelativeError = 0.196116 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 76 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 77 Error = 5.14641 CentralVal = 26.2417 RelativeError = 0.196116 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 78 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 79 Error = 6.1393 CentralVal = 37.3439 RelativeError = 0.164399 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 80 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 81 Error = 6.91938 CentralVal = 47.4369 RelativeError = 0.145865 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 82 Error = 6.38334 CentralVal = 40.3718 RelativeError = 0.158114 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 83 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 86 Error = 5.24445 CentralVal = 27.251 RelativeError = 0.19245 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 87 Error = 5.52814 CentralVal = 30.2788 RelativeError = 0.182574 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 88 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 89 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 90 Error = 4.73008 CentralVal = 22.1859 RelativeError = 0.213202 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 91 Error = 5.61621 CentralVal = 31.2696 RelativeError = 0.179606 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 92 Error = 5.79475 CentralVal = 33.2881 RelativeError = 0.174079 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 93 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 94 Error = 6.46264 CentralVal = 41.3811 RelativeError = 0.156174 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 95 Error = 6.22171 CentralVal = 38.3532 RelativeError = 0.162221 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 96 Error = 5.97107 CentralVal = 35.3253 RelativeError = 0.169031 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 97 Error = 6.46264 CentralVal = 41.3811 RelativeError = 0.156174 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 98 Error = 6.9926 CentralVal = 48.4462 RelativeError = 0.144338 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 99 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 100 Error = 6.30304 CentralVal = 39.3625 RelativeError = 0.160128 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 103 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 104 Error = 4.5137 CentralVal = 20.1859 RelativeError = 0.223607 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 105 Error = 5.70943 CentralVal = 32.2974 RelativeError = 0.176777 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 106 Error = 6.45689 CentralVal = 41.3439 RelativeError = 0.156175 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 107 Error = 6.43959 CentralVal = 41.2324 RelativeError = 0.156178 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 108 Error = 7.16383 CentralVal = 51.158 RelativeError = 0.140033 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 109 Error = 6.60433 CentralVal = 43.3067 RelativeError = 0.152501 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 110 Error = 5.14641 CentralVal = 26.2417 RelativeError = 0.196116 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 111 Error = 6.84537 CentralVal = 46.4276 RelativeError = 0.147442 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 112 Error = 6.6949 CentralVal = 44.409 RelativeError = 0.150756 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 113 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 114 Error = 6.61839 CentralVal = 43.3997 RelativeError = 0.152499 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 115 Error = 6.61839 CentralVal = 43.3997 RelativeError = 0.152499 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 116 Error = 6.22171 CentralVal = 38.3532 RelativeError = 0.162221 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 117 Error = 6.9926 CentralVal = 48.4462 RelativeError = 0.144338 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 120 Error = 5.04647 CentralVal = 25.2324 RelativeError = 0.2 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 121 Error = 5.34069 CentralVal = 28.2603 RelativeError = 0.188982 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 122 Error = 6.20975 CentralVal = 38.2788 RelativeError = 0.162224 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 123 Error = 7.75829 CentralVal = 60.093 RelativeError = 0.129105 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 124 Error = 10.1711 CentralVal = 103.721 RelativeError = 0.098062 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 125 Error = 9.3455 CentralVal = 87.6654 RelativeError = 0.106604 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 126 Error = 6.94726 CentralVal = 48.1301 RelativeError = 0.144343 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 127 Error = 6.29419 CentralVal = 39.3067 RelativeError = 0.16013 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 128 Error = 7.27813 CentralVal = 52.4833 RelativeError = 0.138675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 129 Error = 6.6949 CentralVal = 44.409 RelativeError = 0.150756 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 130 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 131 Error = 6.61839 CentralVal = 43.3997 RelativeError = 0.152499 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 132 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 133 Error = 7.81796 CentralVal = 60.5577 RelativeError = 0.129099 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 134 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 137 Error = 6.1393 CentralVal = 37.3439 RelativeError = 0.164399 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 138 Error = 4.84041 CentralVal = 23.2138 RelativeError = 0.208514 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 139 Error = 5.86617 CentralVal = 34.2045 RelativeError = 0.171503 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 140 Error = 10.6374 CentralVal = 113.572 RelativeError = 0.093662 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 141 Error = 15.9516 CentralVal = 256.215 RelativeError = 0.0622585 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 142 Error = 16.006 CentralVal = 258.085 RelativeError = 0.0620184 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 143 Error = 11.9269 CentralVal = 142.619 RelativeError = 0.0836275 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 144 Error = 6.81271 CentralVal = 46.2045 RelativeError = 0.147447 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 145 Error = 6.60996 CentralVal = 43.3439 RelativeError = 0.1525 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 146 Error = 7.62001 CentralVal = 57.5298 RelativeError = 0.132453 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 147 Error = 6.54098 CentralVal = 42.3904 RelativeError = 0.154303 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 148 Error = 7.34778 CentralVal = 53.4926 RelativeError = 0.137361 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 149 Error = 7.41677 CentralVal = 54.5019 RelativeError = 0.136083 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 150 Error = 7.55287 CentralVal = 56.5205 RelativeError = 0.133631 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 151 Error = 7.81796 CentralVal = 60.5577 RelativeError = 0.129099 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 154 Error = 5.24445 CentralVal = 27.251 RelativeError = 0.19245 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 155 Error = 5.96796 CentralVal = 35.3067 RelativeError = 0.169032 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 156 Error = 8.18911 CentralVal = 67.0279 RelativeError = 0.122175 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 157 Error = 16.5017 CentralVal = 274.141 RelativeError = 0.0601942 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 158 Error = 24.8029 CentralVal = 620.064 RelativeError = 0.0400005 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 159 Error = 24.2333 CentralVal = 592.102 RelativeError = 0.0409277 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 160 Error = 16.0587 CentralVal = 259.429 RelativeError = 0.0619 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 161 Error = 9.91681 CentralVal = 98.1673 RelativeError = 0.101019 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 162 Error = 6.53529 CentralVal = 42.3532 RelativeError = 0.154305 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 163 Error = 6.46264 CentralVal = 41.3811 RelativeError = 0.156174 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 164 Error = 7.88285 CentralVal = 61.567 RelativeError = 0.128037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 165 Error = 7.75254 CentralVal = 59.5484 RelativeError = 0.130189 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 166 Error = 8.19955 CentralVal = 66.6135 RelativeError = 0.123091 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 167 Error = 8.1372 CentralVal = 65.6042 RelativeError = 0.124035 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 168 Error = 7.27813 CentralVal = 52.4833 RelativeError = 0.138675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 171 Error = 5.14641 CentralVal = 26.2417 RelativeError = 0.196116 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 172 Error = 6.53245 CentralVal = 42.3346 RelativeError = 0.154305 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 173 Error = 9.78319 CentralVal = 95.8513 RelativeError = 0.102066 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 174 Error = 18.3002 CentralVal = 337.435 RelativeError = 0.0542334 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 175 Error = 29.7075 CentralVal = 890.23 RelativeError = 0.0333706 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 176 Error = 30.0133 CentralVal = 908.36 RelativeError = 0.0330412 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 177 Error = 18.8289 CentralVal = 357.249 RelativeError = 0.0527054 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 178 Error = 9.85589 CentralVal = 97.0651 RelativeError = 0.101539 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 179 Error = 7.32751 CentralVal = 53.3439 RelativeError = 0.137364 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 180 Error = 6.61839 CentralVal = 43.3997 RelativeError = 0.152499 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 181 Error = 6.77056 CentralVal = 45.4183 RelativeError = 0.149071 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 182 Error = 8.38383 CentralVal = 69.6413 RelativeError = 0.120386 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 183 Error = 8.01103 CentralVal = 63.5856 RelativeError = 0.125988 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 184 Error = 8.32286 CentralVal = 68.6321 RelativeError = 0.121268 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 185 Error = 7.88285 CentralVal = 61.567 RelativeError = 0.128037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 188 Error = 6.22171 CentralVal = 38.3532 RelativeError = 0.162221 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 189 Error = 6.68379 CentralVal = 44.3346 RelativeError = 0.150758 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 190 Error = 9.99857 CentralVal = 99.9814 RelativeError = 0.100004 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 191 Error = 19.8628 CentralVal = 397.249 RelativeError = 0.050001 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 192 Error = 30.0133 CentralVal = 908.36 RelativeError = 0.0330412 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 193 Error = 30.2481 CentralVal = 922.434 RelativeError = 0.0327916 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 194 Error = 19.8255 CentralVal = 395.509 RelativeError = 0.0501267 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 195 Error = 10.7182 CentralVal = 114.935 RelativeError = 0.0932545 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 196 Error = 7.88049 CentralVal = 61.5484 RelativeError = 0.128037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 197 Error = 7.48513 CentralVal = 55.5112 RelativeError = 0.13484 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 198 Error = 7.88285 CentralVal = 61.567 RelativeError = 0.128037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 199 Error = 9.41408 CentralVal = 87.8087 RelativeError = 0.107211 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 200 Error = 8.91385 CentralVal = 78.725 RelativeError = 0.113228 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 201 Error = 8.62342 CentralVal = 73.6785 RelativeError = 0.117041 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 202 Error = 7.9472 CentralVal = 62.5763 RelativeError = 0.127 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 205 Error = 7.68656 CentralVal = 58.5391 RelativeError = 0.131306 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 206 Error = 6.69213 CentralVal = 44.3904 RelativeError = 0.150756 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 207 Error = 8.681 CentralVal = 75.1766 RelativeError = 0.115475 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 208 Error = 15.5935 CentralVal = 244.569 RelativeError = 0.0637594 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 209 Error = 23.7946 CentralVal = 570.566 RelativeError = 0.0417035 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 210 Error = 24.3481 CentralVal = 597.39 RelativeError = 0.0407575 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 211 Error = 16.2616 CentralVal = 265.708 RelativeError = 0.061201 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 212 Error = 10.1795 CentralVal = 103.307 RelativeError = 0.0985367 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 213 Error = 7.68414 CentralVal = 58.5205 RelativeError = 0.131307 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 214 Error = 8.38383 CentralVal = 69.6413 RelativeError = 0.120386 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 215 Error = 7.48513 CentralVal = 55.5112 RelativeError = 0.13484 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 216 Error = 8.62342 CentralVal = 73.6785 RelativeError = 0.117041 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 217 Error = 7.75254 CentralVal = 59.5484 RelativeError = 0.130189 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 218 Error = 8.50447 CentralVal = 71.6599 RelativeError = 0.118678 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 219 Error = 9.73329 CentralVal = 93.8644 RelativeError = 0.103695 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 222 Error = 6.22171 CentralVal = 38.3532 RelativeError = 0.162221 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 223 Error = 7.20781 CentralVal = 51.474 RelativeError = 0.140028 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 224 Error = 8.15636 CentralVal = 66.2603 RelativeError = 0.123096 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 225 Error = 12.0089 CentralVal = 144.6 RelativeError = 0.0830488 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 226 Error = 16.9617 CentralVal = 289.336 RelativeError = 0.0586226 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 227 Error = 16.9371 CentralVal = 288.42 RelativeError = 0.0587237 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 228 Error = 12.6963 CentralVal = 161.591 RelativeError = 0.0785706 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 229 Error = 9.16879 CentralVal = 83.5298 RelativeError = 0.109767 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 230 Error = 7.41677 CentralVal = 54.5019 RelativeError = 0.136083 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 231 Error = 8.68228 CentralVal = 74.6878 RelativeError = 0.116248 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 232 Error = 8.26143 CentralVal = 67.6228 RelativeError = 0.122169 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 233 Error = 8.38383 CentralVal = 69.6413 RelativeError = 0.120386 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 234 Error = 8.91385 CentralVal = 78.725 RelativeError = 0.113228 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 235 Error = 9.02741 CentralVal = 80.7436 RelativeError = 0.111803 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 236 Error = 8.32286 CentralVal = 68.6321 RelativeError = 0.121268 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 239 Error = 7.34778 CentralVal = 53.4926 RelativeError = 0.137361 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 240 Error = 7.27813 CentralVal = 52.4833 RelativeError = 0.138675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 241 Error = 8.31839 CentralVal = 68.5949 RelativeError = 0.121268 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 242 Error = 8.73309 CentralVal = 76.1301 RelativeError = 0.114713 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 243 Error = 10.3928 CentralVal = 108 RelativeError = 0.0962292 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 244 Error = 10.9583 CentralVal = 120.037 RelativeError = 0.091291 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 245 Error = 10.5792 CentralVal = 111.455 RelativeError = 0.0949191 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 246 Error = 8.31616 CentralVal = 68.5763 RelativeError = 0.121269 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 247 Error = 7.27813 CentralVal = 52.4833 RelativeError = 0.138675 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 248 Error = 8.38383 CentralVal = 69.6413 RelativeError = 0.120386 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 249 Error = 8.85653 CentralVal = 77.7157 RelativeError = 0.113961 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 250 Error = 9.08365 CentralVal = 81.7529 RelativeError = 0.111111 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 251 Error = 9.62806 CentralVal = 91.8458 RelativeError = 0.104828 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 252 Error = 9.57501 CentralVal = 90.8365 RelativeError = 0.105409 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 253 Error = 9.57501 CentralVal = 90.8365 RelativeError = 0.105409 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 256 Error = 7.48513 CentralVal = 55.5112 RelativeError = 0.13484 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 257 Error = 7.88285 CentralVal = 61.567 RelativeError = 0.128037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 258 Error = 7.9472 CentralVal = 62.5763 RelativeError = 0.127 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 259 Error = 8.85443 CentralVal = 77.6971 RelativeError = 0.113961 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 260 Error = 9.17487 CentralVal = 83.5856 RelativeError = 0.109766 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 261 Error = 8.88251 CentralVal = 78.4462 RelativeError = 0.113231 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 262 Error = 8.90759 CentralVal = 78.6692 RelativeError = 0.113228 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 263 Error = 9.13955 CentralVal = 82.7622 RelativeError = 0.110432 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 264 Error = 8.01103 CentralVal = 63.5856 RelativeError = 0.125988 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 265 Error = 8.26143 CentralVal = 67.6228 RelativeError = 0.122169 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 266 Error = 8.85653 CentralVal = 77.7157 RelativeError = 0.113961 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 267 Error = 10.1433 CentralVal = 101.939 RelativeError = 0.0995037 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 268 Error = 9.13955 CentralVal = 82.7622 RelativeError = 0.110432 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 269 Error = 9.73329 CentralVal = 93.8644 RelativeError = 0.103695 [#2] INFO:HistFactory -- Making Total Uncertainty for bin 270 Error = 10.2928 CentralVal = 104.967 RelativeError = 0.0980581 [#2] INFO:HistFactory -- About to create Constraint Terms from: mc_stat_BMCorr params: (gamma_stat_BMCorr_bin_0_0,gamma_stat_BMCorr_bin_1_0,gamma_stat_BMCorr_bin_2_0,gamma_stat_BMCorr_bin_3_0,gamma_stat_BMCorr_bin_4_0,gamma_stat_BMCorr_bin_5_0,gamma_stat_BMCorr_bin_6_0,gamma_stat_BMCorr_bin_7_0,gamma_stat_BMCorr_bin_8_0,gamma_stat_BMCorr_bin_9_0,gamma_stat_BMCorr_bin_10_0,gamma_stat_BMCorr_bin_11_0,gamma_stat_BMCorr_bin_12_0,gamma_stat_BMCorr_bin_13_0,gamma_stat_BMCorr_bin_14_0,gamma_stat_BMCorr_bin_0_1,gamma_stat_BMCorr_bin_1_1,gamma_stat_BMCorr_bin_2_1,gamma_stat_BMCorr_bin_3_1,gamma_stat_BMCorr_bin_4_1,gamma_stat_BMCorr_bin_5_1,gamma_stat_BMCorr_bin_6_1,gamma_stat_BMCorr_bin_7_1,gamma_stat_BMCorr_bin_8_1,gamma_stat_BMCorr_bin_9_1,gamma_stat_BMCorr_bin_10_1,gamma_stat_BMCorr_bin_11_1,gamma_stat_BMCorr_bin_12_1,gamma_stat_BMCorr_bin_13_1,gamma_stat_BMCorr_bin_14_1,gamma_stat_BMCorr_bin_0_2,gamma_stat_BMCorr_bin_1_2,gamma_stat_BMCorr_bin_2_2,gamma_stat_BMCorr_bin_3_2,gamma_stat_BMCorr_bin_4_2,gamma_stat_BMCorr_bin_5_2,gamma_stat_BMCorr_bin_6_2,gamma_stat_BMCorr_bin_7_2,gamma_stat_BMCorr_bin_8_2,gamma_stat_BMCorr_bin_9_2,gamma_stat_BMCorr_bin_10_2,gamma_stat_BMCorr_bin_11_2,gamma_stat_BMCorr_bin_12_2,gamma_stat_BMCorr_bin_13_2,gamma_stat_BMCorr_bin_14_2,gamma_stat_BMCorr_bin_0_3,gamma_stat_BMCorr_bin_1_3,gamma_stat_BMCorr_bin_2_3,gamma_stat_BMCorr_bin_3_3,gamma_stat_BMCorr_bin_4_3,gamma_stat_BMCorr_bin_5_3,gamma_stat_BMCorr_bin_6_3,gamma_stat_BMCorr_bin_7_3,gamma_stat_BMCorr_bin_8_3,gamma_stat_BMCorr_bin_9_3,gamma_stat_BMCorr_bin_10_3,gamma_stat_BMCorr_bin_11_3,gamma_stat_BMCorr_bin_12_3,gamma_stat_BMCorr_bin_13_3,gamma_stat_BMCorr_bin_14_3,gamma_stat_BMCorr_bin_0_4,gamma_stat_BMCorr_bin_1_4,gamma_stat_BMCorr_bin_2_4,gamma_stat_BMCorr_bin_3_4,gamma_stat_BMCorr_bin_4_4,gamma_stat_BMCorr_bin_5_4,gamma_stat_BMCorr_bin_6_4,gamma_stat_BMCorr_bin_7_4,gamma_stat_BMCorr_bin_8_4,gamma_stat_BMCorr_bin_9_4,gamma_stat_BMCorr_bin_10_4,gamma_stat_BMCorr_bin_11_4,gamma_stat_BMCorr_bin_12_4,gamma_stat_BMCorr_bin_13_4,gamma_stat_BMCorr_bin_14_4,gamma_stat_BMCorr_bin_0_5,gamma_stat_BMCorr_bin_1_5,gamma_stat_BMCorr_bin_2_5,gamma_stat_BMCorr_bin_3_5,gamma_stat_BMCorr_bin_4_5,gamma_stat_BMCorr_bin_5_5,gamma_stat_BMCorr_bin_6_5,gamma_stat_BMCorr_bin_7_5,gamma_stat_BMCorr_bin_8_5,gamma_stat_BMCorr_bin_9_5,gamma_stat_BMCorr_bin_10_5,gamma_stat_BMCorr_bin_11_5,gamma_stat_BMCorr_bin_12_5,gamma_stat_BMCorr_bin_13_5,gamma_stat_BMCorr_bin_14_5,gamma_stat_BMCorr_bin_0_6,gamma_stat_BMCorr_bin_1_6,gamma_stat_BMCorr_bin_2_6,gamma_stat_BMCorr_bin_3_6,gamma_stat_BMCorr_bin_4_6,gamma_stat_BMCorr_bin_5_6,gamma_stat_BMCorr_bin_6_6,gamma_stat_BMCorr_bin_7_6,gamma_stat_BMCorr_bin_8_6,gamma_stat_BMCorr_bin_9_6,gamma_stat_BMCorr_bin_10_6,gamma_stat_BMCorr_bin_11_6,gamma_stat_BMCorr_bin_12_6,gamma_stat_BMCorr_bin_13_6,gamma_stat_BMCorr_bin_14_6,gamma_stat_BMCorr_bin_0_7,gamma_stat_BMCorr_bin_1_7,gamma_stat_BMCorr_bin_2_7,gamma_stat_BMCorr_bin_3_7,gamma_stat_BMCorr_bin_4_7,gamma_stat_BMCorr_bin_5_7,gamma_stat_BMCorr_bin_6_7,gamma_stat_BMCorr_bin_7_7,gamma_stat_BMCorr_bin_8_7,gamma_stat_BMCorr_bin_9_7,gamma_stat_BMCorr_bin_10_7,gamma_stat_BMCorr_bin_11_7,gamma_stat_BMCorr_bin_12_7,gamma_stat_BMCorr_bin_13_7,gamma_stat_BMCorr_bin_14_7,gamma_stat_BMCorr_bin_0_8,gamma_stat_BMCorr_bin_1_8,gamma_stat_BMCorr_bin_2_8,gamma_stat_BMCorr_bin_3_8,gamma_stat_BMCorr_bin_4_8,gamma_stat_BMCorr_bin_5_8,gamma_stat_BMCorr_bin_6_8,gamma_stat_BMCorr_bin_7_8,gamma_stat_BMCorr_bin_8_8,gamma_stat_BMCorr_bin_9_8,gamma_stat_BMCorr_bin_10_8,gamma_stat_BMCorr_bin_11_8,gamma_stat_BMCorr_bin_12_8,gamma_stat_BMCorr_bin_13_8,gamma_stat_BMCorr_bin_14_8,gamma_stat_BMCorr_bin_0_9,gamma_stat_BMCorr_bin_1_9,gamma_stat_BMCorr_bin_2_9,gamma_stat_BMCorr_bin_3_9,gamma_stat_BMCorr_bin_4_9,gamma_stat_BMCorr_bin_5_9,gamma_stat_BMCorr_bin_6_9,gamma_stat_BMCorr_bin_7_9,gamma_stat_BMCorr_bin_8_9,gamma_stat_BMCorr_bin_9_9,gamma_stat_BMCorr_bin_10_9,gamma_stat_BMCorr_bin_11_9,gamma_stat_BMCorr_bin_12_9,gamma_stat_BMCorr_bin_13_9,gamma_stat_BMCorr_bin_14_9,gamma_stat_BMCorr_bin_0_10,gamma_stat_BMCorr_bin_1_10,gamma_stat_BMCorr_bin_2_10,gamma_stat_BMCorr_bin_3_10,gamma_stat_BMCorr_bin_4_10,gamma_stat_BMCorr_bin_5_10,gamma_stat_BMCorr_bin_6_10,gamma_stat_BMCorr_bin_7_10,gamma_stat_BMCorr_bin_8_10,gamma_stat_BMCorr_bin_9_10,gamma_stat_BMCorr_bin_10_10,gamma_stat_BMCorr_bin_11_10,gamma_stat_BMCorr_bin_12_10,gamma_stat_BMCorr_bin_13_10,gamma_stat_BMCorr_bin_14_10,gamma_stat_BMCorr_bin_0_11,gamma_stat_BMCorr_bin_1_11,gamma_stat_BMCorr_bin_2_11,gamma_stat_BMCorr_bin_3_11,gamma_stat_BMCorr_bin_4_11,gamma_stat_BMCorr_bin_5_11,gamma_stat_BMCorr_bin_6_11,gamma_stat_BMCorr_bin_7_11,gamma_stat_BMCorr_bin_8_11,gamma_stat_BMCorr_bin_9_11,gamma_stat_BMCorr_bin_10_11,gamma_stat_BMCorr_bin_11_11,gamma_stat_BMCorr_bin_12_11,gamma_stat_BMCorr_bin_13_11,gamma_stat_BMCorr_bin_14_11,gamma_stat_BMCorr_bin_0_12,gamma_stat_BMCorr_bin_1_12,gamma_stat_BMCorr_bin_2_12,gamma_stat_BMCorr_bin_3_12,gamma_stat_BMCorr_bin_4_12,gamma_stat_BMCorr_bin_5_12,gamma_stat_BMCorr_bin_6_12,gamma_stat_BMCorr_bin_7_12,gamma_stat_BMCorr_bin_8_12,gamma_stat_BMCorr_bin_9_12,gamma_stat_BMCorr_bin_10_12,gamma_stat_BMCorr_bin_11_12,gamma_stat_BMCorr_bin_12_12,gamma_stat_BMCorr_bin_13_12,gamma_stat_BMCorr_bin_14_12,gamma_stat_BMCorr_bin_0_13,gamma_stat_BMCorr_bin_1_13,gamma_stat_BMCorr_bin_2_13,gamma_stat_BMCorr_bin_3_13,gamma_stat_BMCorr_bin_4_13,gamma_stat_BMCorr_bin_5_13,gamma_stat_BMCorr_bin_6_13,gamma_stat_BMCorr_bin_7_13,gamma_stat_BMCorr_bin_8_13,gamma_stat_BMCorr_bin_9_13,gamma_stat_BMCorr_bin_10_13,gamma_stat_BMCorr_bin_11_13,gamma_stat_BMCorr_bin_12_13,gamma_stat_BMCorr_bin_13_13,gamma_stat_BMCorr_bin_14_13,gamma_stat_BMCorr_bin_0_14,gamma_stat_BMCorr_bin_1_14,gamma_stat_BMCorr_bin_2_14,gamma_stat_BMCorr_bin_3_14,gamma_stat_BMCorr_bin_4_14,gamma_stat_BMCorr_bin_5_14,gamma_stat_BMCorr_bin_6_14,gamma_stat_BMCorr_bin_7_14,gamma_stat_BMCorr_bin_8_14,gamma_stat_BMCorr_bin_9_14,gamma_stat_BMCorr_bin_10_14,gamma_stat_BMCorr_bin_11_14,gamma_stat_BMCorr_bin_12_14,gamma_stat_BMCorr_bin_13_14,gamma_stat_BMCorr_bin_14_14) [#2] INFO:HistFactory -- Using Poisson StatErrors in channel: BMCorr [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_0. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_1. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_2. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_3. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_4. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_5. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_6. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_7. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_8. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_9. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_10. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_11. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_12. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_13. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_0_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_1_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_2_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_3_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_4_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_5_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_6_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_7_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_8_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_9_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_10_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_11_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_12_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_13_14. Type of constraint: 1 [#2] INFO:HistFactory -- Creating constraint for: gamma_stat_BMCorr_bin_14_14. Type of constraint: 1 [#2] PROGRESS:HistFactory -- ----------------------------------------- import model into workspace ----------------------------------------- [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr,obs_y_BMCorr) RooDataSet::AsimovData[obs_x_BMCorr,obs_y_BMCorr,weight:binWeightAsimov] = 225 entries (19999.9 weighted) RooWorkspace(BMCorr) BMCorr workspace contents variables --------- (Lumi,gamma_stat_BMCorr_bin_0_0,gamma_stat_BMCorr_bin_0_1,gamma_stat_BMCorr_bin_0_10,gamma_stat_BMCorr_bin_0_11,gamma_stat_BMCorr_bin_0_12,gamma_stat_BMCorr_bin_0_13,gamma_stat_BMCorr_bin_0_14,gamma_stat_BMCorr_bin_0_2,gamma_stat_BMCorr_bin_0_3,gamma_stat_BMCorr_bin_0_4,gamma_stat_BMCorr_bin_0_5,gamma_stat_BMCorr_bin_0_6,gamma_stat_BMCorr_bin_0_7,gamma_stat_BMCorr_bin_0_8,gamma_stat_BMCorr_bin_0_9,gamma_stat_BMCorr_bin_10_0,gamma_stat_BMCorr_bin_10_1,gamma_stat_BMCorr_bin_10_10,gamma_stat_BMCorr_bin_10_11,gamma_stat_BMCorr_bin_10_12,gamma_stat_BMCorr_bin_10_13,gamma_stat_BMCorr_bin_10_14,gamma_stat_BMCorr_bin_10_2,gamma_stat_BMCorr_bin_10_3,gamma_stat_BMCorr_bin_10_4,gamma_stat_BMCorr_bin_10_5,gamma_stat_BMCorr_bin_10_6,gamma_stat_BMCorr_bin_10_7,gamma_stat_BMCorr_bin_10_8,gamma_stat_BMCorr_bin_10_9,gamma_stat_BMCorr_bin_11_0,gamma_stat_BMCorr_bin_11_1,gamma_stat_BMCorr_bin_11_10,gamma_stat_BMCorr_bin_11_11,gamma_stat_BMCorr_bin_11_12,gamma_stat_BMCorr_bin_11_13,gamma_stat_BMCorr_bin_11_14,gamma_stat_BMCorr_bin_11_2,gamma_stat_BMCorr_bin_11_3,gamma_stat_BMCorr_bin_11_4,gamma_stat_BMCorr_bin_11_5,gamma_stat_BMCorr_bin_11_6,gamma_stat_BMCorr_bin_11_7,gamma_stat_BMCorr_bin_11_8,gamma_stat_BMCorr_bin_11_9,gamma_stat_BMCorr_bin_12_0,gamma_stat_BMCorr_bin_12_1,gamma_stat_BMCorr_bin_12_10,gamma_stat_BMCorr_bin_12_11,gamma_stat_BMCorr_bin_12_12,gamma_stat_BMCorr_bin_12_13,gamma_stat_BMCorr_bin_12_14,gamma_stat_BMCorr_bin_12_2,gamma_stat_BMCorr_bin_12_3,gamma_stat_BMCorr_bin_12_4,gamma_stat_BMCorr_bin_12_5,gamma_stat_BMCorr_bin_12_6,gamma_stat_BMCorr_bin_12_7,gamma_stat_BMCorr_bin_12_8,gamma_stat_BMCorr_bin_12_9,gamma_stat_BMCorr_bin_13_0,gamma_stat_BMCorr_bin_13_1,gamma_stat_BMCorr_bin_13_10,gamma_stat_BMCorr_bin_13_11,gamma_stat_BMCorr_bin_13_12,gamma_stat_BMCorr_bin_13_13,gamma_stat_BMCorr_bin_13_14,gamma_stat_BMCorr_bin_13_2,gamma_stat_BMCorr_bin_13_3,gamma_stat_BMCorr_bin_13_4,gamma_stat_BMCorr_bin_13_5,gamma_stat_BMCorr_bin_13_6,gamma_stat_BMCorr_bin_13_7,gamma_stat_BMCorr_bin_13_8,gamma_stat_BMCorr_bin_13_9,gamma_stat_BMCorr_bin_14_0,gamma_stat_BMCorr_bin_14_1,gamma_stat_BMCorr_bin_14_10,gamma_stat_BMCorr_bin_14_11,gamma_stat_BMCorr_bin_14_12,gamma_stat_BMCorr_bin_14_13,gamma_stat_BMCorr_bin_14_14,gamma_stat_BMCorr_bin_14_2,gamma_stat_BMCorr_bin_14_3,gamma_stat_BMCorr_bin_14_4,gamma_stat_BMCorr_bin_14_5,gamma_stat_BMCorr_bin_14_6,gamma_stat_BMCorr_bin_14_7,gamma_stat_BMCorr_bin_14_8,gamma_stat_BMCorr_bin_14_9,gamma_stat_BMCorr_bin_1_0,gamma_stat_BMCorr_bin_1_1,gamma_stat_BMCorr_bin_1_10,gamma_stat_BMCorr_bin_1_11,gamma_stat_BMCorr_bin_1_12,gamma_stat_BMCorr_bin_1_13,gamma_stat_BMCorr_bin_1_14,gamma_stat_BMCorr_bin_1_2,gamma_stat_BMCorr_bin_1_3,gamma_stat_BMCorr_bin_1_4,gamma_stat_BMCorr_bin_1_5,gamma_stat_BMCorr_bin_1_6,gamma_stat_BMCorr_bin_1_7,gamma_stat_BMCorr_bin_1_8,gamma_stat_BMCorr_bin_1_9,gamma_stat_BMCorr_bin_2_0,gamma_stat_BMCorr_bin_2_1,gamma_stat_BMCorr_bin_2_10,gamma_stat_BMCorr_bin_2_11,gamma_stat_BMCorr_bin_2_12,gamma_stat_BMCorr_bin_2_13,gamma_stat_BMCorr_bin_2_14,gamma_stat_BMCorr_bin_2_2,gamma_stat_BMCorr_bin_2_3,gamma_stat_BMCorr_bin_2_4,gamma_stat_BMCorr_bin_2_5,gamma_stat_BMCorr_bin_2_6,gamma_stat_BMCorr_bin_2_7,gamma_stat_BMCorr_bin_2_8,gamma_stat_BMCorr_bin_2_9,gamma_stat_BMCorr_bin_3_0,gamma_stat_BMCorr_bin_3_1,gamma_stat_BMCorr_bin_3_10,gamma_stat_BMCorr_bin_3_11,gamma_stat_BMCorr_bin_3_12,gamma_stat_BMCorr_bin_3_13,gamma_stat_BMCorr_bin_3_14,gamma_stat_BMCorr_bin_3_2,gamma_stat_BMCorr_bin_3_3,gamma_stat_BMCorr_bin_3_4,gamma_stat_BMCorr_bin_3_5,gamma_stat_BMCorr_bin_3_6,gamma_stat_BMCorr_bin_3_7,gamma_stat_BMCorr_bin_3_8,gamma_stat_BMCorr_bin_3_9,gamma_stat_BMCorr_bin_4_0,gamma_stat_BMCorr_bin_4_1,gamma_stat_BMCorr_bin_4_10,gamma_stat_BMCorr_bin_4_11,gamma_stat_BMCorr_bin_4_12,gamma_stat_BMCorr_bin_4_13,gamma_stat_BMCorr_bin_4_14,gamma_stat_BMCorr_bin_4_2,gamma_stat_BMCorr_bin_4_3,gamma_stat_BMCorr_bin_4_4,gamma_stat_BMCorr_bin_4_5,gamma_stat_BMCorr_bin_4_6,gamma_stat_BMCorr_bin_4_7,gamma_stat_BMCorr_bin_4_8,gamma_stat_BMCorr_bin_4_9,gamma_stat_BMCorr_bin_5_0,gamma_stat_BMCorr_bin_5_1,gamma_stat_BMCorr_bin_5_10,gamma_stat_BMCorr_bin_5_11,gamma_stat_BMCorr_bin_5_12,gamma_stat_BMCorr_bin_5_13,gamma_stat_BMCorr_bin_5_14,gamma_stat_BMCorr_bin_5_2,gamma_stat_BMCorr_bin_5_3,gamma_stat_BMCorr_bin_5_4,gamma_stat_BMCorr_bin_5_5,gamma_stat_BMCorr_bin_5_6,gamma_stat_BMCorr_bin_5_7,gamma_stat_BMCorr_bin_5_8,gamma_stat_BMCorr_bin_5_9,gamma_stat_BMCorr_bin_6_0,gamma_stat_BMCorr_bin_6_1,gamma_stat_BMCorr_bin_6_10,gamma_stat_BMCorr_bin_6_11,gamma_stat_BMCorr_bin_6_12,gamma_stat_BMCorr_bin_6_13,gamma_stat_BMCorr_bin_6_14,gamma_stat_BMCorr_bin_6_2,gamma_stat_BMCorr_bin_6_3,gamma_stat_BMCorr_bin_6_4,gamma_stat_BMCorr_bin_6_5,gamma_stat_BMCorr_bin_6_6,gamma_stat_BMCorr_bin_6_7,gamma_stat_BMCorr_bin_6_8,gamma_stat_BMCorr_bin_6_9,gamma_stat_BMCorr_bin_7_0,gamma_stat_BMCorr_bin_7_1,gamma_stat_BMCorr_bin_7_10,gamma_stat_BMCorr_bin_7_11,gamma_stat_BMCorr_bin_7_12,gamma_stat_BMCorr_bin_7_13,gamma_stat_BMCorr_bin_7_14,gamma_stat_BMCorr_bin_7_2,gamma_stat_BMCorr_bin_7_3,gamma_stat_BMCorr_bin_7_4,gamma_stat_BMCorr_bin_7_5,gamma_stat_BMCorr_bin_7_6,gamma_stat_BMCorr_bin_7_7,gamma_stat_BMCorr_bin_7_8,gamma_stat_BMCorr_bin_7_9,gamma_stat_BMCorr_bin_8_0,gamma_stat_BMCorr_bin_8_1,gamma_stat_BMCorr_bin_8_10,gamma_stat_BMCorr_bin_8_11,gamma_stat_BMCorr_bin_8_12,gamma_stat_BMCorr_bin_8_13,gamma_stat_BMCorr_bin_8_14,gamma_stat_BMCorr_bin_8_2,gamma_stat_BMCorr_bin_8_3,gamma_stat_BMCorr_bin_8_4,gamma_stat_BMCorr_bin_8_5,gamma_stat_BMCorr_bin_8_6,gamma_stat_BMCorr_bin_8_7,gamma_stat_BMCorr_bin_8_8,gamma_stat_BMCorr_bin_8_9,gamma_stat_BMCorr_bin_9_0,gamma_stat_BMCorr_bin_9_1,gamma_stat_BMCorr_bin_9_10,gamma_stat_BMCorr_bin_9_11,gamma_stat_BMCorr_bin_9_12,gamma_stat_BMCorr_bin_9_13,gamma_stat_BMCorr_bin_9_14,gamma_stat_BMCorr_bin_9_2,gamma_stat_BMCorr_bin_9_3,gamma_stat_BMCorr_bin_9_4,gamma_stat_BMCorr_bin_9_5,gamma_stat_BMCorr_bin_9_6,gamma_stat_BMCorr_bin_9_7,gamma_stat_BMCorr_bin_9_8,gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_14_14,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_9_9,nominalLumi,norm_histoBG,norm_histoSig,num_histoBG,num_histoSig,obs_x_BMCorr,obs_y_BMCorr) p.d.f.s ------- RooRealSumPdf::BMCorr_model[ histoSig_BMCorr_scaleFactors * histoSig_BMCorr_shapes + histoBG_BMCorr_scaleFactors * histoBG_BMCorr_shapes ] = 0.00262415/19999.9 RooPoisson::gamma_stat_BMCorr_bin_0_0_constraint[ x=nom_gamma_stat_BMCorr_bin_0_0 mean=gamma_stat_BMCorr_bin_0_0_poisMean ] = 0.0911231 RooPoisson::gamma_stat_BMCorr_bin_0_10_constraint[ x=nom_gamma_stat_BMCorr_bin_0_10 mean=gamma_stat_BMCorr_bin_0_10_poisMean ] = 0.0645752 RooPoisson::gamma_stat_BMCorr_bin_0_11_constraint[ x=nom_gamma_stat_BMCorr_bin_0_11 mean=gamma_stat_BMCorr_bin_0_11_poisMean ] = 0.0523085 RooPoisson::gamma_stat_BMCorr_bin_0_12_constraint[ x=nom_gamma_stat_BMCorr_bin_0_12 mean=gamma_stat_BMCorr_bin_0_12_poisMean ] = 0.0645752 RooPoisson::gamma_stat_BMCorr_bin_0_13_constraint[ x=nom_gamma_stat_BMCorr_bin_0_13 mean=gamma_stat_BMCorr_bin_0_13_poisMean ] = 0.0547128 RooPoisson::gamma_stat_BMCorr_bin_0_14_constraint[ x=nom_gamma_stat_BMCorr_bin_0_14 mean=gamma_stat_BMCorr_bin_0_14_poisMean ] = 0.0537119 RooPoisson::gamma_stat_BMCorr_bin_0_1_constraint[ x=nom_gamma_stat_BMCorr_bin_0_1 mean=gamma_stat_BMCorr_bin_0_1_poisMean ] = 0.0935973 RooPoisson::gamma_stat_BMCorr_bin_0_2_constraint[ x=nom_gamma_stat_BMCorr_bin_0_2 mean=gamma_stat_BMCorr_bin_0_2_poisMean ] = 0.102436 RooPoisson::gamma_stat_BMCorr_bin_0_3_constraint[ x=nom_gamma_stat_BMCorr_bin_0_3 mean=gamma_stat_BMCorr_bin_0_3_poisMean ] = 0.0911231 RooPoisson::gamma_stat_BMCorr_bin_0_4_constraint[ x=nom_gamma_stat_BMCorr_bin_0_4 mean=gamma_stat_BMCorr_bin_0_4_poisMean ] = 0.0765399 RooPoisson::gamma_stat_BMCorr_bin_0_5_constraint[ x=nom_gamma_stat_BMCorr_bin_0_5 mean=gamma_stat_BMCorr_bin_0_5_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_0_6_constraint[ x=nom_gamma_stat_BMCorr_bin_0_6 mean=gamma_stat_BMCorr_bin_0_6_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_0_7_constraint[ x=nom_gamma_stat_BMCorr_bin_0_7 mean=gamma_stat_BMCorr_bin_0_7_poisMean ] = 0.0654382 RooPoisson::gamma_stat_BMCorr_bin_0_8_constraint[ x=nom_gamma_stat_BMCorr_bin_0_8 mean=gamma_stat_BMCorr_bin_0_8_poisMean ] = 0.0765399 RooPoisson::gamma_stat_BMCorr_bin_0_9_constraint[ x=nom_gamma_stat_BMCorr_bin_0_9 mean=gamma_stat_BMCorr_bin_0_9_poisMean ] = 0.0779887 RooPoisson::gamma_stat_BMCorr_bin_10_0_constraint[ x=nom_gamma_stat_BMCorr_bin_10_0 mean=gamma_stat_BMCorr_bin_10_0_poisMean ] = 0.0847332 RooPoisson::gamma_stat_BMCorr_bin_10_10_constraint[ x=nom_gamma_stat_BMCorr_bin_10_10 mean=gamma_stat_BMCorr_bin_10_10_poisMean ] = 0.0510096 RooPoisson::gamma_stat_BMCorr_bin_10_11_constraint[ x=nom_gamma_stat_BMCorr_bin_10_11 mean=gamma_stat_BMCorr_bin_10_11_poisMean ] = 0.0537119 RooPoisson::gamma_stat_BMCorr_bin_10_12_constraint[ x=nom_gamma_stat_BMCorr_bin_10_12 mean=gamma_stat_BMCorr_bin_10_12_poisMean ] = 0.048678 RooPoisson::gamma_stat_BMCorr_bin_10_13_constraint[ x=nom_gamma_stat_BMCorr_bin_10_13 mean=gamma_stat_BMCorr_bin_10_13_poisMean ] = 0.0454145 RooPoisson::gamma_stat_BMCorr_bin_10_14_constraint[ x=nom_gamma_stat_BMCorr_bin_10_14 mean=gamma_stat_BMCorr_bin_10_14_poisMean ] = 0.0454145 RooPoisson::gamma_stat_BMCorr_bin_10_1_constraint[ x=nom_gamma_stat_BMCorr_bin_10_1 mean=gamma_stat_BMCorr_bin_10_1_poisMean ] = 0.0703403 RooPoisson::gamma_stat_BMCorr_bin_10_2_constraint[ x=nom_gamma_stat_BMCorr_bin_10_2 mean=gamma_stat_BMCorr_bin_10_2_poisMean ] = 0.0714598 RooPoisson::gamma_stat_BMCorr_bin_10_3_constraint[ x=nom_gamma_stat_BMCorr_bin_10_3 mean=gamma_stat_BMCorr_bin_10_3_poisMean ] = 0.0654382 RooPoisson::gamma_stat_BMCorr_bin_10_4_constraint[ x=nom_gamma_stat_BMCorr_bin_10_4 mean=gamma_stat_BMCorr_bin_10_4_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_10_5_constraint[ x=nom_gamma_stat_BMCorr_bin_10_5 mean=gamma_stat_BMCorr_bin_10_5_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_10_6_constraint[ x=nom_gamma_stat_BMCorr_bin_10_6 mean=gamma_stat_BMCorr_bin_10_6_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_10_7_constraint[ x=nom_gamma_stat_BMCorr_bin_10_7 mean=gamma_stat_BMCorr_bin_10_7_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_10_8_constraint[ x=nom_gamma_stat_BMCorr_bin_10_8 mean=gamma_stat_BMCorr_bin_10_8_poisMean ] = 0.0510096 RooPoisson::gamma_stat_BMCorr_bin_10_9_constraint[ x=nom_gamma_stat_BMCorr_bin_10_9 mean=gamma_stat_BMCorr_bin_10_9_poisMean ] = 0.0593608 RooPoisson::gamma_stat_BMCorr_bin_11_0_constraint[ x=nom_gamma_stat_BMCorr_bin_11_0 mean=gamma_stat_BMCorr_bin_11_0_poisMean ] = 0.0911231 RooPoisson::gamma_stat_BMCorr_bin_11_10_constraint[ x=nom_gamma_stat_BMCorr_bin_11_10 mean=gamma_stat_BMCorr_bin_11_10_poisMean ] = 0.0427302 RooPoisson::gamma_stat_BMCorr_bin_11_11_constraint[ x=nom_gamma_stat_BMCorr_bin_11_11 mean=gamma_stat_BMCorr_bin_11_11_poisMean ] = 0.0466394 RooPoisson::gamma_stat_BMCorr_bin_11_12_constraint[ x=nom_gamma_stat_BMCorr_bin_11_12 mean=gamma_stat_BMCorr_bin_11_12_poisMean ] = 0.047969 RooPoisson::gamma_stat_BMCorr_bin_11_13_constraint[ x=nom_gamma_stat_BMCorr_bin_11_13 mean=gamma_stat_BMCorr_bin_11_13_poisMean ] = 0.0442813 RooPoisson::gamma_stat_BMCorr_bin_11_14_constraint[ x=nom_gamma_stat_BMCorr_bin_11_14 mean=gamma_stat_BMCorr_bin_11_14_poisMean ] = 0.0396635 RooPoisson::gamma_stat_BMCorr_bin_11_1_constraint[ x=nom_gamma_stat_BMCorr_bin_11_1 mean=gamma_stat_BMCorr_bin_11_1_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_11_2_constraint[ x=nom_gamma_stat_BMCorr_bin_11_2 mean=gamma_stat_BMCorr_bin_11_2_poisMean ] = 0.0738692 RooPoisson::gamma_stat_BMCorr_bin_11_3_constraint[ x=nom_gamma_stat_BMCorr_bin_11_3 mean=gamma_stat_BMCorr_bin_11_3_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_11_4_constraint[ x=nom_gamma_stat_BMCorr_bin_11_4 mean=gamma_stat_BMCorr_bin_11_4_poisMean ] = 0.0621778 RooPoisson::gamma_stat_BMCorr_bin_11_5_constraint[ x=nom_gamma_stat_BMCorr_bin_11_5 mean=gamma_stat_BMCorr_bin_11_5_poisMean ] = 0.0607203 RooPoisson::gamma_stat_BMCorr_bin_11_6_constraint[ x=nom_gamma_stat_BMCorr_bin_11_6 mean=gamma_stat_BMCorr_bin_11_6_poisMean ] = 0.0607203 RooPoisson::gamma_stat_BMCorr_bin_11_7_constraint[ x=nom_gamma_stat_BMCorr_bin_11_7 mean=gamma_stat_BMCorr_bin_11_7_poisMean ] = 0.0547128 RooPoisson::gamma_stat_BMCorr_bin_11_8_constraint[ x=nom_gamma_stat_BMCorr_bin_11_8 mean=gamma_stat_BMCorr_bin_11_8_poisMean ] = 0.0518646 RooPoisson::gamma_stat_BMCorr_bin_11_9_constraint[ x=nom_gamma_stat_BMCorr_bin_11_9 mean=gamma_stat_BMCorr_bin_11_9_poisMean ] = 0.047969 RooPoisson::gamma_stat_BMCorr_bin_12_0_constraint[ x=nom_gamma_stat_BMCorr_bin_12_0 mean=gamma_stat_BMCorr_bin_12_0_poisMean ] = 0.0765399 RooPoisson::gamma_stat_BMCorr_bin_12_10_constraint[ x=nom_gamma_stat_BMCorr_bin_12_10 mean=gamma_stat_BMCorr_bin_12_10_poisMean ] = 0.0451231 RooPoisson::gamma_stat_BMCorr_bin_12_11_constraint[ x=nom_gamma_stat_BMCorr_bin_12_11 mean=gamma_stat_BMCorr_bin_12_11_poisMean ] = 0.0518646 RooPoisson::gamma_stat_BMCorr_bin_12_12_constraint[ x=nom_gamma_stat_BMCorr_bin_12_12 mean=gamma_stat_BMCorr_bin_12_12_poisMean ] = 0.0451231 RooPoisson::gamma_stat_BMCorr_bin_12_13_constraint[ x=nom_gamma_stat_BMCorr_bin_12_13 mean=gamma_stat_BMCorr_bin_12_13_poisMean ] = 0.0417822 RooPoisson::gamma_stat_BMCorr_bin_12_14_constraint[ x=nom_gamma_stat_BMCorr_bin_12_14 mean=gamma_stat_BMCorr_bin_12_14_poisMean ] = 0.0440111 RooPoisson::gamma_stat_BMCorr_bin_12_1_constraint[ x=nom_gamma_stat_BMCorr_bin_12_1 mean=gamma_stat_BMCorr_bin_12_1_poisMean ] = 0.0703403 RooPoisson::gamma_stat_BMCorr_bin_12_2_constraint[ x=nom_gamma_stat_BMCorr_bin_12_2 mean=gamma_stat_BMCorr_bin_12_2_poisMean ] = 0.075169 RooPoisson::gamma_stat_BMCorr_bin_12_3_constraint[ x=nom_gamma_stat_BMCorr_bin_12_3 mean=gamma_stat_BMCorr_bin_12_3_poisMean ] = 0.0580886 RooPoisson::gamma_stat_BMCorr_bin_12_4_constraint[ x=nom_gamma_stat_BMCorr_bin_12_4 mean=gamma_stat_BMCorr_bin_12_4_poisMean ] = 0.0574825 RooPoisson::gamma_stat_BMCorr_bin_12_5_constraint[ x=nom_gamma_stat_BMCorr_bin_12_5 mean=gamma_stat_BMCorr_bin_12_5_poisMean ] = 0.0607203 RooPoisson::gamma_stat_BMCorr_bin_12_6_constraint[ x=nom_gamma_stat_BMCorr_bin_12_6 mean=gamma_stat_BMCorr_bin_12_6_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_12_7_constraint[ x=nom_gamma_stat_BMCorr_bin_12_7 mean=gamma_stat_BMCorr_bin_12_7_poisMean ] = 0.0542055 RooPoisson::gamma_stat_BMCorr_bin_12_8_constraint[ x=nom_gamma_stat_BMCorr_bin_12_8 mean=gamma_stat_BMCorr_bin_12_8_poisMean ] = 0.0490444 RooPoisson::gamma_stat_BMCorr_bin_12_9_constraint[ x=nom_gamma_stat_BMCorr_bin_12_9 mean=gamma_stat_BMCorr_bin_12_9_poisMean ] = 0.0501956 RooPoisson::gamma_stat_BMCorr_bin_13_0_constraint[ x=nom_gamma_stat_BMCorr_bin_13_0 mean=gamma_stat_BMCorr_bin_13_0_poisMean ] = 0.0692718 RooPoisson::gamma_stat_BMCorr_bin_13_10_constraint[ x=nom_gamma_stat_BMCorr_bin_13_10 mean=gamma_stat_BMCorr_bin_13_10_poisMean ] = 0.0466394 RooPoisson::gamma_stat_BMCorr_bin_13_11_constraint[ x=nom_gamma_stat_BMCorr_bin_13_11 mean=gamma_stat_BMCorr_bin_13_11_poisMean ] = 0.0472902 RooPoisson::gamma_stat_BMCorr_bin_13_12_constraint[ x=nom_gamma_stat_BMCorr_bin_13_12 mean=gamma_stat_BMCorr_bin_13_12_poisMean ] = 0.0445567 RooPoisson::gamma_stat_BMCorr_bin_13_13_constraint[ x=nom_gamma_stat_BMCorr_bin_13_13 mean=gamma_stat_BMCorr_bin_13_13_poisMean ] = 0.0420133 RooPoisson::gamma_stat_BMCorr_bin_13_14_constraint[ x=nom_gamma_stat_BMCorr_bin_13_14 mean=gamma_stat_BMCorr_bin_13_14_poisMean ] = 0.0413313 RooPoisson::gamma_stat_BMCorr_bin_13_1_constraint[ x=nom_gamma_stat_BMCorr_bin_13_1 mean=gamma_stat_BMCorr_bin_13_1_poisMean ] = 0.0607203 RooPoisson::gamma_stat_BMCorr_bin_13_2_constraint[ x=nom_gamma_stat_BMCorr_bin_13_2 mean=gamma_stat_BMCorr_bin_13_2_poisMean ] = 0.0714598 RooPoisson::gamma_stat_BMCorr_bin_13_3_constraint[ x=nom_gamma_stat_BMCorr_bin_13_3 mean=gamma_stat_BMCorr_bin_13_3_poisMean ] = 0.062947 RooPoisson::gamma_stat_BMCorr_bin_13_4_constraint[ x=nom_gamma_stat_BMCorr_bin_13_4 mean=gamma_stat_BMCorr_bin_13_4_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_13_5_constraint[ x=nom_gamma_stat_BMCorr_bin_13_5 mean=gamma_stat_BMCorr_bin_13_5_poisMean ] = 0.0645752 RooPoisson::gamma_stat_BMCorr_bin_13_6_constraint[ x=nom_gamma_stat_BMCorr_bin_13_6 mean=gamma_stat_BMCorr_bin_13_6_poisMean ] = 0.0514317 RooPoisson::gamma_stat_BMCorr_bin_13_7_constraint[ x=nom_gamma_stat_BMCorr_bin_13_7 mean=gamma_stat_BMCorr_bin_13_7_poisMean ] = 0.0532316 RooPoisson::gamma_stat_BMCorr_bin_13_8_constraint[ x=nom_gamma_stat_BMCorr_bin_13_8 mean=gamma_stat_BMCorr_bin_13_8_poisMean ] = 0.0494193 RooPoisson::gamma_stat_BMCorr_bin_13_9_constraint[ x=nom_gamma_stat_BMCorr_bin_13_9 mean=gamma_stat_BMCorr_bin_13_9_poisMean ] = 0.0483196 RooPoisson::gamma_stat_BMCorr_bin_14_0_constraint[ x=nom_gamma_stat_BMCorr_bin_14_0 mean=gamma_stat_BMCorr_bin_14_0_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_14_10_constraint[ x=nom_gamma_stat_BMCorr_bin_14_10 mean=gamma_stat_BMCorr_bin_14_10_poisMean ] = 0.0505977 RooPoisson::gamma_stat_BMCorr_bin_14_11_constraint[ x=nom_gamma_stat_BMCorr_bin_14_11 mean=gamma_stat_BMCorr_bin_14_11_poisMean ] = 0.0413313 RooPoisson::gamma_stat_BMCorr_bin_14_12_constraint[ x=nom_gamma_stat_BMCorr_bin_14_12 mean=gamma_stat_BMCorr_bin_14_12_poisMean ] = 0.0483196 RooPoisson::gamma_stat_BMCorr_bin_14_13_constraint[ x=nom_gamma_stat_BMCorr_bin_14_13 mean=gamma_stat_BMCorr_bin_14_13_poisMean ] = 0.0420133 RooPoisson::gamma_stat_BMCorr_bin_14_14_constraint[ x=nom_gamma_stat_BMCorr_bin_14_14 mean=gamma_stat_BMCorr_bin_14_14_poisMean ] = 0.0390882 RooPoisson::gamma_stat_BMCorr_bin_14_1_constraint[ x=nom_gamma_stat_BMCorr_bin_14_1 mean=gamma_stat_BMCorr_bin_14_1_poisMean ] = 0.0765399 RooPoisson::gamma_stat_BMCorr_bin_14_2_constraint[ x=nom_gamma_stat_BMCorr_bin_14_2 mean=gamma_stat_BMCorr_bin_14_2_poisMean ] = 0.0663366 RooPoisson::gamma_stat_BMCorr_bin_14_3_constraint[ x=nom_gamma_stat_BMCorr_bin_14_3 mean=gamma_stat_BMCorr_bin_14_3_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_14_4_constraint[ x=nom_gamma_stat_BMCorr_bin_14_4 mean=gamma_stat_BMCorr_bin_14_4_poisMean ] = 0.0637455 RooPoisson::gamma_stat_BMCorr_bin_14_5_constraint[ x=nom_gamma_stat_BMCorr_bin_14_5 mean=gamma_stat_BMCorr_bin_14_5_poisMean ] = 0.0574825 RooPoisson::gamma_stat_BMCorr_bin_14_6_constraint[ x=nom_gamma_stat_BMCorr_bin_14_6 mean=gamma_stat_BMCorr_bin_14_6_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_14_7_constraint[ x=nom_gamma_stat_BMCorr_bin_14_7 mean=gamma_stat_BMCorr_bin_14_7_poisMean ] = 0.0514317 RooPoisson::gamma_stat_BMCorr_bin_14_8_constraint[ x=nom_gamma_stat_BMCorr_bin_14_8 mean=gamma_stat_BMCorr_bin_14_8_poisMean ] = 0.0552348 RooPoisson::gamma_stat_BMCorr_bin_14_9_constraint[ x=nom_gamma_stat_BMCorr_bin_14_9 mean=gamma_stat_BMCorr_bin_14_9_poisMean ] = 0.0510096 RooPoisson::gamma_stat_BMCorr_bin_1_0_constraint[ x=nom_gamma_stat_BMCorr_bin_1_0 mean=gamma_stat_BMCorr_bin_1_0_poisMean ] = 0.114368 RooPoisson::gamma_stat_BMCorr_bin_1_10_constraint[ x=nom_gamma_stat_BMCorr_bin_1_10 mean=gamma_stat_BMCorr_bin_1_10_poisMean ] = 0.0600299 RooPoisson::gamma_stat_BMCorr_bin_1_11_constraint[ x=nom_gamma_stat_BMCorr_bin_1_11 mean=gamma_stat_BMCorr_bin_1_11_poisMean ] = 0.0600292 RooPoisson::gamma_stat_BMCorr_bin_1_12_constraint[ x=nom_gamma_stat_BMCorr_bin_1_12 mean=gamma_stat_BMCorr_bin_1_12_poisMean ] = 0.0557719 RooPoisson::gamma_stat_BMCorr_bin_1_13_constraint[ x=nom_gamma_stat_BMCorr_bin_1_13 mean=gamma_stat_BMCorr_bin_1_13_poisMean ] = 0.0552348 RooPoisson::gamma_stat_BMCorr_bin_1_14_constraint[ x=nom_gamma_stat_BMCorr_bin_1_14 mean=gamma_stat_BMCorr_bin_1_14_poisMean ] = 0.0510096 RooPoisson::gamma_stat_BMCorr_bin_1_1_constraint[ x=nom_gamma_stat_BMCorr_bin_1_1 mean=gamma_stat_BMCorr_bin_1_1_poisMean ] = 0.102436 RooPoisson::gamma_stat_BMCorr_bin_1_2_constraint[ x=nom_gamma_stat_BMCorr_bin_1_2 mean=gamma_stat_BMCorr_bin_1_2_poisMean ] = 0.0935973 RooPoisson::gamma_stat_BMCorr_bin_1_3_constraint[ x=nom_gamma_stat_BMCorr_bin_1_3 mean=gamma_stat_BMCorr_bin_1_3_poisMean ] = 0.10994 RooPoisson::gamma_stat_BMCorr_bin_1_4_constraint[ x=nom_gamma_stat_BMCorr_bin_1_4 mean=gamma_stat_BMCorr_bin_1_4_poisMean ] = 0.0726345 RooPoisson::gamma_stat_BMCorr_bin_1_5_constraint[ x=nom_gamma_stat_BMCorr_bin_1_5 mean=gamma_stat_BMCorr_bin_1_5_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_1_6_constraint[ x=nom_gamma_stat_BMCorr_bin_1_6 mean=gamma_stat_BMCorr_bin_1_6_poisMean ] = 0.075169 RooPoisson::gamma_stat_BMCorr_bin_1_7_constraint[ x=nom_gamma_stat_BMCorr_bin_1_7 mean=gamma_stat_BMCorr_bin_1_7_poisMean ] = 0.0828844 RooPoisson::gamma_stat_BMCorr_bin_1_8_constraint[ x=nom_gamma_stat_BMCorr_bin_1_8 mean=gamma_stat_BMCorr_bin_1_8_poisMean ] = 0.0672735 RooPoisson::gamma_stat_BMCorr_bin_1_9_constraint[ x=nom_gamma_stat_BMCorr_bin_1_9 mean=gamma_stat_BMCorr_bin_1_9_poisMean ] = 0.0614368 RooPoisson::gamma_stat_BMCorr_bin_2_0_constraint[ x=nom_gamma_stat_BMCorr_bin_2_0 mean=gamma_stat_BMCorr_bin_2_0_poisMean ] = 0.114368 RooPoisson::gamma_stat_BMCorr_bin_2_10_constraint[ x=nom_gamma_stat_BMCorr_bin_2_10 mean=gamma_stat_BMCorr_bin_2_10_poisMean ] = 0.0398627 RooPoisson::gamma_stat_BMCorr_bin_2_11_constraint[ x=nom_gamma_stat_BMCorr_bin_2_11 mean=gamma_stat_BMCorr_bin_2_11_poisMean ] = 0.0460166 RooPoisson::gamma_stat_BMCorr_bin_2_12_constraint[ x=nom_gamma_stat_BMCorr_bin_2_12 mean=gamma_stat_BMCorr_bin_2_12_poisMean ] = 0.0490462 RooPoisson::gamma_stat_BMCorr_bin_2_13_constraint[ x=nom_gamma_stat_BMCorr_bin_2_13 mean=gamma_stat_BMCorr_bin_2_13_poisMean ] = 0.0483198 RooPoisson::gamma_stat_BMCorr_bin_2_14_constraint[ x=nom_gamma_stat_BMCorr_bin_2_14 mean=gamma_stat_BMCorr_bin_2_14_poisMean ] = 0.0505977 RooPoisson::gamma_stat_BMCorr_bin_2_1_constraint[ x=nom_gamma_stat_BMCorr_bin_2_1 mean=gamma_stat_BMCorr_bin_2_1_poisMean ] = 0.102436 RooPoisson::gamma_stat_BMCorr_bin_2_2_constraint[ x=nom_gamma_stat_BMCorr_bin_2_2 mean=gamma_stat_BMCorr_bin_2_2_poisMean ] = 0.0911231 RooPoisson::gamma_stat_BMCorr_bin_2_3_constraint[ x=nom_gamma_stat_BMCorr_bin_2_3 mean=gamma_stat_BMCorr_bin_2_3_poisMean ] = 0.0714598 RooPoisson::gamma_stat_BMCorr_bin_2_4_constraint[ x=nom_gamma_stat_BMCorr_bin_2_4 mean=gamma_stat_BMCorr_bin_2_4_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_2_5_constraint[ x=nom_gamma_stat_BMCorr_bin_2_5 mean=gamma_stat_BMCorr_bin_2_5_poisMean ] = 0.0703403 RooPoisson::gamma_stat_BMCorr_bin_2_6_constraint[ x=nom_gamma_stat_BMCorr_bin_2_6 mean=gamma_stat_BMCorr_bin_2_6_poisMean ] = 0.0645763 RooPoisson::gamma_stat_BMCorr_bin_2_7_constraint[ x=nom_gamma_stat_BMCorr_bin_2_7 mean=gamma_stat_BMCorr_bin_2_7_poisMean ] = 0.0682522 RooPoisson::gamma_stat_BMCorr_bin_2_8_constraint[ x=nom_gamma_stat_BMCorr_bin_2_8 mean=gamma_stat_BMCorr_bin_2_8_poisMean ] = 0.0486801 RooPoisson::gamma_stat_BMCorr_bin_2_9_constraint[ x=nom_gamma_stat_BMCorr_bin_2_9 mean=gamma_stat_BMCorr_bin_2_9_poisMean ] = 0.0406833 RooPoisson::gamma_stat_BMCorr_bin_3_0_constraint[ x=nom_gamma_stat_BMCorr_bin_3_0 mean=gamma_stat_BMCorr_bin_3_0_poisMean ] = 0.0992175 RooPoisson::gamma_stat_BMCorr_bin_3_10_constraint[ x=nom_gamma_stat_BMCorr_bin_3_10 mean=gamma_stat_BMCorr_bin_3_10_poisMean ] = 0.0199434 RooPoisson::gamma_stat_BMCorr_bin_3_11_constraint[ x=nom_gamma_stat_BMCorr_bin_3_11 mean=gamma_stat_BMCorr_bin_3_11_poisMean ] = 0.0254277 RooPoisson::gamma_stat_BMCorr_bin_3_12_constraint[ x=nom_gamma_stat_BMCorr_bin_3_12 mean=gamma_stat_BMCorr_bin_3_12_poisMean ] = 0.0331126 RooPoisson::gamma_stat_BMCorr_bin_3_13_constraint[ x=nom_gamma_stat_BMCorr_bin_3_13 mean=gamma_stat_BMCorr_bin_3_13_poisMean ] = 0.0457136 RooPoisson::gamma_stat_BMCorr_bin_3_14_constraint[ x=nom_gamma_stat_BMCorr_bin_3_14 mean=gamma_stat_BMCorr_bin_3_14_poisMean ] = 0.0454146 RooPoisson::gamma_stat_BMCorr_bin_3_1_constraint[ x=nom_gamma_stat_BMCorr_bin_3_1 mean=gamma_stat_BMCorr_bin_3_1_poisMean ] = 0.0847332 RooPoisson::gamma_stat_BMCorr_bin_3_2_constraint[ x=nom_gamma_stat_BMCorr_bin_3_2 mean=gamma_stat_BMCorr_bin_3_2_poisMean ] = 0.0911231 RooPoisson::gamma_stat_BMCorr_bin_3_3_constraint[ x=nom_gamma_stat_BMCorr_bin_3_3 mean=gamma_stat_BMCorr_bin_3_3_poisMean ] = 0.0935973 RooPoisson::gamma_stat_BMCorr_bin_3_4_constraint[ x=nom_gamma_stat_BMCorr_bin_3_4 mean=gamma_stat_BMCorr_bin_3_4_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_3_5_constraint[ x=nom_gamma_stat_BMCorr_bin_3_5 mean=gamma_stat_BMCorr_bin_3_5_poisMean ] = 0.0621783 RooPoisson::gamma_stat_BMCorr_bin_3_6_constraint[ x=nom_gamma_stat_BMCorr_bin_3_6 mean=gamma_stat_BMCorr_bin_3_6_poisMean ] = 0.0514339 RooPoisson::gamma_stat_BMCorr_bin_3_7_constraint[ x=nom_gamma_stat_BMCorr_bin_3_7 mean=gamma_stat_BMCorr_bin_3_7_poisMean ] = 0.0373384 RooPoisson::gamma_stat_BMCorr_bin_3_8_constraint[ x=nom_gamma_stat_BMCorr_bin_3_8 mean=gamma_stat_BMCorr_bin_3_8_poisMean ] = 0.0240068 RooPoisson::gamma_stat_BMCorr_bin_3_9_constraint[ x=nom_gamma_stat_BMCorr_bin_3_9 mean=gamma_stat_BMCorr_bin_3_9_poisMean ] = 0.0216307 RooPoisson::gamma_stat_BMCorr_bin_4_0_constraint[ x=nom_gamma_stat_BMCorr_bin_4_0 mean=gamma_stat_BMCorr_bin_4_0_poisMean ] = 0.102436 RooPoisson::gamma_stat_BMCorr_bin_4_10_constraint[ x=nom_gamma_stat_BMCorr_bin_4_10 mean=gamma_stat_BMCorr_bin_4_10_poisMean ] = 0.0131803 RooPoisson::gamma_stat_BMCorr_bin_4_11_constraint[ x=nom_gamma_stat_BMCorr_bin_4_11 mean=gamma_stat_BMCorr_bin_4_11_poisMean ] = 0.0166349 RooPoisson::gamma_stat_BMCorr_bin_4_12_constraint[ x=nom_gamma_stat_BMCorr_bin_4_12 mean=gamma_stat_BMCorr_bin_4_12_poisMean ] = 0.0233803 RooPoisson::gamma_stat_BMCorr_bin_4_13_constraint[ x=nom_gamma_stat_BMCorr_bin_4_13 mean=gamma_stat_BMCorr_bin_4_13_poisMean ] = 0.0383603 RooPoisson::gamma_stat_BMCorr_bin_4_14_constraint[ x=nom_gamma_stat_BMCorr_bin_4_14 mean=gamma_stat_BMCorr_bin_4_14_poisMean ] = 0.0437464 RooPoisson::gamma_stat_BMCorr_bin_4_1_constraint[ x=nom_gamma_stat_BMCorr_bin_4_1 mean=gamma_stat_BMCorr_bin_4_1_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_4_2_constraint[ x=nom_gamma_stat_BMCorr_bin_4_2 mean=gamma_stat_BMCorr_bin_4_2_poisMean ] = 0.0811515 RooPoisson::gamma_stat_BMCorr_bin_4_3_constraint[ x=nom_gamma_stat_BMCorr_bin_4_3 mean=gamma_stat_BMCorr_bin_4_3_poisMean ] = 0.0811515 RooPoisson::gamma_stat_BMCorr_bin_4_4_constraint[ x=nom_gamma_stat_BMCorr_bin_4_4 mean=gamma_stat_BMCorr_bin_4_4_poisMean ] = 0.0847339 RooPoisson::gamma_stat_BMCorr_bin_4_5_constraint[ x=nom_gamma_stat_BMCorr_bin_4_5 mean=gamma_stat_BMCorr_bin_4_5_poisMean ] = 0.0621795 RooPoisson::gamma_stat_BMCorr_bin_4_6_constraint[ x=nom_gamma_stat_BMCorr_bin_4_6 mean=gamma_stat_BMCorr_bin_4_6_poisMean ] = 0.0390897 RooPoisson::gamma_stat_BMCorr_bin_4_7_constraint[ x=nom_gamma_stat_BMCorr_bin_4_7 mean=gamma_stat_BMCorr_bin_4_7_poisMean ] = 0.0248295 RooPoisson::gamma_stat_BMCorr_bin_4_8_constraint[ x=nom_gamma_stat_BMCorr_bin_4_8 mean=gamma_stat_BMCorr_bin_4_8_poisMean ] = 0.0159558 RooPoisson::gamma_stat_BMCorr_bin_4_9_constraint[ x=nom_gamma_stat_BMCorr_bin_4_9 mean=gamma_stat_BMCorr_bin_4_9_poisMean ] = 0.0133117 RooPoisson::gamma_stat_BMCorr_bin_5_0_constraint[ x=nom_gamma_stat_BMCorr_bin_5_0 mean=gamma_stat_BMCorr_bin_5_0_poisMean ] = 0.0867116 RooPoisson::gamma_stat_BMCorr_bin_5_10_constraint[ x=nom_gamma_stat_BMCorr_bin_5_10 mean=gamma_stat_BMCorr_bin_5_10_poisMean ] = 0.0130808 RooPoisson::gamma_stat_BMCorr_bin_5_11_constraint[ x=nom_gamma_stat_BMCorr_bin_5_11 mean=gamma_stat_BMCorr_bin_5_11_poisMean ] = 0.0162577 RooPoisson::gamma_stat_BMCorr_bin_5_12_constraint[ x=nom_gamma_stat_BMCorr_bin_5_12 mean=gamma_stat_BMCorr_bin_5_12_poisMean ] = 0.0234206 RooPoisson::gamma_stat_BMCorr_bin_5_13_constraint[ x=nom_gamma_stat_BMCorr_bin_5_13 mean=gamma_stat_BMCorr_bin_5_13_poisMean ] = 0.0363946 RooPoisson::gamma_stat_BMCorr_bin_5_14_constraint[ x=nom_gamma_stat_BMCorr_bin_5_14 mean=gamma_stat_BMCorr_bin_5_14_poisMean ] = 0.0451243 RooPoisson::gamma_stat_BMCorr_bin_5_1_constraint[ x=nom_gamma_stat_BMCorr_bin_5_1 mean=gamma_stat_BMCorr_bin_5_1_poisMean ] = 0.102436 RooPoisson::gamma_stat_BMCorr_bin_5_2_constraint[ x=nom_gamma_stat_BMCorr_bin_5_2 mean=gamma_stat_BMCorr_bin_5_2_poisMean ] = 0.0935973 RooPoisson::gamma_stat_BMCorr_bin_5_3_constraint[ x=nom_gamma_stat_BMCorr_bin_5_3 mean=gamma_stat_BMCorr_bin_5_3_poisMean ] = 0.0828844 RooPoisson::gamma_stat_BMCorr_bin_5_4_constraint[ x=nom_gamma_stat_BMCorr_bin_5_4 mean=gamma_stat_BMCorr_bin_5_4_poisMean ] = 0.0714602 RooPoisson::gamma_stat_BMCorr_bin_5_5_constraint[ x=nom_gamma_stat_BMCorr_bin_5_5 mean=gamma_stat_BMCorr_bin_5_5_poisMean ] = 0.055774 RooPoisson::gamma_stat_BMCorr_bin_5_6_constraint[ x=nom_gamma_stat_BMCorr_bin_5_6 mean=gamma_stat_BMCorr_bin_5_6_poisMean ] = 0.0424887 RooPoisson::gamma_stat_BMCorr_bin_5_7_constraint[ x=nom_gamma_stat_BMCorr_bin_5_7 mean=gamma_stat_BMCorr_bin_5_7_poisMean ] = 0.0247338 RooPoisson::gamma_stat_BMCorr_bin_5_8_constraint[ x=nom_gamma_stat_BMCorr_bin_5_8 mean=gamma_stat_BMCorr_bin_5_8_poisMean ] = 0.0163255 RooPoisson::gamma_stat_BMCorr_bin_5_9_constraint[ x=nom_gamma_stat_BMCorr_bin_5_9 mean=gamma_stat_BMCorr_bin_5_9_poisMean ] = 0.0131803 RooPoisson::gamma_stat_BMCorr_bin_6_0_constraint[ x=nom_gamma_stat_BMCorr_bin_6_0 mean=gamma_stat_BMCorr_bin_6_0_poisMean ] = 0.0992175 RooPoisson::gamma_stat_BMCorr_bin_6_10_constraint[ x=nom_gamma_stat_BMCorr_bin_6_10 mean=gamma_stat_BMCorr_bin_6_10_poisMean ] = 0.0199935 RooPoisson::gamma_stat_BMCorr_bin_6_11_constraint[ x=nom_gamma_stat_BMCorr_bin_6_11 mean=gamma_stat_BMCorr_bin_6_11_poisMean ] = 0.024408 RooPoisson::gamma_stat_BMCorr_bin_6_12_constraint[ x=nom_gamma_stat_BMCorr_bin_6_12 mean=gamma_stat_BMCorr_bin_6_12_poisMean ] = 0.031329 RooPoisson::gamma_stat_BMCorr_bin_6_13_constraint[ x=nom_gamma_stat_BMCorr_bin_6_13 mean=gamma_stat_BMCorr_bin_6_13_poisMean ] = 0.0378388 RooPoisson::gamma_stat_BMCorr_bin_6_14_constraint[ x=nom_gamma_stat_BMCorr_bin_6_14 mean=gamma_stat_BMCorr_bin_6_14_poisMean ] = 0.0451234 RooPoisson::gamma_stat_BMCorr_bin_6_1_constraint[ x=nom_gamma_stat_BMCorr_bin_6_1 mean=gamma_stat_BMCorr_bin_6_1_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_6_2_constraint[ x=nom_gamma_stat_BMCorr_bin_6_2 mean=gamma_stat_BMCorr_bin_6_2_poisMean ] = 0.0779887 RooPoisson::gamma_stat_BMCorr_bin_6_3_constraint[ x=nom_gamma_stat_BMCorr_bin_6_3 mean=gamma_stat_BMCorr_bin_6_3_poisMean ] = 0.0779887 RooPoisson::gamma_stat_BMCorr_bin_6_4_constraint[ x=nom_gamma_stat_BMCorr_bin_6_4 mean=gamma_stat_BMCorr_bin_6_4_poisMean ] = 0.0692721 RooPoisson::gamma_stat_BMCorr_bin_6_5_constraint[ x=nom_gamma_stat_BMCorr_bin_6_5 mean=gamma_stat_BMCorr_bin_6_5_poisMean ] = 0.0607214 RooPoisson::gamma_stat_BMCorr_bin_6_6_constraint[ x=nom_gamma_stat_BMCorr_bin_6_6 mean=gamma_stat_BMCorr_bin_6_6_poisMean ] = 0.0574847 RooPoisson::gamma_stat_BMCorr_bin_6_7_constraint[ x=nom_gamma_stat_BMCorr_bin_6_7 mean=gamma_stat_BMCorr_bin_6_7_poisMean ] = 0.0333431 RooPoisson::gamma_stat_BMCorr_bin_6_8_constraint[ x=nom_gamma_stat_BMCorr_bin_6_8 mean=gamma_stat_BMCorr_bin_6_8_poisMean ] = 0.0246867 RooPoisson::gamma_stat_BMCorr_bin_6_9_constraint[ x=nom_gamma_stat_BMCorr_bin_6_9 mean=gamma_stat_BMCorr_bin_6_9_poisMean ] = 0.0210215 RooPoisson::gamma_stat_BMCorr_bin_7_0_constraint[ x=nom_gamma_stat_BMCorr_bin_7_0 mean=gamma_stat_BMCorr_bin_7_0_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_7_10_constraint[ x=nom_gamma_stat_BMCorr_bin_7_10 mean=gamma_stat_BMCorr_bin_7_10_poisMean ] = 0.0371762 RooPoisson::gamma_stat_BMCorr_bin_7_11_constraint[ x=nom_gamma_stat_BMCorr_bin_7_11 mean=gamma_stat_BMCorr_bin_7_11_poisMean ] = 0.0392787 RooPoisson::gamma_stat_BMCorr_bin_7_12_constraint[ x=nom_gamma_stat_BMCorr_bin_7_12 mean=gamma_stat_BMCorr_bin_7_12_poisMean ] = 0.0437466 RooPoisson::gamma_stat_BMCorr_bin_7_13_constraint[ x=nom_gamma_stat_BMCorr_bin_7_13 mean=gamma_stat_BMCorr_bin_7_13_poisMean ] = 0.04832 RooPoisson::gamma_stat_BMCorr_bin_7_14_constraint[ x=nom_gamma_stat_BMCorr_bin_7_14 mean=gamma_stat_BMCorr_bin_7_14_poisMean ] = 0.0440111 RooPoisson::gamma_stat_BMCorr_bin_7_1_constraint[ x=nom_gamma_stat_BMCorr_bin_7_1 mean=gamma_stat_BMCorr_bin_7_1_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_7_2_constraint[ x=nom_gamma_stat_BMCorr_bin_7_2 mean=gamma_stat_BMCorr_bin_7_2_poisMean ] = 0.0692718 RooPoisson::gamma_stat_BMCorr_bin_7_3_constraint[ x=nom_gamma_stat_BMCorr_bin_7_3 mean=gamma_stat_BMCorr_bin_7_3_poisMean ] = 0.079523 RooPoisson::gamma_stat_BMCorr_bin_7_4_constraint[ x=nom_gamma_stat_BMCorr_bin_7_4 mean=gamma_stat_BMCorr_bin_7_4_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_7_5_constraint[ x=nom_gamma_stat_BMCorr_bin_7_5 mean=gamma_stat_BMCorr_bin_7_5_poisMean ] = 0.0779887 RooPoisson::gamma_stat_BMCorr_bin_7_6_constraint[ x=nom_gamma_stat_BMCorr_bin_7_6 mean=gamma_stat_BMCorr_bin_7_6_poisMean ] = 0.0637463 RooPoisson::gamma_stat_BMCorr_bin_7_7_constraint[ x=nom_gamma_stat_BMCorr_bin_7_7 mean=gamma_stat_BMCorr_bin_7_7_poisMean ] = 0.0587163 RooPoisson::gamma_stat_BMCorr_bin_7_8_constraint[ x=nom_gamma_stat_BMCorr_bin_7_8 mean=gamma_stat_BMCorr_bin_7_8_poisMean ] = 0.0402667 RooPoisson::gamma_stat_BMCorr_bin_7_9_constraint[ x=nom_gamma_stat_BMCorr_bin_7_9 mean=gamma_stat_BMCorr_bin_7_9_poisMean ] = 0.0404734 RooPoisson::gamma_stat_BMCorr_bin_8_0_constraint[ x=nom_gamma_stat_BMCorr_bin_8_0 mean=gamma_stat_BMCorr_bin_8_0_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_8_10_constraint[ x=nom_gamma_stat_BMCorr_bin_8_10 mean=gamma_stat_BMCorr_bin_8_10_poisMean ] = 0.0510097 RooPoisson::gamma_stat_BMCorr_bin_8_11_constraint[ x=nom_gamma_stat_BMCorr_bin_8_11 mean=gamma_stat_BMCorr_bin_8_11_poisMean ] = 0.0523086 RooPoisson::gamma_stat_BMCorr_bin_8_12_constraint[ x=nom_gamma_stat_BMCorr_bin_8_12 mean=gamma_stat_BMCorr_bin_8_12_poisMean ] = 0.0542055 RooPoisson::gamma_stat_BMCorr_bin_8_13_constraint[ x=nom_gamma_stat_BMCorr_bin_8_13 mean=gamma_stat_BMCorr_bin_8_13_poisMean ] = 0.0552348 RooPoisson::gamma_stat_BMCorr_bin_8_14_constraint[ x=nom_gamma_stat_BMCorr_bin_8_14 mean=gamma_stat_BMCorr_bin_8_14_poisMean ] = 0.0501956 RooPoisson::gamma_stat_BMCorr_bin_8_1_constraint[ x=nom_gamma_stat_BMCorr_bin_8_1 mean=gamma_stat_BMCorr_bin_8_1_poisMean ] = 0.0614361 RooPoisson::gamma_stat_BMCorr_bin_8_2_constraint[ x=nom_gamma_stat_BMCorr_bin_8_2 mean=gamma_stat_BMCorr_bin_8_2_poisMean ] = 0.0935973 RooPoisson::gamma_stat_BMCorr_bin_8_3_constraint[ x=nom_gamma_stat_BMCorr_bin_8_3 mean=gamma_stat_BMCorr_bin_8_3_poisMean ] = 0.0779887 RooPoisson::gamma_stat_BMCorr_bin_8_4_constraint[ x=nom_gamma_stat_BMCorr_bin_8_4 mean=gamma_stat_BMCorr_bin_8_4_poisMean ] = 0.0621778 RooPoisson::gamma_stat_BMCorr_bin_8_5_constraint[ x=nom_gamma_stat_BMCorr_bin_8_5 mean=gamma_stat_BMCorr_bin_8_5_poisMean ] = 0.0587144 RooPoisson::gamma_stat_BMCorr_bin_8_6_constraint[ x=nom_gamma_stat_BMCorr_bin_8_6 mean=gamma_stat_BMCorr_bin_8_6_poisMean ] = 0.0552348 RooPoisson::gamma_stat_BMCorr_bin_8_7_constraint[ x=nom_gamma_stat_BMCorr_bin_8_7 mean=gamma_stat_BMCorr_bin_8_7_poisMean ] = 0.060721 RooPoisson::gamma_stat_BMCorr_bin_8_8_constraint[ x=nom_gamma_stat_BMCorr_bin_8_8 mean=gamma_stat_BMCorr_bin_8_8_poisMean ] = 0.0614366 RooPoisson::gamma_stat_BMCorr_bin_8_9_constraint[ x=nom_gamma_stat_BMCorr_bin_8_9 mean=gamma_stat_BMCorr_bin_8_9_poisMean ] = 0.054714 RooPoisson::gamma_stat_BMCorr_bin_9_0_constraint[ x=nom_gamma_stat_BMCorr_bin_9_0 mean=gamma_stat_BMCorr_bin_9_0_poisMean ] = 0.0992175 RooPoisson::gamma_stat_BMCorr_bin_9_10_constraint[ x=nom_gamma_stat_BMCorr_bin_9_10 mean=gamma_stat_BMCorr_bin_9_10_poisMean ] = 0.0537119 RooPoisson::gamma_stat_BMCorr_bin_9_11_constraint[ x=nom_gamma_stat_BMCorr_bin_9_11 mean=gamma_stat_BMCorr_bin_9_11_poisMean ] = 0.047969 RooPoisson::gamma_stat_BMCorr_bin_9_12_constraint[ x=nom_gamma_stat_BMCorr_bin_9_12 mean=gamma_stat_BMCorr_bin_9_12_poisMean ] = 0.0463239 RooPoisson::gamma_stat_BMCorr_bin_9_13_constraint[ x=nom_gamma_stat_BMCorr_bin_9_13 mean=gamma_stat_BMCorr_bin_9_13_poisMean ] = 0.047969 RooPoisson::gamma_stat_BMCorr_bin_9_14_constraint[ x=nom_gamma_stat_BMCorr_bin_9_14 mean=gamma_stat_BMCorr_bin_9_14_poisMean ] = 0.048678 RooPoisson::gamma_stat_BMCorr_bin_9_1_constraint[ x=nom_gamma_stat_BMCorr_bin_9_1 mean=gamma_stat_BMCorr_bin_9_1_poisMean ] = 0.0888353 RooPoisson::gamma_stat_BMCorr_bin_9_2_constraint[ x=nom_gamma_stat_BMCorr_bin_9_2 mean=gamma_stat_BMCorr_bin_9_2_poisMean ] = 0.0847332 RooPoisson::gamma_stat_BMCorr_bin_9_3_constraint[ x=nom_gamma_stat_BMCorr_bin_9_3 mean=gamma_stat_BMCorr_bin_9_3_poisMean ] = 0.0672732 RooPoisson::gamma_stat_BMCorr_bin_9_4_constraint[ x=nom_gamma_stat_BMCorr_bin_9_4 mean=gamma_stat_BMCorr_bin_9_4_poisMean ] = 0.0645752 RooPoisson::gamma_stat_BMCorr_bin_9_5_constraint[ x=nom_gamma_stat_BMCorr_bin_9_5 mean=gamma_stat_BMCorr_bin_9_5_poisMean ] = 0.060029 RooPoisson::gamma_stat_BMCorr_bin_9_6_constraint[ x=nom_gamma_stat_BMCorr_bin_9_6 mean=gamma_stat_BMCorr_bin_9_6_poisMean ] = 0.060029 RooPoisson::gamma_stat_BMCorr_bin_9_7_constraint[ x=nom_gamma_stat_BMCorr_bin_9_7 mean=gamma_stat_BMCorr_bin_9_7_poisMean ] = 0.052764 RooPoisson::gamma_stat_BMCorr_bin_9_8_constraint[ x=nom_gamma_stat_BMCorr_bin_9_8 mean=gamma_stat_BMCorr_bin_9_8_poisMean ] = 0.0621778 RooPoisson::gamma_stat_BMCorr_bin_9_9_constraint[ x=nom_gamma_stat_BMCorr_bin_9_9 mean=gamma_stat_BMCorr_bin_9_9_poisMean ] = 0.0607203 RooGaussian::lumiConstraint[ x=Lumi mean=nominalLumi sigma=0.1 ] = 1 RooProdPdf::model_BMCorr[ lumiConstraint * gamma_stat_BMCorr_bin_0_0_constraint * gamma_stat_BMCorr_bin_1_0_constraint * gamma_stat_BMCorr_bin_2_0_constraint * gamma_stat_BMCorr_bin_3_0_constraint * gamma_stat_BMCorr_bin_4_0_constraint * gamma_stat_BMCorr_bin_5_0_constraint * gamma_stat_BMCorr_bin_6_0_constraint * gamma_stat_BMCorr_bin_7_0_constraint * gamma_stat_BMCorr_bin_8_0_constraint * gamma_stat_BMCorr_bin_9_0_constraint * gamma_stat_BMCorr_bin_10_0_constraint * gamma_stat_BMCorr_bin_11_0_constraint * gamma_stat_BMCorr_bin_12_0_constraint * gamma_stat_BMCorr_bin_13_0_constraint * gamma_stat_BMCorr_bin_14_0_constraint * gamma_stat_BMCorr_bin_0_1_constraint * gamma_stat_BMCorr_bin_1_1_constraint * gamma_stat_BMCorr_bin_2_1_constraint * gamma_stat_BMCorr_bin_3_1_constraint * gamma_stat_BMCorr_bin_4_1_constraint * gamma_stat_BMCorr_bin_5_1_constraint * gamma_stat_BMCorr_bin_6_1_constraint * gamma_stat_BMCorr_bin_7_1_constraint * gamma_stat_BMCorr_bin_8_1_constraint * gamma_stat_BMCorr_bin_9_1_constraint * gamma_stat_BMCorr_bin_10_1_constraint * gamma_stat_BMCorr_bin_11_1_constraint * gamma_stat_BMCorr_bin_12_1_constraint * gamma_stat_BMCorr_bin_13_1_constraint * gamma_stat_BMCorr_bin_14_1_constraint * gamma_stat_BMCorr_bin_0_2_constraint * gamma_stat_BMCorr_bin_1_2_constraint * gamma_stat_BMCorr_bin_2_2_constraint * gamma_stat_BMCorr_bin_3_2_constraint * gamma_stat_BMCorr_bin_4_2_constraint * gamma_stat_BMCorr_bin_5_2_constraint * gamma_stat_BMCorr_bin_6_2_constraint * gamma_stat_BMCorr_bin_7_2_constraint * gamma_stat_BMCorr_bin_8_2_constraint * gamma_stat_BMCorr_bin_9_2_constraint * gamma_stat_BMCorr_bin_10_2_constraint * gamma_stat_BMCorr_bin_11_2_constraint * gamma_stat_BMCorr_bin_12_2_constraint * gamma_stat_BMCorr_bin_13_2_constraint * gamma_stat_BMCorr_bin_14_2_constraint * gamma_stat_BMCorr_bin_0_3_constraint * gamma_stat_BMCorr_bin_1_3_constraint * gamma_stat_BMCorr_bin_2_3_constraint * gamma_stat_BMCorr_bin_3_3_constraint * gamma_stat_BMCorr_bin_4_3_constraint * gamma_stat_BMCorr_bin_5_3_constraint * gamma_stat_BMCorr_bin_6_3_constraint * gamma_stat_BMCorr_bin_7_3_constraint * gamma_stat_BMCorr_bin_8_3_constraint * gamma_stat_BMCorr_bin_9_3_constraint * gamma_stat_BMCorr_bin_10_3_constraint * gamma_stat_BMCorr_bin_11_3_constraint * gamma_stat_BMCorr_bin_12_3_constraint * gamma_stat_BMCorr_bin_13_3_constraint * gamma_stat_BMCorr_bin_14_3_constraint * gamma_stat_BMCorr_bin_0_4_constraint * gamma_stat_BMCorr_bin_1_4_constraint * gamma_stat_BMCorr_bin_2_4_constraint * gamma_stat_BMCorr_bin_3_4_constraint * gamma_stat_BMCorr_bin_4_4_constraint * gamma_stat_BMCorr_bin_5_4_constraint * gamma_stat_BMCorr_bin_6_4_constraint * gamma_stat_BMCorr_bin_7_4_constraint * gamma_stat_BMCorr_bin_8_4_constraint * gamma_stat_BMCorr_bin_9_4_constraint * gamma_stat_BMCorr_bin_10_4_constraint * gamma_stat_BMCorr_bin_11_4_constraint * gamma_stat_BMCorr_bin_12_4_constraint * gamma_stat_BMCorr_bin_13_4_constraint * gamma_stat_BMCorr_bin_14_4_constraint * gamma_stat_BMCorr_bin_0_5_constraint * gamma_stat_BMCorr_bin_1_5_constraint * gamma_stat_BMCorr_bin_2_5_constraint * gamma_stat_BMCorr_bin_3_5_constraint * gamma_stat_BMCorr_bin_4_5_constraint * gamma_stat_BMCorr_bin_5_5_constraint * gamma_stat_BMCorr_bin_6_5_constraint * gamma_stat_BMCorr_bin_7_5_constraint * gamma_stat_BMCorr_bin_8_5_constraint * gamma_stat_BMCorr_bin_9_5_constraint * gamma_stat_BMCorr_bin_10_5_constraint * gamma_stat_BMCorr_bin_11_5_constraint * gamma_stat_BMCorr_bin_12_5_constraint * gamma_stat_BMCorr_bin_13_5_constraint * gamma_stat_BMCorr_bin_14_5_constraint * gamma_stat_BMCorr_bin_0_6_constraint * gamma_stat_BMCorr_bin_1_6_constraint * gamma_stat_BMCorr_bin_2_6_constraint * gamma_stat_BMCorr_bin_3_6_constraint * gamma_stat_BMCorr_bin_4_6_constraint * gamma_stat_BMCorr_bin_5_6_constraint * gamma_stat_BMCorr_bin_6_6_constraint * gamma_stat_BMCorr_bin_7_6_constraint * gamma_stat_BMCorr_bin_8_6_constraint * gamma_stat_BMCorr_bin_9_6_constraint * gamma_stat_BMCorr_bin_10_6_constraint * gamma_stat_BMCorr_bin_11_6_constraint * gamma_stat_BMCorr_bin_12_6_constraint * gamma_stat_BMCorr_bin_13_6_constraint * gamma_stat_BMCorr_bin_14_6_constraint * gamma_stat_BMCorr_bin_0_7_constraint * gamma_stat_BMCorr_bin_1_7_constraint * gamma_stat_BMCorr_bin_2_7_constraint * gamma_stat_BMCorr_bin_3_7_constraint * gamma_stat_BMCorr_bin_4_7_constraint * gamma_stat_BMCorr_bin_5_7_constraint * gamma_stat_BMCorr_bin_6_7_constraint * gamma_stat_BMCorr_bin_7_7_constraint * gamma_stat_BMCorr_bin_8_7_constraint * gamma_stat_BMCorr_bin_9_7_constraint * gamma_stat_BMCorr_bin_10_7_constraint * gamma_stat_BMCorr_bin_11_7_constraint * gamma_stat_BMCorr_bin_12_7_constraint * gamma_stat_BMCorr_bin_13_7_constraint * gamma_stat_BMCorr_bin_14_7_constraint * gamma_stat_BMCorr_bin_0_8_constraint * gamma_stat_BMCorr_bin_1_8_constraint * gamma_stat_BMCorr_bin_2_8_constraint * gamma_stat_BMCorr_bin_3_8_constraint * gamma_stat_BMCorr_bin_4_8_constraint * gamma_stat_BMCorr_bin_5_8_constraint * gamma_stat_BMCorr_bin_6_8_constraint * gamma_stat_BMCorr_bin_7_8_constraint * gamma_stat_BMCorr_bin_8_8_constraint * gamma_stat_BMCorr_bin_9_8_constraint * gamma_stat_BMCorr_bin_10_8_constraint * gamma_stat_BMCorr_bin_11_8_constraint * gamma_stat_BMCorr_bin_12_8_constraint * gamma_stat_BMCorr_bin_13_8_constraint * gamma_stat_BMCorr_bin_14_8_constraint * gamma_stat_BMCorr_bin_0_9_constraint * gamma_stat_BMCorr_bin_1_9_constraint * gamma_stat_BMCorr_bin_2_9_constraint * gamma_stat_BMCorr_bin_3_9_constraint * gamma_stat_BMCorr_bin_4_9_constraint * gamma_stat_BMCorr_bin_5_9_constraint * gamma_stat_BMCorr_bin_6_9_constraint * gamma_stat_BMCorr_bin_7_9_constraint * gamma_stat_BMCorr_bin_8_9_constraint * gamma_stat_BMCorr_bin_9_9_constraint * gamma_stat_BMCorr_bin_10_9_constraint * gamma_stat_BMCorr_bin_11_9_constraint * gamma_stat_BMCorr_bin_12_9_constraint * gamma_stat_BMCorr_bin_13_9_constraint * gamma_stat_BMCorr_bin_14_9_constraint * gamma_stat_BMCorr_bin_0_10_constraint * gamma_stat_BMCorr_bin_1_10_constraint * gamma_stat_BMCorr_bin_2_10_constraint * gamma_stat_BMCorr_bin_3_10_constraint * gamma_stat_BMCorr_bin_4_10_constraint * gamma_stat_BMCorr_bin_5_10_constraint * gamma_stat_BMCorr_bin_6_10_constraint * gamma_stat_BMCorr_bin_7_10_constraint * gamma_stat_BMCorr_bin_8_10_constraint * gamma_stat_BMCorr_bin_9_10_constraint * gamma_stat_BMCorr_bin_10_10_constraint * gamma_stat_BMCorr_bin_11_10_constraint * gamma_stat_BMCorr_bin_12_10_constraint * gamma_stat_BMCorr_bin_13_10_constraint * gamma_stat_BMCorr_bin_14_10_constraint * gamma_stat_BMCorr_bin_0_11_constraint * gamma_stat_BMCorr_bin_1_11_constraint * gamma_stat_BMCorr_bin_2_11_constraint * gamma_stat_BMCorr_bin_3_11_constraint * gamma_stat_BMCorr_bin_4_11_constraint * gamma_stat_BMCorr_bin_5_11_constraint * gamma_stat_BMCorr_bin_6_11_constraint * gamma_stat_BMCorr_bin_7_11_constraint * gamma_stat_BMCorr_bin_8_11_constraint * gamma_stat_BMCorr_bin_9_11_constraint * gamma_stat_BMCorr_bin_10_11_constraint * gamma_stat_BMCorr_bin_11_11_constraint * gamma_stat_BMCorr_bin_12_11_constraint * gamma_stat_BMCorr_bin_13_11_constraint * gamma_stat_BMCorr_bin_14_11_constraint * gamma_stat_BMCorr_bin_0_12_constraint * gamma_stat_BMCorr_bin_1_12_constraint * gamma_stat_BMCorr_bin_2_12_constraint * gamma_stat_BMCorr_bin_3_12_constraint * gamma_stat_BMCorr_bin_4_12_constraint * gamma_stat_BMCorr_bin_5_12_constraint * gamma_stat_BMCorr_bin_6_12_constraint * gamma_stat_BMCorr_bin_7_12_constraint * gamma_stat_BMCorr_bin_8_12_constraint * gamma_stat_BMCorr_bin_9_12_constraint * gamma_stat_BMCorr_bin_10_12_constraint * gamma_stat_BMCorr_bin_11_12_constraint * gamma_stat_BMCorr_bin_12_12_constraint * gamma_stat_BMCorr_bin_13_12_constraint * gamma_stat_BMCorr_bin_14_12_constraint * gamma_stat_BMCorr_bin_0_13_constraint * gamma_stat_BMCorr_bin_1_13_constraint * gamma_stat_BMCorr_bin_2_13_constraint * gamma_stat_BMCorr_bin_3_13_constraint * gamma_stat_BMCorr_bin_4_13_constraint * gamma_stat_BMCorr_bin_5_13_constraint * gamma_stat_BMCorr_bin_6_13_constraint * gamma_stat_BMCorr_bin_7_13_constraint * gamma_stat_BMCorr_bin_8_13_constraint * gamma_stat_BMCorr_bin_9_13_constraint * gamma_stat_BMCorr_bin_10_13_constraint * gamma_stat_BMCorr_bin_11_13_constraint * gamma_stat_BMCorr_bin_12_13_constraint * gamma_stat_BMCorr_bin_13_13_constraint * gamma_stat_BMCorr_bin_14_13_constraint * gamma_stat_BMCorr_bin_0_14_constraint * gamma_stat_BMCorr_bin_1_14_constraint * gamma_stat_BMCorr_bin_2_14_constraint * gamma_stat_BMCorr_bin_3_14_constraint * gamma_stat_BMCorr_bin_4_14_constraint * gamma_stat_BMCorr_bin_5_14_constraint * gamma_stat_BMCorr_bin_6_14_constraint * gamma_stat_BMCorr_bin_7_14_constraint * gamma_stat_BMCorr_bin_8_14_constraint * gamma_stat_BMCorr_bin_9_14_constraint * gamma_stat_BMCorr_bin_10_14_constraint * gamma_stat_BMCorr_bin_11_14_constraint * gamma_stat_BMCorr_bin_12_14_constraint * gamma_stat_BMCorr_bin_13_14_constraint * gamma_stat_BMCorr_bin_14_14_constraint * BMCorr_model(obs_x_BMCorr,obs_y_BMCorr) ] = 3.62203e-287 functions -------- RooBinWidthFunction::BMCorr_model_binWidth[ HistFuncForBinWidth=histoSig_BMCorr_Hist_alphanominal ] = 2.5e-05 RooProduct::gamma_stat_BMCorr_bin_0_0_poisMean[ gamma_stat_BMCorr_bin_0_0 * gamma_stat_BMCorr_bin_0_0_tau ] = 19 RooProduct::gamma_stat_BMCorr_bin_0_10_poisMean[ gamma_stat_BMCorr_bin_0_10 * gamma_stat_BMCorr_bin_0_10_tau ] = 38 RooProduct::gamma_stat_BMCorr_bin_0_11_poisMean[ gamma_stat_BMCorr_bin_0_11 * gamma_stat_BMCorr_bin_0_11_tau ] = 58 RooProduct::gamma_stat_BMCorr_bin_0_12_poisMean[ gamma_stat_BMCorr_bin_0_12 * gamma_stat_BMCorr_bin_0_12_tau ] = 38 RooProduct::gamma_stat_BMCorr_bin_0_13_poisMean[ gamma_stat_BMCorr_bin_0_13 * gamma_stat_BMCorr_bin_0_13_tau ] = 53 RooProduct::gamma_stat_BMCorr_bin_0_14_poisMean[ gamma_stat_BMCorr_bin_0_14 * gamma_stat_BMCorr_bin_0_14_tau ] = 55 RooProduct::gamma_stat_BMCorr_bin_0_1_poisMean[ gamma_stat_BMCorr_bin_0_1 * gamma_stat_BMCorr_bin_0_1_tau ] = 18 RooProduct::gamma_stat_BMCorr_bin_0_2_poisMean[ gamma_stat_BMCorr_bin_0_2 * gamma_stat_BMCorr_bin_0_2_tau ] = 15 RooProduct::gamma_stat_BMCorr_bin_0_3_poisMean[ gamma_stat_BMCorr_bin_0_3 * gamma_stat_BMCorr_bin_0_3_tau ] = 19 RooProduct::gamma_stat_BMCorr_bin_0_4_poisMean[ gamma_stat_BMCorr_bin_0_4 * gamma_stat_BMCorr_bin_0_4_tau ] = 27 RooProduct::gamma_stat_BMCorr_bin_0_5_poisMean[ gamma_stat_BMCorr_bin_0_5 * gamma_stat_BMCorr_bin_0_5_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_0_6_poisMean[ gamma_stat_BMCorr_bin_0_6 * gamma_stat_BMCorr_bin_0_6_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_0_7_poisMean[ gamma_stat_BMCorr_bin_0_7 * gamma_stat_BMCorr_bin_0_7_tau ] = 37 RooProduct::gamma_stat_BMCorr_bin_0_8_poisMean[ gamma_stat_BMCorr_bin_0_8 * gamma_stat_BMCorr_bin_0_8_tau ] = 27 RooProduct::gamma_stat_BMCorr_bin_0_9_poisMean[ gamma_stat_BMCorr_bin_0_9 * gamma_stat_BMCorr_bin_0_9_tau ] = 26 RooProduct::gamma_stat_BMCorr_bin_10_0_poisMean[ gamma_stat_BMCorr_bin_10_0 * gamma_stat_BMCorr_bin_10_0_tau ] = 22 RooProduct::gamma_stat_BMCorr_bin_10_10_poisMean[ gamma_stat_BMCorr_bin_10_10 * gamma_stat_BMCorr_bin_10_10_tau ] = 61 RooProduct::gamma_stat_BMCorr_bin_10_11_poisMean[ gamma_stat_BMCorr_bin_10_11 * gamma_stat_BMCorr_bin_10_11_tau ] = 55 RooProduct::gamma_stat_BMCorr_bin_10_12_poisMean[ gamma_stat_BMCorr_bin_10_12 * gamma_stat_BMCorr_bin_10_12_tau ] = 67 RooProduct::gamma_stat_BMCorr_bin_10_13_poisMean[ gamma_stat_BMCorr_bin_10_13 * gamma_stat_BMCorr_bin_10_13_tau ] = 77 RooProduct::gamma_stat_BMCorr_bin_10_14_poisMean[ gamma_stat_BMCorr_bin_10_14 * gamma_stat_BMCorr_bin_10_14_tau ] = 77 RooProduct::gamma_stat_BMCorr_bin_10_1_poisMean[ gamma_stat_BMCorr_bin_10_1 * gamma_stat_BMCorr_bin_10_1_tau ] = 32 RooProduct::gamma_stat_BMCorr_bin_10_2_poisMean[ gamma_stat_BMCorr_bin_10_2 * gamma_stat_BMCorr_bin_10_2_tau ] = 31 RooProduct::gamma_stat_BMCorr_bin_10_3_poisMean[ gamma_stat_BMCorr_bin_10_3 * gamma_stat_BMCorr_bin_10_3_tau ] = 37 RooProduct::gamma_stat_BMCorr_bin_10_4_poisMean[ gamma_stat_BMCorr_bin_10_4 * gamma_stat_BMCorr_bin_10_4_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_10_5_poisMean[ gamma_stat_BMCorr_bin_10_5 * gamma_stat_BMCorr_bin_10_5_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_10_6_poisMean[ gamma_stat_BMCorr_bin_10_6 * gamma_stat_BMCorr_bin_10_6_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_10_7_poisMean[ gamma_stat_BMCorr_bin_10_7 * gamma_stat_BMCorr_bin_10_7_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_10_8_poisMean[ gamma_stat_BMCorr_bin_10_8 * gamma_stat_BMCorr_bin_10_8_tau ] = 61 RooProduct::gamma_stat_BMCorr_bin_10_9_poisMean[ gamma_stat_BMCorr_bin_10_9 * gamma_stat_BMCorr_bin_10_9_tau ] = 45 RooProduct::gamma_stat_BMCorr_bin_11_0_poisMean[ gamma_stat_BMCorr_bin_11_0 * gamma_stat_BMCorr_bin_11_0_tau ] = 19 RooProduct::gamma_stat_BMCorr_bin_11_10_poisMean[ gamma_stat_BMCorr_bin_11_10 * gamma_stat_BMCorr_bin_11_10_tau ] = 87 RooProduct::gamma_stat_BMCorr_bin_11_11_poisMean[ gamma_stat_BMCorr_bin_11_11 * gamma_stat_BMCorr_bin_11_11_tau ] = 73 RooProduct::gamma_stat_BMCorr_bin_11_12_poisMean[ gamma_stat_BMCorr_bin_11_12 * gamma_stat_BMCorr_bin_11_12_tau ] = 69 RooProduct::gamma_stat_BMCorr_bin_11_13_poisMean[ gamma_stat_BMCorr_bin_11_13 * gamma_stat_BMCorr_bin_11_13_tau ] = 81 RooProduct::gamma_stat_BMCorr_bin_11_14_poisMean[ gamma_stat_BMCorr_bin_11_14 * gamma_stat_BMCorr_bin_11_14_tau ] = 101 RooProduct::gamma_stat_BMCorr_bin_11_1_poisMean[ gamma_stat_BMCorr_bin_11_1 * gamma_stat_BMCorr_bin_11_1_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_11_2_poisMean[ gamma_stat_BMCorr_bin_11_2 * gamma_stat_BMCorr_bin_11_2_tau ] = 29 RooProduct::gamma_stat_BMCorr_bin_11_3_poisMean[ gamma_stat_BMCorr_bin_11_3 * gamma_stat_BMCorr_bin_11_3_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_11_4_poisMean[ gamma_stat_BMCorr_bin_11_4 * gamma_stat_BMCorr_bin_11_4_tau ] = 41 RooProduct::gamma_stat_BMCorr_bin_11_5_poisMean[ gamma_stat_BMCorr_bin_11_5 * gamma_stat_BMCorr_bin_11_5_tau ] = 43 RooProduct::gamma_stat_BMCorr_bin_11_6_poisMean[ gamma_stat_BMCorr_bin_11_6 * gamma_stat_BMCorr_bin_11_6_tau ] = 43 RooProduct::gamma_stat_BMCorr_bin_11_7_poisMean[ gamma_stat_BMCorr_bin_11_7 * gamma_stat_BMCorr_bin_11_7_tau ] = 53 RooProduct::gamma_stat_BMCorr_bin_11_8_poisMean[ gamma_stat_BMCorr_bin_11_8 * gamma_stat_BMCorr_bin_11_8_tau ] = 59 RooProduct::gamma_stat_BMCorr_bin_11_9_poisMean[ gamma_stat_BMCorr_bin_11_9 * gamma_stat_BMCorr_bin_11_9_tau ] = 69 RooProduct::gamma_stat_BMCorr_bin_12_0_poisMean[ gamma_stat_BMCorr_bin_12_0 * gamma_stat_BMCorr_bin_12_0_tau ] = 27 RooProduct::gamma_stat_BMCorr_bin_12_10_poisMean[ gamma_stat_BMCorr_bin_12_10 * gamma_stat_BMCorr_bin_12_10_tau ] = 78 RooProduct::gamma_stat_BMCorr_bin_12_11_poisMean[ gamma_stat_BMCorr_bin_12_11 * gamma_stat_BMCorr_bin_12_11_tau ] = 59 RooProduct::gamma_stat_BMCorr_bin_12_12_poisMean[ gamma_stat_BMCorr_bin_12_12 * gamma_stat_BMCorr_bin_12_12_tau ] = 78 RooProduct::gamma_stat_BMCorr_bin_12_13_poisMean[ gamma_stat_BMCorr_bin_12_13 * gamma_stat_BMCorr_bin_12_13_tau ] = 91 RooProduct::gamma_stat_BMCorr_bin_12_14_poisMean[ gamma_stat_BMCorr_bin_12_14 * gamma_stat_BMCorr_bin_12_14_tau ] = 82 RooProduct::gamma_stat_BMCorr_bin_12_1_poisMean[ gamma_stat_BMCorr_bin_12_1 * gamma_stat_BMCorr_bin_12_1_tau ] = 32 RooProduct::gamma_stat_BMCorr_bin_12_2_poisMean[ gamma_stat_BMCorr_bin_12_2 * gamma_stat_BMCorr_bin_12_2_tau ] = 28 RooProduct::gamma_stat_BMCorr_bin_12_3_poisMean[ gamma_stat_BMCorr_bin_12_3 * gamma_stat_BMCorr_bin_12_3_tau ] = 47 RooProduct::gamma_stat_BMCorr_bin_12_4_poisMean[ gamma_stat_BMCorr_bin_12_4 * gamma_stat_BMCorr_bin_12_4_tau ] = 48 RooProduct::gamma_stat_BMCorr_bin_12_5_poisMean[ gamma_stat_BMCorr_bin_12_5 * gamma_stat_BMCorr_bin_12_5_tau ] = 43 RooProduct::gamma_stat_BMCorr_bin_12_6_poisMean[ gamma_stat_BMCorr_bin_12_6 * gamma_stat_BMCorr_bin_12_6_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_12_7_poisMean[ gamma_stat_BMCorr_bin_12_7 * gamma_stat_BMCorr_bin_12_7_tau ] = 54 RooProduct::gamma_stat_BMCorr_bin_12_8_poisMean[ gamma_stat_BMCorr_bin_12_8 * gamma_stat_BMCorr_bin_12_8_tau ] = 66 RooProduct::gamma_stat_BMCorr_bin_12_9_poisMean[ gamma_stat_BMCorr_bin_12_9 * gamma_stat_BMCorr_bin_12_9_tau ] = 63 RooProduct::gamma_stat_BMCorr_bin_13_0_poisMean[ gamma_stat_BMCorr_bin_13_0 * gamma_stat_BMCorr_bin_13_0_tau ] = 33 RooProduct::gamma_stat_BMCorr_bin_13_10_poisMean[ gamma_stat_BMCorr_bin_13_10 * gamma_stat_BMCorr_bin_13_10_tau ] = 73 RooProduct::gamma_stat_BMCorr_bin_13_11_poisMean[ gamma_stat_BMCorr_bin_13_11 * gamma_stat_BMCorr_bin_13_11_tau ] = 71 RooProduct::gamma_stat_BMCorr_bin_13_12_poisMean[ gamma_stat_BMCorr_bin_13_12 * gamma_stat_BMCorr_bin_13_12_tau ] = 80 RooProduct::gamma_stat_BMCorr_bin_13_13_poisMean[ gamma_stat_BMCorr_bin_13_13 * gamma_stat_BMCorr_bin_13_13_tau ] = 90 RooProduct::gamma_stat_BMCorr_bin_13_14_poisMean[ gamma_stat_BMCorr_bin_13_14 * gamma_stat_BMCorr_bin_13_14_tau ] = 93 RooProduct::gamma_stat_BMCorr_bin_13_1_poisMean[ gamma_stat_BMCorr_bin_13_1 * gamma_stat_BMCorr_bin_13_1_tau ] = 43 RooProduct::gamma_stat_BMCorr_bin_13_2_poisMean[ gamma_stat_BMCorr_bin_13_2 * gamma_stat_BMCorr_bin_13_2_tau ] = 31 RooProduct::gamma_stat_BMCorr_bin_13_3_poisMean[ gamma_stat_BMCorr_bin_13_3 * gamma_stat_BMCorr_bin_13_3_tau ] = 40 RooProduct::gamma_stat_BMCorr_bin_13_4_poisMean[ gamma_stat_BMCorr_bin_13_4 * gamma_stat_BMCorr_bin_13_4_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_13_5_poisMean[ gamma_stat_BMCorr_bin_13_5 * gamma_stat_BMCorr_bin_13_5_tau ] = 38 RooProduct::gamma_stat_BMCorr_bin_13_6_poisMean[ gamma_stat_BMCorr_bin_13_6 * gamma_stat_BMCorr_bin_13_6_tau ] = 60 RooProduct::gamma_stat_BMCorr_bin_13_7_poisMean[ gamma_stat_BMCorr_bin_13_7 * gamma_stat_BMCorr_bin_13_7_tau ] = 56 RooProduct::gamma_stat_BMCorr_bin_13_8_poisMean[ gamma_stat_BMCorr_bin_13_8 * gamma_stat_BMCorr_bin_13_8_tau ] = 65 RooProduct::gamma_stat_BMCorr_bin_13_9_poisMean[ gamma_stat_BMCorr_bin_13_9 * gamma_stat_BMCorr_bin_13_9_tau ] = 68 RooProduct::gamma_stat_BMCorr_bin_14_0_poisMean[ gamma_stat_BMCorr_bin_14_0 * gamma_stat_BMCorr_bin_14_0_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_14_10_poisMean[ gamma_stat_BMCorr_bin_14_10 * gamma_stat_BMCorr_bin_14_10_tau ] = 62 RooProduct::gamma_stat_BMCorr_bin_14_11_poisMean[ gamma_stat_BMCorr_bin_14_11 * gamma_stat_BMCorr_bin_14_11_tau ] = 93 RooProduct::gamma_stat_BMCorr_bin_14_12_poisMean[ gamma_stat_BMCorr_bin_14_12 * gamma_stat_BMCorr_bin_14_12_tau ] = 68 RooProduct::gamma_stat_BMCorr_bin_14_13_poisMean[ gamma_stat_BMCorr_bin_14_13 * gamma_stat_BMCorr_bin_14_13_tau ] = 90 RooProduct::gamma_stat_BMCorr_bin_14_14_poisMean[ gamma_stat_BMCorr_bin_14_14 * gamma_stat_BMCorr_bin_14_14_tau ] = 104 RooProduct::gamma_stat_BMCorr_bin_14_1_poisMean[ gamma_stat_BMCorr_bin_14_1 * gamma_stat_BMCorr_bin_14_1_tau ] = 27 RooProduct::gamma_stat_BMCorr_bin_14_2_poisMean[ gamma_stat_BMCorr_bin_14_2 * gamma_stat_BMCorr_bin_14_2_tau ] = 36 RooProduct::gamma_stat_BMCorr_bin_14_3_poisMean[ gamma_stat_BMCorr_bin_14_3 * gamma_stat_BMCorr_bin_14_3_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_14_4_poisMean[ gamma_stat_BMCorr_bin_14_4 * gamma_stat_BMCorr_bin_14_4_tau ] = 39 RooProduct::gamma_stat_BMCorr_bin_14_5_poisMean[ gamma_stat_BMCorr_bin_14_5 * gamma_stat_BMCorr_bin_14_5_tau ] = 48 RooProduct::gamma_stat_BMCorr_bin_14_6_poisMean[ gamma_stat_BMCorr_bin_14_6 * gamma_stat_BMCorr_bin_14_6_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_14_7_poisMean[ gamma_stat_BMCorr_bin_14_7 * gamma_stat_BMCorr_bin_14_7_tau ] = 60 RooProduct::gamma_stat_BMCorr_bin_14_8_poisMean[ gamma_stat_BMCorr_bin_14_8 * gamma_stat_BMCorr_bin_14_8_tau ] = 52 RooProduct::gamma_stat_BMCorr_bin_14_9_poisMean[ gamma_stat_BMCorr_bin_14_9 * gamma_stat_BMCorr_bin_14_9_tau ] = 61 RooProduct::gamma_stat_BMCorr_bin_1_0_poisMean[ gamma_stat_BMCorr_bin_1_0 * gamma_stat_BMCorr_bin_1_0_tau ] = 12 RooProduct::gamma_stat_BMCorr_bin_1_10_poisMean[ gamma_stat_BMCorr_bin_1_10 * gamma_stat_BMCorr_bin_1_10_tau ] = 43.9988 RooProduct::gamma_stat_BMCorr_bin_1_11_poisMean[ gamma_stat_BMCorr_bin_1_11 * gamma_stat_BMCorr_bin_1_11_tau ] = 43.9997 RooProduct::gamma_stat_BMCorr_bin_1_12_poisMean[ gamma_stat_BMCorr_bin_1_12 * gamma_stat_BMCorr_bin_1_12_tau ] = 51 RooProduct::gamma_stat_BMCorr_bin_1_13_poisMean[ gamma_stat_BMCorr_bin_1_13 * gamma_stat_BMCorr_bin_1_13_tau ] = 52 RooProduct::gamma_stat_BMCorr_bin_1_14_poisMean[ gamma_stat_BMCorr_bin_1_14 * gamma_stat_BMCorr_bin_1_14_tau ] = 61 RooProduct::gamma_stat_BMCorr_bin_1_1_poisMean[ gamma_stat_BMCorr_bin_1_1 * gamma_stat_BMCorr_bin_1_1_tau ] = 15 RooProduct::gamma_stat_BMCorr_bin_1_2_poisMean[ gamma_stat_BMCorr_bin_1_2 * gamma_stat_BMCorr_bin_1_2_tau ] = 18 RooProduct::gamma_stat_BMCorr_bin_1_3_poisMean[ gamma_stat_BMCorr_bin_1_3 * gamma_stat_BMCorr_bin_1_3_tau ] = 13 RooProduct::gamma_stat_BMCorr_bin_1_4_poisMean[ gamma_stat_BMCorr_bin_1_4 * gamma_stat_BMCorr_bin_1_4_tau ] = 30 RooProduct::gamma_stat_BMCorr_bin_1_5_poisMean[ gamma_stat_BMCorr_bin_1_5 * gamma_stat_BMCorr_bin_1_5_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_1_6_poisMean[ gamma_stat_BMCorr_bin_1_6 * gamma_stat_BMCorr_bin_1_6_tau ] = 28 RooProduct::gamma_stat_BMCorr_bin_1_7_poisMean[ gamma_stat_BMCorr_bin_1_7 * gamma_stat_BMCorr_bin_1_7_tau ] = 23 RooProduct::gamma_stat_BMCorr_bin_1_8_poisMean[ gamma_stat_BMCorr_bin_1_8 * gamma_stat_BMCorr_bin_1_8_tau ] = 34.9997 RooProduct::gamma_stat_BMCorr_bin_1_9_poisMean[ gamma_stat_BMCorr_bin_1_9 * gamma_stat_BMCorr_bin_1_9_tau ] = 41.9991 RooProduct::gamma_stat_BMCorr_bin_2_0_poisMean[ gamma_stat_BMCorr_bin_2_0 * gamma_stat_BMCorr_bin_2_0_tau ] = 12 RooProduct::gamma_stat_BMCorr_bin_2_10_poisMean[ gamma_stat_BMCorr_bin_2_10 * gamma_stat_BMCorr_bin_2_10_tau ] = 99.9914 RooProduct::gamma_stat_BMCorr_bin_2_11_poisMean[ gamma_stat_BMCorr_bin_2_11 * gamma_stat_BMCorr_bin_2_11_tau ] = 74.994 RooProduct::gamma_stat_BMCorr_bin_2_12_poisMean[ gamma_stat_BMCorr_bin_2_12 * gamma_stat_BMCorr_bin_2_12_tau ] = 65.9954 RooProduct::gamma_stat_BMCorr_bin_2_13_poisMean[ gamma_stat_BMCorr_bin_2_13 * gamma_stat_BMCorr_bin_2_13_tau ] = 67.9993 RooProduct::gamma_stat_BMCorr_bin_2_14_poisMean[ gamma_stat_BMCorr_bin_2_14 * gamma_stat_BMCorr_bin_2_14_tau ] = 62 RooProduct::gamma_stat_BMCorr_bin_2_1_poisMean[ gamma_stat_BMCorr_bin_2_1 * gamma_stat_BMCorr_bin_2_1_tau ] = 15 RooProduct::gamma_stat_BMCorr_bin_2_2_poisMean[ gamma_stat_BMCorr_bin_2_2 * gamma_stat_BMCorr_bin_2_2_tau ] = 19 RooProduct::gamma_stat_BMCorr_bin_2_3_poisMean[ gamma_stat_BMCorr_bin_2_3 * gamma_stat_BMCorr_bin_2_3_tau ] = 31 RooProduct::gamma_stat_BMCorr_bin_2_4_poisMean[ gamma_stat_BMCorr_bin_2_4 * gamma_stat_BMCorr_bin_2_4_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_2_5_poisMean[ gamma_stat_BMCorr_bin_2_5 * gamma_stat_BMCorr_bin_2_5_tau ] = 32 RooProduct::gamma_stat_BMCorr_bin_2_6_poisMean[ gamma_stat_BMCorr_bin_2_6 * gamma_stat_BMCorr_bin_2_6_tau ] = 37.9988 RooProduct::gamma_stat_BMCorr_bin_2_7_poisMean[ gamma_stat_BMCorr_bin_2_7 * gamma_stat_BMCorr_bin_2_7_tau ] = 33.9983 RooProduct::gamma_stat_BMCorr_bin_2_8_poisMean[ gamma_stat_BMCorr_bin_2_8 * gamma_stat_BMCorr_bin_2_8_tau ] = 66.9942 RooProduct::gamma_stat_BMCorr_bin_2_9_poisMean[ gamma_stat_BMCorr_bin_2_9 * gamma_stat_BMCorr_bin_2_9_tau ] = 95.9919 RooProduct::gamma_stat_BMCorr_bin_3_0_poisMean[ gamma_stat_BMCorr_bin_3_0 * gamma_stat_BMCorr_bin_3_0_tau ] = 16 RooProduct::gamma_stat_BMCorr_bin_3_10_poisMean[ gamma_stat_BMCorr_bin_3_10 * gamma_stat_BMCorr_bin_3_10_tau ] = 399.984 RooProduct::gamma_stat_BMCorr_bin_3_11_poisMean[ gamma_stat_BMCorr_bin_3_11 * gamma_stat_BMCorr_bin_3_11_tau ] = 245.987 RooProduct::gamma_stat_BMCorr_bin_3_12_poisMean[ gamma_stat_BMCorr_bin_3_12 * gamma_stat_BMCorr_bin_3_12_tau ] = 144.989 RooProduct::gamma_stat_BMCorr_bin_3_13_poisMean[ gamma_stat_BMCorr_bin_3_13 * gamma_stat_BMCorr_bin_3_13_tau ] = 75.9937 RooProduct::gamma_stat_BMCorr_bin_3_14_poisMean[ gamma_stat_BMCorr_bin_3_14 * gamma_stat_BMCorr_bin_3_14_tau ] = 76.9997 RooProduct::gamma_stat_BMCorr_bin_3_1_poisMean[ gamma_stat_BMCorr_bin_3_1 * gamma_stat_BMCorr_bin_3_1_tau ] = 22 RooProduct::gamma_stat_BMCorr_bin_3_2_poisMean[ gamma_stat_BMCorr_bin_3_2 * gamma_stat_BMCorr_bin_3_2_tau ] = 19 RooProduct::gamma_stat_BMCorr_bin_3_3_poisMean[ gamma_stat_BMCorr_bin_3_3 * gamma_stat_BMCorr_bin_3_3_tau ] = 18 RooProduct::gamma_stat_BMCorr_bin_3_4_poisMean[ gamma_stat_BMCorr_bin_3_4 * gamma_stat_BMCorr_bin_3_4_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_3_5_poisMean[ gamma_stat_BMCorr_bin_3_5 * gamma_stat_BMCorr_bin_3_5_tau ] = 40.9994 RooProduct::gamma_stat_BMCorr_bin_3_6_poisMean[ gamma_stat_BMCorr_bin_3_6 * gamma_stat_BMCorr_bin_3_6_tau ] = 59.995 RooProduct::gamma_stat_BMCorr_bin_3_7_poisMean[ gamma_stat_BMCorr_bin_3_7 * gamma_stat_BMCorr_bin_3_7_tau ] = 113.992 RooProduct::gamma_stat_BMCorr_bin_3_8_poisMean[ gamma_stat_BMCorr_bin_3_8 * gamma_stat_BMCorr_bin_3_8_tau ] = 275.989 RooProduct::gamma_stat_BMCorr_bin_3_9_poisMean[ gamma_stat_BMCorr_bin_3_9 * gamma_stat_BMCorr_bin_3_9_tau ] = 339.99 RooProduct::gamma_stat_BMCorr_bin_4_0_poisMean[ gamma_stat_BMCorr_bin_4_0 * gamma_stat_BMCorr_bin_4_0_tau ] = 15 RooProduct::gamma_stat_BMCorr_bin_4_10_poisMean[ gamma_stat_BMCorr_bin_4_10 * gamma_stat_BMCorr_bin_4_10_tau ] = 915.984 RooProduct::gamma_stat_BMCorr_bin_4_11_poisMean[ gamma_stat_BMCorr_bin_4_11 * gamma_stat_BMCorr_bin_4_11_tau ] = 574.984 RooProduct::gamma_stat_BMCorr_bin_4_12_poisMean[ gamma_stat_BMCorr_bin_4_12 * gamma_stat_BMCorr_bin_4_12_tau ] = 290.984 RooProduct::gamma_stat_BMCorr_bin_4_13_poisMean[ gamma_stat_BMCorr_bin_4_13 * gamma_stat_BMCorr_bin_4_13_tau ] = 107.991 RooProduct::gamma_stat_BMCorr_bin_4_14_poisMean[ gamma_stat_BMCorr_bin_4_14 * gamma_stat_BMCorr_bin_4_14_tau ] = 82.997 RooProduct::gamma_stat_BMCorr_bin_4_1_poisMean[ gamma_stat_BMCorr_bin_4_1 * gamma_stat_BMCorr_bin_4_1_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_4_2_poisMean[ gamma_stat_BMCorr_bin_4_2 * gamma_stat_BMCorr_bin_4_2_tau ] = 24 RooProduct::gamma_stat_BMCorr_bin_4_3_poisMean[ gamma_stat_BMCorr_bin_4_3 * gamma_stat_BMCorr_bin_4_3_tau ] = 24 RooProduct::gamma_stat_BMCorr_bin_4_4_poisMean[ gamma_stat_BMCorr_bin_4_4 * gamma_stat_BMCorr_bin_4_4_tau ] = 21.9997 RooProduct::gamma_stat_BMCorr_bin_4_5_poisMean[ gamma_stat_BMCorr_bin_4_5 * gamma_stat_BMCorr_bin_4_5_tau ] = 40.9978 RooProduct::gamma_stat_BMCorr_bin_4_6_poisMean[ gamma_stat_BMCorr_bin_4_6 * gamma_stat_BMCorr_bin_4_6_tau ] = 103.992 RooProduct::gamma_stat_BMCorr_bin_4_7_poisMean[ gamma_stat_BMCorr_bin_4_7 * gamma_stat_BMCorr_bin_4_7_tau ] = 257.99 RooProduct::gamma_stat_BMCorr_bin_4_8_poisMean[ gamma_stat_BMCorr_bin_4_8 * gamma_stat_BMCorr_bin_4_8_tau ] = 624.985 RooProduct::gamma_stat_BMCorr_bin_4_9_poisMean[ gamma_stat_BMCorr_bin_4_9 * gamma_stat_BMCorr_bin_4_9_tau ] = 897.989 RooProduct::gamma_stat_BMCorr_bin_5_0_poisMean[ gamma_stat_BMCorr_bin_5_0 * gamma_stat_BMCorr_bin_5_0_tau ] = 21 RooProduct::gamma_stat_BMCorr_bin_5_10_poisMean[ gamma_stat_BMCorr_bin_5_10 * gamma_stat_BMCorr_bin_5_10_tau ] = 929.981 RooProduct::gamma_stat_BMCorr_bin_5_11_poisMean[ gamma_stat_BMCorr_bin_5_11 * gamma_stat_BMCorr_bin_5_11_tau ] = 601.983 RooProduct::gamma_stat_BMCorr_bin_5_12_poisMean[ gamma_stat_BMCorr_bin_5_12 * gamma_stat_BMCorr_bin_5_12_tau ] = 289.983 RooProduct::gamma_stat_BMCorr_bin_5_13_poisMean[ gamma_stat_BMCorr_bin_5_13 * gamma_stat_BMCorr_bin_5_13_tau ] = 119.99 RooProduct::gamma_stat_BMCorr_bin_5_14_poisMean[ gamma_stat_BMCorr_bin_5_14 * gamma_stat_BMCorr_bin_5_14_tau ] = 77.9959 RooProduct::gamma_stat_BMCorr_bin_5_1_poisMean[ gamma_stat_BMCorr_bin_5_1 * gamma_stat_BMCorr_bin_5_1_tau ] = 15 RooProduct::gamma_stat_BMCorr_bin_5_2_poisMean[ gamma_stat_BMCorr_bin_5_2 * gamma_stat_BMCorr_bin_5_2_tau ] = 18 RooProduct::gamma_stat_BMCorr_bin_5_3_poisMean[ gamma_stat_BMCorr_bin_5_3 * gamma_stat_BMCorr_bin_5_3_tau ] = 23 RooProduct::gamma_stat_BMCorr_bin_5_4_poisMean[ gamma_stat_BMCorr_bin_5_4 * gamma_stat_BMCorr_bin_5_4_tau ] = 30.9997 RooProduct::gamma_stat_BMCorr_bin_5_5_poisMean[ gamma_stat_BMCorr_bin_5_5 * gamma_stat_BMCorr_bin_5_5_tau ] = 50.9961 RooProduct::gamma_stat_BMCorr_bin_5_6_poisMean[ gamma_stat_BMCorr_bin_5_6 * gamma_stat_BMCorr_bin_5_6_tau ] = 87.9936 RooProduct::gamma_stat_BMCorr_bin_5_7_poisMean[ gamma_stat_BMCorr_bin_5_7 * gamma_stat_BMCorr_bin_5_7_tau ] = 259.992 RooProduct::gamma_stat_BMCorr_bin_5_8_poisMean[ gamma_stat_BMCorr_bin_5_8 * gamma_stat_BMCorr_bin_5_8_tau ] = 596.988 RooProduct::gamma_stat_BMCorr_bin_5_9_poisMean[ gamma_stat_BMCorr_bin_5_9 * gamma_stat_BMCorr_bin_5_9_tau ] = 915.984 RooProduct::gamma_stat_BMCorr_bin_6_0_poisMean[ gamma_stat_BMCorr_bin_6_0 * gamma_stat_BMCorr_bin_6_0_tau ] = 16 RooProduct::gamma_stat_BMCorr_bin_6_10_poisMean[ gamma_stat_BMCorr_bin_6_10 * gamma_stat_BMCorr_bin_6_10_tau ] = 397.981 RooProduct::gamma_stat_BMCorr_bin_6_11_poisMean[ gamma_stat_BMCorr_bin_6_11 * gamma_stat_BMCorr_bin_6_11_tau ] = 266.983 RooProduct::gamma_stat_BMCorr_bin_6_12_poisMean[ gamma_stat_BMCorr_bin_6_12 * gamma_stat_BMCorr_bin_6_12_tau ] = 161.987 RooProduct::gamma_stat_BMCorr_bin_6_13_poisMean[ gamma_stat_BMCorr_bin_6_13 * gamma_stat_BMCorr_bin_6_13_tau ] = 110.992 RooProduct::gamma_stat_BMCorr_bin_6_14_poisMean[ gamma_stat_BMCorr_bin_6_14 * gamma_stat_BMCorr_bin_6_14_tau ] = 77.999 RooProduct::gamma_stat_BMCorr_bin_6_1_poisMean[ gamma_stat_BMCorr_bin_6_1 * gamma_stat_BMCorr_bin_6_1_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_6_2_poisMean[ gamma_stat_BMCorr_bin_6_2 * gamma_stat_BMCorr_bin_6_2_tau ] = 26 RooProduct::gamma_stat_BMCorr_bin_6_3_poisMean[ gamma_stat_BMCorr_bin_6_3 * gamma_stat_BMCorr_bin_6_3_tau ] = 26 RooProduct::gamma_stat_BMCorr_bin_6_4_poisMean[ gamma_stat_BMCorr_bin_6_4 * gamma_stat_BMCorr_bin_6_4_tau ] = 32.9997 RooProduct::gamma_stat_BMCorr_bin_6_5_poisMean[ gamma_stat_BMCorr_bin_6_5 * gamma_stat_BMCorr_bin_6_5_tau ] = 42.9985 RooProduct::gamma_stat_BMCorr_bin_6_6_poisMean[ gamma_stat_BMCorr_bin_6_6 * gamma_stat_BMCorr_bin_6_6_tau ] = 47.9962 RooProduct::gamma_stat_BMCorr_bin_6_7_poisMean[ gamma_stat_BMCorr_bin_6_7 * gamma_stat_BMCorr_bin_6_7_tau ] = 142.989 RooProduct::gamma_stat_BMCorr_bin_6_8_poisMean[ gamma_stat_BMCorr_bin_6_8 * gamma_stat_BMCorr_bin_6_8_tau ] = 260.987 RooProduct::gamma_stat_BMCorr_bin_6_9_poisMean[ gamma_stat_BMCorr_bin_6_9 * gamma_stat_BMCorr_bin_6_9_tau ] = 359.99 RooProduct::gamma_stat_BMCorr_bin_7_0_poisMean[ gamma_stat_BMCorr_bin_7_0 * gamma_stat_BMCorr_bin_7_0_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_7_10_poisMean[ gamma_stat_BMCorr_bin_7_10 * gamma_stat_BMCorr_bin_7_10_tau ] = 114.99 RooProduct::gamma_stat_BMCorr_bin_7_11_poisMean[ gamma_stat_BMCorr_bin_7_11 * gamma_stat_BMCorr_bin_7_11_tau ] = 102.992 RooProduct::gamma_stat_BMCorr_bin_7_12_poisMean[ gamma_stat_BMCorr_bin_7_12 * gamma_stat_BMCorr_bin_7_12_tau ] = 82.9963 RooProduct::gamma_stat_BMCorr_bin_7_13_poisMean[ gamma_stat_BMCorr_bin_7_13 * gamma_stat_BMCorr_bin_7_13_tau ] = 67.999 RooProduct::gamma_stat_BMCorr_bin_7_14_poisMean[ gamma_stat_BMCorr_bin_7_14 * gamma_stat_BMCorr_bin_7_14_tau ] = 82 RooProduct::gamma_stat_BMCorr_bin_7_1_poisMean[ gamma_stat_BMCorr_bin_7_1 * gamma_stat_BMCorr_bin_7_1_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_7_2_poisMean[ gamma_stat_BMCorr_bin_7_2 * gamma_stat_BMCorr_bin_7_2_tau ] = 33 RooProduct::gamma_stat_BMCorr_bin_7_3_poisMean[ gamma_stat_BMCorr_bin_7_3 * gamma_stat_BMCorr_bin_7_3_tau ] = 25 RooProduct::gamma_stat_BMCorr_bin_7_4_poisMean[ gamma_stat_BMCorr_bin_7_4 * gamma_stat_BMCorr_bin_7_4_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_7_5_poisMean[ gamma_stat_BMCorr_bin_7_5 * gamma_stat_BMCorr_bin_7_5_tau ] = 26 RooProduct::gamma_stat_BMCorr_bin_7_6_poisMean[ gamma_stat_BMCorr_bin_7_6 * gamma_stat_BMCorr_bin_7_6_tau ] = 38.9991 RooProduct::gamma_stat_BMCorr_bin_7_7_poisMean[ gamma_stat_BMCorr_bin_7_7 * gamma_stat_BMCorr_bin_7_7_tau ] = 45.997 RooProduct::gamma_stat_BMCorr_bin_7_8_poisMean[ gamma_stat_BMCorr_bin_7_8 * gamma_stat_BMCorr_bin_7_8_tau ] = 97.9918 RooProduct::gamma_stat_BMCorr_bin_7_9_poisMean[ gamma_stat_BMCorr_bin_7_9 * gamma_stat_BMCorr_bin_7_9_tau ] = 96.9917 RooProduct::gamma_stat_BMCorr_bin_8_0_poisMean[ gamma_stat_BMCorr_bin_8_0 * gamma_stat_BMCorr_bin_8_0_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_8_10_poisMean[ gamma_stat_BMCorr_bin_8_10 * gamma_stat_BMCorr_bin_8_10_tau ] = 60.9997 RooProduct::gamma_stat_BMCorr_bin_8_11_poisMean[ gamma_stat_BMCorr_bin_8_11 * gamma_stat_BMCorr_bin_8_11_tau ] = 57.9997 RooProduct::gamma_stat_BMCorr_bin_8_12_poisMean[ gamma_stat_BMCorr_bin_8_12 * gamma_stat_BMCorr_bin_8_12_tau ] = 54 RooProduct::gamma_stat_BMCorr_bin_8_13_poisMean[ gamma_stat_BMCorr_bin_8_13 * gamma_stat_BMCorr_bin_8_13_tau ] = 52 RooProduct::gamma_stat_BMCorr_bin_8_14_poisMean[ gamma_stat_BMCorr_bin_8_14 * gamma_stat_BMCorr_bin_8_14_tau ] = 63 RooProduct::gamma_stat_BMCorr_bin_8_1_poisMean[ gamma_stat_BMCorr_bin_8_1 * gamma_stat_BMCorr_bin_8_1_tau ] = 42 RooProduct::gamma_stat_BMCorr_bin_8_2_poisMean[ gamma_stat_BMCorr_bin_8_2 * gamma_stat_BMCorr_bin_8_2_tau ] = 18 RooProduct::gamma_stat_BMCorr_bin_8_3_poisMean[ gamma_stat_BMCorr_bin_8_3 * gamma_stat_BMCorr_bin_8_3_tau ] = 26 RooProduct::gamma_stat_BMCorr_bin_8_4_poisMean[ gamma_stat_BMCorr_bin_8_4 * gamma_stat_BMCorr_bin_8_4_tau ] = 41 RooProduct::gamma_stat_BMCorr_bin_8_5_poisMean[ gamma_stat_BMCorr_bin_8_5 * gamma_stat_BMCorr_bin_8_5_tau ] = 46 RooProduct::gamma_stat_BMCorr_bin_8_6_poisMean[ gamma_stat_BMCorr_bin_8_6 * gamma_stat_BMCorr_bin_8_6_tau ] = 52 RooProduct::gamma_stat_BMCorr_bin_8_7_poisMean[ gamma_stat_BMCorr_bin_8_7 * gamma_stat_BMCorr_bin_8_7_tau ] = 42.9991 RooProduct::gamma_stat_BMCorr_bin_8_8_poisMean[ gamma_stat_BMCorr_bin_8_8 * gamma_stat_BMCorr_bin_8_8_tau ] = 41.9994 RooProduct::gamma_stat_BMCorr_bin_8_9_poisMean[ gamma_stat_BMCorr_bin_8_9 * gamma_stat_BMCorr_bin_8_9_tau ] = 52.9977 RooProduct::gamma_stat_BMCorr_bin_9_0_poisMean[ gamma_stat_BMCorr_bin_9_0 * gamma_stat_BMCorr_bin_9_0_tau ] = 16 RooProduct::gamma_stat_BMCorr_bin_9_10_poisMean[ gamma_stat_BMCorr_bin_9_10 * gamma_stat_BMCorr_bin_9_10_tau ] = 55 RooProduct::gamma_stat_BMCorr_bin_9_11_poisMean[ gamma_stat_BMCorr_bin_9_11 * gamma_stat_BMCorr_bin_9_11_tau ] = 69 RooProduct::gamma_stat_BMCorr_bin_9_12_poisMean[ gamma_stat_BMCorr_bin_9_12 * gamma_stat_BMCorr_bin_9_12_tau ] = 74 RooProduct::gamma_stat_BMCorr_bin_9_13_poisMean[ gamma_stat_BMCorr_bin_9_13 * gamma_stat_BMCorr_bin_9_13_tau ] = 69 RooProduct::gamma_stat_BMCorr_bin_9_14_poisMean[ gamma_stat_BMCorr_bin_9_14 * gamma_stat_BMCorr_bin_9_14_tau ] = 67 RooProduct::gamma_stat_BMCorr_bin_9_1_poisMean[ gamma_stat_BMCorr_bin_9_1 * gamma_stat_BMCorr_bin_9_1_tau ] = 20 RooProduct::gamma_stat_BMCorr_bin_9_2_poisMean[ gamma_stat_BMCorr_bin_9_2 * gamma_stat_BMCorr_bin_9_2_tau ] = 22 RooProduct::gamma_stat_BMCorr_bin_9_3_poisMean[ gamma_stat_BMCorr_bin_9_3 * gamma_stat_BMCorr_bin_9_3_tau ] = 35 RooProduct::gamma_stat_BMCorr_bin_9_4_poisMean[ gamma_stat_BMCorr_bin_9_4 * gamma_stat_BMCorr_bin_9_4_tau ] = 38 RooProduct::gamma_stat_BMCorr_bin_9_5_poisMean[ gamma_stat_BMCorr_bin_9_5 * gamma_stat_BMCorr_bin_9_5_tau ] = 44 RooProduct::gamma_stat_BMCorr_bin_9_6_poisMean[ gamma_stat_BMCorr_bin_9_6 * gamma_stat_BMCorr_bin_9_6_tau ] = 44 RooProduct::gamma_stat_BMCorr_bin_9_7_poisMean[ gamma_stat_BMCorr_bin_9_7 * gamma_stat_BMCorr_bin_9_7_tau ] = 57 RooProduct::gamma_stat_BMCorr_bin_9_8_poisMean[ gamma_stat_BMCorr_bin_9_8 * gamma_stat_BMCorr_bin_9_8_tau ] = 41 RooProduct::gamma_stat_BMCorr_bin_9_9_poisMean[ gamma_stat_BMCorr_bin_9_9 * gamma_stat_BMCorr_bin_9_9_tau ] = 43 RooHistFunc::histoBG_BMCorr_Hist_alphanominal[ depList=(obs_x_BMCorr,obs_y_BMCorr) ] = 104.967 RooProduct::histoBG_BMCorr_scaleFactors[ histoBG_BMCorr_epsilon * norm_histoBG * num_histoBG * Lumi ] = 0.999995 RooProduct::histoBG_BMCorr_shapes[ histoBG_BMCorr_Hist_alphanominal * mc_stat_BMCorr * BMCorr_model_binWidth ] = 0.00262417 RooHistFunc::histoSig_BMCorr_Hist_alphanominal[ depList=(obs_x_BMCorr,obs_y_BMCorr) ] = 0 RooProduct::histoSig_BMCorr_scaleFactors[ histoSig_BMCorr_epsilon * norm_histoSig * num_histoSig * Lumi ] = 0.999998 RooProduct::histoSig_BMCorr_shapes[ histoSig_BMCorr_Hist_alphanominal * mc_stat_BMCorr * BMCorr_model_binWidth ] = 0 ParamHistFunc::mc_stat_BMCorr[ ] = 1 datasets -------- RooDataSet::asimovData(obs_x_BMCorr,obs_y_BMCorr) RooDataSet::obsData(obs_x_BMCorr,obs_y_BMCorr) embedded datasets (in pdfs and functions) ----------------------------------------- RooDataHist::histoSig_BMCorr_Hist_alphanominalDHist(obs_x_BMCorr,obs_y_BMCorr) RooDataHist::histoBG_BMCorr_Hist_alphanominalDHist(obs_x_BMCorr,obs_y_BMCorr) named sets ---------- ModelConfig_GlobalObservables:(nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) ModelConfig_Observables:(obs_x_BMCorr,obs_y_BMCorr) constraintTerms:(lumiConstraint,gamma_stat_BMCorr_bin_0_0_constraint,gamma_stat_BMCorr_bin_1_0_constraint,gamma_stat_BMCorr_bin_2_0_constraint,gamma_stat_BMCorr_bin_3_0_constraint,gamma_stat_BMCorr_bin_4_0_constraint,gamma_stat_BMCorr_bin_5_0_constraint,gamma_stat_BMCorr_bin_6_0_constraint,gamma_stat_BMCorr_bin_7_0_constraint,gamma_stat_BMCorr_bin_8_0_constraint,gamma_stat_BMCorr_bin_9_0_constraint,gamma_stat_BMCorr_bin_10_0_constraint,gamma_stat_BMCorr_bin_11_0_constraint,gamma_stat_BMCorr_bin_12_0_constraint,gamma_stat_BMCorr_bin_13_0_constraint,gamma_stat_BMCorr_bin_14_0_constraint,gamma_stat_BMCorr_bin_0_1_constraint,gamma_stat_BMCorr_bin_1_1_constraint,gamma_stat_BMCorr_bin_2_1_constraint,gamma_stat_BMCorr_bin_3_1_constraint,gamma_stat_BMCorr_bin_4_1_constraint,gamma_stat_BMCorr_bin_5_1_constraint,gamma_stat_BMCorr_bin_6_1_constraint,gamma_stat_BMCorr_bin_7_1_constraint,gamma_stat_BMCorr_bin_8_1_constraint,gamma_stat_BMCorr_bin_9_1_constraint,gamma_stat_BMCorr_bin_10_1_constraint,gamma_stat_BMCorr_bin_11_1_constraint,gamma_stat_BMCorr_bin_12_1_constraint,gamma_stat_BMCorr_bin_13_1_constraint,gamma_stat_BMCorr_bin_14_1_constraint,gamma_stat_BMCorr_bin_0_2_constraint,gamma_stat_BMCorr_bin_1_2_constraint,gamma_stat_BMCorr_bin_2_2_constraint,gamma_stat_BMCorr_bin_3_2_constraint,gamma_stat_BMCorr_bin_4_2_constraint,gamma_stat_BMCorr_bin_5_2_constraint,gamma_stat_BMCorr_bin_6_2_constraint,gamma_stat_BMCorr_bin_7_2_constraint,gamma_stat_BMCorr_bin_8_2_constraint,gamma_stat_BMCorr_bin_9_2_constraint,gamma_stat_BMCorr_bin_10_2_constraint,gamma_stat_BMCorr_bin_11_2_constraint,gamma_stat_BMCorr_bin_12_2_constraint,gamma_stat_BMCorr_bin_13_2_constraint,gamma_stat_BMCorr_bin_14_2_constraint,gamma_stat_BMCorr_bin_0_3_constraint,gamma_stat_BMCorr_bin_1_3_constraint,gamma_stat_BMCorr_bin_2_3_constraint,gamma_stat_BMCorr_bin_3_3_constraint,gamma_stat_BMCorr_bin_4_3_constraint,gamma_stat_BMCorr_bin_5_3_constraint,gamma_stat_BMCorr_bin_6_3_constraint,gamma_stat_BMCorr_bin_7_3_constraint,gamma_stat_BMCorr_bin_8_3_constraint,gamma_stat_BMCorr_bin_9_3_constraint,gamma_stat_BMCorr_bin_10_3_constraint,gamma_stat_BMCorr_bin_11_3_constraint,gamma_stat_BMCorr_bin_12_3_constraint,gamma_stat_BMCorr_bin_13_3_constraint,gamma_stat_BMCorr_bin_14_3_constraint,gamma_stat_BMCorr_bin_0_4_constraint,gamma_stat_BMCorr_bin_1_4_constraint,gamma_stat_BMCorr_bin_2_4_constraint,gamma_stat_BMCorr_bin_3_4_constraint,gamma_stat_BMCorr_bin_4_4_constraint,gamma_stat_BMCorr_bin_5_4_constraint,gamma_stat_BMCorr_bin_6_4_constraint,gamma_stat_BMCorr_bin_7_4_constraint,gamma_stat_BMCorr_bin_8_4_constraint,gamma_stat_BMCorr_bin_9_4_constraint,gamma_stat_BMCorr_bin_10_4_constraint,gamma_stat_BMCorr_bin_11_4_constraint,gamma_stat_BMCorr_bin_12_4_constraint,gamma_stat_BMCorr_bin_13_4_constraint,gamma_stat_BMCorr_bin_14_4_constraint,gamma_stat_BMCorr_bin_0_5_constraint,gamma_stat_BMCorr_bin_1_5_constraint,gamma_stat_BMCorr_bin_2_5_constraint,gamma_stat_BMCorr_bin_3_5_constraint,gamma_stat_BMCorr_bin_4_5_constraint,gamma_stat_BMCorr_bin_5_5_constraint,gamma_stat_BMCorr_bin_6_5_constraint,gamma_stat_BMCorr_bin_7_5_constraint,gamma_stat_BMCorr_bin_8_5_constraint,gamma_stat_BMCorr_bin_9_5_constraint,gamma_stat_BMCorr_bin_10_5_constraint,gamma_stat_BMCorr_bin_11_5_constraint,gamma_stat_BMCorr_bin_12_5_constraint,gamma_stat_BMCorr_bin_13_5_constraint,gamma_stat_BMCorr_bin_14_5_constraint,gamma_stat_BMCorr_bin_0_6_constraint,gamma_stat_BMCorr_bin_1_6_constraint,gamma_stat_BMCorr_bin_2_6_constraint,gamma_stat_BMCorr_bin_3_6_constraint,gamma_stat_BMCorr_bin_4_6_constraint,gamma_stat_BMCorr_bin_5_6_constraint,gamma_stat_BMCorr_bin_6_6_constraint,gamma_stat_BMCorr_bin_7_6_constraint,gamma_stat_BMCorr_bin_8_6_constraint,gamma_stat_BMCorr_bin_9_6_constraint,gamma_stat_BMCorr_bin_10_6_constraint,gamma_stat_BMCorr_bin_11_6_constraint,gamma_stat_BMCorr_bin_12_6_constraint,gamma_stat_BMCorr_bin_13_6_constraint,gamma_stat_BMCorr_bin_14_6_constraint,gamma_stat_BMCorr_bin_0_7_constraint,gamma_stat_BMCorr_bin_1_7_constraint,gamma_stat_BMCorr_bin_2_7_constraint,gamma_stat_BMCorr_bin_3_7_constraint,gamma_stat_BMCorr_bin_4_7_constraint,gamma_stat_BMCorr_bin_5_7_constraint,gamma_stat_BMCorr_bin_6_7_constraint,gamma_stat_BMCorr_bin_7_7_constraint,gamma_stat_BMCorr_bin_8_7_constraint,gamma_stat_BMCorr_bin_9_7_constraint,gamma_stat_BMCorr_bin_10_7_constraint,gamma_stat_BMCorr_bin_11_7_constraint,gamma_stat_BMCorr_bin_12_7_constraint,gamma_stat_BMCorr_bin_13_7_constraint,gamma_stat_BMCorr_bin_14_7_constraint,gamma_stat_BMCorr_bin_0_8_constraint,gamma_stat_BMCorr_bin_1_8_constraint,gamma_stat_BMCorr_bin_2_8_constraint,gamma_stat_BMCorr_bin_3_8_constraint,gamma_stat_BMCorr_bin_4_8_constraint,gamma_stat_BMCorr_bin_5_8_constraint,gamma_stat_BMCorr_bin_6_8_constraint,gamma_stat_BMCorr_bin_7_8_constraint,gamma_stat_BMCorr_bin_8_8_constraint,gamma_stat_BMCorr_bin_9_8_constraint,gamma_stat_BMCorr_bin_10_8_constraint,gamma_stat_BMCorr_bin_11_8_constraint,gamma_stat_BMCorr_bin_12_8_constraint,gamma_stat_BMCorr_bin_13_8_constraint,gamma_stat_BMCorr_bin_14_8_constraint,gamma_stat_BMCorr_bin_0_9_constraint,gamma_stat_BMCorr_bin_1_9_constraint,gamma_stat_BMCorr_bin_2_9_constraint,gamma_stat_BMCorr_bin_3_9_constraint,gamma_stat_BMCorr_bin_4_9_constraint,gamma_stat_BMCorr_bin_5_9_constraint,gamma_stat_BMCorr_bin_6_9_constraint,gamma_stat_BMCorr_bin_7_9_constraint,gamma_stat_BMCorr_bin_8_9_constraint,gamma_stat_BMCorr_bin_9_9_constraint,gamma_stat_BMCorr_bin_10_9_constraint,gamma_stat_BMCorr_bin_11_9_constraint,gamma_stat_BMCorr_bin_12_9_constraint,gamma_stat_BMCorr_bin_13_9_constraint,gamma_stat_BMCorr_bin_14_9_constraint,gamma_stat_BMCorr_bin_0_10_constraint,gamma_stat_BMCorr_bin_1_10_constraint,gamma_stat_BMCorr_bin_2_10_constraint,gamma_stat_BMCorr_bin_3_10_constraint,gamma_stat_BMCorr_bin_4_10_constraint,gamma_stat_BMCorr_bin_5_10_constraint,gamma_stat_BMCorr_bin_6_10_constraint,gamma_stat_BMCorr_bin_7_10_constraint,gamma_stat_BMCorr_bin_8_10_constraint,gamma_stat_BMCorr_bin_9_10_constraint,gamma_stat_BMCorr_bin_10_10_constraint,gamma_stat_BMCorr_bin_11_10_constraint,gamma_stat_BMCorr_bin_12_10_constraint,gamma_stat_BMCorr_bin_13_10_constraint,gamma_stat_BMCorr_bin_14_10_constraint,gamma_stat_BMCorr_bin_0_11_constraint,gamma_stat_BMCorr_bin_1_11_constraint,gamma_stat_BMCorr_bin_2_11_constraint,gamma_stat_BMCorr_bin_3_11_constraint,gamma_stat_BMCorr_bin_4_11_constraint,gamma_stat_BMCorr_bin_5_11_constraint,gamma_stat_BMCorr_bin_6_11_constraint,gamma_stat_BMCorr_bin_7_11_constraint,gamma_stat_BMCorr_bin_8_11_constraint,gamma_stat_BMCorr_bin_9_11_constraint,gamma_stat_BMCorr_bin_10_11_constraint,gamma_stat_BMCorr_bin_11_11_constraint,gamma_stat_BMCorr_bin_12_11_constraint,gamma_stat_BMCorr_bin_13_11_constraint,gamma_stat_BMCorr_bin_14_11_constraint,gamma_stat_BMCorr_bin_0_12_constraint,gamma_stat_BMCorr_bin_1_12_constraint,gamma_stat_BMCorr_bin_2_12_constraint,gamma_stat_BMCorr_bin_3_12_constraint,gamma_stat_BMCorr_bin_4_12_constraint,gamma_stat_BMCorr_bin_5_12_constraint,gamma_stat_BMCorr_bin_6_12_constraint,gamma_stat_BMCorr_bin_7_12_constraint,gamma_stat_BMCorr_bin_8_12_constraint,gamma_stat_BMCorr_bin_9_12_constraint,gamma_stat_BMCorr_bin_10_12_constraint,gamma_stat_BMCorr_bin_11_12_constraint,gamma_stat_BMCorr_bin_12_12_constraint,gamma_stat_BMCorr_bin_13_12_constraint,gamma_stat_BMCorr_bin_14_12_constraint,gamma_stat_BMCorr_bin_0_13_constraint,gamma_stat_BMCorr_bin_1_13_constraint,gamma_stat_BMCorr_bin_2_13_constraint,gamma_stat_BMCorr_bin_3_13_constraint,gamma_stat_BMCorr_bin_4_13_constraint,gamma_stat_BMCorr_bin_5_13_constraint,gamma_stat_BMCorr_bin_6_13_constraint,gamma_stat_BMCorr_bin_7_13_constraint,gamma_stat_BMCorr_bin_8_13_constraint,gamma_stat_BMCorr_bin_9_13_constraint,gamma_stat_BMCorr_bin_10_13_constraint,gamma_stat_BMCorr_bin_11_13_constraint,gamma_stat_BMCorr_bin_12_13_constraint,gamma_stat_BMCorr_bin_13_13_constraint,gamma_stat_BMCorr_bin_14_13_constraint,gamma_stat_BMCorr_bin_0_14_constraint,gamma_stat_BMCorr_bin_1_14_constraint,gamma_stat_BMCorr_bin_2_14_constraint,gamma_stat_BMCorr_bin_3_14_constraint,gamma_stat_BMCorr_bin_4_14_constraint,gamma_stat_BMCorr_bin_5_14_constraint,gamma_stat_BMCorr_bin_6_14_constraint,gamma_stat_BMCorr_bin_7_14_constraint,gamma_stat_BMCorr_bin_8_14_constraint,gamma_stat_BMCorr_bin_9_14_constraint,gamma_stat_BMCorr_bin_10_14_constraint,gamma_stat_BMCorr_bin_11_14_constraint,gamma_stat_BMCorr_bin_12_14_constraint,gamma_stat_BMCorr_bin_13_14_constraint,gamma_stat_BMCorr_bin_14_14_constraint) globalObservables:(nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) likelihoodTerms:(BMCorr_model) observables:(obs_x_BMCorr,obs_y_BMCorr) observablesSet:(obs_x_BMCorr,obs_y_BMCorr) generic objects --------------- RooStats::ModelConfig::ModelConfig embedded precalculated expensive components ------------------------------------------- uid = 0 key=BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr] value=RooDouble::19999.933591 parameters=( gamma_stat_BMCorr_bin_0_0=1 gamma_stat_BMCorr_bin_0_1=1 gamma_stat_BMCorr_bin_0_10=1 gamma_stat_BMCorr_bin_0_11=1 gamma_stat_BMCorr_bin_0_12=1 gamma_stat_BMCorr_bin_0_13=1 gamma_stat_BMCorr_bin_0_14=1 gamma_stat_BMCorr_bin_0_2=1 gamma_stat_BMCorr_bin_0_3=1 gamma_stat_BMCorr_bin_0_4=1 gamma_stat_BMCorr_bin_0_5=1 gamma_stat_BMCorr_bin_0_6=1 gamma_stat_BMCorr_bin_0_7=1 gamma_stat_BMCorr_bin_0_8=1 gamma_stat_BMCorr_bin_0_9=1 gamma_stat_BMCorr_bin_10_0=1 gamma_stat_BMCorr_bin_10_1=1 gamma_stat_BMCorr_bin_10_10=1 gamma_stat_BMCorr_bin_10_11=1 gamma_stat_BMCorr_bin_10_12=1 gamma_stat_BMCorr_bin_10_13=1 gamma_stat_BMCorr_bin_10_14=1 gamma_stat_BMCorr_bin_10_2=1 gamma_stat_BMCorr_bin_10_3=1 gamma_stat_BMCorr_bin_10_4=1 gamma_stat_BMCorr_bin_10_5=1 gamma_stat_BMCorr_bin_10_6=1 gamma_stat_BMCorr_bin_10_7=1 gamma_stat_BMCorr_bin_10_8=1 gamma_stat_BMCorr_bin_10_9=1 gamma_stat_BMCorr_bin_11_0=1 gamma_stat_BMCorr_bin_11_1=1 gamma_stat_BMCorr_bin_11_10=1 gamma_stat_BMCorr_bin_11_11=1 gamma_stat_BMCorr_bin_11_12=1 gamma_stat_BMCorr_bin_11_13=1 gamma_stat_BMCorr_bin_11_14=1 gamma_stat_BMCorr_bin_11_2=1 gamma_stat_BMCorr_bin_11_3=1 gamma_stat_BMCorr_bin_11_4=1 gamma_stat_BMCorr_bin_11_5=1 gamma_stat_BMCorr_bin_11_6=1 gamma_stat_BMCorr_bin_11_7=1 gamma_stat_BMCorr_bin_11_8=1 gamma_stat_BMCorr_bin_11_9=1 gamma_stat_BMCorr_bin_12_0=1 gamma_stat_BMCorr_bin_12_1=1 gamma_stat_BMCorr_bin_12_10=1 gamma_stat_BMCorr_bin_12_11=1 gamma_stat_BMCorr_bin_12_12=1 gamma_stat_BMCorr_bin_12_13=1 gamma_stat_BMCorr_bin_12_14=1 gamma_stat_BMCorr_bin_12_2=1 gamma_stat_BMCorr_bin_12_3=1 gamma_stat_BMCorr_bin_12_4=1 gamma_stat_BMCorr_bin_12_5=1 gamma_stat_BMCorr_bin_12_6=1 gamma_stat_BMCorr_bin_12_7=1 gamma_stat_BMCorr_bin_12_8=1 gamma_stat_BMCorr_bin_12_9=1 gamma_stat_BMCorr_bin_13_0=1 gamma_stat_BMCorr_bin_13_1=1 gamma_stat_BMCorr_bin_13_10=1 gamma_stat_BMCorr_bin_13_11=1 gamma_stat_BMCorr_bin_13_12=1 gamma_stat_BMCorr_bin_13_13=1 gamma_stat_BMCorr_bin_13_14=1 gamma_stat_BMCorr_bin_13_2=1 gamma_stat_BMCorr_bin_13_3=1 gamma_stat_BMCorr_bin_13_4=1 gamma_stat_BMCorr_bin_13_5=1 gamma_stat_BMCorr_bin_13_6=1 gamma_stat_BMCorr_bin_13_7=1 gamma_stat_BMCorr_bin_13_8=1 gamma_stat_BMCorr_bin_13_9=1 gamma_stat_BMCorr_bin_14_0=1 gamma_stat_BMCorr_bin_14_1=1 gamma_stat_BMCorr_bin_14_10=1 gamma_stat_BMCorr_bin_14_11=1 gamma_stat_BMCorr_bin_14_12=1 gamma_stat_BMCorr_bin_14_13=1 gamma_stat_BMCorr_bin_14_14=1 gamma_stat_BMCorr_bin_14_2=1 gamma_stat_BMCorr_bin_14_3=1 gamma_stat_BMCorr_bin_14_4=1 gamma_stat_BMCorr_bin_14_5=1 gamma_stat_BMCorr_bin_14_6=1 gamma_stat_BMCorr_bin_14_7=1 gamma_stat_BMCorr_bin_14_8=1 gamma_stat_BMCorr_bin_14_9=1 gamma_stat_BMCorr_bin_1_0=1 gamma_stat_BMCorr_bin_1_1=1 gamma_stat_BMCorr_bin_1_10=1 gamma_stat_BMCorr_bin_1_11=1 gamma_stat_BMCorr_bin_1_12=1 gamma_stat_BMCorr_bin_1_13=1 gamma_stat_BMCorr_bin_1_14=1 gamma_stat_BMCorr_bin_1_2=1 gamma_stat_BMCorr_bin_1_3=1 gamma_stat_BMCorr_bin_1_4=1 gamma_stat_BMCorr_bin_1_5=1 gamma_stat_BMCorr_bin_1_6=1 gamma_stat_BMCorr_bin_1_7=1 gamma_stat_BMCorr_bin_1_8=1 gamma_stat_BMCorr_bin_1_9=1 gamma_stat_BMCorr_bin_2_0=1 gamma_stat_BMCorr_bin_2_1=1 gamma_stat_BMCorr_bin_2_10=1 gamma_stat_BMCorr_bin_2_11=1 gamma_stat_BMCorr_bin_2_12=1 gamma_stat_BMCorr_bin_2_13=1 gamma_stat_BMCorr_bin_2_14=1 gamma_stat_BMCorr_bin_2_2=1 gamma_stat_BMCorr_bin_2_3=1 gamma_stat_BMCorr_bin_2_4=1 gamma_stat_BMCorr_bin_2_5=1 gamma_stat_BMCorr_bin_2_6=1 gamma_stat_BMCorr_bin_2_7=1 gamma_stat_BMCorr_bin_2_8=1 gamma_stat_BMCorr_bin_2_9=1 gamma_stat_BMCorr_bin_3_0=1 gamma_stat_BMCorr_bin_3_1=1 gamma_stat_BMCorr_bin_3_10=1 gamma_stat_BMCorr_bin_3_11=1 gamma_stat_BMCorr_bin_3_12=1 gamma_stat_BMCorr_bin_3_13=1 gamma_stat_BMCorr_bin_3_14=1 gamma_stat_BMCorr_bin_3_2=1 gamma_stat_BMCorr_bin_3_3=1 gamma_stat_BMCorr_bin_3_4=1 gamma_stat_BMCorr_bin_3_5=1 gamma_stat_BMCorr_bin_3_6=1 gamma_stat_BMCorr_bin_3_7=1 gamma_stat_BMCorr_bin_3_8=1 gamma_stat_BMCorr_bin_3_9=1 gamma_stat_BMCorr_bin_4_0=1 gamma_stat_BMCorr_bin_4_1=1 gamma_stat_BMCorr_bin_4_10=1 gamma_stat_BMCorr_bin_4_11=1 gamma_stat_BMCorr_bin_4_12=1 gamma_stat_BMCorr_bin_4_13=1 gamma_stat_BMCorr_bin_4_14=1 gamma_stat_BMCorr_bin_4_2=1 gamma_stat_BMCorr_bin_4_3=1 gamma_stat_BMCorr_bin_4_4=1 gamma_stat_BMCorr_bin_4_5=1 gamma_stat_BMCorr_bin_4_6=1 gamma_stat_BMCorr_bin_4_7=1 gamma_stat_BMCorr_bin_4_8=1 gamma_stat_BMCorr_bin_4_9=1 gamma_stat_BMCorr_bin_5_0=1 gamma_stat_BMCorr_bin_5_1=1 gamma_stat_BMCorr_bin_5_10=1 gamma_stat_BMCorr_bin_5_11=1 gamma_stat_BMCorr_bin_5_12=1 gamma_stat_BMCorr_bin_5_13=1 gamma_stat_BMCorr_bin_5_14=1 gamma_stat_BMCorr_bin_5_2=1 gamma_stat_BMCorr_bin_5_3=1 gamma_stat_BMCorr_bin_5_4=1 gamma_stat_BMCorr_bin_5_5=1 gamma_stat_BMCorr_bin_5_6=1 gamma_stat_BMCorr_bin_5_7=1 gamma_stat_BMCorr_bin_5_8=1 gamma_stat_BMCorr_bin_5_9=1 gamma_stat_BMCorr_bin_6_0=1 gamma_stat_BMCorr_bin_6_1=1 gamma_stat_BMCorr_bin_6_10=1 gamma_stat_BMCorr_bin_6_11=1 gamma_stat_BMCorr_bin_6_12=1 gamma_stat_BMCorr_bin_6_13=1 gamma_stat_BMCorr_bin_6_14=1 gamma_stat_BMCorr_bin_6_2=1 gamma_stat_BMCorr_bin_6_3=1 gamma_stat_BMCorr_bin_6_4=1 gamma_stat_BMCorr_bin_6_5=1 gamma_stat_BMCorr_bin_6_6=1 gamma_stat_BMCorr_bin_6_7=1 gamma_stat_BMCorr_bin_6_8=1 gamma_stat_BMCorr_bin_6_9=1 gamma_stat_BMCorr_bin_7_0=1 gamma_stat_BMCorr_bin_7_1=1 gamma_stat_BMCorr_bin_7_10=1 gamma_stat_BMCorr_bin_7_11=1 gamma_stat_BMCorr_bin_7_12=1 gamma_stat_BMCorr_bin_7_13=1 gamma_stat_BMCorr_bin_7_14=1 gamma_stat_BMCorr_bin_7_2=1 gamma_stat_BMCorr_bin_7_3=1 gamma_stat_BMCorr_bin_7_4=1 gamma_stat_BMCorr_bin_7_5=1 gamma_stat_BMCorr_bin_7_6=1 gamma_stat_BMCorr_bin_7_7=1 gamma_stat_BMCorr_bin_7_8=1 gamma_stat_BMCorr_bin_7_9=1 gamma_stat_BMCorr_bin_8_0=1 gamma_stat_BMCorr_bin_8_1=1 gamma_stat_BMCorr_bin_8_10=1 gamma_stat_BMCorr_bin_8_11=1 gamma_stat_BMCorr_bin_8_12=1 gamma_stat_BMCorr_bin_8_13=1 gamma_stat_BMCorr_bin_8_14=1 gamma_stat_BMCorr_bin_8_2=1 gamma_stat_BMCorr_bin_8_3=1 gamma_stat_BMCorr_bin_8_4=1 gamma_stat_BMCorr_bin_8_5=1 gamma_stat_BMCorr_bin_8_6=1 gamma_stat_BMCorr_bin_8_7=1 gamma_stat_BMCorr_bin_8_8=1 gamma_stat_BMCorr_bin_8_9=1 gamma_stat_BMCorr_bin_9_0=1 gamma_stat_BMCorr_bin_9_1=1 gamma_stat_BMCorr_bin_9_10=1 gamma_stat_BMCorr_bin_9_11=1 gamma_stat_BMCorr_bin_9_12=1 gamma_stat_BMCorr_bin_9_13=1 gamma_stat_BMCorr_bin_9_14=1 gamma_stat_BMCorr_bin_9_2=1 gamma_stat_BMCorr_bin_9_3=1 gamma_stat_BMCorr_bin_9_4=1 gamma_stat_BMCorr_bin_9_5=1 gamma_stat_BMCorr_bin_9_6=1 gamma_stat_BMCorr_bin_9_7=1 gamma_stat_BMCorr_bin_9_8=1 gamma_stat_BMCorr_bin_9_9=1 histoBG_BMCorr_scaleFactors=0.999995 histoSig_BMCorr_scaleFactors=0.999998 ) [#2] INFO:HistFactory -- Setting Parameter(s) of Interest as: num_histoSig === Using the following for ModelConfig === Observables: RooArgSet:: = (obs_x_BMCorr,obs_y_BMCorr) Parameters of Interest: RooArgSet:: = (num_histoSig) Nuisance Parameters: RooArgSet:: = (Lumi,gamma_stat_BMCorr_bin_0_0,gamma_stat_BMCorr_bin_0_1,gamma_stat_BMCorr_bin_0_10,gamma_stat_BMCorr_bin_0_11,gamma_stat_BMCorr_bin_0_12,gamma_stat_BMCorr_bin_0_13,gamma_stat_BMCorr_bin_0_14,gamma_stat_BMCorr_bin_0_2,gamma_stat_BMCorr_bin_0_3,gamma_stat_BMCorr_bin_0_4,gamma_stat_BMCorr_bin_0_5,gamma_stat_BMCorr_bin_0_6,gamma_stat_BMCorr_bin_0_7,gamma_stat_BMCorr_bin_0_8,gamma_stat_BMCorr_bin_0_9,gamma_stat_BMCorr_bin_10_0,gamma_stat_BMCorr_bin_10_1,gamma_stat_BMCorr_bin_10_10,gamma_stat_BMCorr_bin_10_11,gamma_stat_BMCorr_bin_10_12,gamma_stat_BMCorr_bin_10_13,gamma_stat_BMCorr_bin_10_14,gamma_stat_BMCorr_bin_10_2,gamma_stat_BMCorr_bin_10_3,gamma_stat_BMCorr_bin_10_4,gamma_stat_BMCorr_bin_10_5,gamma_stat_BMCorr_bin_10_6,gamma_stat_BMCorr_bin_10_7,gamma_stat_BMCorr_bin_10_8,gamma_stat_BMCorr_bin_10_9,gamma_stat_BMCorr_bin_11_0,gamma_stat_BMCorr_bin_11_1,gamma_stat_BMCorr_bin_11_10,gamma_stat_BMCorr_bin_11_11,gamma_stat_BMCorr_bin_11_12,gamma_stat_BMCorr_bin_11_13,gamma_stat_BMCorr_bin_11_14,gamma_stat_BMCorr_bin_11_2,gamma_stat_BMCorr_bin_11_3,gamma_stat_BMCorr_bin_11_4,gamma_stat_BMCorr_bin_11_5,gamma_stat_BMCorr_bin_11_6,gamma_stat_BMCorr_bin_11_7,gamma_stat_BMCorr_bin_11_8,gamma_stat_BMCorr_bin_11_9,gamma_stat_BMCorr_bin_12_0,gamma_stat_BMCorr_bin_12_1,gamma_stat_BMCorr_bin_12_10,gamma_stat_BMCorr_bin_12_11,gamma_stat_BMCorr_bin_12_12,gamma_stat_BMCorr_bin_12_13,gamma_stat_BMCorr_bin_12_14,gamma_stat_BMCorr_bin_12_2,gamma_stat_BMCorr_bin_12_3,gamma_stat_BMCorr_bin_12_4,gamma_stat_BMCorr_bin_12_5,gamma_stat_BMCorr_bin_12_6,gamma_stat_BMCorr_bin_12_7,gamma_stat_BMCorr_bin_12_8,gamma_stat_BMCorr_bin_12_9,gamma_stat_BMCorr_bin_13_0,gamma_stat_BMCorr_bin_13_1,gamma_stat_BMCorr_bin_13_10,gamma_stat_BMCorr_bin_13_11,gamma_stat_BMCorr_bin_13_12,gamma_stat_BMCorr_bin_13_13,gamma_stat_BMCorr_bin_13_14,gamma_stat_BMCorr_bin_13_2,gamma_stat_BMCorr_bin_13_3,gamma_stat_BMCorr_bin_13_4,gamma_stat_BMCorr_bin_13_5,gamma_stat_BMCorr_bin_13_6,gamma_stat_BMCorr_bin_13_7,gamma_stat_BMCorr_bin_13_8,gamma_stat_BMCorr_bin_13_9,gamma_stat_BMCorr_bin_14_0,gamma_stat_BMCorr_bin_14_1,gamma_stat_BMCorr_bin_14_10,gamma_stat_BMCorr_bin_14_11,gamma_stat_BMCorr_bin_14_12,gamma_stat_BMCorr_bin_14_13,gamma_stat_BMCorr_bin_14_14,gamma_stat_BMCorr_bin_14_2,gamma_stat_BMCorr_bin_14_3,gamma_stat_BMCorr_bin_14_4,gamma_stat_BMCorr_bin_14_5,gamma_stat_BMCorr_bin_14_6,gamma_stat_BMCorr_bin_14_7,gamma_stat_BMCorr_bin_14_8,gamma_stat_BMCorr_bin_14_9,gamma_stat_BMCorr_bin_1_0,gamma_stat_BMCorr_bin_1_1,gamma_stat_BMCorr_bin_1_10,gamma_stat_BMCorr_bin_1_11,gamma_stat_BMCorr_bin_1_12,gamma_stat_BMCorr_bin_1_13,gamma_stat_BMCorr_bin_1_14,gamma_stat_BMCorr_bin_1_2,gamma_stat_BMCorr_bin_1_3,gamma_stat_BMCorr_bin_1_4,gamma_stat_BMCorr_bin_1_5,gamma_stat_BMCorr_bin_1_6,gamma_stat_BMCorr_bin_1_7,gamma_stat_BMCorr_bin_1_8,gamma_stat_BMCorr_bin_1_9,gamma_stat_BMCorr_bin_2_0,gamma_stat_BMCorr_bin_2_1,gamma_stat_BMCorr_bin_2_10,gamma_stat_BMCorr_bin_2_11,gamma_stat_BMCorr_bin_2_12,gamma_stat_BMCorr_bin_2_13,gamma_stat_BMCorr_bin_2_14,gamma_stat_BMCorr_bin_2_2,gamma_stat_BMCorr_bin_2_3,gamma_stat_BMCorr_bin_2_4,gamma_stat_BMCorr_bin_2_5,gamma_stat_BMCorr_bin_2_6,gamma_stat_BMCorr_bin_2_7,gamma_stat_BMCorr_bin_2_8,gamma_stat_BMCorr_bin_2_9,gamma_stat_BMCorr_bin_3_0,gamma_stat_BMCorr_bin_3_1,gamma_stat_BMCorr_bin_3_10,gamma_stat_BMCorr_bin_3_11,gamma_stat_BMCorr_bin_3_12,gamma_stat_BMCorr_bin_3_13,gamma_stat_BMCorr_bin_3_14,gamma_stat_BMCorr_bin_3_2,gamma_stat_BMCorr_bin_3_3,gamma_stat_BMCorr_bin_3_4,gamma_stat_BMCorr_bin_3_5,gamma_stat_BMCorr_bin_3_6,gamma_stat_BMCorr_bin_3_7,gamma_stat_BMCorr_bin_3_8,gamma_stat_BMCorr_bin_3_9,gamma_stat_BMCorr_bin_4_0,gamma_stat_BMCorr_bin_4_1,gamma_stat_BMCorr_bin_4_10,gamma_stat_BMCorr_bin_4_11,gamma_stat_BMCorr_bin_4_12,gamma_stat_BMCorr_bin_4_13,gamma_stat_BMCorr_bin_4_14,gamma_stat_BMCorr_bin_4_2,gamma_stat_BMCorr_bin_4_3,gamma_stat_BMCorr_bin_4_4,gamma_stat_BMCorr_bin_4_5,gamma_stat_BMCorr_bin_4_6,gamma_stat_BMCorr_bin_4_7,gamma_stat_BMCorr_bin_4_8,gamma_stat_BMCorr_bin_4_9,gamma_stat_BMCorr_bin_5_0,gamma_stat_BMCorr_bin_5_1,gamma_stat_BMCorr_bin_5_10,gamma_stat_BMCorr_bin_5_11,gamma_stat_BMCorr_bin_5_12,gamma_stat_BMCorr_bin_5_13,gamma_stat_BMCorr_bin_5_14,gamma_stat_BMCorr_bin_5_2,gamma_stat_BMCorr_bin_5_3,gamma_stat_BMCorr_bin_5_4,gamma_stat_BMCorr_bin_5_5,gamma_stat_BMCorr_bin_5_6,gamma_stat_BMCorr_bin_5_7,gamma_stat_BMCorr_bin_5_8,gamma_stat_BMCorr_bin_5_9,gamma_stat_BMCorr_bin_6_0,gamma_stat_BMCorr_bin_6_1,gamma_stat_BMCorr_bin_6_10,gamma_stat_BMCorr_bin_6_11,gamma_stat_BMCorr_bin_6_12,gamma_stat_BMCorr_bin_6_13,gamma_stat_BMCorr_bin_6_14,gamma_stat_BMCorr_bin_6_2,gamma_stat_BMCorr_bin_6_3,gamma_stat_BMCorr_bin_6_4,gamma_stat_BMCorr_bin_6_5,gamma_stat_BMCorr_bin_6_6,gamma_stat_BMCorr_bin_6_7,gamma_stat_BMCorr_bin_6_8,gamma_stat_BMCorr_bin_6_9,gamma_stat_BMCorr_bin_7_0,gamma_stat_BMCorr_bin_7_1,gamma_stat_BMCorr_bin_7_10,gamma_stat_BMCorr_bin_7_11,gamma_stat_BMCorr_bin_7_12,gamma_stat_BMCorr_bin_7_13,gamma_stat_BMCorr_bin_7_14,gamma_stat_BMCorr_bin_7_2,gamma_stat_BMCorr_bin_7_3,gamma_stat_BMCorr_bin_7_4,gamma_stat_BMCorr_bin_7_5,gamma_stat_BMCorr_bin_7_6,gamma_stat_BMCorr_bin_7_7,gamma_stat_BMCorr_bin_7_8,gamma_stat_BMCorr_bin_7_9,gamma_stat_BMCorr_bin_8_0,gamma_stat_BMCorr_bin_8_1,gamma_stat_BMCorr_bin_8_10,gamma_stat_BMCorr_bin_8_11,gamma_stat_BMCorr_bin_8_12,gamma_stat_BMCorr_bin_8_13,gamma_stat_BMCorr_bin_8_14,gamma_stat_BMCorr_bin_8_2,gamma_stat_BMCorr_bin_8_3,gamma_stat_BMCorr_bin_8_4,gamma_stat_BMCorr_bin_8_5,gamma_stat_BMCorr_bin_8_6,gamma_stat_BMCorr_bin_8_7,gamma_stat_BMCorr_bin_8_8,gamma_stat_BMCorr_bin_8_9,gamma_stat_BMCorr_bin_9_0,gamma_stat_BMCorr_bin_9_1,gamma_stat_BMCorr_bin_9_10,gamma_stat_BMCorr_bin_9_11,gamma_stat_BMCorr_bin_9_12,gamma_stat_BMCorr_bin_9_13,gamma_stat_BMCorr_bin_9_14,gamma_stat_BMCorr_bin_9_2,gamma_stat_BMCorr_bin_9_3,gamma_stat_BMCorr_bin_9_4,gamma_stat_BMCorr_bin_9_5,gamma_stat_BMCorr_bin_9_6,gamma_stat_BMCorr_bin_9_7,gamma_stat_BMCorr_bin_9_8,gamma_stat_BMCorr_bin_9_9,norm_histoBG,norm_histoSig,num_histoBG) Global Observables: RooArgSet:: = (nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) PDF: RooProdPdf::model_BMCorr[ lumiConstraint * gamma_stat_BMCorr_bin_0_0_constraint * gamma_stat_BMCorr_bin_1_0_constraint * gamma_stat_BMCorr_bin_2_0_constraint * gamma_stat_BMCorr_bin_3_0_constraint * gamma_stat_BMCorr_bin_4_0_constraint * gamma_stat_BMCorr_bin_5_0_constraint * gamma_stat_BMCorr_bin_6_0_constraint * gamma_stat_BMCorr_bin_7_0_constraint * gamma_stat_BMCorr_bin_8_0_constraint * gamma_stat_BMCorr_bin_9_0_constraint * gamma_stat_BMCorr_bin_10_0_constraint * gamma_stat_BMCorr_bin_11_0_constraint * gamma_stat_BMCorr_bin_12_0_constraint * gamma_stat_BMCorr_bin_13_0_constraint * gamma_stat_BMCorr_bin_14_0_constraint * gamma_stat_BMCorr_bin_0_1_constraint * gamma_stat_BMCorr_bin_1_1_constraint * gamma_stat_BMCorr_bin_2_1_constraint * gamma_stat_BMCorr_bin_3_1_constraint * gamma_stat_BMCorr_bin_4_1_constraint * gamma_stat_BMCorr_bin_5_1_constraint * gamma_stat_BMCorr_bin_6_1_constraint * gamma_stat_BMCorr_bin_7_1_constraint * gamma_stat_BMCorr_bin_8_1_constraint * gamma_stat_BMCorr_bin_9_1_constraint * gamma_stat_BMCorr_bin_10_1_constraint * gamma_stat_BMCorr_bin_11_1_constraint * gamma_stat_BMCorr_bin_12_1_constraint * gamma_stat_BMCorr_bin_13_1_constraint * gamma_stat_BMCorr_bin_14_1_constraint * gamma_stat_BMCorr_bin_0_2_constraint * gamma_stat_BMCorr_bin_1_2_constraint * gamma_stat_BMCorr_bin_2_2_constraint * gamma_stat_BMCorr_bin_3_2_constraint * gamma_stat_BMCorr_bin_4_2_constraint * gamma_stat_BMCorr_bin_5_2_constraint * gamma_stat_BMCorr_bin_6_2_constraint * gamma_stat_BMCorr_bin_7_2_constraint * gamma_stat_BMCorr_bin_8_2_constraint * gamma_stat_BMCorr_bin_9_2_constraint * gamma_stat_BMCorr_bin_10_2_constraint * gamma_stat_BMCorr_bin_11_2_constraint * gamma_stat_BMCorr_bin_12_2_constraint * gamma_stat_BMCorr_bin_13_2_constraint * gamma_stat_BMCorr_bin_14_2_constraint * gamma_stat_BMCorr_bin_0_3_constraint * gamma_stat_BMCorr_bin_1_3_constraint * gamma_stat_BMCorr_bin_2_3_constraint * gamma_stat_BMCorr_bin_3_3_constraint * gamma_stat_BMCorr_bin_4_3_constraint * gamma_stat_BMCorr_bin_5_3_constraint * gamma_stat_BMCorr_bin_6_3_constraint * gamma_stat_BMCorr_bin_7_3_constraint * gamma_stat_BMCorr_bin_8_3_constraint * gamma_stat_BMCorr_bin_9_3_constraint * gamma_stat_BMCorr_bin_10_3_constraint * gamma_stat_BMCorr_bin_11_3_constraint * gamma_stat_BMCorr_bin_12_3_constraint * gamma_stat_BMCorr_bin_13_3_constraint * gamma_stat_BMCorr_bin_14_3_constraint * gamma_stat_BMCorr_bin_0_4_constraint * gamma_stat_BMCorr_bin_1_4_constraint * gamma_stat_BMCorr_bin_2_4_constraint * gamma_stat_BMCorr_bin_3_4_constraint * gamma_stat_BMCorr_bin_4_4_constraint * gamma_stat_BMCorr_bin_5_4_constraint * gamma_stat_BMCorr_bin_6_4_constraint * gamma_stat_BMCorr_bin_7_4_constraint * gamma_stat_BMCorr_bin_8_4_constraint * gamma_stat_BMCorr_bin_9_4_constraint * gamma_stat_BMCorr_bin_10_4_constraint * gamma_stat_BMCorr_bin_11_4_constraint * gamma_stat_BMCorr_bin_12_4_constraint * gamma_stat_BMCorr_bin_13_4_constraint * gamma_stat_BMCorr_bin_14_4_constraint * gamma_stat_BMCorr_bin_0_5_constraint * gamma_stat_BMCorr_bin_1_5_constraint * gamma_stat_BMCorr_bin_2_5_constraint * gamma_stat_BMCorr_bin_3_5_constraint * gamma_stat_BMCorr_bin_4_5_constraint * gamma_stat_BMCorr_bin_5_5_constraint * gamma_stat_BMCorr_bin_6_5_constraint * gamma_stat_BMCorr_bin_7_5_constraint * gamma_stat_BMCorr_bin_8_5_constraint * gamma_stat_BMCorr_bin_9_5_constraint * gamma_stat_BMCorr_bin_10_5_constraint * gamma_stat_BMCorr_bin_11_5_constraint * gamma_stat_BMCorr_bin_12_5_constraint * gamma_stat_BMCorr_bin_13_5_constraint * gamma_stat_BMCorr_bin_14_5_constraint * gamma_stat_BMCorr_bin_0_6_constraint * gamma_stat_BMCorr_bin_1_6_constraint * gamma_stat_BMCorr_bin_2_6_constraint * gamma_stat_BMCorr_bin_3_6_constraint * gamma_stat_BMCorr_bin_4_6_constraint * gamma_stat_BMCorr_bin_5_6_constraint * gamma_stat_BMCorr_bin_6_6_constraint * gamma_stat_BMCorr_bin_7_6_constraint * gamma_stat_BMCorr_bin_8_6_constraint * gamma_stat_BMCorr_bin_9_6_constraint * gamma_stat_BMCorr_bin_10_6_constraint * gamma_stat_BMCorr_bin_11_6_constraint * gamma_stat_BMCorr_bin_12_6_constraint * gamma_stat_BMCorr_bin_13_6_constraint * gamma_stat_BMCorr_bin_14_6_constraint * gamma_stat_BMCorr_bin_0_7_constraint * gamma_stat_BMCorr_bin_1_7_constraint * gamma_stat_BMCorr_bin_2_7_constraint * gamma_stat_BMCorr_bin_3_7_constraint * gamma_stat_BMCorr_bin_4_7_constraint * gamma_stat_BMCorr_bin_5_7_constraint * gamma_stat_BMCorr_bin_6_7_constraint * gamma_stat_BMCorr_bin_7_7_constraint * gamma_stat_BMCorr_bin_8_7_constraint * gamma_stat_BMCorr_bin_9_7_constraint * gamma_stat_BMCorr_bin_10_7_constraint * gamma_stat_BMCorr_bin_11_7_constraint * gamma_stat_BMCorr_bin_12_7_constraint * gamma_stat_BMCorr_bin_13_7_constraint * gamma_stat_BMCorr_bin_14_7_constraint * gamma_stat_BMCorr_bin_0_8_constraint * gamma_stat_BMCorr_bin_1_8_constraint * gamma_stat_BMCorr_bin_2_8_constraint * gamma_stat_BMCorr_bin_3_8_constraint * gamma_stat_BMCorr_bin_4_8_constraint * gamma_stat_BMCorr_bin_5_8_constraint * gamma_stat_BMCorr_bin_6_8_constraint * gamma_stat_BMCorr_bin_7_8_constraint * gamma_stat_BMCorr_bin_8_8_constraint * gamma_stat_BMCorr_bin_9_8_constraint * gamma_stat_BMCorr_bin_10_8_constraint * gamma_stat_BMCorr_bin_11_8_constraint * gamma_stat_BMCorr_bin_12_8_constraint * gamma_stat_BMCorr_bin_13_8_constraint * gamma_stat_BMCorr_bin_14_8_constraint * gamma_stat_BMCorr_bin_0_9_constraint * gamma_stat_BMCorr_bin_1_9_constraint * gamma_stat_BMCorr_bin_2_9_constraint * gamma_stat_BMCorr_bin_3_9_constraint * gamma_stat_BMCorr_bin_4_9_constraint * gamma_stat_BMCorr_bin_5_9_constraint * gamma_stat_BMCorr_bin_6_9_constraint * gamma_stat_BMCorr_bin_7_9_constraint * gamma_stat_BMCorr_bin_8_9_constraint * gamma_stat_BMCorr_bin_9_9_constraint * gamma_stat_BMCorr_bin_10_9_constraint * gamma_stat_BMCorr_bin_11_9_constraint * gamma_stat_BMCorr_bin_12_9_constraint * gamma_stat_BMCorr_bin_13_9_constraint * gamma_stat_BMCorr_bin_14_9_constraint * gamma_stat_BMCorr_bin_0_10_constraint * gamma_stat_BMCorr_bin_1_10_constraint * gamma_stat_BMCorr_bin_2_10_constraint * gamma_stat_BMCorr_bin_3_10_constraint * gamma_stat_BMCorr_bin_4_10_constraint * gamma_stat_BMCorr_bin_5_10_constraint * gamma_stat_BMCorr_bin_6_10_constraint * gamma_stat_BMCorr_bin_7_10_constraint * gamma_stat_BMCorr_bin_8_10_constraint * gamma_stat_BMCorr_bin_9_10_constraint * gamma_stat_BMCorr_bin_10_10_constraint * gamma_stat_BMCorr_bin_11_10_constraint * gamma_stat_BMCorr_bin_12_10_constraint * gamma_stat_BMCorr_bin_13_10_constraint * gamma_stat_BMCorr_bin_14_10_constraint * gamma_stat_BMCorr_bin_0_11_constraint * gamma_stat_BMCorr_bin_1_11_constraint * gamma_stat_BMCorr_bin_2_11_constraint * gamma_stat_BMCorr_bin_3_11_constraint * gamma_stat_BMCorr_bin_4_11_constraint * gamma_stat_BMCorr_bin_5_11_constraint * gamma_stat_BMCorr_bin_6_11_constraint * gamma_stat_BMCorr_bin_7_11_constraint * gamma_stat_BMCorr_bin_8_11_constraint * gamma_stat_BMCorr_bin_9_11_constraint * gamma_stat_BMCorr_bin_10_11_constraint * gamma_stat_BMCorr_bin_11_11_constraint * gamma_stat_BMCorr_bin_12_11_constraint * gamma_stat_BMCorr_bin_13_11_constraint * gamma_stat_BMCorr_bin_14_11_constraint * gamma_stat_BMCorr_bin_0_12_constraint * gamma_stat_BMCorr_bin_1_12_constraint * gamma_stat_BMCorr_bin_2_12_constraint * gamma_stat_BMCorr_bin_3_12_constraint * gamma_stat_BMCorr_bin_4_12_constraint * gamma_stat_BMCorr_bin_5_12_constraint * gamma_stat_BMCorr_bin_6_12_constraint * gamma_stat_BMCorr_bin_7_12_constraint * gamma_stat_BMCorr_bin_8_12_constraint * gamma_stat_BMCorr_bin_9_12_constraint * gamma_stat_BMCorr_bin_10_12_constraint * gamma_stat_BMCorr_bin_11_12_constraint * gamma_stat_BMCorr_bin_12_12_constraint * gamma_stat_BMCorr_bin_13_12_constraint * gamma_stat_BMCorr_bin_14_12_constraint * gamma_stat_BMCorr_bin_0_13_constraint * gamma_stat_BMCorr_bin_1_13_constraint * gamma_stat_BMCorr_bin_2_13_constraint * gamma_stat_BMCorr_bin_3_13_constraint * gamma_stat_BMCorr_bin_4_13_constraint * gamma_stat_BMCorr_bin_5_13_constraint * gamma_stat_BMCorr_bin_6_13_constraint * gamma_stat_BMCorr_bin_7_13_constraint * gamma_stat_BMCorr_bin_8_13_constraint * gamma_stat_BMCorr_bin_9_13_constraint * gamma_stat_BMCorr_bin_10_13_constraint * gamma_stat_BMCorr_bin_11_13_constraint * gamma_stat_BMCorr_bin_12_13_constraint * gamma_stat_BMCorr_bin_13_13_constraint * gamma_stat_BMCorr_bin_14_13_constraint * gamma_stat_BMCorr_bin_0_14_constraint * gamma_stat_BMCorr_bin_1_14_constraint * gamma_stat_BMCorr_bin_2_14_constraint * gamma_stat_BMCorr_bin_3_14_constraint * gamma_stat_BMCorr_bin_4_14_constraint * gamma_stat_BMCorr_bin_5_14_constraint * gamma_stat_BMCorr_bin_6_14_constraint * gamma_stat_BMCorr_bin_7_14_constraint * gamma_stat_BMCorr_bin_8_14_constraint * gamma_stat_BMCorr_bin_9_14_constraint * gamma_stat_BMCorr_bin_10_14_constraint * gamma_stat_BMCorr_bin_11_14_constraint * gamma_stat_BMCorr_bin_12_14_constraint * gamma_stat_BMCorr_bin_13_14_constraint * gamma_stat_BMCorr_bin_14_14_constraint * BMCorr_model(obs_x_BMCorr,obs_y_BMCorr) ] = 3.62203e-287 [#2] INFO:HistFactory -- Opening File to hold channel: _BMCorr_B2D0MuNu_model.root [#2] INFO:HistFactory -- About to write channel measurement to file [#2] PROGRESS:HistFactory -- Writing sample: histoSig [#2] PROGRESS:HistFactory -- Writing sample: histoBG [#2] PROGRESS:HistFactory -- Saved all histograms [#2] PROGRESS:HistFactory -- Saved Measurement [#2] PROGRESS:HistFactory -- Successfully wrote channel to file [#2] INFO:HistFactory -- full list of observables: (obs_x_BMCorr,obs_y_BMCorr) [#2] PROGRESS:HistFactory -- ----------------------------------------- Entering combination ----------------------------------------- RooWorkspace(combined) combined contents variables --------- (channelCat,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_14_14,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_9_9,nominalLumi,obs_x_BMCorr,obs_y_BMCorr) datasets -------- RooDataSet::obsData(obs_x_BMCorr,obs_y_BMCorr,channelCat) named sets ---------- ModelConfig_GlobalObservables:(nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) ModelConfig_Observables:(obs_x_BMCorr,obs_y_BMCorr,channelCat) globalObservables:(nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) observables:(obs_x_BMCorr,obs_y_BMCorr,channelCat) [#2] PROGRESS:HistFactory -- ----------------------------------------- Importing combined model ----------------------------------------- [#2] PROGRESS:HistFactory -- ----------------------------------------- create toy data for channelCat[BMCorr] ----------------------------------------- [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr,obs_y_BMCorr) RooDataSet::AsimovData0[obs_x_BMCorr,obs_y_BMCorr,channelCat,weight:binWeightAsimov] = 225 entries (19999.9 weighted) [#2] INFO:HistFactory -- Setting Parameter(s) of Interest as: num_histoSig === Using the following for ModelConfig === Observables: RooArgSet:: = (obs_x_BMCorr,obs_y_BMCorr,channelCat) Parameters of Interest: RooArgSet:: = (num_histoSig) Nuisance Parameters: RooArgSet:: = (Lumi,gamma_stat_BMCorr_bin_0_0,gamma_stat_BMCorr_bin_0_1,gamma_stat_BMCorr_bin_0_10,gamma_stat_BMCorr_bin_0_11,gamma_stat_BMCorr_bin_0_12,gamma_stat_BMCorr_bin_0_13,gamma_stat_BMCorr_bin_0_14,gamma_stat_BMCorr_bin_0_2,gamma_stat_BMCorr_bin_0_3,gamma_stat_BMCorr_bin_0_4,gamma_stat_BMCorr_bin_0_5,gamma_stat_BMCorr_bin_0_6,gamma_stat_BMCorr_bin_0_7,gamma_stat_BMCorr_bin_0_8,gamma_stat_BMCorr_bin_0_9,gamma_stat_BMCorr_bin_10_0,gamma_stat_BMCorr_bin_10_1,gamma_stat_BMCorr_bin_10_10,gamma_stat_BMCorr_bin_10_11,gamma_stat_BMCorr_bin_10_12,gamma_stat_BMCorr_bin_10_13,gamma_stat_BMCorr_bin_10_14,gamma_stat_BMCorr_bin_10_2,gamma_stat_BMCorr_bin_10_3,gamma_stat_BMCorr_bin_10_4,gamma_stat_BMCorr_bin_10_5,gamma_stat_BMCorr_bin_10_6,gamma_stat_BMCorr_bin_10_7,gamma_stat_BMCorr_bin_10_8,gamma_stat_BMCorr_bin_10_9,gamma_stat_BMCorr_bin_11_0,gamma_stat_BMCorr_bin_11_1,gamma_stat_BMCorr_bin_11_10,gamma_stat_BMCorr_bin_11_11,gamma_stat_BMCorr_bin_11_12,gamma_stat_BMCorr_bin_11_13,gamma_stat_BMCorr_bin_11_14,gamma_stat_BMCorr_bin_11_2,gamma_stat_BMCorr_bin_11_3,gamma_stat_BMCorr_bin_11_4,gamma_stat_BMCorr_bin_11_5,gamma_stat_BMCorr_bin_11_6,gamma_stat_BMCorr_bin_11_7,gamma_stat_BMCorr_bin_11_8,gamma_stat_BMCorr_bin_11_9,gamma_stat_BMCorr_bin_12_0,gamma_stat_BMCorr_bin_12_1,gamma_stat_BMCorr_bin_12_10,gamma_stat_BMCorr_bin_12_11,gamma_stat_BMCorr_bin_12_12,gamma_stat_BMCorr_bin_12_13,gamma_stat_BMCorr_bin_12_14,gamma_stat_BMCorr_bin_12_2,gamma_stat_BMCorr_bin_12_3,gamma_stat_BMCorr_bin_12_4,gamma_stat_BMCorr_bin_12_5,gamma_stat_BMCorr_bin_12_6,gamma_stat_BMCorr_bin_12_7,gamma_stat_BMCorr_bin_12_8,gamma_stat_BMCorr_bin_12_9,gamma_stat_BMCorr_bin_13_0,gamma_stat_BMCorr_bin_13_1,gamma_stat_BMCorr_bin_13_10,gamma_stat_BMCorr_bin_13_11,gamma_stat_BMCorr_bin_13_12,gamma_stat_BMCorr_bin_13_13,gamma_stat_BMCorr_bin_13_14,gamma_stat_BMCorr_bin_13_2,gamma_stat_BMCorr_bin_13_3,gamma_stat_BMCorr_bin_13_4,gamma_stat_BMCorr_bin_13_5,gamma_stat_BMCorr_bin_13_6,gamma_stat_BMCorr_bin_13_7,gamma_stat_BMCorr_bin_13_8,gamma_stat_BMCorr_bin_13_9,gamma_stat_BMCorr_bin_14_0,gamma_stat_BMCorr_bin_14_1,gamma_stat_BMCorr_bin_14_10,gamma_stat_BMCorr_bin_14_11,gamma_stat_BMCorr_bin_14_12,gamma_stat_BMCorr_bin_14_13,gamma_stat_BMCorr_bin_14_14,gamma_stat_BMCorr_bin_14_2,gamma_stat_BMCorr_bin_14_3,gamma_stat_BMCorr_bin_14_4,gamma_stat_BMCorr_bin_14_5,gamma_stat_BMCorr_bin_14_6,gamma_stat_BMCorr_bin_14_7,gamma_stat_BMCorr_bin_14_8,gamma_stat_BMCorr_bin_14_9,gamma_stat_BMCorr_bin_1_0,gamma_stat_BMCorr_bin_1_1,gamma_stat_BMCorr_bin_1_10,gamma_stat_BMCorr_bin_1_11,gamma_stat_BMCorr_bin_1_12,gamma_stat_BMCorr_bin_1_13,gamma_stat_BMCorr_bin_1_14,gamma_stat_BMCorr_bin_1_2,gamma_stat_BMCorr_bin_1_3,gamma_stat_BMCorr_bin_1_4,gamma_stat_BMCorr_bin_1_5,gamma_stat_BMCorr_bin_1_6,gamma_stat_BMCorr_bin_1_7,gamma_stat_BMCorr_bin_1_8,gamma_stat_BMCorr_bin_1_9,gamma_stat_BMCorr_bin_2_0,gamma_stat_BMCorr_bin_2_1,gamma_stat_BMCorr_bin_2_10,gamma_stat_BMCorr_bin_2_11,gamma_stat_BMCorr_bin_2_12,gamma_stat_BMCorr_bin_2_13,gamma_stat_BMCorr_bin_2_14,gamma_stat_BMCorr_bin_2_2,gamma_stat_BMCorr_bin_2_3,gamma_stat_BMCorr_bin_2_4,gamma_stat_BMCorr_bin_2_5,gamma_stat_BMCorr_bin_2_6,gamma_stat_BMCorr_bin_2_7,gamma_stat_BMCorr_bin_2_8,gamma_stat_BMCorr_bin_2_9,gamma_stat_BMCorr_bin_3_0,gamma_stat_BMCorr_bin_3_1,gamma_stat_BMCorr_bin_3_10,gamma_stat_BMCorr_bin_3_11,gamma_stat_BMCorr_bin_3_12,gamma_stat_BMCorr_bin_3_13,gamma_stat_BMCorr_bin_3_14,gamma_stat_BMCorr_bin_3_2,gamma_stat_BMCorr_bin_3_3,gamma_stat_BMCorr_bin_3_4,gamma_stat_BMCorr_bin_3_5,gamma_stat_BMCorr_bin_3_6,gamma_stat_BMCorr_bin_3_7,gamma_stat_BMCorr_bin_3_8,gamma_stat_BMCorr_bin_3_9,gamma_stat_BMCorr_bin_4_0,gamma_stat_BMCorr_bin_4_1,gamma_stat_BMCorr_bin_4_10,gamma_stat_BMCorr_bin_4_11,gamma_stat_BMCorr_bin_4_12,gamma_stat_BMCorr_bin_4_13,gamma_stat_BMCorr_bin_4_14,gamma_stat_BMCorr_bin_4_2,gamma_stat_BMCorr_bin_4_3,gamma_stat_BMCorr_bin_4_4,gamma_stat_BMCorr_bin_4_5,gamma_stat_BMCorr_bin_4_6,gamma_stat_BMCorr_bin_4_7,gamma_stat_BMCorr_bin_4_8,gamma_stat_BMCorr_bin_4_9,gamma_stat_BMCorr_bin_5_0,gamma_stat_BMCorr_bin_5_1,gamma_stat_BMCorr_bin_5_10,gamma_stat_BMCorr_bin_5_11,gamma_stat_BMCorr_bin_5_12,gamma_stat_BMCorr_bin_5_13,gamma_stat_BMCorr_bin_5_14,gamma_stat_BMCorr_bin_5_2,gamma_stat_BMCorr_bin_5_3,gamma_stat_BMCorr_bin_5_4,gamma_stat_BMCorr_bin_5_5,gamma_stat_BMCorr_bin_5_6,gamma_stat_BMCorr_bin_5_7,gamma_stat_BMCorr_bin_5_8,gamma_stat_BMCorr_bin_5_9,gamma_stat_BMCorr_bin_6_0,gamma_stat_BMCorr_bin_6_1,gamma_stat_BMCorr_bin_6_10,gamma_stat_BMCorr_bin_6_11,gamma_stat_BMCorr_bin_6_12,gamma_stat_BMCorr_bin_6_13,gamma_stat_BMCorr_bin_6_14,gamma_stat_BMCorr_bin_6_2,gamma_stat_BMCorr_bin_6_3,gamma_stat_BMCorr_bin_6_4,gamma_stat_BMCorr_bin_6_5,gamma_stat_BMCorr_bin_6_6,gamma_stat_BMCorr_bin_6_7,gamma_stat_BMCorr_bin_6_8,gamma_stat_BMCorr_bin_6_9,gamma_stat_BMCorr_bin_7_0,gamma_stat_BMCorr_bin_7_1,gamma_stat_BMCorr_bin_7_10,gamma_stat_BMCorr_bin_7_11,gamma_stat_BMCorr_bin_7_12,gamma_stat_BMCorr_bin_7_13,gamma_stat_BMCorr_bin_7_14,gamma_stat_BMCorr_bin_7_2,gamma_stat_BMCorr_bin_7_3,gamma_stat_BMCorr_bin_7_4,gamma_stat_BMCorr_bin_7_5,gamma_stat_BMCorr_bin_7_6,gamma_stat_BMCorr_bin_7_7,gamma_stat_BMCorr_bin_7_8,gamma_stat_BMCorr_bin_7_9,gamma_stat_BMCorr_bin_8_0,gamma_stat_BMCorr_bin_8_1,gamma_stat_BMCorr_bin_8_10,gamma_stat_BMCorr_bin_8_11,gamma_stat_BMCorr_bin_8_12,gamma_stat_BMCorr_bin_8_13,gamma_stat_BMCorr_bin_8_14,gamma_stat_BMCorr_bin_8_2,gamma_stat_BMCorr_bin_8_3,gamma_stat_BMCorr_bin_8_4,gamma_stat_BMCorr_bin_8_5,gamma_stat_BMCorr_bin_8_6,gamma_stat_BMCorr_bin_8_7,gamma_stat_BMCorr_bin_8_8,gamma_stat_BMCorr_bin_8_9,gamma_stat_BMCorr_bin_9_0,gamma_stat_BMCorr_bin_9_1,gamma_stat_BMCorr_bin_9_10,gamma_stat_BMCorr_bin_9_11,gamma_stat_BMCorr_bin_9_12,gamma_stat_BMCorr_bin_9_13,gamma_stat_BMCorr_bin_9_14,gamma_stat_BMCorr_bin_9_2,gamma_stat_BMCorr_bin_9_3,gamma_stat_BMCorr_bin_9_4,gamma_stat_BMCorr_bin_9_5,gamma_stat_BMCorr_bin_9_6,gamma_stat_BMCorr_bin_9_7,gamma_stat_BMCorr_bin_9_8,gamma_stat_BMCorr_bin_9_9,norm_histoBG,norm_histoSig,num_histoBG) Global Observables: RooArgSet:: = (nominalLumi,nom_gamma_stat_BMCorr_bin_0_0,nom_gamma_stat_BMCorr_bin_1_0,nom_gamma_stat_BMCorr_bin_2_0,nom_gamma_stat_BMCorr_bin_3_0,nom_gamma_stat_BMCorr_bin_4_0,nom_gamma_stat_BMCorr_bin_5_0,nom_gamma_stat_BMCorr_bin_6_0,nom_gamma_stat_BMCorr_bin_7_0,nom_gamma_stat_BMCorr_bin_8_0,nom_gamma_stat_BMCorr_bin_9_0,nom_gamma_stat_BMCorr_bin_10_0,nom_gamma_stat_BMCorr_bin_11_0,nom_gamma_stat_BMCorr_bin_12_0,nom_gamma_stat_BMCorr_bin_13_0,nom_gamma_stat_BMCorr_bin_14_0,nom_gamma_stat_BMCorr_bin_0_1,nom_gamma_stat_BMCorr_bin_1_1,nom_gamma_stat_BMCorr_bin_2_1,nom_gamma_stat_BMCorr_bin_3_1,nom_gamma_stat_BMCorr_bin_4_1,nom_gamma_stat_BMCorr_bin_5_1,nom_gamma_stat_BMCorr_bin_6_1,nom_gamma_stat_BMCorr_bin_7_1,nom_gamma_stat_BMCorr_bin_8_1,nom_gamma_stat_BMCorr_bin_9_1,nom_gamma_stat_BMCorr_bin_10_1,nom_gamma_stat_BMCorr_bin_11_1,nom_gamma_stat_BMCorr_bin_12_1,nom_gamma_stat_BMCorr_bin_13_1,nom_gamma_stat_BMCorr_bin_14_1,nom_gamma_stat_BMCorr_bin_0_2,nom_gamma_stat_BMCorr_bin_1_2,nom_gamma_stat_BMCorr_bin_2_2,nom_gamma_stat_BMCorr_bin_3_2,nom_gamma_stat_BMCorr_bin_4_2,nom_gamma_stat_BMCorr_bin_5_2,nom_gamma_stat_BMCorr_bin_6_2,nom_gamma_stat_BMCorr_bin_7_2,nom_gamma_stat_BMCorr_bin_8_2,nom_gamma_stat_BMCorr_bin_9_2,nom_gamma_stat_BMCorr_bin_10_2,nom_gamma_stat_BMCorr_bin_11_2,nom_gamma_stat_BMCorr_bin_12_2,nom_gamma_stat_BMCorr_bin_13_2,nom_gamma_stat_BMCorr_bin_14_2,nom_gamma_stat_BMCorr_bin_0_3,nom_gamma_stat_BMCorr_bin_1_3,nom_gamma_stat_BMCorr_bin_2_3,nom_gamma_stat_BMCorr_bin_3_3,nom_gamma_stat_BMCorr_bin_4_3,nom_gamma_stat_BMCorr_bin_5_3,nom_gamma_stat_BMCorr_bin_6_3,nom_gamma_stat_BMCorr_bin_7_3,nom_gamma_stat_BMCorr_bin_8_3,nom_gamma_stat_BMCorr_bin_9_3,nom_gamma_stat_BMCorr_bin_10_3,nom_gamma_stat_BMCorr_bin_11_3,nom_gamma_stat_BMCorr_bin_12_3,nom_gamma_stat_BMCorr_bin_13_3,nom_gamma_stat_BMCorr_bin_14_3,nom_gamma_stat_BMCorr_bin_0_4,nom_gamma_stat_BMCorr_bin_1_4,nom_gamma_stat_BMCorr_bin_2_4,nom_gamma_stat_BMCorr_bin_3_4,nom_gamma_stat_BMCorr_bin_4_4,nom_gamma_stat_BMCorr_bin_5_4,nom_gamma_stat_BMCorr_bin_6_4,nom_gamma_stat_BMCorr_bin_7_4,nom_gamma_stat_BMCorr_bin_8_4,nom_gamma_stat_BMCorr_bin_9_4,nom_gamma_stat_BMCorr_bin_10_4,nom_gamma_stat_BMCorr_bin_11_4,nom_gamma_stat_BMCorr_bin_12_4,nom_gamma_stat_BMCorr_bin_13_4,nom_gamma_stat_BMCorr_bin_14_4,nom_gamma_stat_BMCorr_bin_0_5,nom_gamma_stat_BMCorr_bin_1_5,nom_gamma_stat_BMCorr_bin_2_5,nom_gamma_stat_BMCorr_bin_3_5,nom_gamma_stat_BMCorr_bin_4_5,nom_gamma_stat_BMCorr_bin_5_5,nom_gamma_stat_BMCorr_bin_6_5,nom_gamma_stat_BMCorr_bin_7_5,nom_gamma_stat_BMCorr_bin_8_5,nom_gamma_stat_BMCorr_bin_9_5,nom_gamma_stat_BMCorr_bin_10_5,nom_gamma_stat_BMCorr_bin_11_5,nom_gamma_stat_BMCorr_bin_12_5,nom_gamma_stat_BMCorr_bin_13_5,nom_gamma_stat_BMCorr_bin_14_5,nom_gamma_stat_BMCorr_bin_0_6,nom_gamma_stat_BMCorr_bin_1_6,nom_gamma_stat_BMCorr_bin_2_6,nom_gamma_stat_BMCorr_bin_3_6,nom_gamma_stat_BMCorr_bin_4_6,nom_gamma_stat_BMCorr_bin_5_6,nom_gamma_stat_BMCorr_bin_6_6,nom_gamma_stat_BMCorr_bin_7_6,nom_gamma_stat_BMCorr_bin_8_6,nom_gamma_stat_BMCorr_bin_9_6,nom_gamma_stat_BMCorr_bin_10_6,nom_gamma_stat_BMCorr_bin_11_6,nom_gamma_stat_BMCorr_bin_12_6,nom_gamma_stat_BMCorr_bin_13_6,nom_gamma_stat_BMCorr_bin_14_6,nom_gamma_stat_BMCorr_bin_0_7,nom_gamma_stat_BMCorr_bin_1_7,nom_gamma_stat_BMCorr_bin_2_7,nom_gamma_stat_BMCorr_bin_3_7,nom_gamma_stat_BMCorr_bin_4_7,nom_gamma_stat_BMCorr_bin_5_7,nom_gamma_stat_BMCorr_bin_6_7,nom_gamma_stat_BMCorr_bin_7_7,nom_gamma_stat_BMCorr_bin_8_7,nom_gamma_stat_BMCorr_bin_9_7,nom_gamma_stat_BMCorr_bin_10_7,nom_gamma_stat_BMCorr_bin_11_7,nom_gamma_stat_BMCorr_bin_12_7,nom_gamma_stat_BMCorr_bin_13_7,nom_gamma_stat_BMCorr_bin_14_7,nom_gamma_stat_BMCorr_bin_0_8,nom_gamma_stat_BMCorr_bin_1_8,nom_gamma_stat_BMCorr_bin_2_8,nom_gamma_stat_BMCorr_bin_3_8,nom_gamma_stat_BMCorr_bin_4_8,nom_gamma_stat_BMCorr_bin_5_8,nom_gamma_stat_BMCorr_bin_6_8,nom_gamma_stat_BMCorr_bin_7_8,nom_gamma_stat_BMCorr_bin_8_8,nom_gamma_stat_BMCorr_bin_9_8,nom_gamma_stat_BMCorr_bin_10_8,nom_gamma_stat_BMCorr_bin_11_8,nom_gamma_stat_BMCorr_bin_12_8,nom_gamma_stat_BMCorr_bin_13_8,nom_gamma_stat_BMCorr_bin_14_8,nom_gamma_stat_BMCorr_bin_0_9,nom_gamma_stat_BMCorr_bin_1_9,nom_gamma_stat_BMCorr_bin_2_9,nom_gamma_stat_BMCorr_bin_3_9,nom_gamma_stat_BMCorr_bin_4_9,nom_gamma_stat_BMCorr_bin_5_9,nom_gamma_stat_BMCorr_bin_6_9,nom_gamma_stat_BMCorr_bin_7_9,nom_gamma_stat_BMCorr_bin_8_9,nom_gamma_stat_BMCorr_bin_9_9,nom_gamma_stat_BMCorr_bin_10_9,nom_gamma_stat_BMCorr_bin_11_9,nom_gamma_stat_BMCorr_bin_12_9,nom_gamma_stat_BMCorr_bin_13_9,nom_gamma_stat_BMCorr_bin_14_9,nom_gamma_stat_BMCorr_bin_0_10,nom_gamma_stat_BMCorr_bin_1_10,nom_gamma_stat_BMCorr_bin_2_10,nom_gamma_stat_BMCorr_bin_3_10,nom_gamma_stat_BMCorr_bin_4_10,nom_gamma_stat_BMCorr_bin_5_10,nom_gamma_stat_BMCorr_bin_6_10,nom_gamma_stat_BMCorr_bin_7_10,nom_gamma_stat_BMCorr_bin_8_10,nom_gamma_stat_BMCorr_bin_9_10,nom_gamma_stat_BMCorr_bin_10_10,nom_gamma_stat_BMCorr_bin_11_10,nom_gamma_stat_BMCorr_bin_12_10,nom_gamma_stat_BMCorr_bin_13_10,nom_gamma_stat_BMCorr_bin_14_10,nom_gamma_stat_BMCorr_bin_0_11,nom_gamma_stat_BMCorr_bin_1_11,nom_gamma_stat_BMCorr_bin_2_11,nom_gamma_stat_BMCorr_bin_3_11,nom_gamma_stat_BMCorr_bin_4_11,nom_gamma_stat_BMCorr_bin_5_11,nom_gamma_stat_BMCorr_bin_6_11,nom_gamma_stat_BMCorr_bin_7_11,nom_gamma_stat_BMCorr_bin_8_11,nom_gamma_stat_BMCorr_bin_9_11,nom_gamma_stat_BMCorr_bin_10_11,nom_gamma_stat_BMCorr_bin_11_11,nom_gamma_stat_BMCorr_bin_12_11,nom_gamma_stat_BMCorr_bin_13_11,nom_gamma_stat_BMCorr_bin_14_11,nom_gamma_stat_BMCorr_bin_0_12,nom_gamma_stat_BMCorr_bin_1_12,nom_gamma_stat_BMCorr_bin_2_12,nom_gamma_stat_BMCorr_bin_3_12,nom_gamma_stat_BMCorr_bin_4_12,nom_gamma_stat_BMCorr_bin_5_12,nom_gamma_stat_BMCorr_bin_6_12,nom_gamma_stat_BMCorr_bin_7_12,nom_gamma_stat_BMCorr_bin_8_12,nom_gamma_stat_BMCorr_bin_9_12,nom_gamma_stat_BMCorr_bin_10_12,nom_gamma_stat_BMCorr_bin_11_12,nom_gamma_stat_BMCorr_bin_12_12,nom_gamma_stat_BMCorr_bin_13_12,nom_gamma_stat_BMCorr_bin_14_12,nom_gamma_stat_BMCorr_bin_0_13,nom_gamma_stat_BMCorr_bin_1_13,nom_gamma_stat_BMCorr_bin_2_13,nom_gamma_stat_BMCorr_bin_3_13,nom_gamma_stat_BMCorr_bin_4_13,nom_gamma_stat_BMCorr_bin_5_13,nom_gamma_stat_BMCorr_bin_6_13,nom_gamma_stat_BMCorr_bin_7_13,nom_gamma_stat_BMCorr_bin_8_13,nom_gamma_stat_BMCorr_bin_9_13,nom_gamma_stat_BMCorr_bin_10_13,nom_gamma_stat_BMCorr_bin_11_13,nom_gamma_stat_BMCorr_bin_12_13,nom_gamma_stat_BMCorr_bin_13_13,nom_gamma_stat_BMCorr_bin_14_13,nom_gamma_stat_BMCorr_bin_0_14,nom_gamma_stat_BMCorr_bin_1_14,nom_gamma_stat_BMCorr_bin_2_14,nom_gamma_stat_BMCorr_bin_3_14,nom_gamma_stat_BMCorr_bin_4_14,nom_gamma_stat_BMCorr_bin_5_14,nom_gamma_stat_BMCorr_bin_6_14,nom_gamma_stat_BMCorr_bin_7_14,nom_gamma_stat_BMCorr_bin_8_14,nom_gamma_stat_BMCorr_bin_9_14,nom_gamma_stat_BMCorr_bin_10_14,nom_gamma_stat_BMCorr_bin_11_14,nom_gamma_stat_BMCorr_bin_12_14,nom_gamma_stat_BMCorr_bin_13_14,nom_gamma_stat_BMCorr_bin_14_14) PDF: RooSimultaneous::simPdf[ indexCat=channelCat BMCorr=model_BMCorr ] = 6.61717e-288 [#2] PROGRESS:HistFactory -- Writing combined workspace to file: _combined_B2D0MuNu_model.root [#2] PROGRESS:HistFactory -- Writing combined measurement to file: _combined_B2D0MuNu_model.root [#2] PROGRESS:HistFactory -- Writing sample: histoSig [#2] PROGRESS:HistFactory -- Writing sample: histoBG [#2] PROGRESS:HistFactory -- Saved all histograms [#2] PROGRESS:HistFactory -- Saved Measurement [#1] INFO:Minimization -- p.d.f. provides expected number of events, including extended term in likelihood. [#1] INFO:Minimization -- Including the following constraint terms in minimization: (lumiConstraint,gamma_stat_BMCorr_bin_0_0_constraint,gamma_stat_BMCorr_bin_1_0_constraint,gamma_stat_BMCorr_bin_2_0_constraint,gamma_stat_BMCorr_bin_3_0_constraint,gamma_stat_BMCorr_bin_4_0_constraint,gamma_stat_BMCorr_bin_5_0_constraint,gamma_stat_BMCorr_bin_6_0_constraint,gamma_stat_BMCorr_bin_7_0_constraint,gamma_stat_BMCorr_bin_8_0_constraint,gamma_stat_BMCorr_bin_9_0_constraint,gamma_stat_BMCorr_bin_10_0_constraint,gamma_stat_BMCorr_bin_11_0_constraint,gamma_stat_BMCorr_bin_12_0_constraint,gamma_stat_BMCorr_bin_13_0_constraint,gamma_stat_BMCorr_bin_14_0_constraint,gamma_stat_BMCorr_bin_0_1_constraint,gamma_stat_BMCorr_bin_1_1_constraint,gamma_stat_BMCorr_bin_2_1_constraint,gamma_stat_BMCorr_bin_3_1_constraint,gamma_stat_BMCorr_bin_4_1_constraint,gamma_stat_BMCorr_bin_5_1_constraint,gamma_stat_BMCorr_bin_6_1_constraint,gamma_stat_BMCorr_bin_7_1_constraint,gamma_stat_BMCorr_bin_8_1_constraint,gamma_stat_BMCorr_bin_9_1_constraint,gamma_stat_BMCorr_bin_10_1_constraint,gamma_stat_BMCorr_bin_11_1_constraint,gamma_stat_BMCorr_bin_12_1_constraint,gamma_stat_BMCorr_bin_13_1_constraint,gamma_stat_BMCorr_bin_14_1_constraint,gamma_stat_BMCorr_bin_0_2_constraint,gamma_stat_BMCorr_bin_1_2_constraint,gamma_stat_BMCorr_bin_2_2_constraint,gamma_stat_BMCorr_bin_3_2_constraint,gamma_stat_BMCorr_bin_4_2_constraint,gamma_stat_BMCorr_bin_5_2_constraint,gamma_stat_BMCorr_bin_6_2_constraint,gamma_stat_BMCorr_bin_7_2_constraint,gamma_stat_BMCorr_bin_8_2_constraint,gamma_stat_BMCorr_bin_9_2_constraint,gamma_stat_BMCorr_bin_10_2_constraint,gamma_stat_BMCorr_bin_11_2_constraint,gamma_stat_BMCorr_bin_12_2_constraint,gamma_stat_BMCorr_bin_13_2_constraint,gamma_stat_BMCorr_bin_14_2_constraint,gamma_stat_BMCorr_bin_0_3_constraint,gamma_stat_BMCorr_bin_1_3_constraint,gamma_stat_BMCorr_bin_2_3_constraint,gamma_stat_BMCorr_bin_3_3_constraint,gamma_stat_BMCorr_bin_4_3_constraint,gamma_stat_BMCorr_bin_5_3_constraint,gamma_stat_BMCorr_bin_6_3_constraint,gamma_stat_BMCorr_bin_7_3_constraint,gamma_stat_BMCorr_bin_8_3_constraint,gamma_stat_BMCorr_bin_9_3_constraint,gamma_stat_BMCorr_bin_10_3_constraint,gamma_stat_BMCorr_bin_11_3_constraint,gamma_stat_BMCorr_bin_12_3_constraint,gamma_stat_BMCorr_bin_13_3_constraint,gamma_stat_BMCorr_bin_14_3_constraint,gamma_stat_BMCorr_bin_0_4_constraint,gamma_stat_BMCorr_bin_1_4_constraint,gamma_stat_BMCorr_bin_2_4_constraint,gamma_stat_BMCorr_bin_3_4_constraint,gamma_stat_BMCorr_bin_4_4_constraint,gamma_stat_BMCorr_bin_5_4_constraint,gamma_stat_BMCorr_bin_6_4_constraint,gamma_stat_BMCorr_bin_7_4_constraint,gamma_stat_BMCorr_bin_8_4_constraint,gamma_stat_BMCorr_bin_9_4_constraint,gamma_stat_BMCorr_bin_10_4_constraint,gamma_stat_BMCorr_bin_11_4_constraint,gamma_stat_BMCorr_bin_12_4_constraint,gamma_stat_BMCorr_bin_13_4_constraint,gamma_stat_BMCorr_bin_14_4_constraint,gamma_stat_BMCorr_bin_0_5_constraint,gamma_stat_BMCorr_bin_1_5_constraint,gamma_stat_BMCorr_bin_2_5_constraint,gamma_stat_BMCorr_bin_3_5_constraint,gamma_stat_BMCorr_bin_4_5_constraint,gamma_stat_BMCorr_bin_5_5_constraint,gamma_stat_BMCorr_bin_6_5_constraint,gamma_stat_BMCorr_bin_7_5_constraint,gamma_stat_BMCorr_bin_8_5_constraint,gamma_stat_BMCorr_bin_9_5_constraint,gamma_stat_BMCorr_bin_10_5_constraint,gamma_stat_BMCorr_bin_11_5_constraint,gamma_stat_BMCorr_bin_12_5_constraint,gamma_stat_BMCorr_bin_13_5_constraint,gamma_stat_BMCorr_bin_14_5_constraint,gamma_stat_BMCorr_bin_0_6_constraint,gamma_stat_BMCorr_bin_1_6_constraint,gamma_stat_BMCorr_bin_2_6_constraint,gamma_stat_BMCorr_bin_3_6_constraint,gamma_stat_BMCorr_bin_4_6_constraint,gamma_stat_BMCorr_bin_5_6_constraint,gamma_stat_BMCorr_bin_6_6_constraint,gamma_stat_BMCorr_bin_7_6_constraint,gamma_stat_BMCorr_bin_8_6_constraint,gamma_stat_BMCorr_bin_9_6_constraint,gamma_stat_BMCorr_bin_10_6_constraint,gamma_stat_BMCorr_bin_11_6_constraint,gamma_stat_BMCorr_bin_12_6_constraint,gamma_stat_BMCorr_bin_13_6_constraint,gamma_stat_BMCorr_bin_14_6_constraint,gamma_stat_BMCorr_bin_0_7_constraint,gamma_stat_BMCorr_bin_1_7_constraint,gamma_stat_BMCorr_bin_2_7_constraint,gamma_stat_BMCorr_bin_3_7_constraint,gamma_stat_BMCorr_bin_4_7_constraint,gamma_stat_BMCorr_bin_5_7_constraint,gamma_stat_BMCorr_bin_6_7_constraint,gamma_stat_BMCorr_bin_7_7_constraint,gamma_stat_BMCorr_bin_8_7_constraint,gamma_stat_BMCorr_bin_9_7_constraint,gamma_stat_BMCorr_bin_10_7_constraint,gamma_stat_BMCorr_bin_11_7_constraint,gamma_stat_BMCorr_bin_12_7_constraint,gamma_stat_BMCorr_bin_13_7_constraint,gamma_stat_BMCorr_bin_14_7_constraint,gamma_stat_BMCorr_bin_0_8_constraint,gamma_stat_BMCorr_bin_1_8_constraint,gamma_stat_BMCorr_bin_2_8_constraint,gamma_stat_BMCorr_bin_3_8_constraint,gamma_stat_BMCorr_bin_4_8_constraint,gamma_stat_BMCorr_bin_5_8_constraint,gamma_stat_BMCorr_bin_6_8_constraint,gamma_stat_BMCorr_bin_7_8_constraint,gamma_stat_BMCorr_bin_8_8_constraint,gamma_stat_BMCorr_bin_9_8_constraint,gamma_stat_BMCorr_bin_10_8_constraint,gamma_stat_BMCorr_bin_11_8_constraint,gamma_stat_BMCorr_bin_12_8_constraint,gamma_stat_BMCorr_bin_13_8_constraint,gamma_stat_BMCorr_bin_14_8_constraint,gamma_stat_BMCorr_bin_0_9_constraint,gamma_stat_BMCorr_bin_1_9_constraint,gamma_stat_BMCorr_bin_2_9_constraint,gamma_stat_BMCorr_bin_3_9_constraint,gamma_stat_BMCorr_bin_4_9_constraint,gamma_stat_BMCorr_bin_5_9_constraint,gamma_stat_BMCorr_bin_6_9_constraint,gamma_stat_BMCorr_bin_7_9_constraint,gamma_stat_BMCorr_bin_8_9_constraint,gamma_stat_BMCorr_bin_9_9_constraint,gamma_stat_BMCorr_bin_10_9_constraint,gamma_stat_BMCorr_bin_11_9_constraint,gamma_stat_BMCorr_bin_12_9_constraint,gamma_stat_BMCorr_bin_13_9_constraint,gamma_stat_BMCorr_bin_14_9_constraint,gamma_stat_BMCorr_bin_0_10_constraint,gamma_stat_BMCorr_bin_1_10_constraint,gamma_stat_BMCorr_bin_2_10_constraint,gamma_stat_BMCorr_bin_3_10_constraint,gamma_stat_BMCorr_bin_4_10_constraint,gamma_stat_BMCorr_bin_5_10_constraint,gamma_stat_BMCorr_bin_6_10_constraint,gamma_stat_BMCorr_bin_7_10_constraint,gamma_stat_BMCorr_bin_8_10_constraint,gamma_stat_BMCorr_bin_9_10_constraint,gamma_stat_BMCorr_bin_10_10_constraint,gamma_stat_BMCorr_bin_11_10_constraint,gamma_stat_BMCorr_bin_12_10_constraint,gamma_stat_BMCorr_bin_13_10_constraint,gamma_stat_BMCorr_bin_14_10_constraint,gamma_stat_BMCorr_bin_0_11_constraint,gamma_stat_BMCorr_bin_1_11_constraint,gamma_stat_BMCorr_bin_2_11_constraint,gamma_stat_BMCorr_bin_3_11_constraint,gamma_stat_BMCorr_bin_4_11_constraint,gamma_stat_BMCorr_bin_5_11_constraint,gamma_stat_BMCorr_bin_6_11_constraint,gamma_stat_BMCorr_bin_7_11_constraint,gamma_stat_BMCorr_bin_8_11_constraint,gamma_stat_BMCorr_bin_9_11_constraint,gamma_stat_BMCorr_bin_10_11_constraint,gamma_stat_BMCorr_bin_11_11_constraint,gamma_stat_BMCorr_bin_12_11_constraint,gamma_stat_BMCorr_bin_13_11_constraint,gamma_stat_BMCorr_bin_14_11_constraint,gamma_stat_BMCorr_bin_0_12_constraint,gamma_stat_BMCorr_bin_1_12_constraint,gamma_stat_BMCorr_bin_2_12_constraint,gamma_stat_BMCorr_bin_3_12_constraint,gamma_stat_BMCorr_bin_4_12_constraint,gamma_stat_BMCorr_bin_5_12_constraint,gamma_stat_BMCorr_bin_6_12_constraint,gamma_stat_BMCorr_bin_7_12_constraint,gamma_stat_BMCorr_bin_8_12_constraint,gamma_stat_BMCorr_bin_9_12_constraint,gamma_stat_BMCorr_bin_10_12_constraint,gamma_stat_BMCorr_bin_11_12_constraint,gamma_stat_BMCorr_bin_12_12_constraint,gamma_stat_BMCorr_bin_13_12_constraint,gamma_stat_BMCorr_bin_14_12_constraint,gamma_stat_BMCorr_bin_0_13_constraint,gamma_stat_BMCorr_bin_1_13_constraint,gamma_stat_BMCorr_bin_2_13_constraint,gamma_stat_BMCorr_bin_3_13_constraint,gamma_stat_BMCorr_bin_4_13_constraint,gamma_stat_BMCorr_bin_5_13_constraint,gamma_stat_BMCorr_bin_6_13_constraint,gamma_stat_BMCorr_bin_7_13_constraint,gamma_stat_BMCorr_bin_8_13_constraint,gamma_stat_BMCorr_bin_9_13_constraint,gamma_stat_BMCorr_bin_10_13_constraint,gamma_stat_BMCorr_bin_11_13_constraint,gamma_stat_BMCorr_bin_12_13_constraint,gamma_stat_BMCorr_bin_13_13_constraint,gamma_stat_BMCorr_bin_14_13_constraint,gamma_stat_BMCorr_bin_0_14_constraint,gamma_stat_BMCorr_bin_1_14_constraint,gamma_stat_BMCorr_bin_2_14_constraint,gamma_stat_BMCorr_bin_3_14_constraint,gamma_stat_BMCorr_bin_4_14_constraint,gamma_stat_BMCorr_bin_5_14_constraint,gamma_stat_BMCorr_bin_6_14_constraint,gamma_stat_BMCorr_bin_7_14_constraint,gamma_stat_BMCorr_bin_8_14_constraint,gamma_stat_BMCorr_bin_9_14_constraint,gamma_stat_BMCorr_bin_10_14_constraint,gamma_stat_BMCorr_bin_11_14_constraint,gamma_stat_BMCorr_bin_12_14_constraint,gamma_stat_BMCorr_bin_13_14_constraint,gamma_stat_BMCorr_bin_14_14_constraint) [#1] INFO:Minimization -- The global observables are not defined , normalize constraints with respect to the parameters (Lumi,gamma_stat_BMCorr_bin_0_0,gamma_stat_BMCorr_bin_0_1,gamma_stat_BMCorr_bin_0_10,gamma_stat_BMCorr_bin_0_11,gamma_stat_BMCorr_bin_0_12,gamma_stat_BMCorr_bin_0_13,gamma_stat_BMCorr_bin_0_14,gamma_stat_BMCorr_bin_0_2,gamma_stat_BMCorr_bin_0_3,gamma_stat_BMCorr_bin_0_4,gamma_stat_BMCorr_bin_0_5,gamma_stat_BMCorr_bin_0_6,gamma_stat_BMCorr_bin_0_7,gamma_stat_BMCorr_bin_0_8,gamma_stat_BMCorr_bin_0_9,gamma_stat_BMCorr_bin_10_0,gamma_stat_BMCorr_bin_10_1,gamma_stat_BMCorr_bin_10_10,gamma_stat_BMCorr_bin_10_11,gamma_stat_BMCorr_bin_10_12,gamma_stat_BMCorr_bin_10_13,gamma_stat_BMCorr_bin_10_14,gamma_stat_BMCorr_bin_10_2,gamma_stat_BMCorr_bin_10_3,gamma_stat_BMCorr_bin_10_4,gamma_stat_BMCorr_bin_10_5,gamma_stat_BMCorr_bin_10_6,gamma_stat_BMCorr_bin_10_7,gamma_stat_BMCorr_bin_10_8,gamma_stat_BMCorr_bin_10_9,gamma_stat_BMCorr_bin_11_0,gamma_stat_BMCorr_bin_11_1,gamma_stat_BMCorr_bin_11_10,gamma_stat_BMCorr_bin_11_11,gamma_stat_BMCorr_bin_11_12,gamma_stat_BMCorr_bin_11_13,gamma_stat_BMCorr_bin_11_14,gamma_stat_BMCorr_bin_11_2,gamma_stat_BMCorr_bin_11_3,gamma_stat_BMCorr_bin_11_4,gamma_stat_BMCorr_bin_11_5,gamma_stat_BMCorr_bin_11_6,gamma_stat_BMCorr_bin_11_7,gamma_stat_BMCorr_bin_11_8,gamma_stat_BMCorr_bin_11_9,gamma_stat_BMCorr_bin_12_0,gamma_stat_BMCorr_bin_12_1,gamma_stat_BMCorr_bin_12_10,gamma_stat_BMCorr_bin_12_11,gamma_stat_BMCorr_bin_12_12,gamma_stat_BMCorr_bin_12_13,gamma_stat_BMCorr_bin_12_14,gamma_stat_BMCorr_bin_12_2,gamma_stat_BMCorr_bin_12_3,gamma_stat_BMCorr_bin_12_4,gamma_stat_BMCorr_bin_12_5,gamma_stat_BMCorr_bin_12_6,gamma_stat_BMCorr_bin_12_7,gamma_stat_BMCorr_bin_12_8,gamma_stat_BMCorr_bin_12_9,gamma_stat_BMCorr_bin_13_0,gamma_stat_BMCorr_bin_13_1,gamma_stat_BMCorr_bin_13_10,gamma_stat_BMCorr_bin_13_11,gamma_stat_BMCorr_bin_13_12,gamma_stat_BMCorr_bin_13_13,gamma_stat_BMCorr_bin_13_14,gamma_stat_BMCorr_bin_13_2,gamma_stat_BMCorr_bin_13_3,gamma_stat_BMCorr_bin_13_4,gamma_stat_BMCorr_bin_13_5,gamma_stat_BMCorr_bin_13_6,gamma_stat_BMCorr_bin_13_7,gamma_stat_BMCorr_bin_13_8,gamma_stat_BMCorr_bin_13_9,gamma_stat_BMCorr_bin_14_0,gamma_stat_BMCorr_bin_14_1,gamma_stat_BMCorr_bin_14_10,gamma_stat_BMCorr_bin_14_11,gamma_stat_BMCorr_bin_14_12,gamma_stat_BMCorr_bin_14_13,gamma_stat_BMCorr_bin_14_14,gamma_stat_BMCorr_bin_14_2,gamma_stat_BMCorr_bin_14_3,gamma_stat_BMCorr_bin_14_4,gamma_stat_BMCorr_bin_14_5,gamma_stat_BMCorr_bin_14_6,gamma_stat_BMCorr_bin_14_7,gamma_stat_BMCorr_bin_14_8,gamma_stat_BMCorr_bin_14_9,gamma_stat_BMCorr_bin_1_0,gamma_stat_BMCorr_bin_1_1,gamma_stat_BMCorr_bin_1_10,gamma_stat_BMCorr_bin_1_11,gamma_stat_BMCorr_bin_1_12,gamma_stat_BMCorr_bin_1_13,gamma_stat_BMCorr_bin_1_14,gamma_stat_BMCorr_bin_1_2,gamma_stat_BMCorr_bin_1_3,gamma_stat_BMCorr_bin_1_4,gamma_stat_BMCorr_bin_1_5,gamma_stat_BMCorr_bin_1_6,gamma_stat_BMCorr_bin_1_7,gamma_stat_BMCorr_bin_1_8,gamma_stat_BMCorr_bin_1_9,gamma_stat_BMCorr_bin_2_0,gamma_stat_BMCorr_bin_2_1,gamma_stat_BMCorr_bin_2_10,gamma_stat_BMCorr_bin_2_11,gamma_stat_BMCorr_bin_2_12,gamma_stat_BMCorr_bin_2_13,gamma_stat_BMCorr_bin_2_14,gamma_stat_BMCorr_bin_2_2,gamma_stat_BMCorr_bin_2_3,gamma_stat_BMCorr_bin_2_4,gamma_stat_BMCorr_bin_2_5,gamma_stat_BMCorr_bin_2_6,gamma_stat_BMCorr_bin_2_7,gamma_stat_BMCorr_bin_2_8,gamma_stat_BMCorr_bin_2_9,gamma_stat_BMCorr_bin_3_0,gamma_stat_BMCorr_bin_3_1,gamma_stat_BMCorr_bin_3_10,gamma_stat_BMCorr_bin_3_11,gamma_stat_BMCorr_bin_3_12,gamma_stat_BMCorr_bin_3_13,gamma_stat_BMCorr_bin_3_14,gamma_stat_BMCorr_bin_3_2,gamma_stat_BMCorr_bin_3_3,gamma_stat_BMCorr_bin_3_4,gamma_stat_BMCorr_bin_3_5,gamma_stat_BMCorr_bin_3_6,gamma_stat_BMCorr_bin_3_7,gamma_stat_BMCorr_bin_3_8,gamma_stat_BMCorr_bin_3_9,gamma_stat_BMCorr_bin_4_0,gamma_stat_BMCorr_bin_4_1,gamma_stat_BMCorr_bin_4_10,gamma_stat_BMCorr_bin_4_11,gamma_stat_BMCorr_bin_4_12,gamma_stat_BMCorr_bin_4_13,gamma_stat_BMCorr_bin_4_14,gamma_stat_BMCorr_bin_4_2,gamma_stat_BMCorr_bin_4_3,gamma_stat_BMCorr_bin_4_4,gamma_stat_BMCorr_bin_4_5,gamma_stat_BMCorr_bin_4_6,gamma_stat_BMCorr_bin_4_7,gamma_stat_BMCorr_bin_4_8,gamma_stat_BMCorr_bin_4_9,gamma_stat_BMCorr_bin_5_0,gamma_stat_BMCorr_bin_5_1,gamma_stat_BMCorr_bin_5_10,gamma_stat_BMCorr_bin_5_11,gamma_stat_BMCorr_bin_5_12,gamma_stat_BMCorr_bin_5_13,gamma_stat_BMCorr_bin_5_14,gamma_stat_BMCorr_bin_5_2,gamma_stat_BMCorr_bin_5_3,gamma_stat_BMCorr_bin_5_4,gamma_stat_BMCorr_bin_5_5,gamma_stat_BMCorr_bin_5_6,gamma_stat_BMCorr_bin_5_7,gamma_stat_BMCorr_bin_5_8,gamma_stat_BMCorr_bin_5_9,gamma_stat_BMCorr_bin_6_0,gamma_stat_BMCorr_bin_6_1,gamma_stat_BMCorr_bin_6_10,gamma_stat_BMCorr_bin_6_11,gamma_stat_BMCorr_bin_6_12,gamma_stat_BMCorr_bin_6_13,gamma_stat_BMCorr_bin_6_14,gamma_stat_BMCorr_bin_6_2,gamma_stat_BMCorr_bin_6_3,gamma_stat_BMCorr_bin_6_4,gamma_stat_BMCorr_bin_6_5,gamma_stat_BMCorr_bin_6_6,gamma_stat_BMCorr_bin_6_7,gamma_stat_BMCorr_bin_6_8,gamma_stat_BMCorr_bin_6_9,gamma_stat_BMCorr_bin_7_0,gamma_stat_BMCorr_bin_7_1,gamma_stat_BMCorr_bin_7_10,gamma_stat_BMCorr_bin_7_11,gamma_stat_BMCorr_bin_7_12,gamma_stat_BMCorr_bin_7_13,gamma_stat_BMCorr_bin_7_14,gamma_stat_BMCorr_bin_7_2,gamma_stat_BMCorr_bin_7_3,gamma_stat_BMCorr_bin_7_4,gamma_stat_BMCorr_bin_7_5,gamma_stat_BMCorr_bin_7_6,gamma_stat_BMCorr_bin_7_7,gamma_stat_BMCorr_bin_7_8,gamma_stat_BMCorr_bin_7_9,gamma_stat_BMCorr_bin_8_0,gamma_stat_BMCorr_bin_8_1,gamma_stat_BMCorr_bin_8_10,gamma_stat_BMCorr_bin_8_11,gamma_stat_BMCorr_bin_8_12,gamma_stat_BMCorr_bin_8_13,gamma_stat_BMCorr_bin_8_14,gamma_stat_BMCorr_bin_8_2,gamma_stat_BMCorr_bin_8_3,gamma_stat_BMCorr_bin_8_4,gamma_stat_BMCorr_bin_8_5,gamma_stat_BMCorr_bin_8_6,gamma_stat_BMCorr_bin_8_7,gamma_stat_BMCorr_bin_8_8,gamma_stat_BMCorr_bin_8_9,gamma_stat_BMCorr_bin_9_0,gamma_stat_BMCorr_bin_9_1,gamma_stat_BMCorr_bin_9_10,gamma_stat_BMCorr_bin_9_11,gamma_stat_BMCorr_bin_9_12,gamma_stat_BMCorr_bin_9_13,gamma_stat_BMCorr_bin_9_14,gamma_stat_BMCorr_bin_9_2,gamma_stat_BMCorr_bin_9_3,gamma_stat_BMCorr_bin_9_4,gamma_stat_BMCorr_bin_9_5,gamma_stat_BMCorr_bin_9_6,gamma_stat_BMCorr_bin_9_7,gamma_stat_BMCorr_bin_9_8,gamma_stat_BMCorr_bin_9_9,norm_histoBG,norm_histoSig,num_histoBG,num_histoSig) RooAbsTestStatistic::initSimMode: creating slave calculator #0 for state BMCorr (225 dataset entries) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr,obs_y_BMCorr) [#1] INFO:Fitting -- RooAbsTestStatistic::initSimMode: created 1 slave calculators. Adding channel: model_BMCorr to the barlow cache [#1] INFO:Minimization -- RooAbsMinimizerFcn::setOptimizeConst: activating const optimization [#1] INFO:Minimization -- The following expressions have been identified as constant and will be precalculated and cached: (histoSig_BMCorr_Hist_alphanominal,BMCorr_model_binWidth,histoBG_BMCorr_Hist_alphanominal) ********** ** 1 **SET PRINT 1 ********** ********** ** 2 **SET NOGRAD ********** PARAMETER DEFINITIONS: NO. NAME VALUE STEP SIZE LIMITS 1 num_histoBG 1.00929e+04 2.01849e+03 1.00000e+00 2.01859e+04 2 num_histoSig 9.90705e+03 1.98131e+03 1.00000e+00 1.98141e+04 ********** ** 3 **SET ERR 0.5 ********** ********** ** 4 **SET PRINT 1 ********** ********** ** 5 **SET STR 1 ********** NOW USING STRATEGY 1: TRY TO BALANCE SPEED AGAINST RELIABILITY ********** ** 6 **MIGRAD 1000 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr,obs_y_BMCorr) [#1] INFO:Minimization -- RooNLLVar::evaluatePartition(BMCorr) first = 0 last = 225 Likelihood offset now set to 129236 [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_0_constraint_Int[gamma_stat_BMCorr_bin_0_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_0_constraint_Int[gamma_stat_BMCorr_bin_1_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_0_constraint_Int[gamma_stat_BMCorr_bin_2_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_0_constraint_Int[gamma_stat_BMCorr_bin_3_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_0_constraint_Int[gamma_stat_BMCorr_bin_4_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_0_constraint_Int[gamma_stat_BMCorr_bin_5_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_0_constraint_Int[gamma_stat_BMCorr_bin_6_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_0_constraint_Int[gamma_stat_BMCorr_bin_7_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_0_constraint_Int[gamma_stat_BMCorr_bin_8_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_0_constraint_Int[gamma_stat_BMCorr_bin_9_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_0_constraint_Int[gamma_stat_BMCorr_bin_10_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_0_constraint_Int[gamma_stat_BMCorr_bin_11_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_0_constraint_Int[gamma_stat_BMCorr_bin_12_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_0_constraint_Int[gamma_stat_BMCorr_bin_13_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_0_constraint_Int[gamma_stat_BMCorr_bin_14_0]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_0) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_1_constraint_Int[gamma_stat_BMCorr_bin_0_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_1_constraint_Int[gamma_stat_BMCorr_bin_1_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_1_constraint_Int[gamma_stat_BMCorr_bin_2_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_1_constraint_Int[gamma_stat_BMCorr_bin_3_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_1_constraint_Int[gamma_stat_BMCorr_bin_4_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_1_constraint_Int[gamma_stat_BMCorr_bin_5_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_1_constraint_Int[gamma_stat_BMCorr_bin_6_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_1_constraint_Int[gamma_stat_BMCorr_bin_7_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_1_constraint_Int[gamma_stat_BMCorr_bin_8_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_1_constraint_Int[gamma_stat_BMCorr_bin_9_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_1_constraint_Int[gamma_stat_BMCorr_bin_10_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_1_constraint_Int[gamma_stat_BMCorr_bin_11_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_1_constraint_Int[gamma_stat_BMCorr_bin_12_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_1_constraint_Int[gamma_stat_BMCorr_bin_13_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_1_constraint_Int[gamma_stat_BMCorr_bin_14_1]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_1) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_2_constraint_Int[gamma_stat_BMCorr_bin_0_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_2_constraint_Int[gamma_stat_BMCorr_bin_1_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_2_constraint_Int[gamma_stat_BMCorr_bin_2_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_2_constraint_Int[gamma_stat_BMCorr_bin_3_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_2_constraint_Int[gamma_stat_BMCorr_bin_4_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_2_constraint_Int[gamma_stat_BMCorr_bin_5_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_2_constraint_Int[gamma_stat_BMCorr_bin_6_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_2_constraint_Int[gamma_stat_BMCorr_bin_7_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_2_constraint_Int[gamma_stat_BMCorr_bin_8_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_2_constraint_Int[gamma_stat_BMCorr_bin_9_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_2_constraint_Int[gamma_stat_BMCorr_bin_10_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_2_constraint_Int[gamma_stat_BMCorr_bin_11_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_2_constraint_Int[gamma_stat_BMCorr_bin_12_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_2_constraint_Int[gamma_stat_BMCorr_bin_13_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_2_constraint_Int[gamma_stat_BMCorr_bin_14_2]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_2) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_3_constraint_Int[gamma_stat_BMCorr_bin_0_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_3_constraint_Int[gamma_stat_BMCorr_bin_1_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_3_constraint_Int[gamma_stat_BMCorr_bin_2_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_3_constraint_Int[gamma_stat_BMCorr_bin_3_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_3_constraint_Int[gamma_stat_BMCorr_bin_4_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_3_constraint_Int[gamma_stat_BMCorr_bin_5_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_3_constraint_Int[gamma_stat_BMCorr_bin_6_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_3_constraint_Int[gamma_stat_BMCorr_bin_7_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_3_constraint_Int[gamma_stat_BMCorr_bin_8_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_3_constraint_Int[gamma_stat_BMCorr_bin_9_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_3_constraint_Int[gamma_stat_BMCorr_bin_10_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_3_constraint_Int[gamma_stat_BMCorr_bin_11_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_3_constraint_Int[gamma_stat_BMCorr_bin_12_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_3_constraint_Int[gamma_stat_BMCorr_bin_13_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_3_constraint_Int[gamma_stat_BMCorr_bin_14_3]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_3) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_4_constraint_Int[gamma_stat_BMCorr_bin_0_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_4_constraint_Int[gamma_stat_BMCorr_bin_1_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_4_constraint_Int[gamma_stat_BMCorr_bin_2_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_4_constraint_Int[gamma_stat_BMCorr_bin_3_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_4_constraint_Int[gamma_stat_BMCorr_bin_4_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_4_constraint_Int[gamma_stat_BMCorr_bin_5_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_4_constraint_Int[gamma_stat_BMCorr_bin_6_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_4_constraint_Int[gamma_stat_BMCorr_bin_7_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_4_constraint_Int[gamma_stat_BMCorr_bin_8_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_4_constraint_Int[gamma_stat_BMCorr_bin_9_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_4_constraint_Int[gamma_stat_BMCorr_bin_10_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_4_constraint_Int[gamma_stat_BMCorr_bin_11_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_4_constraint_Int[gamma_stat_BMCorr_bin_12_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_4_constraint_Int[gamma_stat_BMCorr_bin_13_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_4_constraint_Int[gamma_stat_BMCorr_bin_14_4]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_4) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_5_constraint_Int[gamma_stat_BMCorr_bin_0_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_5_constraint_Int[gamma_stat_BMCorr_bin_1_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_5_constraint_Int[gamma_stat_BMCorr_bin_2_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_5_constraint_Int[gamma_stat_BMCorr_bin_3_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_5_constraint_Int[gamma_stat_BMCorr_bin_4_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_5_constraint_Int[gamma_stat_BMCorr_bin_5_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_5_constraint_Int[gamma_stat_BMCorr_bin_6_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_5_constraint_Int[gamma_stat_BMCorr_bin_7_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_5_constraint_Int[gamma_stat_BMCorr_bin_8_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_5_constraint_Int[gamma_stat_BMCorr_bin_9_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_5_constraint_Int[gamma_stat_BMCorr_bin_10_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_5_constraint_Int[gamma_stat_BMCorr_bin_11_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_5_constraint_Int[gamma_stat_BMCorr_bin_12_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_5_constraint_Int[gamma_stat_BMCorr_bin_13_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_5_constraint_Int[gamma_stat_BMCorr_bin_14_5]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_5) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_6_constraint_Int[gamma_stat_BMCorr_bin_0_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_6_constraint_Int[gamma_stat_BMCorr_bin_1_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_6_constraint_Int[gamma_stat_BMCorr_bin_2_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_6_constraint_Int[gamma_stat_BMCorr_bin_3_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_6_constraint_Int[gamma_stat_BMCorr_bin_4_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_6_constraint_Int[gamma_stat_BMCorr_bin_5_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_6_constraint_Int[gamma_stat_BMCorr_bin_6_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_6_constraint_Int[gamma_stat_BMCorr_bin_7_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_6_constraint_Int[gamma_stat_BMCorr_bin_8_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_6_constraint_Int[gamma_stat_BMCorr_bin_9_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_6_constraint_Int[gamma_stat_BMCorr_bin_10_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_6_constraint_Int[gamma_stat_BMCorr_bin_11_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_6_constraint_Int[gamma_stat_BMCorr_bin_12_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_6_constraint_Int[gamma_stat_BMCorr_bin_13_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_6_constraint_Int[gamma_stat_BMCorr_bin_14_6]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_6) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_7_constraint_Int[gamma_stat_BMCorr_bin_0_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_7_constraint_Int[gamma_stat_BMCorr_bin_1_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_7_constraint_Int[gamma_stat_BMCorr_bin_2_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_7_constraint_Int[gamma_stat_BMCorr_bin_3_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_7_constraint_Int[gamma_stat_BMCorr_bin_4_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_7_constraint_Int[gamma_stat_BMCorr_bin_5_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_7_constraint_Int[gamma_stat_BMCorr_bin_6_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_7_constraint_Int[gamma_stat_BMCorr_bin_7_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_7_constraint_Int[gamma_stat_BMCorr_bin_8_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_7_constraint_Int[gamma_stat_BMCorr_bin_9_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_7_constraint_Int[gamma_stat_BMCorr_bin_10_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_7_constraint_Int[gamma_stat_BMCorr_bin_11_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_7_constraint_Int[gamma_stat_BMCorr_bin_12_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_7_constraint_Int[gamma_stat_BMCorr_bin_13_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_7_constraint_Int[gamma_stat_BMCorr_bin_14_7]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_7) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_8_constraint_Int[gamma_stat_BMCorr_bin_0_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_8_constraint_Int[gamma_stat_BMCorr_bin_1_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_8_constraint_Int[gamma_stat_BMCorr_bin_2_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_8_constraint_Int[gamma_stat_BMCorr_bin_3_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_8_constraint_Int[gamma_stat_BMCorr_bin_4_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