RooFit v2.09 -- Developed by Wouter Verkerke and David Kirkby Copyright (C) 2000-2005 NIKHEF, University of California & Stanford University All rights reserved, please read http://roofit.sourceforge.net/license.txt par:: debugLevel ; val:: 1 Skip comment line:: !useData = 0 means generating events, useData = 1 run on provided/external data par:: useData ; val:: 0 par:: writeData ; val:: 2 Skip comment line:: !Events to be generated: 0 if use 'expected events' par:: ngenEvents ; val:: 0 par:: rndSeed ; val:: 5684 par:: #runMode ; val:: BD!! Skip comment line:: !Used only from Sim fit: forget about if running BS or BD par:: #datFile ; val:: /home/asarti/scratch0/data/Dumb_0_outp_Sim.dat!! par:: #tagFile ; val:: config/TaggingConf_sb.txt!! par:: #conFile ; val:: /home/asarti/roofit/b2hh/v4r7/B2hhFit/config/config.txt!! par:: #outFlag ; val:: refBD_v4r7_0_outp!! par:: #outDir ; val:: /home/asarti/scratch0!! par:: #omeFile ; val:: /home/asarti/roofit/b2hh/v4r7/B2hhFit/data/omega.txt!! Running a BD fit! Observables have been defined! Read configuration file: /home/asarti/roofit/b2hh/v4r7/B2hhFit/config/config.txt..... .....Done RooRealVar::setRange(pidp) new range named 'pipi' created with bounds [-500,0] RooRealVar::setRange(pidp) new range named 'piK' created with bounds [-500,0] RooRealVar::setRange(pidm) new range named 'pipi' created with bounds [-500,0] RooRealVar::setRange(pidm) new range named 'piK' created with bounds [0,500] RooRealVar::setRange(pidp) new range named 'Kpi' created with bounds [0,500] RooRealVar::setRange(pidp) new range named 'KK' created with bounds [0,500] RooRealVar::setRange(pidm) new range named 'Kpi' created with bounds [-500,0] RooRealVar::setRange(pidm) new range named 'KK' created with bounds [0,500] 0x9f05af0 RooAddPdf::pdf (Total Rate with background) [Auto] 0x9e852c8 RooAddPdf::pdf_fit_B02pipi (Total(B+S) B0 -> pi+ pi- PDF) [Auto] 0x9d81f60 RooProdPdf::pdf_mt_B02pipi (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9bbf6d0 RooEffProd::cpdf_time_B02pipi (biased trigger physics PDF) [Auto] 0x9b9a890 RooBDecay::pdf_pTimeAndResB02pipi (B02pipi proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9b99848 RooFormulaVar::fcoshB02pipi (cosh coef) [Auto] 0x97d1ad8 RooRealVar::ReEtaB0 (B0 Real part of Eta) 0x97d1ee0 RooRealVar::ImEtaB0 (B0 Imaginary part of Eta) 0x9b99c28 RooFormulaVar::fsinhB02pipi (sih coef) [Auto] 0x97d1ad8 RooRealVar::ReEtaB0 (B0 Real part of Eta) 0x9b99fd0 RooFormulaVar::fcosB02pipi (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d1ad8 RooRealVar::ReEtaB0 (B0 Real part of Eta) 0x97d1ee0 RooRealVar::ImEtaB0 (B0 Imaginary part of Eta) 0x97d2ea0 RooRealVar::wB0 (B0 wrong tagging fraction) 0x9b9a470 RooFormulaVar::fsinB02pipi (sin coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d1ee0 RooRealVar::ImEtaB0 (B0 Imaginary part of Eta) 0x97d2ea0 RooRealVar::wB0 (B0 wrong tagging fraction) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9ba71b0 RooGaussModel::properTimeResB02pipi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9bad310 RooGaussModel::properTimeResB02pipi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9bb3360 RooGaussModel::properTimeResB02pipi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9bb9410 RooGaussModel::properTimeResB02pipi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9bbf268 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3a48 RooRealVar::alphaB02pipi (B02pipi alpha acceptance coef.) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x9ab21d0 RooExtendPdf::pdf_m_B02pipi (B0 -> pi+pi- mass sig) [Auto] 0x9a273f0 RooGaussian::pdf_unm_B02pipi (B0 signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c1c50 RooRealVar::mB0_mean (B0 mass) 0x97c6800 RooRealVar::mB0_width (B0 mass resolution) 0x9a89b10 RooFormulaVar::N_B02pipi (B0 -> pi+pi- yield) [Auto] 0x97cf2b8 RooRealVar::N_B02pipiSig (Signal number B0 -> pi+ pi-) 0x9e04308 RooProdPdf::pdf_mt_B02pipi_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9d269b0 RooGenericPdf::pdf_ctime_B02pipi_Bkg (B0->pi+ pi- background proper time PDF) [Auto] 0x9d26030 RooFormulaVar::timeB0 (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x97d4a68 RooRealVar::etaB02pipi (BO2pipi eta proper time bkg coef.) 0x97d4648 RooRealVar::deltaB02pipi (B02pipi delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9b41250 RooExtendPdf::pdf_m_B02pipi_Bkg (B0 -> pi+ pi- Bkg mass PDF) [Auto] 0x9ae8e98 RooGenericPdf::pdf_unm_B02pipi_bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97d5e68 RooRealVar::muB02pipi (B02pipi mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae6ef0 RooFormulaVar::B02pipi_bkg_N (B0->pi+ pi- Background yield) [Auto] 0x97cde80 RooRealVar::N_B02pipiTot (Total number (B+S) B0 -> pi+ pi-) 0x97cf2b8 RooRealVar::N_B02pipiSig (Signal number B0 -> pi+ pi-) 0x9e953b8 RooAddPdf::pdf_fit_B02Kpi (Total(B+S) B0 -> K+ pi- PDF) [Auto] 0x9d93840 RooProdPdf::pdf_mt_B02Kpi (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9bf0000 RooEffProd::cpdf_time_B02Kpi (biased trigger physics PDF) [Auto] 0x9bcaf68 RooBDecay::pdf_pTimeAndResB02Kpi (B02Kpi proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x9bcac20 RooConstVar::0.000000 (0.000000) 0x9bca848 RooFormulaVar::fcos (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d2ea0 RooRealVar::wB0 (B0 wrong tagging fraction) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9bd6860 RooGaussModel::properTimeResB02Kpi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9bdc950 RooGaussModel::properTimeResB02Kpi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9be2a18 RooGaussModel::properTimeResB02Kpi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9bea060 RooGaussModel::properTimeResB02Kpi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9befc48 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3e40 RooRealVar::alphaB02Kpi (B02Kpi alpha acceptance coef.) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x9aa71e8 RooExtendPdf::pdf_m_B02Kpi (B0 -> K+pi- mass sig) [Auto] 0x9a292e8 RooGaussian::pdf_unm_B02Kpi (B0 signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c1c50 RooRealVar::mB0_mean (B0 mass) 0x97c6800 RooRealVar::mB0_width (B0 mass resolution) 0x9a89e98 RooFormulaVar::N_B02Kpi (B0 -> K+pi- yield) [Auto] 0x97c3578 RooRealVar::B02Kpi_A (B0 -> Kpi charge asymmetry) 0x97cfae0 RooRealVar::N_B02KpiSig (Signal number B0 -> K+ pi-) 0x9e14500 RooProdPdf::pdf_mt_B02Kpi_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9b44b58 RooExtendPdf::pdf_m_B02Kpi_Bkg (B0 -> K+ pi- Bkg mass PDF) [Auto] 0x9af2a90 RooGenericPdf::pdf_unm_B02Kpi_Bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97d6250 RooRealVar::muB02Kpi (B02Kpi mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae72b8 RooFormulaVar::B02Kpi_bkg_N (B0->K+ pi- Background yield) [Auto] 0x97ce278 RooRealVar::N_B02KpiTot (Total number (B+S) B0 -> K+ pi-) 0x97cfae0 RooRealVar::N_B02KpiSig (Signal number B0 -> K+ pi-) 0x9d30688 RooGenericPdf::pdf_ctime_B02Kpi_Bkg (B0->K+ pi- background proper time PDF) [Auto] 0x9d26030 RooFormulaVar::timeB0 (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x97d5270 RooRealVar::etaB02Kpi (B02Kpi eta proper time bkg coef.) 0x97d4e58 RooRealVar::deltaB02Kpi (B02Kpi delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9ea54b8 RooAddPdf::pdf_fit_B02piK (Total(B+S) B0 -> pi+ K- PDF) [Auto] 0x9da3738 RooProdPdf::pdf_mt_B02piK (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9c21190 RooEffProd::cpdf_time_B02piK (biased trigger physics PDF) [Auto] 0x9bfb640 RooBDecay::pdf_pTimeAndResB02piK (B02piK proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x9bcac20 RooConstVar::0.000000 (0.000000) 0x9bfb270 RooFormulaVar::fcosB02piK (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d2ea0 RooRealVar::wB0 (B0 wrong tagging fraction) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9c08698 RooGaussModel::properTimeResB02piK_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9c0e9e0 RooGaussModel::properTimeResB02piK_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d22c8 RooRealVar::DeltaGammaB0 (B0 lifetime difference) 0x9c14c58 RooGaussModel::properTimeResB02piK_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9c1af80 RooGaussModel::properTimeResB02piK_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3280 RooRealVar::tomMeanB0 (B0 proper time mean) 0x97d3660 RooRealVar::tomSigmaB0 (B0 proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d2ac0 RooRealVar::tauB0 (B0 average lifetime) 0x97d26b8 RooRealVar::DeltaMassB0 (B0 mass difference) 0x9c20dd8 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d3e40 RooRealVar::alphaB02Kpi (B02Kpi alpha acceptance coef.) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x9a8b938 RooExtendPdf::pdf_m_B02piK (B0 -> pi+K- mass sig) [Auto] 0x9a68738 RooGaussian::pdf_unm_B02piK (B0 signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c1c50 RooRealVar::mB0_mean (B0 mass) 0x97c6800 RooRealVar::mB0_width (B0 mass resolution) 0x9a8a278 RooFormulaVar::N_B02piK (B0 -> pi+K- yield) [Auto] 0x97c3578 RooRealVar::B02Kpi_A (B0 -> Kpi charge asymmetry) 0x97cfae0 RooRealVar::N_B02KpiSig (Signal number B0 -> K+ pi-) 0x9e246f8 RooProdPdf::pdf_mt_B02piK_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9d3bd48 RooGenericPdf::pdf_ctime_B02piK_Bkg (B0->K+ pi- background proper time PDF) [Auto] 0x9d26030 RooFormulaVar::timeB0 (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9bbf048 RooConstVar::5279.000000 (5279.000000) 0x97d5270 RooRealVar::etaB02Kpi (B02Kpi eta proper time bkg coef.) 0x97d4e58 RooRealVar::deltaB02Kpi (B02Kpi delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9b4d8a8 RooExtendPdf::pdf_m_B02piK_Bkg (B0 -> pi+ K- Bkg mass PDF) [Auto] 0x9afde40 RooGenericPdf::pdf_unm_B02piK_Bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97d6250 RooRealVar::muB02Kpi (B02Kpi mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae76a0 RooFormulaVar::B02piK_bkg_N (B0->pi+ K- Background yield) [Auto] 0x97ce278 RooRealVar::N_B02KpiTot (Total number (B+S) B0 -> K+ pi-) 0x97cfae0 RooRealVar::N_B02KpiSig (Signal number B0 -> K+ pi-) 0x9ed57b8 RooAddPdf::pdf_fit_BS2Kpi (Total(B+S) BS -> K+ pi- PDF) [Auto] 0x9dd3d20 RooProdPdf::pdf_mt_BS2Kpi (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9cb8d88 RooEffProd::cpdf_time_BS2Kpi (biased trigger physics PDF) [Auto] 0x9c948f8 RooBDecay::pdf_properTimeAndResolutuionBS2Kpi (BS2Kpi proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x9bcac20 RooConstVar::0.000000 (0.000000) 0x9c94520 RooFormulaVar::fcos (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d9d08 RooRealVar::wBS (BS wrong tagging fraction) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9ca0388 RooGaussModel::properTimeResBS2Kpi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9ca6638 RooGaussModel::properTimeResBS2Kpi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9cac920 RooGaussModel::properTimeResBS2Kpi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9cb2c08 RooGaussModel::properTimeResBS2Kpi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2Kpi] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9cb89d0 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97dad18 RooRealVar::alphaBS2piK (BS2piK alpha acceptance coef.) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x9aa19f0 RooExtendPdf::pdf_m_BS2Kpi (BS -> K+pi- mass sig) [Auto] 0x9a79118 RooGaussian::pdf_unm_BS2Kpi (BS signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c63e0 RooRealVar::mBS_mean (BS mass) 0x97c6c28 RooRealVar::mBS_width (BS mass resolution) 0x9a8ada0 RooFormulaVar::N_BS2Kpi (BS -> K+pi- yield) [Auto] 0x97c3930 RooRealVar::BS2Kpi_A (BS -> Kpi charge asymmetry) 0x97d06a8 RooRealVar::N_BS2piKSig (Signal number BS -> pi+ K-) 0x9e64ed8 RooProdPdf::pdf_mt_BS2Kpi_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9b5e0c0 RooExtendPdf::pdf_m_BS2Kpi_Bkg (BS -> K+ pi- Bkg mass PDF) [Auto] 0x9b1f848 RooGenericPdf::pdf_unm_BS2Kpi_Bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97dd0e0 RooRealVar::muBS2piK (BS2piK mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae8248 RooFormulaVar::BS2Kpi_bkg_N (BS->K+ pi- Background yield) [Auto] 0x97ceea0 RooRealVar::N_BS2piKTot (Total number (B+S) BS -> pi+ K-) 0x97d06a8 RooRealVar::N_BS2piKSig (Signal number BS -> pi+ K-) 0x9d5e150 RooGenericPdf::pdf_ctime_BS2Kpi_Bkg (BS->K+ pi- background proper time PDF) [Auto] 0x9d26500 RooFormulaVar::timeBS (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x97dc0d0 RooRealVar::etaBS2piK (BS2piK eta proper time bkg coef.) 0x97dbce0 RooRealVar::deltaBS2piK (BS2piK delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9ee58b8 RooAddPdf::pdf_fit_BS2piK (Total(B+S) BS -> pi+ K- PDF) [Auto] 0x9de3f18 RooProdPdf::pdf_mt_BS2piK (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9cea240 RooEffProd::cpdf_time_BS2piK (biased trigger physics PDF) [Auto] 0x9cc43d8 RooBDecay::pdf_properTimeAndResolutuionBS2piK (BS2piK proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x9bcac20 RooConstVar::0.000000 (0.000000) 0x9cc4008 RooFormulaVar::fcosBS2piK (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d9d08 RooRealVar::wBS (BS wrong tagging fraction) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9cd1498 RooGaussModel::properTimeResBS2piK_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2piK] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9cd78e0 RooGaussModel::properTimeResBS2piK_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2piK] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9cddc68 RooGaussModel::properTimeResBS2piK_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2piK] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9ce4010 RooGaussModel::properTimeResBS2piK_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2piK] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9ce9e88 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97dad18 RooRealVar::alphaBS2piK (BS2piK alpha acceptance coef.) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x9a9c1f8 RooExtendPdf::pdf_m_BS2piK (BS -> pi+K- mass sig) [Auto] 0x9a7e9b8 RooGaussian::pdf_unm_BS2piK (BS signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c63e0 RooRealVar::mBS_mean (BS mass) 0x97c6c28 RooRealVar::mBS_width (BS mass resolution) 0x9a8b180 RooFormulaVar::N_BS2piK (BS -> pi+K- yield) [Auto] 0x97c3930 RooRealVar::BS2Kpi_A (BS -> Kpi charge asymmetry) 0x97d06a8 RooRealVar::N_BS2piKSig (Signal number BS -> pi+ K-) 0x9e750d0 RooProdPdf::pdf_mt_BS2piK_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9d69800 RooGenericPdf::pdf_ctime_BS2piK_Bkg (BS->pi+ K- background proper time PDF) [Auto] 0x9d26500 RooFormulaVar::timeBS (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x97dc0d0 RooRealVar::etaBS2piK (BS2piK eta proper time bkg coef.) 0x97dbce0 RooRealVar::deltaBS2piK (BS2piK delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9b638c8 RooExtendPdf::pdf_m_BS2piK_Bkg (BS -> pi+ K- Bkg mass PDF) [Auto] 0x9b2aba0 RooGenericPdf::pdf_unm_BS2piK_Bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97dd0e0 RooRealVar::muBS2piK (BS2piK mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae8630 RooFormulaVar::BS2piK_bkg_N (BS->pi+ K- Background yield) [Auto] 0x97ceea0 RooRealVar::N_BS2piKTot (Total number (B+S) BS -> pi+ K-) 0x97d06a8 RooRealVar::N_BS2piKSig (Signal number BS -> pi+ K-) 0x9ec56b8 RooAddPdf::pdf_fit_BS2KK (Total(B+S) BS -> K+ K- PDF) [Auto] 0x9df4110 RooProdPdf::pdf_mt_BS2KK (signal m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9d20a18 RooEffProd::cpdf_time_BS2KK (biased trigger physics PDF) [Auto] 0x9cf6550 RooBDecay::pdf_properTimeAndResolutuionBS2KK (BS2KK proper time pdf X proper time resolution) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9cf5518 RooFormulaVar::fcoshBS (cosh coef) [Auto] 0x97d88f8 RooRealVar::ReEtaBS (BS Real part of Eta) 0x97d8cd8 RooRealVar::ImEtaBS (BS Imaginary part of Eta) 0x9cf58f0 RooFormulaVar::fsinhBS (sih coef) [Auto] 0x97d88f8 RooRealVar::ReEtaBS (BS Real part of Eta) 0x9cf5c90 RooFormulaVar::fcosBS (cos coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d88f8 RooRealVar::ReEtaBS (BS Real part of Eta) 0x97d8cd8 RooRealVar::ImEtaBS (BS Imaginary part of Eta) 0x97d9d08 RooRealVar::wBS (BS wrong tagging fraction) 0x9cf6130 RooFormulaVar::fsinBS (sin coef) [Auto] 0x97c1938 RooCategory::tag (tag) 0x97d8cd8 RooRealVar::ImEtaBS (BS Imaginary part of Eta) 0x97d9d08 RooRealVar::wBS (BS wrong tagging fraction) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9d020d0 RooGaussModel::properTimeResBS2KK_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2KK] (proper time resolution convoluted with basis function exp(-@0/@1)*cosh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9d09550 RooGaussModel::properTimeResBS2KK_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS_[pdf_properTimeAndResolutuionBS2KK] (proper time resolution convoluted with basis function exp(-@0/@1)*sinh(@0*@2/2)_tom_tauBS_DeltaGammaBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d94f0 RooRealVar::DeltaGammaBS (BS mass difference) 0x9d0fc90 RooGaussModel::properTimeResBS2KK_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2KK] (proper time resolution convoluted with basis function exp(-@0/@1)*cos(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9d197a0 RooGaussModel::properTimeResBS2KK_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS_[pdf_properTimeAndResolutuionBS2KK] (proper time resolution convoluted with basis function exp(-@0/@1)*sin(@0*@2)_tom_tauBS_DeltaMassBS) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da110 RooRealVar::tomMeanBS (BS proper time mean) 0x97da4f0 RooRealVar::tomSigmaBS (BS proper time sigma) 0x9b993a8 RooConstVar::1.000000 (1.000000) 0x97d9900 RooRealVar::tauBS (BS average lifetime) 0x97d90e8 RooRealVar::DeltaMassBS (BS mass difference) 0x9d20688 RooFormulaVar::acc ((@0*@2>0)*(@1*@0*@2)**5/(1+(@1*@0*@2)**5)) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x97da900 RooRealVar::alphaBS2KK (BS2KK alpha acceptance coef.) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x9a96a08 RooExtendPdf::pdf_m_BS2KK (BS -> K+K- mass sig) [Auto] 0x9a84258 RooGaussian::pdf_unm_BS2KK (BS signal mass pdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97c63e0 RooRealVar::mBS_mean (BS mass) 0x97c6c28 RooRealVar::mBS_width (BS mass resolution) 0x9a8aa30 RooFormulaVar::N_BS2KK (BS -> K+K- yield) [Auto] 0x97cfec8 RooRealVar::N_BS2KKSig (Signal number BS -> K+ K-) 0x9e54ce0 RooProdPdf::pdf_mt_BS2KK_bkg (background m * t) [Auto] RooProdPdf begin partial integral cache RooProdPdf end partial integral cache 0x9d52a90 RooGenericPdf::pdf_ctime_BS2KK_Bkg (BS->K+ K- background proper time PDF) [Auto] 0x9d26500 RooFormulaVar::timeBS (@0*@1) [Auto] 0x97c16a0 RooRealVar::tom (proper time) 0x9c88bf0 RooConstVar::5369.000000 (5369.000000) 0x97db8f0 RooRealVar::etaBS2KK (BS2KK eta proper time bkg coef.) 0x97db500 RooRealVar::deltaBS2KK (BS2KK delta proper time bkg coef.) 0x97c1938 RooCategory::tag (tag) 0x9b588b8 RooExtendPdf::pdf_m_BS2KK_Bkg (BS -> K+ K- Bkg mass PDF) [Auto] 0x9b144f0 RooGenericPdf::pdf_unm_BS2KK_Bkg (massBackgroundPdf) [Auto] 0x97c0708 RooRealVar::mpipi (mpipi) 0x97dccd0 RooRealVar::muBS2KK (BS2KK mass bkg coef. ) 0x97c5c10 RooRealVar::massMin (min mass acc by trig.) 0x97c5ff8 RooRealVar::massMax (max mass acc by trig.) 0x9ae7e68 RooFormulaVar::BS2KK_bkg_N (BS->K+ K- Background yield) [Auto] 0x97cea88 RooRealVar::N_BS2KKTot (Total number (B+S) BS -> K+ K-) 0x97cfec8 RooRealVar::N_BS2KKSig (Signal number BS -> K+ K-) PDFs have been defined! Going to generate B0 -> pi+ pi- # ev: 108542 Going to generate B0 -> pi+ K- # ev: 99753 Going to generate B0 -> K+ pi- # ev: 88945 Data dir could not be crated:: checking existing! Dir is found! Back to main. /home/asarti/scratch0 Data dir has been created! Table tag : pdf_fit_B02pipiData +-------+-------+ | B0 | 55053 | | B0Bar | 53489 | +-------+-------+ Table tag : pdf_fit_B02piKData +-------+-------+ | B0 | 52665 | | B0Bar | 47088 | +-------+-------+ Table tag : pdf_fit_B02KpiData +-------+-------+ | B0 | 42209 | | B0Bar | 46736 | +-------+-------+ Output dir could not be crated:: checking existing! Output Dir is found! Back to main. RooMath::initFastCERF: Allocating Complex Error Function lookup table Re: 800 bins in range (-4,4) Im: 1000 bins in range (-4,6) Allocation size : 12500 kB Filling table from cache file /tmp/RooMath_CERFcache_R0800_I1000.dat RooFormulaVar::defaultErrorLevel(L) Formula contains a RooNLLVar, using its error level MINUIT WARNING IN PARAMETR ============== VARIABLE2 BROUGHT BACK INSIDE LIMITS. MINUIT WARNING IN PARAMETR ============== VARIABLE2 BROUGHT BACK INSIDE LIMITS. ********** ** 9 **SET PRINT 3 ********** ********** ** 10 **SET STR 2 ********** NOW USING STRATEGY 2: MAKE SURE MINIMUM TRUE, ERRORS CORRECT ********** ** 15 **MIGRAD 8500 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. prevFCN = -10 START MIGRAD MINIMIZATION. STRATEGY 2. CONVERGENCE WHEN EDM .LT. 1.00e-03 START COVARIANCE MATRIX CALCULATION. DeltaMassB0=2640, N_B02KpiSig=8.822e+04, N_B02pipiSig=2.289e+04, ReEtaB0=1.004, muB02Kpi=0.00134, muB02pipi=0.00134, tauB0=0.000292, prevFCN = -10 B02Kpi_A=-0.1125, prevFCN = -7.855182691 B02Kpi_A=-0.1325, prevFCN = -4.087263595 B02Kpi_A=-0.1215, prevFCN = -10.14804777 B02Kpi_A=-0.1235, prevFCN = -9.771377391 B02Kpi_A=-0.1225, DeltaGammaB0=0.001562, prevFCN = -10.00000817 DeltaGammaB0=-0.001562, prevFCN = -9.999991834 DeltaGammaB0=0.004882, prevFCN = -10.00002551 DeltaGammaB0=-0.004882, prevFCN = -9.999974482 DeltaGammaB0=0, DeltaMassB0=2645, prevFCN = -9.953665099 DeltaMassB0=2635, prevFCN = -9.997481182 DeltaMassB0=2641, prevFCN = -9.990344949 DeltaMassB0=2638, prevFCN = -10.00452809 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.981945028 ImEtaB0=-0.5684, prevFCN = -10.01190676 ImEtaB0=-0.5634, N_B02KpiSig=8.823e+04, prevFCN = -9.949604497 N_B02KpiSig=8.821e+04, prevFCN = -10.04866015 N_B02KpiSig=8.824e+04, prevFCN = -9.912306035 N_B02KpiSig=8.82e+04, prevFCN = -10.08256701 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.294e+04, prevFCN = -9.67751742 N_B02pipiSig=2.284e+04, prevFCN = -10.22558412 N_B02pipiSig=2.29e+04, prevFCN = -9.93440607 N_B02pipiSig=2.288e+04, prevFCN = -10.06046698 N_B02pipiSig=2.289e+04, ReEtaB0=1.009, prevFCN = -10.13079934 ReEtaB0=0.9991, prevFCN = -9.849502408 ReEtaB0=1.007, prevFCN = -10.06917782 ReEtaB0=1.002, prevFCN = -9.92569522 ReEtaB0=1.004, deltaB02Kpi=1.315, prevFCN = 0.4798156782 deltaB02Kpi=1.305, prevFCN = -19.12065877 deltaB02Kpi=1.311, prevFCN = -9.012481044 deltaB02Kpi=1.309, prevFCN = -10.97392794 deltaB02Kpi=1.31, deltaB02pipi=1.315, prevFCN = -6.397477611 deltaB02pipi=1.305, prevFCN = -12.36371479 deltaB02pipi=1.311, prevFCN = -9.694885749 deltaB02pipi=1.309, prevFCN = -10.29272665 deltaB02pipi=1.31, etaB02Kpi=0.995, prevFCN = -3.079527654 etaB02Kpi=0.985, prevFCN = -14.45138798 etaB02Kpi=0.9905, prevFCN = -9.418662339 etaB02Kpi=0.9895, prevFCN = -10.55664691 etaB02Kpi=0.99, etaB02pipi=0.995, prevFCN = -6.879812145 etaB02pipi=0.985, prevFCN = -10.9693924 etaB02pipi=0.9905, prevFCN = -9.784420451 etaB02pipi=0.9895, prevFCN = -10.19407168 etaB02pipi=0.99, mB0_mean=5289, prevFCN = 17138.36691 mB0_mean=5269, prevFCN = 16161.48832 mB0_mean=5280, prevFCN = 185.5417859 mB0_mean=5278, prevFCN = 135.7601623 mB0_mean=5279, prevFCN = -5.82900187 mB0_mean=5279, prevFCN = -10.75716554 mB0_mean=5279, mB0_width=16.51, prevFCN = 37.14657437 mB0_width=15.5, prevFCN = 66.48056737 mB0_width=16.05, prevFCN = -10.64892744 mB0_width=15.95, prevFCN = -8.115431182 mB0_width=16, muB02Kpi=0.00136, prevFCN = -8.919464878 