_8_constraint_Int[gamma_stat_BMCorr_bin_5_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_8_constraint_Int[gamma_stat_BMCorr_bin_6_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_8_constraint_Int[gamma_stat_BMCorr_bin_7_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_8_constraint_Int[gamma_stat_BMCorr_bin_8_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_8_constraint_Int[gamma_stat_BMCorr_bin_9_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_8_constraint_Int[gamma_stat_BMCorr_bin_10_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_8_constraint_Int[gamma_stat_BMCorr_bin_11_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_8_constraint_Int[gamma_stat_BMCorr_bin_12_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_8_constraint_Int[gamma_stat_BMCorr_bin_13_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_8_constraint_Int[gamma_stat_BMCorr_bin_14_8]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_8) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_9_constraint_Int[gamma_stat_BMCorr_bin_0_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_9_constraint_Int[gamma_stat_BMCorr_bin_1_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_9_constraint_Int[gamma_stat_BMCorr_bin_2_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_9_constraint_Int[gamma_stat_BMCorr_bin_3_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_9_constraint_Int[gamma_stat_BMCorr_bin_4_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_9_constraint_Int[gamma_stat_BMCorr_bin_5_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_9_constraint_Int[gamma_stat_BMCorr_bin_6_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_9_constraint_Int[gamma_stat_BMCorr_bin_7_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_9_constraint_Int[gamma_stat_BMCorr_bin_8_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_9_constraint_Int[gamma_stat_BMCorr_bin_9_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_9_constraint_Int[gamma_stat_BMCorr_bin_10_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_9_constraint_Int[gamma_stat_BMCorr_bin_11_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_9_constraint_Int[gamma_stat_BMCorr_bin_12_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_9_constraint_Int[gamma_stat_BMCorr_bin_13_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_9_constraint_Int[gamma_stat_BMCorr_bin_14_9]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_9) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_10_constraint_Int[gamma_stat_BMCorr_bin_0_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_10_constraint_Int[gamma_stat_BMCorr_bin_1_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_10_constraint_Int[gamma_stat_BMCorr_bin_2_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_10_constraint_Int[gamma_stat_BMCorr_bin_3_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_10_constraint_Int[gamma_stat_BMCorr_bin_4_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_10_constraint_Int[gamma_stat_BMCorr_bin_5_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_10_constraint_Int[gamma_stat_BMCorr_bin_6_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_10_constraint_Int[gamma_stat_BMCorr_bin_7_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_10_constraint_Int[gamma_stat_BMCorr_bin_8_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_10_constraint_Int[gamma_stat_BMCorr_bin_9_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_10_constraint_Int[gamma_stat_BMCorr_bin_10_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_10_constraint_Int[gamma_stat_BMCorr_bin_11_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_10_constraint_Int[gamma_stat_BMCorr_bin_12_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_10_constraint_Int[gamma_stat_BMCorr_bin_13_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_10_constraint_Int[gamma_stat_BMCorr_bin_14_10]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_10) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_11_constraint_Int[gamma_stat_BMCorr_bin_0_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_11_constraint_Int[gamma_stat_BMCorr_bin_1_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_11_constraint_Int[gamma_stat_BMCorr_bin_2_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_11_constraint_Int[gamma_stat_BMCorr_bin_3_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_11_constraint_Int[gamma_stat_BMCorr_bin_4_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_11_constraint_Int[gamma_stat_BMCorr_bin_5_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_11_constraint_Int[gamma_stat_BMCorr_bin_6_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_11_constraint_Int[gamma_stat_BMCorr_bin_7_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_11_constraint_Int[gamma_stat_BMCorr_bin_8_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_11_constraint_Int[gamma_stat_BMCorr_bin_9_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_11_constraint_Int[gamma_stat_BMCorr_bin_10_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_11_constraint_Int[gamma_stat_BMCorr_bin_11_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_11_constraint_Int[gamma_stat_BMCorr_bin_12_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_11_constraint_Int[gamma_stat_BMCorr_bin_13_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_11_constraint_Int[gamma_stat_BMCorr_bin_14_11]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_11) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_12_constraint_Int[gamma_stat_BMCorr_bin_0_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_12_constraint_Int[gamma_stat_BMCorr_bin_1_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_12_constraint_Int[gamma_stat_BMCorr_bin_2_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_12_constraint_Int[gamma_stat_BMCorr_bin_3_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_12_constraint_Int[gamma_stat_BMCorr_bin_4_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_12_constraint_Int[gamma_stat_BMCorr_bin_5_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_12_constraint_Int[gamma_stat_BMCorr_bin_6_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_12_constraint_Int[gamma_stat_BMCorr_bin_7_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_12_constraint_Int[gamma_stat_BMCorr_bin_8_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_12_constraint_Int[gamma_stat_BMCorr_bin_9_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_12_constraint_Int[gamma_stat_BMCorr_bin_10_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_12_constraint_Int[gamma_stat_BMCorr_bin_11_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_12_constraint_Int[gamma_stat_BMCorr_bin_12_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_12_constraint_Int[gamma_stat_BMCorr_bin_13_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_12_constraint_Int[gamma_stat_BMCorr_bin_14_12]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_12) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_13_constraint_Int[gamma_stat_BMCorr_bin_0_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_13_constraint_Int[gamma_stat_BMCorr_bin_1_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_13_constraint_Int[gamma_stat_BMCorr_bin_2_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_13_constraint_Int[gamma_stat_BMCorr_bin_3_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_13_constraint_Int[gamma_stat_BMCorr_bin_4_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_13_constraint_Int[gamma_stat_BMCorr_bin_5_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_13_constraint_Int[gamma_stat_BMCorr_bin_6_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_13_constraint_Int[gamma_stat_BMCorr_bin_7_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_13_constraint_Int[gamma_stat_BMCorr_bin_8_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_13_constraint_Int[gamma_stat_BMCorr_bin_9_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_13_constraint_Int[gamma_stat_BMCorr_bin_10_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_13_constraint_Int[gamma_stat_BMCorr_bin_11_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_13_constraint_Int[gamma_stat_BMCorr_bin_12_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_13_constraint_Int[gamma_stat_BMCorr_bin_13_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_13_constraint_Int[gamma_stat_BMCorr_bin_14_13]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_13) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_0_14_constraint_Int[gamma_stat_BMCorr_bin_0_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_0_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_1_14_constraint_Int[gamma_stat_BMCorr_bin_1_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_1_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_2_14_constraint_Int[gamma_stat_BMCorr_bin_2_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_2_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_3_14_constraint_Int[gamma_stat_BMCorr_bin_3_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_3_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_4_14_constraint_Int[gamma_stat_BMCorr_bin_4_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_4_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_5_14_constraint_Int[gamma_stat_BMCorr_bin_5_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_5_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_6_14_constraint_Int[gamma_stat_BMCorr_bin_6_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_6_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_7_14_constraint_Int[gamma_stat_BMCorr_bin_7_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_7_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_8_14_constraint_Int[gamma_stat_BMCorr_bin_8_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_8_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_9_14_constraint_Int[gamma_stat_BMCorr_bin_9_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_9_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_10_14_constraint_Int[gamma_stat_BMCorr_bin_10_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_10_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_11_14_constraint_Int[gamma_stat_BMCorr_bin_11_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_11_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_12_14_constraint_Int[gamma_stat_BMCorr_bin_12_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_12_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_13_14_constraint_Int[gamma_stat_BMCorr_bin_13_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_13_14) [#1] INFO:NumericIntegration -- RooRealIntegral::init(gamma_stat_BMCorr_bin_14_14_constraint_Int[gamma_stat_BMCorr_bin_14_14]) using numeric integrator RooIntegrator1D to calculate Int(gamma_stat_BMCorr_bin_14_14) START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 FCN=-178.184 FROM MIGRAD STATUS=INITIATE 8 CALLS 9 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 num_histoBG 1.00929e+04 2.01849e+03 2.01358e-01 -7.07247e-02 2 num_histoSig 9.90705e+03 1.98131e+03 2.01358e-01 3.78664e-02 ERR DEF= 0.5 MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-178.184 FROM MIGRAD STATUS=CONVERGED 24 CALLS 25 TOTAL EDM=1.5201e-08 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 num_histoBG 1.00931e+04 1.55749e+02 1.40476e-04 4.04128e-03 2 num_histoSig 9.90695e+03 1.53943e+02 1.41457e-04 7.54204e-03 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 25 NPAR= 2 ERR DEF=0.5 2.426e+04 -3.978e+03 -3.978e+03 2.370e+04 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 1 0.16592 1.000 -0.166 2 0.16592 -0.166 1.000 ********** ** 7 **SET ERR 0.5 ********** ********** ** 8 **SET PRINT 1 ********** ********** ** 9 **HESSE 1000 ********** COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-178.184 FROM HESSE STATUS=OK 10 CALLS 35 TOTAL EDM=1.51976e-08 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 num_histoBG 1.00931e+04 1.55749e+02 2.80951e-05 -3.54987e-05 2 num_histoSig 9.90695e+03 1.53943e+02 2.82915e-05 -6.07857e-05 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 25 NPAR= 2 ERR DEF=0.5 2.426e+04 -3.979e+03 -3.979e+03 2.370e+04 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 1 0.16594 1.000 -0.166 2 0.16594 -0.166 1.000 RooFitResult: minimized FCN value: -178.184, estimated distance to minimum: 1.51976e-08 covariance matrix quality: Full, accurate covariance matrix Status : MIGRAD=0 HESSE=0 Constant Parameter Value -------------------- ------------ Lumi 1.0000e+00 nom_gamma_stat_BMCorr_bin_0_0 1.9000e+01 nom_gamma_stat_BMCorr_bin_0_1 1.8000e+01 nom_gamma_stat_BMCorr_bin_0_10 3.8000e+01 nom_gamma_stat_BMCorr_bin_0_11 5.8000e+01 nom_gamma_stat_BMCorr_bin_0_12 3.8000e+01 nom_gamma_stat_BMCorr_bin_0_13 5.3000e+01 nom_gamma_stat_BMCorr_bin_0_14 5.5000e+01 nom_gamma_stat_BMCorr_bin_0_2 1.5000e+01 nom_gamma_stat_BMCorr_bin_0_3 1.9000e+01 nom_gamma_stat_BMCorr_bin_0_4 2.7000e+01 nom_gamma_stat_BMCorr_bin_0_5 2.5000e+01 nom_gamma_stat_BMCorr_bin_0_6 2.5000e+01 nom_gamma_stat_BMCorr_bin_0_7 3.7000e+01 nom_gamma_stat_BMCorr_bin_0_8 2.7000e+01 nom_gamma_stat_BMCorr_bin_0_9 2.6000e+01 nom_gamma_stat_BMCorr_bin_10_0 2.2000e+01 nom_gamma_stat_BMCorr_bin_10_1 3.2000e+01 nom_gamma_stat_BMCorr_bin_10_10 6.1000e+01 nom_gamma_stat_BMCorr_bin_10_11 5.5000e+01 nom_gamma_stat_BMCorr_bin_10_12 6.7000e+01 nom_gamma_stat_BMCorr_bin_10_13 7.7000e+01 nom_gamma_stat_BMCorr_bin_10_14 7.7000e+01 nom_gamma_stat_BMCorr_bin_10_2 3.1000e+01 nom_gamma_stat_BMCorr_bin_10_3 3.7000e+01 nom_gamma_stat_BMCorr_bin_10_4 3.5000e+01 nom_gamma_stat_BMCorr_bin_10_5 4.2000e+01 nom_gamma_stat_BMCorr_bin_10_6 4.2000e+01 nom_gamma_stat_BMCorr_bin_10_7 4.2000e+01 nom_gamma_stat_BMCorr_bin_10_8 6.1000e+01 nom_gamma_stat_BMCorr_bin_10_9 4.5000e+01 nom_gamma_stat_BMCorr_bin_11_0 1.9000e+01 nom_gamma_stat_BMCorr_bin_11_1 2.0000e+01 nom_gamma_stat_BMCorr_bin_11_10 8.7000e+01 nom_gamma_stat_BMCorr_bin_11_11 7.3000e+01 nom_gamma_stat_BMCorr_bin_11_12 6.9000e+01 nom_gamma_stat_BMCorr_bin_11_13 8.1000e+01 nom_gamma_stat_BMCorr_bin_11_14 1.0100e+02 nom_gamma_stat_BMCorr_bin_11_2 2.9000e+01 nom_gamma_stat_BMCorr_bin_11_3 3.5000e+01 nom_gamma_stat_BMCorr_bin_11_4 4.1000e+01 nom_gamma_stat_BMCorr_bin_11_5 4.3000e+01 nom_gamma_stat_BMCorr_bin_11_6 4.3000e+01 nom_gamma_stat_BMCorr_bin_11_7 5.3000e+01 nom_gamma_stat_BMCorr_bin_11_8 5.9000e+01 nom_gamma_stat_BMCorr_bin_11_9 6.9000e+01 nom_gamma_stat_BMCorr_bin_12_0 2.7000e+01 nom_gamma_stat_BMCorr_bin_12_1 3.2000e+01 nom_gamma_stat_BMCorr_bin_12_10 7.8000e+01 nom_gamma_stat_BMCorr_bin_12_11 5.9000e+01 nom_gamma_stat_BMCorr_bin_12_12 7.8000e+01 nom_gamma_stat_BMCorr_bin_12_13 9.1000e+01 nom_gamma_stat_BMCorr_bin_12_14 8.2000e+01 nom_gamma_stat_BMCorr_bin_12_2 2.8000e+01 nom_gamma_stat_BMCorr_bin_12_3 4.7000e+01 nom_gamma_stat_BMCorr_bin_12_4 4.8000e+01 nom_gamma_stat_BMCorr_bin_12_5 4.3000e+01 nom_gamma_stat_BMCorr_bin_12_6 4.2000e+01 nom_gamma_stat_BMCorr_bin_12_7 5.4000e+01 nom_gamma_stat_BMCorr_bin_12_8 6.6000e+01 nom_gamma_stat_BMCorr_bin_12_9 6.3000e+01 nom_gamma_stat_BMCorr_bin_13_0 3.3000e+01 nom_gamma_stat_BMCorr_bin_13_1 4.3000e+01 nom_gamma_stat_BMCorr_bin_13_10 7.3000e+01 nom_gamma_stat_BMCorr_bin_13_11 7.1000e+01 nom_gamma_stat_BMCorr_bin_13_12 8.0000e+01 nom_gamma_stat_BMCorr_bin_13_13 9.0000e+01 nom_gamma_stat_BMCorr_bin_13_14 9.3000e+01 nom_gamma_stat_BMCorr_bin_13_2 3.1000e+01 nom_gamma_stat_BMCorr_bin_13_3 4.0000e+01 nom_gamma_stat_BMCorr_bin_13_4 4.2000e+01 nom_gamma_stat_BMCorr_bin_13_5 3.8000e+01 nom_gamma_stat_BMCorr_bin_13_6 6.0000e+01 nom_gamma_stat_BMCorr_bin_13_7 5.6000e+01 nom_gamma_stat_BMCorr_bin_13_8 6.5000e+01 nom_gamma_stat_BMCorr_bin_13_9 6.8000e+01 nom_gamma_stat_BMCorr_bin_14_0 2.5000e+01 nom_gamma_stat_BMCorr_bin_14_1 2.7000e+01 nom_gamma_stat_BMCorr_bin_14_10 6.2000e+01 nom_gamma_stat_BMCorr_bin_14_11 9.3000e+01 nom_gamma_stat_BMCorr_bin_14_12 6.8000e+01 nom_gamma_stat_BMCorr_bin_14_13 9.0000e+01 nom_gamma_stat_BMCorr_bin_14_14 1.0400e+02 nom_gamma_stat_BMCorr_bin_14_2 3.6000e+01 nom_gamma_stat_BMCorr_bin_14_3 3.5000e+01 nom_gamma_stat_BMCorr_bin_14_4 3.9000e+01 nom_gamma_stat_BMCorr_bin_14_5 4.8000e+01 nom_gamma_stat_BMCorr_bin_14_6 4.2000e+01 nom_gamma_stat_BMCorr_bin_14_7 6.0000e+01 nom_gamma_stat_BMCorr_bin_14_8 5.2000e+01 nom_gamma_stat_BMCorr_bin_14_9 6.1000e+01 nom_gamma_stat_BMCorr_bin_1_0 1.2000e+01 nom_gamma_stat_BMCorr_bin_1_1 1.5000e+01 nom_gamma_stat_BMCorr_bin_1_10 4.3999e+01 nom_gamma_stat_BMCorr_bin_1_11 4.4000e+01 nom_gamma_stat_BMCorr_bin_1_12 5.1000e+01 nom_gamma_stat_BMCorr_bin_1_13 5.2000e+01 nom_gamma_stat_BMCorr_bin_1_14 6.1000e+01 nom_gamma_stat_BMCorr_bin_1_2 1.8000e+01 nom_gamma_stat_BMCorr_bin_1_3 1.3000e+01 nom_gamma_stat_BMCorr_bin_1_4 3.0000e+01 nom_gamma_stat_BMCorr_bin_1_5 2.0000e+01 nom_gamma_stat_BMCorr_bin_1_6 2.8000e+01 nom_gamma_stat_BMCorr_bin_1_7 2.3000e+01 nom_gamma_stat_BMCorr_bin_1_8 3.5000e+01 nom_gamma_stat_BMCorr_bin_1_9 4.1999e+01 nom_gamma_stat_BMCorr_bin_2_0 1.2000e+01 nom_gamma_stat_BMCorr_bin_2_1 1.5000e+01 nom_gamma_stat_BMCorr_bin_2_10 9.9991e+01 nom_gamma_stat_BMCorr_bin_2_11 7.4994e+01 nom_gamma_stat_BMCorr_bin_2_12 6.5995e+01 nom_gamma_stat_BMCorr_bin_2_13 6.7999e+01 nom_gamma_stat_BMCorr_bin_2_14 6.2000e+01 nom_gamma_stat_BMCorr_bin_2_2 1.9000e+01 nom_gamma_stat_BMCorr_bin_2_3 3.1000e+01 nom_gamma_stat_BMCorr_bin_2_4 2.5000e+01 nom_gamma_stat_BMCorr_bin_2_5 3.2000e+01 nom_gamma_stat_BMCorr_bin_2_6 3.7999e+01 nom_gamma_stat_BMCorr_bin_2_7 3.3998e+01 nom_gamma_stat_BMCorr_bin_2_8 6.6994e+01 nom_gamma_stat_BMCorr_bin_2_9 9.5992e+01 nom_gamma_stat_BMCorr_bin_3_0 1.6000e+01 nom_gamma_stat_BMCorr_bin_3_1 2.2000e+01 nom_gamma_stat_BMCorr_bin_3_10 3.9998e+02 nom_gamma_stat_BMCorr_bin_3_11 2.4599e+02 nom_gamma_stat_BMCorr_bin_3_12 1.4499e+02 nom_gamma_stat_BMCorr_bin_3_13 7.5994e+01 nom_gamma_stat_BMCorr_bin_3_14 7.7000e+01 nom_gamma_stat_BMCorr_bin_3_2 1.9000e+01 nom_gamma_stat_BMCorr_bin_3_3 1.8000e+01 nom_gamma_stat_BMCorr_bin_3_4 3.5000e+01 nom_gamma_stat_BMCorr_bin_3_5 4.0999e+01 nom_gamma_stat_BMCorr_bin_3_6 5.9995e+01 nom_gamma_stat_BMCorr_bin_3_7 1.1399e+02 nom_gamma_stat_BMCorr_bin_3_8 2.7599e+02 nom_gamma_stat_BMCorr_bin_3_9 3.3999e+02 nom_gamma_stat_BMCorr_bin_4_0 1.5000e+01 nom_gamma_stat_BMCorr_bin_4_1 2.0000e+01 nom_gamma_stat_BMCorr_bin_4_10 9.1598e+02 nom_gamma_stat_BMCorr_bin_4_11 5.7498e+02 nom_gamma_stat_BMCorr_bin_4_12 2.9098e+02 nom_gamma_stat_BMCorr_bin_4_13 1.0799e+02 nom_gamma_stat_BMCorr_bin_4_14 8.2997e+01 nom_gamma_stat_BMCorr_bin_4_2 2.4000e+01 nom_gamma_stat_BMCorr_bin_4_3 2.4000e+01 nom_gamma_stat_BMCorr_bin_4_4 2.2000e+01 nom_gamma_stat_BMCorr_bin_4_5 4.0998e+01 nom_gamma_stat_BMCorr_bin_4_6 1.0399e+02 nom_gamma_stat_BMCorr_bin_4_7 2.5799e+02 nom_gamma_stat_BMCorr_bin_4_8 6.2498e+02 nom_gamma_stat_BMCorr_bin_4_9 8.9799e+02 nom_gamma_stat_BMCorr_bin_5_0 2.1000e+01 nom_gamma_stat_BMCorr_bin_5_1 1.5000e+01 nom_gamma_stat_BMCorr_bin_5_10 9.2998e+02 nom_gamma_stat_BMCorr_bin_5_11 6.0198e+02 nom_gamma_stat_BMCorr_bin_5_12 2.8998e+02 nom_gamma_stat_BMCorr_bin_5_13 1.1999e+02 nom_gamma_stat_BMCorr_bin_5_14 7.7996e+01 nom_gamma_stat_BMCorr_bin_5_2 1.8000e+01 nom_gamma_stat_BMCorr_bin_5_3 2.3000e+01 nom_gamma_stat_BMCorr_bin_5_4 3.1000e+01 nom_gamma_stat_BMCorr_bin_5_5 5.0996e+01 nom_gamma_stat_BMCorr_bin_5_6 8.7994e+01 nom_gamma_stat_BMCorr_bin_5_7 2.5999e+02 nom_gamma_stat_BMCorr_bin_5_8 5.9699e+02 nom_gamma_stat_BMCorr_bin_5_9 9.1598e+02 nom_gamma_stat_BMCorr_bin_6_0 1.6000e+01 nom_gamma_stat_BMCorr_bin_6_1 2.5000e+01 nom_gamma_stat_BMCorr_bin_6_10 3.9798e+02 nom_gamma_stat_BMCorr_bin_6_11 2.6698e+02 nom_gamma_stat_BMCorr_bin_6_12 1.6199e+02 nom_gamma_stat_BMCorr_bin_6_13 1.1099e+02 nom_gamma_stat_BMCorr_bin_6_14 7.7999e+01 nom_gamma_stat_BMCorr_bin_6_2 2.6000e+01 nom_gamma_stat_BMCorr_bin_6_3 2.6000e+01 nom_gamma_stat_BMCorr_bin_6_4 3.3000e+01 nom_gamma_stat_BMCorr_bin_6_5 4.2998e+01 nom_gamma_stat_BMCorr_bin_6_6 4.7996e+01 nom_gamma_stat_BMCorr_bin_6_7 1.4299e+02 nom_gamma_stat_BMCorr_bin_6_8 2.6099e+02 nom_gamma_stat_BMCorr_bin_6_9 3.5999e+02 nom_gamma_stat_BMCorr_bin_7_0 2.0000e+01 nom_gamma_stat_BMCorr_bin_7_1 2.0000e+01 nom_gamma_stat_BMCorr_bin_7_10 1.1499e+02 nom_gamma_stat_BMCorr_bin_7_11 1.0299e+02 nom_gamma_stat_BMCorr_bin_7_12 8.2996e+01 nom_gamma_stat_BMCorr_bin_7_13 6.7999e+01 nom_gamma_stat_BMCorr_bin_7_14 8.2000e+01 nom_gamma_stat_BMCorr_bin_7_2 3.3000e+01 nom_gamma_stat_BMCorr_bin_7_3 2.5000e+01 nom_gamma_stat_BMCorr_bin_7_4 3.5000e+01 nom_gamma_stat_BMCorr_bin_7_5 2.6000e+01 nom_gamma_stat_BMCorr_bin_7_6 3.8999e+01 nom_gamma_stat_BMCorr_bin_7_7 4.5997e+01 nom_gamma_stat_BMCorr_bin_7_8 9.7992e+01 nom_gamma_stat_BMCorr_bin_7_9 9.6992e+01 nom_gamma_stat_BMCorr_bin_8_0 2.0000e+01 nom_gamma_stat_BMCorr_bin_8_1 4.2000e+01 nom_gamma_stat_BMCorr_bin_8_10 6.1000e+01 nom_gamma_stat_BMCorr_bin_8_11 5.8000e+01 nom_gamma_stat_BMCorr_bin_8_12 5.4000e+01 nom_gamma_stat_BMCorr_bin_8_13 5.2000e+01 nom_gamma_stat_BMCorr_bin_8_14 6.3000e+01 nom_gamma_stat_BMCorr_bin_8_2 1.8000e+01 nom_gamma_stat_BMCorr_bin_8_3 2.6000e+01 nom_gamma_stat_BMCorr_bin_8_4 4.1000e+01 nom_gamma_stat_BMCorr_bin_8_5 4.6000e+01 nom_gamma_stat_BMCorr_bin_8_6 5.2000e+01 nom_gamma_stat_BMCorr_bin_8_7 4.2999e+01 nom_gamma_stat_BMCorr_bin_8_8 4.1999e+01 nom_gamma_stat_BMCorr_bin_8_9 5.2998e+01 nom_gamma_stat_BMCorr_bin_9_0 1.6000e+01 nom_gamma_stat_BMCorr_bin_9_1 2.0000e+01 nom_gamma_stat_BMCorr_bin_9_10 5.5000e+01 nom_gamma_stat_BMCorr_bin_9_11 6.9000e+01 nom_gamma_stat_BMCorr_bin_9_12 7.4000e+01 nom_gamma_stat_BMCorr_bin_9_13 6.9000e+01 nom_gamma_stat_BMCorr_bin_9_14 6.7000e+01 nom_gamma_stat_BMCorr_bin_9_2 2.2000e+01 nom_gamma_stat_BMCorr_bin_9_3 3.5000e+01 nom_gamma_stat_BMCorr_bin_9_4 3.8000e+01 nom_gamma_stat_BMCorr_bin_9_5 4.4000e+01 nom_gamma_stat_BMCorr_bin_9_6 4.4000e+01 nom_gamma_stat_BMCorr_bin_9_7 5.7000e+01 nom_gamma_stat_BMCorr_bin_9_8 4.1000e+01 nom_gamma_stat_BMCorr_bin_9_9 4.3000e+01 nominalLumi 1.0000e+00 norm_histoBG 9.9079e-05 norm_histoSig 1.0094e-04 Floating Parameter InitialValue FinalValue +/- Error GblCorr. -------------------- ------------ -------------------------- -------- num_histoBG 1.0093e+04 1.0093e+04 +/- 1.56e+02 num_histoSig 9.9070e+03 9.9069e+03 +/- 1.54e+02 Fit result (BB= : 1) N_sig_fit = 9906.95 +- 153.943 N_BG_fit = 10093.1 +- 155.749 ==> Start plotting.. [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_x_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors,histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_x_BMCorr integrates over variables (obs_y_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr,obs_y_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_y_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_y_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_x_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model,histoBG_BMCorr_shapes) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_x_BMCorr integrates over variables (obs_y_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_y_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_y_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_x_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (histoSig_BMCorr_Hist_alphanominal,mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_x_BMCorr integrates over variables (obs_y_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_y_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_y_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_x_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors,histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_x_BMCorr integrates over variables (obs_y_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_y_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_y_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_y_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors,histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_y_BMCorr integrates over variables (obs_x_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_y_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model,histoBG_BMCorr_shapes) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_y_BMCorr integrates over variables (obs_x_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_y_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (histoSig_BMCorr_Hist_alphanominal,mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_y_BMCorr integrates over variables (obs_x_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr) [#1] INFO:Plotting -- RooSimultaneous::plotOn(simPdf) plot on obs_y_BMCorr averages with data index category (channelCat) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) directly selected PDF components: (histoSig_BMCorr_shapes,histoSig_BMCorr_Hist_alphanominal,histoSig_BMCorr_scaleFactors,histoBG_BMCorr_shapes,histoBG_BMCorr_Hist_alphanominal,histoBG_BMCorr_scaleFactors) [#1] INFO:Plotting -- RooAbsPdf::plotOn(simPdf) indirectly selected PDF components: (mc_stat_BMCorr,BMCorr_model_binWidth,model_BMCorr,BMCorr_model) [#1] INFO:Plotting -- RooAbsReal::plotOn(simPdf) plot on obs_y_BMCorr integrates over variables (obs_x_BMCorr) [#1] INFO:NumericIntegration -- RooRealIntegral::init(BMCorr_model_Int[obs_x_BMCorr]_Norm[obs_x_BMCorr,obs_y_BMCorr]) using numeric integrator RooBinIntegrator to calculate Int(obs_x_BMCorr)