muB02Kpi=0.00132, prevFCN = -9.047696862 muB02Kpi=0.001342, prevFCN = -9.984056843 muB02Kpi=0.001338, prevFCN = -9.995614587 muB02Kpi=0.00134, muB02pipi=0.00136, prevFCN = -7.830765333 muB02pipi=0.00132, prevFCN = -10.42708094 muB02pipi=0.001342, prevFCN = -9.862014134 muB02pipi=0.001338, prevFCN = -10.12056418 muB02pipi=0.00134, tauB0=0.000293, prevFCN = -9.876990388 tauB0=0.000291, prevFCN = -8.747757646 tauB0=0.0002921, prevFCN = -10.04941741 tauB0=0.0002919, prevFCN = -9.936830138 tauB0=0.000292, wB0=0.355, prevFCN = -11.11424486 wB0=0.3449, prevFCN = -4.838213743 wB0=0.3505, prevFCN = -10.2912217 wB0=0.3495, prevFCN = -9.668300003 B02Kpi_A=-0.1225, wB0=0.35, prevFCN = -10.00104852 B02Kpi_A=-0.1225, prevFCN = -9.998948976 B02Kpi_A=-0.1225, DeltaGammaB0=0.001018, prevFCN = -10.00000532 DeltaGammaB0=-0.001018, prevFCN = -9.999994678 DeltaGammaB0=0, DeltaMassB0=2640, prevFCN = -9.999842059 DeltaMassB0=2639, prevFCN = -10.00015544 DeltaMassB0=2640, ImEtaB0=-0.5633, prevFCN = -9.999696923 ImEtaB0=-0.5635, prevFCN = -10.00030057 ImEtaB0=-0.5634, N_B02KpiSig=8.822e+04, prevFCN = -9.998117617 N_B02KpiSig=8.822e+04, prevFCN = -10.00187988 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.289e+04, prevFCN = -9.998605963 N_B02pipiSig=2.289e+04, prevFCN = -10.00139153 N_B02pipiSig=2.289e+04, ReEtaB0=1.004, prevFCN = -10.00158392 ReEtaB0=1.004, prevFCN = -9.99841358 ReEtaB0=1.004, deltaB02Kpi=1.31, prevFCN = -9.986688429 deltaB02Kpi=1.31, prevFCN = -10.01330907 deltaB02Kpi=1.31, deltaB02pipi=1.31, prevFCN = -9.99574927 deltaB02pipi=1.31, prevFCN = -10.00424823 deltaB02pipi=1.31, etaB02Kpi=0.99, prevFCN = -9.994269375 etaB02Kpi=0.99, prevFCN = -10.00572812 etaB02Kpi=0.99, etaB02pipi=0.99, prevFCN = -9.997788925 etaB02pipi=0.99, prevFCN = -10.00220857 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -9.997888885 mB0_mean=5279, prevFCN = -10.00210861 mB0_mean=5279, mB0_width=16, prevFCN = -10.00179893 mB0_width=16, prevFCN = -9.998198569 mB0_width=16, muB02Kpi=0.00134, prevFCN = -9.999934691 muB02Kpi=0.00134, prevFCN = -10.00006281 muB02Kpi=0.00134, muB02pipi=0.00134, prevFCN = -9.998449162 muB02pipi=0.00134, prevFCN = -10.00154833 muB02pipi=0.00134, tauB0=0.000292, prevFCN = -10.00075824 tauB0=0.000292, prevFCN = -9.999239261 tauB0=0.000292, wB0=0.35, prevFCN = -10.00244795 wB0=0.35, prevFCN = -9.99754955 B02Kpi_A=-0.1215, DeltaGammaB0=0.004882, wB0=0.35, prevFCN = -10.14807328 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -10.13838741 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.990370433 B02Kpi_A=-0.1215, DeltaGammaB0=0, DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -10.1299928 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.98197191 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.972337636 B02Kpi_A=-0.1215, DeltaMassB0=2640, ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -10.06066864 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.912331545 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.902680859 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.894251063 B02Kpi_A=-0.1215, ImEtaB0=-0.5634, N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -10.08245384 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.934432163 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.924741353 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.91645578 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.846712105 B02Kpi_A=-0.1215, N_B02KpiSig=8.822e+04, N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -10.21722559 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -10.06920384 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -10.06014625 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -10.04966521 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.981483856 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -10.00368376 B02Kpi_A=-0.1215, N_B02pipiSig=2.289e+04, ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -9.160540147 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.012506553 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.002832949 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -8.994426072 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -8.924877371 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -8.946887114 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -9.081658864 B02Kpi_A=-0.1215, ReEtaB0=1.004, deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.842933518 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.694910729 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.685227998 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.676879389 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.607191784 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.629413258 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -9.764086445 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -8.707366793 B02Kpi_A=-0.1215, deltaB02Kpi=1.31, deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.566763777 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.418687848 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.408970979 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.400607367 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.331101841 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.353068409 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -9.48784016 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -8.419278208 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.113548088 B02Kpi_A=-0.1215, deltaB02pipi=1.31, etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -9.93246822 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.784444608 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.774763684 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.766478193 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.696726486 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.719042114 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -9.853608138 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -8.796901495 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.46895891 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.20308279 B02Kpi_A=-0.1215, etaB02Kpi=0.99, etaB02pipi=0.99, mB0_mean=5279, prevFCN = -5.976858148 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -5.829027226 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -5.819204282 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -5.810857387 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -5.740440091 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -5.763071011 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -5.898308589 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -4.84127303 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -5.523900557 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -5.247397847 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -5.613498728 B02Kpi_A=-0.1215, etaB02pipi=0.99, mB0_mean=5279, mB0_width=16.05, prevFCN = -10.79883448 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -10.64895396 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -10.63932582 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -10.63115005 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -10.57471058 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -10.59186754 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -10.71845903 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -9.663592632 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -10.34486504 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -10.07211825 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -10.43580343 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -6.486632204 B02Kpi_A=-0.1215, mB0_mean=5279, mB0_width=16, muB02Kpi=0.001342, prevFCN = -10.13218867 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.984082352 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.974409291 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.96600187 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.896673734 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.918462913 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -10.05323466 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -8.996561291 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.678942591 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.402754026 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -9.768477293 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -5.817087524 mB0_mean=5279, mB0_width=16.05, prevFCN = -10.63654085 B02Kpi_A=-0.1215, mB0_width=16, muB02Kpi=0.00134, muB02pipi=0.001342, prevFCN = -10.0100619 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -9.862039733 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -9.852357446 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -9.843974955 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.77432017 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.796758079 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -9.931208074 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -8.874495178 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.556918812 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.280676473 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -9.646468477 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -5.692979388 mB0_mean=5279, mB0_width=16.05, prevFCN = -10.51226863 mB0_width=16, muB02Kpi=0.001342, prevFCN = -9.846070977 B02Kpi_A=-0.1215, muB02Kpi=0.00134, muB02pipi=0.00134, tauB0=0.0002921, prevFCN = -10.19738196 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -10.04944714 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -10.03973668 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -10.03139182 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -9.961386055 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -9.983485964 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -10.11858002 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -9.062363031 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.74459227 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.469205054 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -9.83457638 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -5.878696683 mB0_mean=5279, mB0_width=16.05, prevFCN = -10.69517423 mB0_width=16, muB02Kpi=0.001342, prevFCN = -10.03338403 muB02Kpi=0.00134, muB02pipi=0.001342, prevFCN = -9.911379706 B02Kpi_A=-0.1215, muB02pipi=0.00134, tauB0=0.000292, wB0=0.3505, prevFCN = -10.43931689 B02Kpi_A=-0.1225, DeltaGammaB0=0.004882, prevFCN = -10.2912479 DeltaGammaB0=0, DeltaMassB0=2641, prevFCN = -10.27952552 DeltaMassB0=2640, ImEtaB0=-0.5584, prevFCN = -10.26984927 ImEtaB0=-0.5634, N_B02KpiSig=8.824e+04, prevFCN = -10.20393452 N_B02KpiSig=8.822e+04, N_B02pipiSig=2.29e+04, prevFCN = -10.22569767 N_B02pipiSig=2.289e+04, ReEtaB0=1.007, prevFCN = -10.35827555 ReEtaB0=1.004, deltaB02Kpi=1.311, prevFCN = -9.303553003 deltaB02Kpi=1.31, deltaB02pipi=1.311, prevFCN = -9.986134286 deltaB02pipi=1.31, etaB02Kpi=0.9905, prevFCN = -9.709728269 etaB02Kpi=0.99, etaB02pipi=0.9905, prevFCN = -10.07569434 etaB02pipi=0.99, mB0_mean=5279, prevFCN = -6.120234654 mB0_mean=5279, mB0_width=16.05, prevFCN = -10.94277609 mB0_width=16, muB02Kpi=0.001342, prevFCN = -10.27538844 muB02Kpi=0.00134, muB02pipi=0.001342, prevFCN = -10.15324662 muB02pipi=0.00134, tauB0=0.0002921, prevFCN = -10.34043989 EIGENVALUES OF SECOND-DERIVATIVE MATRIX: 3.5129e-01 3.6403e-01 5.5864e-01 7.1690e-01 7.6406e-01 7.8047e-01 9.6188e-01 9.8582e-01 1.0012e+00 1.0209e+00 1.0316e+00 1.1304e+00 1.1886e+00 1.2894e+00 1.5007e+00 1.6517e+00 1.7025e+00 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-10 FROM HESSE STATUS=OK 239 CALLS 240 TOTAL EDM=47.0169 STRATEGY= 2 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.22501e-01 3.52976e-03 1.00938e-03 -1.86584e+02 2 DeltaGammaB0 0.00000e+00 1.29051e-02 5.10000e-01 -5.21723e-05 3 DeltaMassB0 2.63950e+03 2.30998e+01 3.16306e-05 2.24179e+02 4 ImEtaB0 -5.63397e-01 6.83729e-02 5.00798e-04 2.98678e+01 5 N_B02KpiSig 8.82210e+04 2.44238e+02 9.01814e-05 9.43989e+02 6 N_B02pipiSig 2.28890e+04 1.62502e+02 1.10063e-04 5.72672e+02 7 ReEtaB0 1.00410e+00 3.74661e-02 2.56382e-04 -2.79803e+02 8 deltaB02Kpi 1.31000e+00 5.63387e-03 6.69320e-04 1.46526e+03 9 deltaB02pipi 1.31000e+00 5.81375e-03 6.69320e-04 4.46613e+02 10 etaB02Kpi 9.90000e-01 4.18562e-03 5.00234e-04 1.13746e+03 11 etaB02pipi 9.90000e-01 4.42697e-03 5.00234e-04 4.09467e+02 12 mB0_mean 5.27900e+03 5.63254e-02 3.79035e-04 6.50026e+03 13 mB0_width 1.60000e+01 4.65287e-02 2.16848e-03 -5.83234e+02 14 muB02Kpi 1.34000e-03 1.40845e-05 6.12181e-04 9.42936e+00 15 muB02pipi 1.34000e-03 1.52112e-05 6.12181e-04 2.11162e+02 16 tauB0 2.92000e-04 9.29391e-07 5.94027e-05 -9.47632e+02 17 wB0 3.50000e-01 2.62371e-03 2.21072e-03 -1.40876e+02 ERR DEF= 0.5 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.01848 1.000 -0.001 -0.000 -0.000 0.017 0.001 -0.000 -0.000 -0.000 0.001 0.000 -0.000 0.009 0.003 0.000 -0.004 2 0.44122 -0.001 1.000 0.002 0.189 -0.016 0.082 0.034 -0.003 0.014 0.022 -0.076 -0.001 0.007 -0.003 0.010 0.386 3 0.20223 -0.000 0.002 1.000 0.006 0.001 0.000 0.140 0.005 0.000 -0.005 -0.000 -0.001 -0.000 0.000 0.000 -0.001 4 0.36083 -0.000 0.189 0.006 1.000 -0.008 0.029 -0.222 0.000 0.001 0.004 -0.006 -0.001 0.002 -0.001 0.003 0.078 5 0.18435 0.017 -0.016 0.001 -0.008 1.000 0.019 -0.002 0.004 -0.000 0.007 0.002 -0.005 0.173 0.035 0.002 -0.048 6 0.15119 0.001 0.082 0.000 0.029 0.019 1.000 0.018 0.000 0.004 0.002 0.008 -0.002 0.111 0.003 0.038 -0.008 7 0.30961 -0.000 0.034 0.140 -0.222 -0.002 0.018 1.000 0.001 0.004 0.000 -0.006 0.001 0.004 -0.000 0.002 0.010 8 0.64777 -0.000 -0.003 0.005 0.000 0.004 0.000 0.001 1.000 0.000 -0.647 -0.000 -0.001 0.001 0.001 0.000 -0.008 9 0.63404 -0.000 0.014 0.000 0.001 -0.000 0.004 0.004 0.000 1.000 -0.000 -0.633 -0.000 -0.001 -0.000 0.000 -0.001 10 0.64929 0.001 0.022 -0.005 0.004 0.007 0.002 0.000 -0.647 -0.000 1.000 0.001 -0.000 0.020 0.001 0.000 0.055 11 0.63750 0.000 -0.076 -0.000 -0.006 0.002 0.008 -0.006 -0.000 -0.633 0.001 1.000 0.000 0.013 0.000 0.001 0.004 12 0.01895 -0.000 -0.001 -0.001 -0.001 -0.005 -0.002 0.001 -0.001 -0.000 -0.000 0.000 1.000 0.003 0.015 0.008 0.001 13 0.20916 0.009 0.007 -0.000 0.002 0.173 0.111 0.004 0.001 -0.001 0.020 0.013 0.003 1.000 0.029 0.013 -0.029 14 0.04537 0.003 -0.003 0.000 -0.001 0.035 0.003 -0.000 0.001 -0.000 0.001 0.000 0.015 0.029 1.000 0.001 -0.008 15 0.04070 0.000 0.010 0.000 0.003 0.002 0.038 0.002 0.000 0.000 0.000 0.001 0.008 0.013 0.001 1.000 -0.001 16 0.39741 -0.004 0.386 -0.001 0.078 -0.048 -0.008 0.010 -0.008 -0.001 0.055 0.004 0.001 -0.029 -0.008 -0.001 1.000 17 0.28147 0.002 -0.010 -0.161 -0.177 0.031 0.001 -0.119 -0.005 -0.000 -0.000 0.001 0.000 0.016 0.005 0.000 -0.014 1.000 B02Kpi_A=-0.1202, DeltaGammaB0=-0.009913, DeltaMassB0=2634, ImEtaB0=-0.6084, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.276e+04, ReEtaB0=1.037, deltaB02Kpi=1.265, deltaB02pipi=1.296, etaB02Kpi=1, etaB02pipi=0.9916, mB0_mean=5279, mB0_width=16.03, muB02Kpi=0.001339, muB02pipi=0.001325, tauB0=0.0002924, wB0=0.3541, prevFCN = -52.41535326 B02Kpi_A=-0.1204, DeltaGammaB0=0.008838, DeltaMassB0=2634, ImEtaB0=-0.6044, N_B02KpiSig=8.798e+04, N_B02pipiSig=2.277e+04, ReEtaB0=1.034, deltaB02Kpi=1.269, deltaB02pipi=1.298, etaB02Kpi=0.9993, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.03, muB02Kpi=0.001339, muB02pipi=0.001326, tauB0=0.0002924, wB0=0.3537, prevFCN = -53.15676273 B02Kpi_A=-0.1204, ImEtaB0=-0.6044, prevFCN = -53.15705339 B02Kpi_A=-0.1204, prevFCN = -53.15644651 B02Kpi_A=-0.1204, DeltaGammaB0=0.009999, prevFCN = -53.15677343 DeltaGammaB0=0.005513, prevFCN = -53.15673208 DeltaGammaB0=0.008838, DeltaMassB0=2635, prevFCN = -53.15672073 DeltaMassB0=2634, prevFCN = -53.1567797 DeltaMassB0=2634, ImEtaB0=-0.6041, prevFCN = -53.15620787 ImEtaB0=-0.6047, prevFCN = -53.15729492 ImEtaB0=-0.6044, N_B02KpiSig=8.798e+04, prevFCN = -53.15620991 N_B02KpiSig=8.798e+04, prevFCN = -53.15729007 N_B02KpiSig=8.798e+04, N_B02pipiSig=2.277e+04, prevFCN = -53.15613557 N_B02pipiSig=2.277e+04, prevFCN = -53.15736439 N_B02pipiSig=2.277e+04, ReEtaB0=1.034, prevFCN = -53.15736612 ReEtaB0=1.034, prevFCN = -53.15613733 ReEtaB0=1.034, deltaB02Kpi=1.269, prevFCN = -53.15867723 deltaB02Kpi=1.269, prevFCN = -53.15481609 deltaB02Kpi=1.269, prevFCN = -53.15847234 deltaB02Kpi=1.269, prevFCN = -53.15502753 deltaB02Kpi=1.269, deltaB02pipi=1.298, prevFCN = -53.1561452 deltaB02pipi=1.298, prevFCN = -53.15735281 deltaB02pipi=1.298, etaB02Kpi=0.9993, prevFCN = -53.15633382 etaB02Kpi=0.9992, prevFCN = -53.15716641 etaB02Kpi=0.9993, etaB02pipi=0.9915, prevFCN = -53.15645515 etaB02pipi=0.9914, prevFCN = -53.15704476 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.15609946 mB0_mean=5279, prevFCN = -53.15740054 mB0_mean=5279, mB0_width=16.03, prevFCN = -53.15734298 mB0_width=16.03, prevFCN = -53.15615712 mB0_width=16.03, muB02Kpi=0.001339, prevFCN = -53.15673216 muB02Kpi=0.001339, prevFCN = -53.15676773 muB02Kpi=0.001339, muB02pipi=0.001326, prevFCN = -53.15626238 muB02pipi=0.001326, prevFCN = -53.15723781 muB02pipi=0.001326, tauB0=0.0002924, prevFCN = -53.15598121 tauB0=0.0002924, prevFCN = -53.15751877 tauB0=0.0002924, wB0=0.3537, prevFCN = -53.15750012 wB0=0.3537, prevFCN = -53.15600035 FCN=-53.1568 FROM MIGRAD STATUS=PROGRESS 277 CALLS 278 TOTAL EDM=0.260782 STRATEGY= 2 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20406e-01 3.53067e-03 2.11062e-03 -1.68700e+01 2 DeltaGammaB0 8.83776e-03 1.66561e-02 2.53949e+03 -4.13526e-05 3 DeltaMassB0 2.63440e+03 2.30774e+01 -9.96718e-05 1.31958e+01 4 ImEtaB0 -6.04378e-01 6.83565e-02 -4.10512e-03 1.68242e+01 5 N_B02KpiSig 8.79813e+04 2.43977e+02 -1.25822e-03 8.47761e+01 6 N_B02pipiSig 2.27675e+04 1.62090e+02 -1.16405e-03 7.90218e+01 7 ReEtaB0 1.03424e+00 3.74545e-02 3.02920e-03 -3.39227e+01 8 deltaB02Kpi 1.26899e+00 5.65018e-03 -5.47659e-02 -6.64784e+01 9 deltaB02pipi 1.29769e+00 5.82064e-03 -1.64559e-02 1.98500e+01 10 etaB02Kpi 9.99263e-01 4.18583e-03 9.26292e-03 2.58520e+01 11 etaB02pipi 9.91455e-01 4.42703e-03 1.45505e-03 1.70869e+01 12 mB0_mean 5.27893e+03 5.63192e-02 -2.46943e-04 6.26931e+02 13 mB0_width 1.60311e+01 4.65527e-02 1.33507e-03 -6.00897e+01 14 muB02Kpi 1.33895e-03 1.40794e-05 -3.22000e-04 8.18985e-01 15 muB02pipi 1.32601e-03 1.51374e-05 -4.27856e-03 2.07890e+01 16 tauB0 2.92398e-04 9.30005e-07 2.36198e-04 3.00046e+02 17 wB0 3.53727e-01 2.60466e-03 1.63252e-02 -1.34920e+01 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX= 0.0 per cent B02Kpi_A=-0.1202, DeltaGammaB0=-0.00236, DeltaMassB0=2634, ImEtaB0=-0.6139, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9976, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3541, prevFCN = -53.36419939 B02Kpi_A=-0.1202, DeltaGammaB0=0.006957, DeltaMassB0=2634, ImEtaB0=-0.6127, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.039, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9978, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001325, tauB0=0.0002923, wB0=0.3541, prevFCN = -53.36427579 B02Kpi_A=-0.1202, DeltaGammaB0=0.008049, DeltaMassB0=2634, ImEtaB0=-0.6133, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.039, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001325, tauB0=0.0002923, wB0=0.3541, prevFCN = -53.36522081 B02Kpi_A=-0.1202, prevFCN = -53.36521548 B02Kpi_A=-0.1202, prevFCN = -53.36520046 B02Kpi_A=-0.1202, DeltaGammaB0=0.004219, prevFCN = -53.36518862 DeltaGammaB0=0.009909, prevFCN = -53.36523644 DeltaGammaB0=0.008049, DeltaMassB0=2634, prevFCN = -53.36521454 DeltaMassB0=2634, prevFCN = -53.36520144 DeltaMassB0=2634, ImEtaB0=-0.613, prevFCN = -53.36495215 ImEtaB0=-0.6136, prevFCN = -53.36546449 ImEtaB0=-0.6133, N_B02KpiSig=8.796e+04, prevFCN = -53.36518983 N_B02KpiSig=8.796e+04, prevFCN = -53.36522611 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.36510272 N_B02pipiSig=2.275e+04, prevFCN = -53.36531323 N_B02pipiSig=2.275e+04, ReEtaB0=1.039, prevFCN = -53.36527731 ReEtaB0=1.039, prevFCN = -53.36513921 ReEtaB0=1.039, deltaB02Kpi=1.272, prevFCN = -53.36502825 deltaB02Kpi=1.272, prevFCN = -53.36538801 deltaB02Kpi=1.272, deltaB02pipi=1.297, prevFCN = -53.36532744 deltaB02pipi=1.297, prevFCN = -53.36508841 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.36511534 etaB02Kpi=0.9977, prevFCN = -53.36530052 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.36531684 etaB02pipi=0.9915, prevFCN = -53.3650991 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.36518085 mB0_mean=5279, prevFCN = -53.3652351 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.3652269 mB0_width=16.04, prevFCN = -53.36518906 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.36520706 muB02Kpi=0.001339, prevFCN = -53.36520888 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.36518045 muB02pipi=0.001324, prevFCN = -53.36523552 muB02pipi=0.001325, tauB0=0.0002923, prevFCN = -53.36481334 tauB0=0.0002923, prevFCN = -53.36560258 tauB0=0.0002923, wB0=0.3541, prevFCN = -53.36522566 wB0=0.3541, prevFCN = -53.36519034 FCN=-53.3652 FROM MIGRAD STATUS=PROGRESS 314 CALLS 315 TOTAL EDM=0.0618571 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 0.0 per cent EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20202e-01 3.53163e-03 2.05536e-04 -4.16385e-01 2 DeltaGammaB0 8.04937e-03 1.09429e-02 8.80768e+02 4.78174e-05 3 DeltaMassB0 2.63415e+03 2.30765e+01 -4.82915e-06 -2.89396e+00 4 ImEtaB0 -6.13298e-01 6.84003e-02 -8.93667e-04 7.44949e+00 5 N_B02KpiSig 8.79624e+04 2.44072e+02 -9.92769e-05 2.83571e+00 6 N_B02pipiSig 2.27527e+04 1.62128e+02 -1.42350e-04 1.34885e+01 7 ReEtaB0 1.03917e+00 3.74865e-02 4.95740e-04 -3.52872e+00 8 deltaB02Kpi 1.27161e+00 5.26792e-03 3.50418e-03 6.92907e+00 9 deltaB02pipi 1.29706e+00 5.82555e-03 -8.40995e-04 -4.06133e+00 10 etaB02Kpi 9.97680e-01 4.13027e-03 -1.58249e-03 5.69909e+00 11 etaB02pipi 9.91475e-01 4.42690e-03 1.99937e-05 -6.29338e+00 12 mB0_mean 5.27893e+03 5.63812e-02 -2.55860e-05 2.60278e+01 13 mB0_width 1.60353e+01 4.65783e-02 1.77030e-04 -1.90517e+00 14 muB02Kpi 1.33888e-03 1.40791e-05 -1.91413e-05 4.17680e-02 15 muB02pipi 1.32457e-03 1.51395e-05 -4.43356e-04 1.16384e+00 16 tauB0 2.92328e-04 9.29426e-07 -4.15821e-05 1.53413e+02 17 wB0 3.54122e-01 2.60681e-03 1.73624e-03 -3.13472e-01 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX= 10.8 per cent B02Kpi_A=-0.1202, DeltaGammaB0=-0.006143, DeltaMassB0=2634, ImEtaB0=-0.6209, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.274e+04, ReEtaB0=1.04, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9974, etaB02pipi=0.9916, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002922, wB0=0.3542, prevFCN = -53.35843987 B02Kpi_A=-0.1202, DeltaGammaB0=0.002702, DeltaMassB0=2634, ImEtaB0=-0.6168, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9975, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.36885535 B02Kpi_A=-0.1202, DeltaGammaB0=-0.009295, DeltaMassB0=2634, ImEtaB0=-0.6162, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9976, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.36896584 B02Kpi_A=-0.1202, prevFCN = -53.36893935 B02Kpi_A=-0.1202, prevFCN = -53.36896665 B02Kpi_A=-0.1202, DeltaGammaB0=-0.006388, prevFCN = -53.36898837 DeltaGammaB0=-0.009926, prevFCN = -53.36896095 DeltaGammaB0=-0.009295, DeltaMassB0=2634, prevFCN = -53.36895914 DeltaMassB0=2634, prevFCN = -53.36894686 DeltaMassB0=2634, ImEtaB0=-0.6158, prevFCN = -53.36886986 ImEtaB0=-0.6165, prevFCN = -53.36903642 ImEtaB0=-0.6162, N_B02KpiSig=8.796e+04, prevFCN = -53.36897357 N_B02KpiSig=8.796e+04, prevFCN = -53.36893243 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.36895755 N_B02pipiSig=2.275e+04, prevFCN = -53.36894845 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.36900421 ReEtaB0=1.039, prevFCN = -53.36890187 ReEtaB0=1.04, deltaB02Kpi=1.272, prevFCN = -53.36870325 deltaB02Kpi=1.272, prevFCN = -53.36920276 deltaB02Kpi=1.272, deltaB02pipi=1.297, prevFCN = -53.36905389 deltaB02pipi=1.297, prevFCN = -53.36885211 deltaB02pipi=1.297, etaB02Kpi=0.9976, prevFCN = -53.36890826 etaB02Kpi=0.9976, prevFCN = -53.36899773 etaB02Kpi=0.9976, etaB02pipi=0.9915, prevFCN = -53.36900348 etaB02pipi=0.9915, prevFCN = -53.36890252 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.36897326 mB0_mean=5279, prevFCN = -53.36893274 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.36893504 mB0_width=16.04, prevFCN = -53.36897096 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.36895344 muB02Kpi=0.001339, prevFCN = -53.36895256 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.36896688 muB02pipi=0.001324, prevFCN = -53.36893912 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.36890068 tauB0=0.0002923, prevFCN = -53.36900531 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.36893573 wB0=0.3541, prevFCN = -53.36897026 FCN=-53.369 FROM MIGRAD STATUS=PROGRESS 351 CALLS 352 TOTAL EDM=0.018167 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 10.8 per cent EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20187e-01 3.53446e-03 1.53093e-05 7.56931e-01 2 DeltaGammaB0 -9.29453e-03 1.03221e-02 -5.18620e+02 -2.74158e-05 3 DeltaMassB0 2.63415e+03 2.30762e+01 -6.96894e-08 -2.70814e+00 4 ImEtaB0 -6.16151e-01 6.95388e-02 -2.85892e-04 2.38807e+00 5 N_B02KpiSig 8.79616e+04 2.44177e+02 -4.35805e-06 -3.21606e+00 6 N_B02pipiSig 2.27496e+04 1.63157e+02 -2.90970e-05 -5.83081e-01 7 ReEtaB0 1.03963e+00 3.77045e-02 4.64951e-05 -2.58494e+00 8 deltaB02Kpi 1.27174e+00 5.38758e-03 1.66201e-04 9.56047e+00 9 deltaB02pipi 1.29704e+00 5.82746e-03 -3.05416e-05 -3.43444e+00 10 etaB02Kpi 9.97573e-01 4.25328e-03 -1.07656e-04 2.75733e+00 11 etaB02pipi 9.91513e-01 4.42508e-03 3.84055e-05 -2.91776e+00 12 mB0_mean 5.27892e+03 5.65970e-02 -1.94158e-06 -1.94331e+01 13 mB0_width 1.60356e+01 4.66542e-02 1.20661e-05 1.80815e+00 14 muB02Kpi 1.33888e-03 1.40790e-05 1.44513e-07 -2.02367e-02 15 muB02pipi 1.32444e-03 1.51836e-05 -4.04871e-05 -5.86310e-01 16 tauB0 2.92270e-04 9.24922e-07 -3.43859e-05 2.03402e+01 17 wB0 3.54158e-01 2.62639e-03 1.61059e-04 3.06053e-01 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX= 72.8 per cent B02Kpi_A=-0.1202, DeltaGammaB0=-0.00351, DeltaMassB0=2634, ImEtaB0=-0.6172, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37113514 B02Kpi_A=-0.1202, DeltaGammaB0=0.009355, DeltaMassB0=2634, ImEtaB0=-0.6169, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.272, deltaB02pipi=1.297, etaB02Kpi=0.9976, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37096493 B02Kpi_A=-0.1202, DeltaGammaB0=0.009333, DeltaMassB0=2634, ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37121625 B02Kpi_A=-0.1202, DeltaGammaB0=-0.008763, DeltaMassB0=2634, ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37105324 B02Kpi_A=-0.1202, DeltaGammaB0=0.009333, DeltaMassB0=2634, ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37119937 B02Kpi_A=-0.1202, prevFCN = -53.37120743 B02Kpi_A=-0.1202, DeltaGammaB0=0.009912, prevFCN = -53.37122067 DeltaGammaB0=0.006468, prevFCN = -53.37119438 DeltaGammaB0=0.009333, DeltaMassB0=2634, prevFCN = -53.37120532 DeltaMassB0=2634, prevFCN = -53.37120149 DeltaMassB0=2634, ImEtaB0=-0.6168, prevFCN = -53.37117741 ImEtaB0=-0.6175, prevFCN = -53.37122948 ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, prevFCN = -53.37121026 N_B02KpiSig=8.796e+04, prevFCN = -53.37119654 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37120726 N_B02pipiSig=2.275e+04, prevFCN = -53.37119955 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37121021 ReEtaB0=1.04, prevFCN = -53.37119664 ReEtaB0=1.04, deltaB02Kpi=1.272, prevFCN = -53.37119055 deltaB02Kpi=1.271, prevFCN = -53.37121623 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37121197 deltaB02pipi=1.297, prevFCN = -53.37119485 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37120888 etaB02Kpi=0.9977, prevFCN = -53.37119793 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37121161 etaB02pipi=0.9915, prevFCN = -53.3711952 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37121115 mB0_mean=5279, prevFCN = -53.37119565 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37119654 mB0_width=16.04, prevFCN = -53.37121027 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.3712036 muB02Kpi=0.001339, prevFCN = -53.3712032 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37120887 muB02pipi=0.001324, prevFCN = -53.37119794 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.3711962 tauB0=0.0002923, prevFCN = -53.3712106 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37119507 wB0=0.3541, prevFCN = -53.37121173 FCN=-53.3712 FROM MIGRAD STATUS=PROGRESS 389 CALLS 390 TOTAL EDM=0.00765479 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 72.8 per cent EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20193e-01 3.53197e-03 -6.49126e-06 2.23411e-01 2 DeltaGammaB0 9.33279e-03 1.69032e-02 1.72042e+02 -2.62884e-05 3 DeltaMassB0 2.63420e+03 2.30752e+01 1.06665e-06 -8.44011e-01 4 ImEtaB0 -6.17148e-01 6.79625e-02 -9.98442e-05 7.42324e-01 5 N_B02KpiSig 8.79622e+04 2.44036e+02 3.20661e-06 -1.07283e+00 6 N_B02pipiSig 2.27497e+04 1.61780e+02 8.81571e-07 -4.94335e-01 7 ReEtaB0 1.04013e+00 3.77159e-02 5.00988e-05 -3.41984e-01 8 deltaB02Kpi 1.27148e+00 5.03444e-03 -3.41714e-04 4.91312e-01 9 deltaB02pipi 1.29713e+00 5.80294e-03 1.24752e-04 -2.91530e-01 10 etaB02Kpi 9.97671e-01 4.09128e-03 9.88192e-05 -3.37410e-01 11 etaB02pipi 9.91494e-01 4.41136e-03 -1.93797e-05 -4.74436e-01 12 mB0_mean 5.27892e+03 5.64348e-02 5.17435e-07 -7.43202e+00 13 mB0_width 1.60355e+01 4.66008e-02 -2.89549e-06 6.90674e-01 14 muB02Kpi 1.33888e-03 1.40790e-05 6.21319e-07 -9.19833e-03 15 muB02pipi 1.32446e-03 1.51494e-05 8.09664e-06 -2.30882e-01 16 tauB0 2.92262e-04 8.51856e-07 -4.57111e-06 2.80066e+00 17 wB0 3.54158e-01 2.61414e-03 -2.95433e-06 1.47656e-01 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX= 49.8 per cent B02Kpi_A=-0.1202, DeltaGammaB0=-5.706e-05, DeltaMassB0=2634, ImEtaB0=-0.6188, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.041, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9978, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001325, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.36906143 B02Kpi_A=-0.1202, DeltaGammaB0=-0.009976, DeltaMassB0=2634, ImEtaB0=-0.6179, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.3707787 B02Kpi_A=-0.1202, DeltaGammaB0=-0.009957, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37105554 B02Kpi_A=-0.1202, DeltaGammaB0=-0.001714, DeltaMassB0=2634, ImEtaB0=-0.6173, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37115272 B02Kpi_A=-0.1202, DeltaGammaB0=-0.009045, DeltaMassB0=2634, ImEtaB0=-0.6172, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.3710922 B02Kpi_A=-0.1202, DeltaGammaB0=0.006935, DeltaMassB0=2634, ImEtaB0=-0.6172, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37120631 B02Kpi_A=-0.1202, DeltaGammaB0=0.00722, DeltaMassB0=2634, ImEtaB0=-0.6172, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37120445 B02Kpi_A=-0.1202, DeltaGammaB0=-0.007188, DeltaMassB0=2634, ImEtaB0=-0.6172, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37109218 B02Kpi_A=-0.1202, DeltaGammaB0=0.009895, DeltaMassB0=2634, ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37122093 B02Kpi_A=-0.1202, prevFCN = -53.37120407 B02Kpi_A=-0.1202, prevFCN = -53.3712121 B02Kpi_A=-0.1202, DeltaGammaB0=0.007989, prevFCN = -53.37120639 DeltaGammaB0=0.009377, prevFCN = -53.37121698 DeltaGammaB0=0.009895, DeltaMassB0=2634, prevFCN = -53.37120999 DeltaMassB0=2634, prevFCN = -53.37120618 DeltaMassB0=2634, ImEtaB0=-0.6168, prevFCN = -53.37118211 ImEtaB0=-0.6175, prevFCN = -53.37123407 ImEtaB0=-0.6171, N_B02KpiSig=8.796e+04, prevFCN = -53.37121493 N_B02KpiSig=8.796e+04, prevFCN = -53.37120125 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37121195 N_B02pipiSig=2.275e+04, prevFCN = -53.37120423 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37121482 ReEtaB0=1.04, prevFCN = -53.37120136 ReEtaB0=1.04, deltaB02Kpi=1.272, prevFCN = -53.37119549 deltaB02Kpi=1.271, prevFCN = -53.37122069 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37121656 deltaB02pipi=1.297, prevFCN = -53.37119962 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.3712136 etaB02Kpi=0.9977, prevFCN = -53.37120258 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37121624 etaB02pipi=0.9915, prevFCN = -53.37119993 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37121582 mB0_mean=5279, prevFCN = -53.37120036 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37120124 mB0_width=16.04, prevFCN = -53.37121493 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37120829 muB02Kpi=0.001339, prevFCN = -53.37120789 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37121354 muB02pipi=0.001324, prevFCN = -53.37120264 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37120096 tauB0=0.0002923, prevFCN = -53.37121522 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37119978 wB0=0.3541, prevFCN = -53.3712164 FCN=-53.3712 FROM MIGRAD STATUS=PROGRESS 432 CALLS 433 TOTAL EDM=0.00275131 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 49.8 per cent EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20193e-01 3.53249e-03 -9.19486e-09 2.22659e-01 2 DeltaGammaB0 9.89469e-03 1.18640e-02 5.12611e-01 1.05933e-05 3 DeltaMassB0 2.63420e+03 2.30816e+01 1.55451e-09 -8.41376e-01 4 ImEtaB0 -6.17149e-01 6.86004e-02 -1.41443e-07 7.39674e-01 5 N_B02KpiSig 8.79622e+04 2.44117e+02 4.76248e-09 -1.06956e+00 6 N_B02pipiSig 2.27497e+04 1.61787e+02 1.87092e-09 -4.94365e-01 7 ReEtaB0 1.04013e+00 3.79602e-02 6.85033e-08 -3.39156e-01 8 deltaB02Kpi 1.27148e+00 4.86999e-03 -3.41299e-07 4.82453e-01 9 deltaB02pipi 1.29713e+00 5.77559e-03 1.19274e-07 -2.88273e-01 10 etaB02Kpi 9.97672e-01 4.08017e-03 1.04394e-07 -3.39866e-01 11 etaB02pipi 9.91494e-01 4.40673e-03 -1.33119e-08 -4.71308e-01 12 mB0_mean 5.27892e+03 5.64594e-02 8.29416e-10 -7.41359e+00 13 mB0_width 1.60355e+01 4.66080e-02 -4.73831e-09 6.88875e-01 14 muB02Kpi 1.33888e-03 1.40791e-05 9.96942e-10 -9.23058e-03 15 muB02pipi 1.32446e-03 1.51527e-05 1.31666e-08 -2.30305e-01 16 tauB0 2.92262e-04 8.52590e-07 -5.34464e-09 2.77206e+00 17 wB0 3.54158e-01 2.61420e-03 -1.12616e-08 1.47335e-01 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX=39508.1 per cent B02Kpi_A=-0.1202, DeltaGammaB0=0.01, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37125194 B02Kpi_A=-0.1202, DeltaGammaB0=0.009994, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37125321 B02Kpi_A=-0.1202, prevFCN = -53.37124094 B02Kpi_A=-0.1202, prevFCN = -53.37123979 B02Kpi_A=-0.1202, DeltaGammaB0=0.008938, prevFCN = -53.37124518 DeltaGammaB0=0.008603, prevFCN = -53.37124263 DeltaGammaB0=0.009994, DeltaMassB0=2634, prevFCN = -53.37124024 DeltaMassB0=2634, prevFCN = -53.37124049 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37124081 ImEtaB0=-0.6179, prevFCN = -53.37123996 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37123932 N_B02KpiSig=8.796e+04, prevFCN = -53.37124141 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37123945 N_B02pipiSig=2.275e+04, prevFCN = -53.37124128 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37124082 ReEtaB0=1.04, prevFCN = -53.37123992 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37123468 deltaB02Kpi=1.271, prevFCN = -53.37124605 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37124198 deltaB02pipi=1.297, prevFCN = -53.37123875 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37123752 etaB02Kpi=0.9977, prevFCN = -53.37124321 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37124018 etaB02pipi=0.9915, prevFCN = -53.37124054 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37123915 mB0_mean=5279, prevFCN = -53.37124158 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37124138 mB0_width=16.04, prevFCN = -53.37123935 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37124033 muB02Kpi=0.001339, prevFCN = -53.3712404 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37123949 muB02pipi=0.001324, prevFCN = -53.37124123 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37124002 tauB0=0.0002923, prevFCN = -53.37124072 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37124172 wB0=0.3541, prevFCN = -53.37123901 FCN=-53.3713 FROM MIGRAD STATUS=PROGRESS 468 CALLS 469 TOTAL EDM=0.000891605 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 100.0 per cent EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20197e-01 3.53192e-03 -3.15216e-06 -3.18657e-02 2 DeltaGammaB0 9.99392e-03 1.44258e-02 -1.80136e-01 -2.54344e-06 3 DeltaMassB0 2.63422e+03 2.30741e+01 4.12831e-07 5.56996e-02 4 ImEtaB0 -6.17541e-01 6.78049e-02 -3.92905e-05 -1.21372e-02 5 N_B02KpiSig 8.79625e+04 2.44038e+02 1.73544e-06 1.62808e-01 6 N_B02pipiSig 2.27499e+04 1.61785e+02 1.36475e-06 1.16871e-01 7 ReEtaB0 1.04024e+00 3.75592e-02 1.14778e-05 -2.24412e-02 8 deltaB02Kpi 1.27147e+00 4.32278e-03 -2.00260e-05 2.17651e-01 9 deltaB02pipi 1.29713e+00 5.71991e-03 3.31164e-06 -5.48821e-02 10 etaB02Kpi 9.97684e-01 3.98565e-03 1.27552e-05 1.75130e-01 11 etaB02pipi 9.91498e-01 4.40427e-03 4.03867e-06 1.04030e-02 12 mB0_mean 5.27892e+03 5.64409e-02 3.65984e-07 1.16334e+00 13 mB0_width 1.60354e+01 4.66030e-02 -2.23247e-06 -1.02244e-01 14 muB02Kpi 1.33889e-03 1.40791e-05 3.99464e-07 1.56156e-03 15 muB02pipi 1.32448e-03 1.51504e-05 6.00542e-06 3.67627e-02 16 tauB0 2.92261e-04 8.49233e-07 -6.27907e-07 1.36274e-01 17 wB0 3.54155e-01 2.61421e-03 -1.29998e-05 -2.39555e-02 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX=19754.3 per cent B02Kpi_A=-0.1202, DeltaGammaB0=0.01, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.3712541 B02Kpi_A=-0.1202, DeltaGammaB0=0.01, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37125413 B02Kpi_A=-0.1202, prevFCN = -53.37124119 B02Kpi_A=-0.1202, prevFCN = -53.37124138 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37124467 DeltaGammaB0=0.008795, prevFCN = -53.37124497 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37124128 DeltaMassB0=2634, prevFCN = -53.37124129 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37124172 ImEtaB0=-0.6179, prevFCN = -53.37124085 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37124143 N_B02KpiSig=8.796e+04, prevFCN = -53.37124114 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.3712414 N_B02pipiSig=2.275e+04, prevFCN = -53.37124117 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37124135 ReEtaB0=1.04, prevFCN = -53.37124122 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37124109 deltaB02Kpi=1.271, prevFCN = -53.37124147 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37124135 deltaB02pipi=1.297, prevFCN = -53.37124122 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37124134 etaB02Kpi=0.9977, prevFCN = -53.37124123 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37124139 etaB02pipi=0.9915, prevFCN = -53.37124118 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37124142 mB0_mean=5279, prevFCN = -53.37124115 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37124119 mB0_width=16.04, prevFCN = -53.37124138 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37124129 muB02Kpi=0.001339, prevFCN = -53.37124128 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37124138 muB02pipi=0.001324, prevFCN = -53.37124119 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37124129 tauB0=0.0002923, prevFCN = -53.37124128 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37124119 wB0=0.3541, prevFCN = -53.37124138 FCN=-53.3713 FROM MIGRAD STATUS=PROGRESS 504 CALLS 505 TOTAL EDM=4.68911e-06 STRATEGY= 2 ERROR MATRIX UNCERTAINTY 100.0 per cent EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20196e-01 3.53061e-03 4.62038e-07 5.07422e-03 2 DeltaGammaB0 9.99992e-03 1.64625e-02 3.89776e-02 2.98955e-07 3 DeltaMassB0 2.63422e+03 2.30839e+01 -2.83857e-08 5.13833e-04 4 ImEtaB0 -6.17547e-01 7.12564e-02 -5.77440e-07 -1.24138e-02 5 N_B02KpiSig 8.79625e+04 2.43831e+02 -2.53290e-07 -2.22033e-02 6 N_B02pipiSig 2.27498e+04 1.61623e+02 -2.89591e-07 -1.47060e-02 7 ReEtaB0 1.04024e+00 3.81018e-02 1.82091e-07 -3.35433e-03 8 deltaB02Kpi 1.27146e+00 4.58784e-03 -6.14206e-06 7.29272e-03 9 deltaB02pipi 1.29714e+00 5.73464e-03 3.24786e-06 -2.20293e-03 10 etaB02Kpi 9.97685e-01 4.06250e-03 5.31698e-07 -3.58747e-03 11 etaB02pipi 9.91497e-01 4.39305e-03 -1.41071e-06 -6.19072e-03 12 mB0_mean 5.27892e+03 5.63493e-02 -5.48240e-08 -1.28854e-01 13 mB0_width 1.60354e+01 4.65813e-02 3.09720e-07 9.65465e-03 14 muB02Kpi 1.33889e-03 1.40790e-05 -5.72969e-08 -1.60428e-04 15 muB02pipi 1.32448e-03 1.51362e-05 -9.23395e-07 -4.05203e-03 16 tauB0 2.92261e-04 8.52320e-07 -4.84464e-08 -1.26763e-03 17 wB0 3.54156e-01 2.60766e-03 3.44054e-06 1.74173e-03 ERR DEF= 0.5 RELATIVE CHANGE IN COV. MATRIX=9877.2 per cent MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. START COVARIANCE MATRIX CALCULATION. wB0=0.3542, prevFCN = -53.37125413 B02Kpi_A=-0.1202, prevFCN = -53.37124119 B02Kpi_A=-0.1202, prevFCN = -53.37124138 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37124467 DeltaGammaB0=0.008795, prevFCN = -53.37124497 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37124128 DeltaMassB0=2634, prevFCN = -53.37124129 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37124172 ImEtaB0=-0.6179, prevFCN = -53.37124085 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37124143 N_B02KpiSig=8.796e+04, prevFCN = -53.37124114 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.3712414 N_B02pipiSig=2.275e+04, prevFCN = -53.37124117 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37124135 ReEtaB0=1.04, prevFCN = -53.37124122 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37124109 deltaB02Kpi=1.271, prevFCN = -53.37124147 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37124135 deltaB02pipi=1.297, prevFCN = -53.37124122 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37124134 etaB02Kpi=0.9977, prevFCN = -53.37124123 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37124139 etaB02pipi=0.9915, prevFCN = -53.37124118 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37124142 mB0_mean=5279, prevFCN = -53.37124115 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37124119 mB0_width=16.04, prevFCN = -53.37124138 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37124129 muB02Kpi=0.001339, prevFCN = -53.37124128 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37124138 muB02pipi=0.001324, prevFCN = -53.37124119 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37124129 tauB0=0.0002923, prevFCN = -53.37124128 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37124119 wB0=0.3541, prevFCN = -53.37124138 B02Kpi_A=-0.1202, wB0=0.3542, prevFCN = -53.3712536 B02Kpi_A=-0.1202, prevFCN = -53.37125363 B02Kpi_A=-0.1202, DeltaGammaB0=0.009946, prevFCN = -53.37125372 DeltaGammaB0=0.009954, prevFCN = -53.37125378 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37125362 DeltaMassB0=2634, prevFCN = -53.37125362 DeltaMassB0=2634, ImEtaB0=-0.6175, prevFCN = -53.37125371 ImEtaB0=-0.6176, prevFCN = -53.37125353 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37125364 N_B02KpiSig=8.796e+04, prevFCN = -53.37125359 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37125364 N_B02pipiSig=2.275e+04, prevFCN = -53.37125359 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37125363 ReEtaB0=1.04, prevFCN = -53.3712536 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37125358 deltaB02Kpi=1.271, prevFCN = -53.37125365 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37125363 deltaB02pipi=1.297, prevFCN = -53.3712536 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37125363 etaB02Kpi=0.9977, prevFCN = -53.37125361 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37125364 etaB02pipi=0.9915, prevFCN = -53.3712536 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37125364 mB0_mean=5279, prevFCN = -53.37125359 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.3712536 mB0_width=16.04, prevFCN = -53.37125364 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37125362 muB02Kpi=0.001339, prevFCN = -53.37125361 muB02Kpi=0.001339, prevFCN = -53.37125411 muB02Kpi=0.001339, prevFCN = -53.37125411 muB02Kpi=0.001339, prevFCN = -53.37125413 muB02Kpi=0.001339, prevFCN = -53.37125413 muB02Kpi=0.001339, muB02pipi=0.001324, prevFCN = -53.37125364 muB02pipi=0.001324, prevFCN = -53.3712536 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37125362 tauB0=0.0002923, prevFCN = -53.37125362 tauB0=0.0002923, prevFCN = -53.37125411 tauB0=0.0002923, prevFCN = -53.37125411 tauB0=0.0002923, wB0=0.3542, prevFCN = -53.3712536 wB0=0.3542, prevFCN = -53.37125364 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, wB0=0.3542, prevFCN = -53.37123174 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122834 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123183 B02Kpi_A=-0.1202, DeltaGammaB0=0.01, DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122879 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123224 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122894 B02Kpi_A=-0.1202, DeltaMassB0=2634, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122888 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123197 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122872 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122902 B02Kpi_A=-0.1202, ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122846 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123193 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122851 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122944 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.3712287 B02Kpi_A=-0.1202, N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122842 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123189 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37123184 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122257 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122865 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122904 B02Kpi_A=-0.1202, N_B02pipiSig=2.275e+04, ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122816 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123164 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122827 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122869 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122862 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122836 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122832 B02Kpi_A=-0.1202, ReEtaB0=1.04, deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122842 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.3712319 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.3712285 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122907 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122865 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122899 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122866 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122831 B02Kpi_A=-0.1202, deltaB02Kpi=1.271, deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122843 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123188 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122842 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122894 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122892 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122861 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122857 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37121228 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122856 B02Kpi_A=-0.1202, deltaB02pipi=1.297, etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122846 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123195 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122854 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122924 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122869 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122918 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122866 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122836 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37121255 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122861 B02Kpi_A=-0.1202, etaB02Kpi=0.9977, etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37122848 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123196 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122855 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.371229 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122859 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122865 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122867 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122837 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122865 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122862 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122869 B02Kpi_A=-0.1202, etaB02pipi=0.9915, mB0_mean=5279, mB0_width=16.04, prevFCN = -53.3712284 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123173 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122836 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122886 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37123286 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37123122 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122853 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122848 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122861 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122903 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122883 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37122834 B02Kpi_A=-0.1202, mB0_mean=5279, mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.3712284 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123183 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122846 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122888 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122937 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122856 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122851 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122828 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122851 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122854 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122855 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37122898 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37122893 B02Kpi_A=-0.1202, mB0_width=16.04, muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37122845 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123192 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122853 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122901 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122868 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122957 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122864 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122835 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122863 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.3712286 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122869 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37122888 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37122867 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37122854 B02Kpi_A=-0.1202, muB02Kpi=0.001339, muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37122829 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123179 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122837 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122897 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122755 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122752 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122849 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122911 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122908 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37123008 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.37122966 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.3712286 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37122771 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37122831 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37122846 B02Kpi_A=-0.1202, muB02pipi=0.001324, tauB0=0.0002923, wB0=0.3542, prevFCN = -53.37122827 B02Kpi_A=-0.1202, DeltaGammaB0=0.008756, prevFCN = -53.37123173 DeltaGammaB0=0.01, DeltaMassB0=2634, prevFCN = -53.37122475 DeltaMassB0=2634, ImEtaB0=-0.6172, prevFCN = -53.37122338 ImEtaB0=-0.6175, N_B02KpiSig=8.796e+04, prevFCN = -53.37122918 N_B02KpiSig=8.796e+04, N_B02pipiSig=2.275e+04, prevFCN = -53.37122858 N_B02pipiSig=2.275e+04, ReEtaB0=1.04, prevFCN = -53.37122517 ReEtaB0=1.04, deltaB02Kpi=1.271, prevFCN = -53.37122799 deltaB02Kpi=1.271, deltaB02pipi=1.297, prevFCN = -53.37122844 deltaB02pipi=1.297, etaB02Kpi=0.9977, prevFCN = -53.37122827 etaB02Kpi=0.9977, etaB02pipi=0.9915, prevFCN = -53.3712285 etaB02pipi=0.9915, mB0_mean=5279, prevFCN = -53.37122848 mB0_mean=5279, mB0_width=16.04, prevFCN = -53.37122854 mB0_width=16.04, muB02Kpi=0.001339, prevFCN = -53.37122844 muB02Kpi=0.001339, muB02pipi=0.001325, prevFCN = -53.37122845 muB02pipi=0.001324, tauB0=0.0002923, prevFCN = -53.37122814 EIGENVALUES OF SECOND-DERIVATIVE MATRIX: 3.7380e-01 3.7579e-01 7.2063e-01 7.4120e-01 7.7958e-01 9.6201e-01 9.8448e-01 9.9864e-01 1.0011e+00 1.0025e+00 1.0229e+00 1.0355e+00 1.1399e+00 1.2037e+00 1.3951e+00 1.6260e+00 1.6371e+00 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-53.3713 FROM MIGRAD STATUS=CONVERGED 715 CALLS 716 TOTAL EDM=1.72593e-08 STRATEGY= 2 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 B02Kpi_A -1.20196e-01 3.53243e-03 1.80328e-05 5.16461e-03 2 DeltaGammaB0 9.99992e-03 1.96719e-02 5.00000e-01 3.09665e-07 3 DeltaMassB0 2.63422e+03 2.33599e+01 2.26562e-06 5.13833e-04 4 ImEtaB0 -6.17547e-01 7.27354e-02 3.51485e-05 -1.25860e-02 5 N_B02KpiSig 8.79625e+04 2.44434e+02 6.39665e-06 -2.25673e-02 6 N_B02pipiSig 2.27498e+04 1.61773e+02 7.80533e-06 -1.46166e-02 7 ReEtaB0 1.04024e+00 4.07815e-02 1.98518e-05 -3.34260e-03 8 deltaB02Kpi 1.27146e+00 4.94120e-03 2.61158e-05 7.35513e-03 9 deltaB02pipi 1.29714e+00 5.56245e-03 2.93822e-05 -2.17915e-03 10 etaB02Kpi 9.97685e-01 4.10136e-03 1.62253e-05 -3.44397e-03 11 etaB02pipi 9.91497e-01 4.37933e-03 1.73004e-05 -6.12342e-03 12 mB0_mean 5.27892e+03 5.64696e-02 1.04260e-06 -1.26175e-01 13 mB0_width 1.60354e+01 4.67874e-02 9.93575e-06 9.60778e-03 14 muB02Kpi 1.33889e-03 1.40830e-05 2.17696e-05 -2.67380e-04 15 muB02pipi 1.32448e-03 1.52355e-05 2.36736e-05 -4.08153e-03 16 tauB0 2.92261e-04 8.58940e-07 2.57144e-06 -1.81090e-03 17 wB0 3.54156e-01 2.62853e-03 5.64119e-05 1.81603e-03 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 35 NPAR= 17 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 1.248e-05 8.289e-10 2.250e-05 -2.865e-05 1.962e-06 5.457e+02 -5.806e-08 -3.386e-07 -2.785e-03 5.291e-03 1.439e-02 1.483e-04 7.122e+00 -9.302e-02 5.975e+04 6.185e-04 -3.024e-04 -4.312e-01 1.594e-01 8.275e+02 2.617e+04 -1.325e-08 -1.871e-08 1.396e-01 -6.707e-04 -1.154e-02 8.287e-02 1.663e-03 -1.045e-08 2.904e-10 4.682e-04 2.686e-07 2.610e-03 -3.092e-05 1.844e-07 2.442e-05 2.928e-10 -1.283e-09 2.020e-05 -1.041e-06 1.085e-05 1.839e-03 7.798e-07 1.011e-09 3.094e-05 2.018e-08 -2.021e-09 -4.222e-04 1.491e-07 8.556e-03 1.867e-04 -9.277e-08 -1.262e-05 -7.844e-09 1.682e-05 2.306e-10 7.883e-09 -4.271e-05 3.047e-06 9.133e-04 1.032e-02 -4.701e-07 -5.988e-09 -1.523e-05 3.978e-08 1.918e-05 -6.884e-08 5.448e-09 -1.212e-03 -3.695e-06 -7.490e-02 -1.752e-02 2.238e-06 -8.766e-08 -4.407e-08 -8.169e-08 1.002e-07 -6.884e-08 5.448e-09 -1.212e-03 -3.695e-06 -7.490e-02 -1.752e-02 2.238e-06 -8.766e-08 -4.407e-08 -8.169e-08 1.002e-07 3.189e-03 1.434e-06 2.370e-09 -5.103e-04 1.188e-06 1.991e+00 8.415e-01 7.498e-06 -5.970e-07 -3.733e-07 4.023e-06 2.723e-06 1.434e-06 2.370e-09 -5.103e-04 1.188e-06 1.991e+00 8.415e-01 7.498e-06 -5.970e-07 -3.733e-07 4.023e-06 2.723e-06 -1.610e-05 2.189e-03 1.385e-10 3.891e-12 3.864e-08 -9.022e-10 1.220e-04 7.841e-06 -1.034e-10 1.921e-11 5.356e-13 8.331e-11 9.488e-12 1.385e-10 3.891e-12 3.864e-08 -9.022e-10 1.220e-04 7.841e-06 -1.034e-10 1.921e-11 5.356e-13 8.331e-11 9.488e-12 1.212e-08 1.886e-08 1.983e-10 6.757e-12 -3.648e-12 -1.487e-08 1.704e-09 9.082e-06 9.107e-05 9.819e-10 -5.739e-13 1.900e-11 2.089e-12 1.184e-10 6.757e-12 -3.648e-12 -1.487e-08 1.704e-09 9.082e-06 9.107e-05 9.819e-10 -5.739e-13 1.900e-11 2.089e-12 1.184e-10 6.904e-09 9.378e-09 1.143e-13 2.321e-10 -9.840e-12 -8.213e-12 -4.120e-08 3.448e-10 -9.557e-06 -6.044e-06 -7.304e-11 -2.630e-11 -2.970e-11 1.796e-10 1.380e-10 -9.840e-12 -8.213e-12 -4.120e-08 3.448e-10 -9.557e-06 -6.044e-06 -7.304e-11 -2.630e-11 -2.970e-11 1.796e-10 1.380e-10 6.707e-11 -1.400e-09 -9.103e-14 -6.675e-14 7.378e-13 1.329e-08 1.421e-09 -9.552e-03 -3.510e-05 1.928e-02 9.457e-04 -1.060e-05 -6.310e-08 3.773e-10 -4.875e-09 -9.710e-10 1.329e-08 1.421e-09 -9.552e-03 -3.510e-05 1.928e-02 9.457e-04 -1.060e-05 -6.310e-08 3.773e-10 -4.875e-09 -9.710e-10 2.956e-08 1.984e-06 1.868e-10 1.080e-11 -2.297e-11 6.909e-06 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.01800 1.000 0.000 -0.000 -0.000 0.017 0.001 -0.000 -0.001 0.000 0.001 0.000 -0.000 0.009 0.003 0.000 -0.003 2 0.00238 0.000 1.000 0.000 -0.001 0.000 -0.000 -0.000 0.000 -0.000 -0.000 0.000 0.000 0.000 0.000 -0.000 -0.002 3 0.20409 -0.000 0.000 1.000 -0.002 0.001 -0.000 0.147 0.004 0.000 -0.004 -0.000 -0.001 -0.000 0.000 -0.000 -0.002 4 0.30722 -0.000 -0.001 -0.002 1.000 -0.005 0.014 -0.226 0.001 -0.003 0.000 0.010 -0.001 0.000 -0.001 0.002 0.006 5 0.18409 0.017 0.000 0.001 -0.005 1.000 0.021 -0.001 0.002 0.000 0.009 0.001 -0.005 0.174 0.035 0.002 -0.046 6 0.12664 0.001 -0.000 -0.000 0.014 0.021 1.000 0.013 -0.000 0.002 0.000 0.015 -0.002 0.111 0.003 0.037 -0.043 7 0.29579 -0.000 -0.000 0.147 -0.226 -0.001 0.013 1.000 0.001 0.003 -0.001 -0.003 0.001 0.004 -0.000 0.002 -0.002 8 0.62365 -0.001 0.000 0.004 0.001 0.002 -0.000 0.001 1.000 0.000 -0.623 -0.000 -0.000 -0.003 0.000 -0.000 -0.006 9 0.62563 0.000 -0.000 0.000 -0.003 0.000 0.002 0.003 0.000 1.000 -0.000 -0.625 -0.000 -0.001 0.000 0.000 -0.006 10 0.62517 0.001 -0.000 -0.004 0.000 0.009 0.000 -0.001 -0.623 -0.000 1.000 0.002 -0.000 0.021 0.001 0.000 0.051 11 0.62651 0.000 0.000 -0.000 0.010 0.001 0.015 -0.003 -0.000 -0.625 0.002 1.000 0.000 0.013 0.000 0.002 0.037 12 0.01927 -0.000 0.000 -0.001 -0.001 -0.005 -0.002 0.001 -0.000 -0.000 -0.000 0.000 1.000 -0.006 0.015 0.008 0.001 13 0.20958 0.009 0.000 -0.000 0.000 0.174 0.111 0.004 -0.003 -0.001 0.021 0.013 -0.006 1.000 0.029 0.013 -0.035 14 0.04546 0.003 0.000 0.000 -0.001 0.035 0.003 -0.000 0.000 0.000 0.001 0.000 0.015 0.029 1.000 0.001 -0.008 15 0.03913 0.000 -0.000 -0.000 0.002 0.002 0.037 0.002 -0.000 0.000 0.000 0.002 0.008 0.013 0.001 1.000 -0.005 16 0.10121 -0.003 -0.002 -0.002 0.006 -0.046 -0.043 -0.002 -0.006 -0.006 0.051 0.037 0.001 -0.035 -0.008 -0.005 1.000 17 0.27211 0.001 0.000 -0.156 -0.184 0.030 0.002 -0.099 -0.005 0.000 -0.000 -0.000 0.000 0.016 0.005 0.000 -0.010 1.000 Command timer: Real time 0:45:48, CP time 2397.240 Session timer: Real time 0:45:48, CP time 2397.240, 2 slices fit result on NLL RooFitResult: minimized FCN value: -53.37, estimated distance to minimum: 1.726e-08 coviarance matrix quality: Full, accurate covariance matrix Constant Parameter Value -------------------- ------------ DeltaMassMeanRdn 2.5894e+03 DeltaMassSigmaB0 3.6953e+01 N_B02KpiTot 1.8870e+05 N_B02pipiTot 1.0854e+05 alphaB02Kpi 1.3000e+00 alphaB02pipi 1.3000e+00 massMax 5.7000e+03 massMin 4.9000e+03 offset -3.2263e+06 tauMeanRdn 2.9477e-04 tauSigmaB0 2.6500e-06 tomMeanB0 0.0000e+00 tomSigmaB0 7.4100e-06 Floating Parameter InitialValue FinalValue +/- Error GblCorr. -------------------- ------------ -------------------------- -------- B02Kpi_A -1.2250e-01 -1.2020e-01 +/- 3.53e-03 0.018001 DeltaGammaB0 0.0000e+00 9.9999e-03 +/- 1.97e-02 0.002380 DeltaMassB0 2.6395e+03 2.6342e+03 +/- 2.34e+01 0.204088 ImEtaB0 -5.6340e-01 -6.1755e-01 +/- 7.27e-02 0.307223 N_B02KpiSig 8.8221e+04 8.7962e+04 +/- 2.44e+02 0.184091 N_B02pipiSig 2.2889e+04 2.2750e+04 +/- 1.62e+02 0.126642 ReEtaB0 1.0041e+00 1.0402e+00 +/- 4.08e-02 0.295794 deltaB02Kpi 1.3100e+00 1.2715e+00 +/- 4.94e-03 0.623652 deltaB02pipi 1.3100e+00 1.2971e+00 +/- 5.56e-03 0.625630 etaB02Kpi 9.9000e-01 9.9768e-01 +/- 4.10e-03 0.625169 etaB02pipi 9.9000e-01 9.9150e-01 +/- 4.38e-03 0.626506 mB0_mean 5.2790e+03 5.2789e+03 +/- 5.65e-02 0.019275 mB0_width 1.6000e+01 1.6035e+01 +/- 4.68e-02 0.209578 muB02Kpi 1.3400e-03 1.3389e-03 +/- 1.41e-05 0.045460 muB02pipi 1.3400e-03 1.3245e-03 +/- 1.52e-05 0.039129 tauB0 2.9200e-04 2.9226e-04 +/- 8.59e-07 0.101214 wB0 3.5000e-01 3.5416e-01 +/- 2.63e-03 0.272110 RooFitResult: minimized FCN value: -53.37, estimated distance to minimum: 1.726e-08 coviarance matrix quality: Full, accurate covariance matrix Floating Parameter FinalValue +/- Error -------------------- -------------------------- B02Kpi_A -1.2020e-01 +/- 3.53e-03 DeltaGammaB0 9.9999e-03 +/- 1.97e-02 DeltaMassB0 2.6342e+03 +/- 2.34e+01 ImEtaB0 -6.1755e-01 +/- 7.27e-02 N_B02KpiSig 8.7962e+04 +/- 2.44e+02 N_B02pipiSig 2.2750e+04 +/- 1.62e+02 ReEtaB0 1.0402e+00 +/- 4.08e-02 deltaB02Kpi 1.2715e+00 +/- 4.94e-03 deltaB02pipi 1.2971e+00 +/- 5.56e-03 etaB02Kpi 9.9768e-01 +/- 4.10e-03 etaB02pipi 9.9150e-01 +/- 4.38e-03 mB0_mean 5.2789e+03 +/- 5.65e-02 mB0_width 1.6035e+01 +/- 4.68e-02 muB02Kpi 1.3389e-03 +/- 1.41e-05 muB02pipi 1.3245e-03 +/- 1.52e-05 tauB0 2.9226e-04 +/- 8.59e-07 wB0 3.5416e-01 +/- 2.63e-03 1.04 -0.6175 0.04078 0.07274 -0.2261 0 0 0 0 0 BD Adir=0.188138 +/- 0.045086 BD Amix=-0.501363 +/- 0.040520 BD Corr=-0.474203 MC BD Adir=0.188138 +/- 0.045039 MC BD Amix=-0.501363 +/- 0.040836 MC BD Corr=-0.473002 Eps dir could not be crated :: checking if already existing! 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RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: (pdf_fit_B02pipi,pdf_mt_B02pipi,cpdf_time_B02pipi,pdf_pTimeAndResB02pipi,pdf_m_B02pipi,pdf_unm_B02pipi,pdf_mt_B02pipi_bkg,pdf_ctime_B02pipi_Bkg,pdf_m_B02pipi_Bkg,pdf_unm_B02pipi_bkg) RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: (properTimeResB02pipi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi]) RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: (pdf_fit_B02pipi,pdf_mt_B02pipi,cpdf_time_B02pipi,pdf_pTimeAndResB02pipi,pdf_m_B02pipi,pdf_unm_B02pipi,pdf_mt_B02pipi_bkg,pdf_ctime_B02pipi_Bkg,pdf_m_B02pipi_Bkg,pdf_unm_B02pipi_bkg) RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: (properTimeResB02pipi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi],properTimeResB02pipi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02pipi]) RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02pipi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02pipi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02pipi) plot on tom integrates over variables (mpipi,tag) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: (pdf_fit_B02Kpi,pdf_mt_B02Kpi,cpdf_time_B02Kpi,pdf_pTimeAndResB02Kpi,pdf_m_B02Kpi,pdf_unm_B02Kpi,pdf_mt_B02Kpi_bkg,pdf_m_B02Kpi_Bkg,pdf_unm_B02Kpi_Bkg,pdf_ctime_B02Kpi_Bkg) RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: (properTimeResB02Kpi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi]) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: (pdf_fit_B02Kpi,pdf_mt_B02Kpi,cpdf_time_B02Kpi,pdf_pTimeAndResB02Kpi,pdf_m_B02Kpi,pdf_unm_B02Kpi,pdf_mt_B02Kpi_bkg,pdf_m_B02Kpi_Bkg,pdf_unm_B02Kpi_Bkg,pdf_ctime_B02Kpi_Bkg) RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: (properTimeResB02Kpi_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi],properTimeResB02Kpi_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02Kpi]) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02Kpi) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02Kpi) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02Kpi) plot on tom integrates over variables (mpipi,tag) RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: (pdf_fit_B02piK,pdf_mt_B02piK,cpdf_time_B02piK,pdf_pTimeAndResB02piK,pdf_m_B02piK,pdf_unm_B02piK,pdf_mt_B02piK_bkg,pdf_ctime_B02piK_Bkg,pdf_m_B02piK_Bkg,pdf_unm_B02piK_Bkg) RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: (properTimeResB02piK_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK]) RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on mpipi integrates over variables (tom,tag) RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: (pdf_fit_B02piK,pdf_mt_B02piK,cpdf_time_B02piK,pdf_pTimeAndResB02piK,pdf_m_B02piK,pdf_unm_B02piK,pdf_mt_B02piK_bkg,pdf_ctime_B02piK_Bkg,pdf_m_B02piK_Bkg,pdf_unm_B02piK_Bkg) RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: (properTimeResB02piK_conv_exp(-@0/@1)*cosh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*sinh(@0*@2/2)_tom_tauB0_DeltaGammaB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*cos(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK],properTimeResB02piK_conv_exp(-@0/@1)*sin(@0*@2)_tom_tauB0_DeltaMassB0_[pdf_pTimeAndResB02piK]) RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::plotOn(pdf_fit_B02piK) directly selected PDF components: () RooAbsPdf::plotOn(pdf_fit_B02piK) indirectly selected PDF components: () RooAbsReal::plotOn(pdf_fit_B02piK) plot on tom integrates over variables (mpipi,tag) RooAbsPdf::getLogVal(pdf_fit_B02pipi) WARNING: PDF evaluates to zero or negative value (0) Current values of PDF dependents:RooArgSet::dependents: 1) RooCategory::0xf107468::tag : B0Bar 2) RooRealVar::0xf1ac810::tom : 0.00037838 L(0 - 0.003) // [ps/MeV] 3) RooRealVar::0xf183910::mpipi : 5316.5 L(4900 - 5700) // [MeV/c^{2}] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xf144c78::DeltaGammaB0 : 0.0099999 +/- 0.019672 L(-0.01 - 0.01) 2) RooRealVar::0x97d26b8::DeltaMassB0 : 2634.2 +/- 23.360 L(10 - 1e+06) 3) RooRealVar::0x97d1ee0::ImEtaB0 : -0.617547 +/- 0.072735 L(-10 - 10) 4) RooRealVar::0x97cf2b8::N_B02pipiSig : 22750 +/- 161.77 L(0 - 5e+05) 5) RooRealVar::0x97cde80::N_B02pipiTot : 108542 C L(-INF - +INF) 6) RooRealVar::0x97d1ad8::ReEtaB0 : 1.0402 +/- 0.040782 L(-10 - 10) 7) RooRealVar::0x97d3a48::alphaB02pipi : 1.3000 C L(-INF - +INF) 8) RooRealVar::0x97d4648::deltaB02pipi : 1.2971 +/- 0.0055625 L(0.5 - 2) 9) RooRealVar::0x97d4a68::etaB02pipi : 0.99150 +/- 0.0043793 L(0 - 2) 10) RooRealVar::0x97c1c50::mB0_mean : 5278.9 +/- 0.056470 L(5100 - 5700) // [MeV/c^{2}] 11) RooRealVar::0x97c6800::mB0_width : 16.035 +/- 0.046787 L(0 - 50) // [MeV/c^{2}] 12) RooRealVar::0x97c5ff8::massMax : 5700.0 C L(-INF - +INF) 13) RooRealVar::0x97c5c10::massMin : 4900.0 C L(-INF - +INF) 14) RooRealVar::0x97d5e68::muB02pipi : 0.0013245 +/- 0.000015235 L(0.0001 - 0.01) 15) RooRealVar::0x97d2ac0::tauB0 : 0.00029226 +/- 0.00000085894 L(0 - 0.01) 16) RooRealVar::0x97d3280::tomMeanB0 : 0.0000 C L(-INF - +INF) 17) RooRealVar::0x97d3660::tomSigmaB0 : 0.0000074100 C L(-INF - +INF) 18) RooRealVar::0x97d2ea0::wB0 : 0.35416 +/- 0.0026285 L(0 - 0.5) RooNLLVar::evaluatePartition(nllB02pipi): WARNING: event 0 has zero or negative probability /home/asarti/scratch0/eps/DeltaGammaB0refBD_v4r7_0_outp_Lik_B02pipiPlot.eps RooAbsPdf::getLogVal(pdf_fit_B02pipi) WARNING: PDF evaluates to zero or negative value (0) Current values of PDF dependents:RooArgSet::dependents: 1) RooCategory::0xf128ba8::tag : B0Bar 2) RooRealVar::0xf0d1258::tom : 0.00037838 L(0 - 0.003) // [ps/MeV] 3) RooRealVar::0xf0a3bd8::mpipi : 5316.5 L(4900 - 5700) // [MeV/c^{2}] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0x97d22c8::DeltaGammaB0 : 0.0099999 +/- 0.019672 L(-0.01 - 0.01) 2) RooRealVar::0xf105190::DeltaMassB0 : 2634.2 +/- 23.360 L(10 - 1e+06) 3) RooRealVar::0x97d1ee0::ImEtaB0 : -0.617547 +/- 0.072735 L(-10 - 10) 4) RooRealVar::0x97cf2b8::N_B02pipiSig : 22750 +/- 161.77 L(0 - 5e+05) 5) RooRealVar::0x97cde80::N_B02pipiTot : 108542 C L(-INF - +INF) 6) RooRealVar::0x97d1ad8::ReEtaB0 : 1.0402 +/- 0.040782 L(-10 - 10) 7) RooRealVar::0x97d3a48::alphaB02pipi : 1.3000 C L(-INF - +INF) 8) RooRealVar::0x97d4648::deltaB02pipi : 1.2971 +/- 0.0055625 L(0.5 - 2) 9) RooRealVar::0x97d4a68::etaB02pipi : 0.99150 +/- 0.0043793 L(0 - 2) 10) RooRealVar::0x97c1c50::mB0_mean : 5278.9 +/- 0.056470 L(5100 - 5700) // [MeV/c^{2}] 11) RooRealVar::0x97c6800::mB0_width : 16.035 +/- 0.046787 L(0 - 50) // [MeV/c^{2}] 12) RooRealVar::0x97c5ff8::massMax : 5700.0 C L(-INF - +INF) 13) RooRealVar::0x97c5c10::massMin : 4900.0 C L(-INF - +INF) 14) RooRealVar::0x97d5e68::muB02pipi : 0.0013245 +/- 0.000015235 L(0.0001 - 0.01) 15) RooRealVar::0x97d2ac0::tauB0 : 0.00029226 +/- 0.00000085894 L(0 - 0.01) 16) RooRealVar::0x97d3280::tomMeanB0 : 0.0000 C L(-INF - +INF) 17) RooRealVar::0x97d3660::tomSigmaB0 : 0.0000074100 C L(-INF - +INF) 18) RooRealVar::0x97d2ea0::wB0 : 0.35416 +/- 0.0026285 L(0 - 0.5) RooNLLVar::evaluatePartition(nllB02pipi): WARNING: event 0 has zero or negative probability /home/asarti/scratch0/eps/DeltaMassB0refBD_v4r7_0_outp_Lik_B02pipiPlot.eps RooAbsPdf::getLogVal(pdf_fit_B02pipi) WARNING: PDF evaluates to zero or negative value (0) Current values of PDF dependents:RooArgSet::dependents: 1) RooCategory::0xf11ee28::tag : B0Bar 2) RooRealVar::0xf0d1230::tom : 0.00037838 L(0 - 0.003) // [ps/MeV] 3) RooRealVar::0xf1a1fe8::mpipi : 5316.5 L(4900 - 5700) // [MeV/c^{2}] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0x97d22c8::DeltaGammaB0 : 0.0099999 +/- 0.019672 L(-0.01 - 0.01) 2) RooRealVar::0x97d26b8::DeltaMassB0 : 2634.2 +/- 23.360 L(10 - 1e+06) 3) RooRealVar::0xf0f5320::ImEtaB0 : -0.617547 +/- 0.072735 L(-10 - 10) 4) RooRealVar::0x97cf2b8::N_B02pipiSig : 22750 +/- 161.77 L(0 - 5e+05) 5) RooRealVar::0x97cde80::N_B02pipiTot : 108542 C L(-INF - +INF) 6) RooRealVar::0x97d1ad8::ReEtaB0 : 1.0402 +/- 0.040782 L(-10 - 10) 7) RooRealVar::0x97d3a48::alphaB02pipi : 1.3000 C L(-INF - +INF) 8) RooRealVar::0x97d4648::deltaB02pipi : 1.2971 +/- 0.0055625 L(0.5 - 2) 9) RooRealVar::0x97d4a68::etaB02pipi : 0.99150 +/- 0.0043793 L(0 - 2) 10) RooRealVar::0x97c1c50::mB0_mean : 5278.9 +/- 0.056470 L(5100 - 5700) // [MeV/c^{2}] 11) RooRealVar::0x97c6800::mB0_width : 16.035 +/- 0.046787 L(0 - 50) // [MeV/c^{2}] 12) RooRealVar::0x97c5ff8::massMax : 5700.0 C L(-INF - +INF) 13) RooRealVar::0x97c5c10::massMin : 4900.0 C L(-INF - +INF) 14) RooRealVar::0x97d5e68::muB02pipi : 0.0013245 +/- 0.000015235 L(0.0001 - 0.01) 15) RooRealVar::0x97d2ac0::tauB0 : 0.00029226 +/- 0.00000085894 L(0 - 0.01) 16) RooRealVar::0x97d3280::tomMeanB0 : 0.0000 C L(-INF - +INF) 17) RooRealVar::0x97d3660::tomSigmaB0 : 0.0000074100 C L(-INF - +INF) 18) RooRealVar::0x97d2ea0::wB0 : 0.35416 +/- 0.0026285 L(0 - 0.5) RooNLLVar::evaluatePartition(nllB02pipi): WARNING: event 0 has zero or negative probability