ROOTSYS environment variable = /l/martinee/root_v5.10.00 Executing RooDKDalitz/rootlogon.C RooFit v2.11 -- 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 Error in : ${NAG_C_ROOT}/lib${NAG_C_NAME}.so does not exist in .:/l/martinee/root_v5.10.00/lib:/l/martinee/root_v5.10.00/lib:/l/martinee/root_v5.10.00/lib:/l/martinee/lib RooFit General shared libraries loaded NAG shared Libraries loaded RooFitBabar shared library loaded RooDKDalitz shared libraries loaded RooFit Loading RooAlias.C ... RooFit Executing RooLogon.C ... ...using style 'Plain' *** Cannot find RELEASE directory. Are you in a workdir? *** Cannot find PARENT directory. Are you in a workdir? *** The BFCURRENT environment variable is not set! *** Will not be able to find shared libraries from a release For approved plots use: gROOT->SetStyle("BABAR"); To add a BABAR label use: BABARLabel(); To add a better-scaling BABAR label use: BABARSmartLabel(); type "BABARSmartLabel(-2);" for options Processing ./results/dstar_kspipi_data_EventError_SB.C... RooDKFitMaster: configFile = './results/dstar_kspipi_data_EventError_SB.config' RooDKFitMaster: Basic Configuration read from ./results/dstar_kspipi_data_EventError_SB.config RooDKFitMaster: qABBins = 400 RooDKFitMaster: qACBins = 400 RooDKFitMaster: qBCBins = 400 RooDKFitMaster: mESMax = 5.3 RooDKFitMaster: mESMin = 5.2 RooDKFitMaster: mESBins = 100 RooDKFitMaster: deltaEBins = 100 RooDKFitMaster: deltaEMax_dkSel = 0.3 RooDKFitMaster: deltaEMin_dkSel = -0.3 RooDKFitMaster: deltaEMax_dpiSel = 0.3 RooDKFitMaster: deltaEMin_dpiSel = -0.3 RooDKFitMaster: deltaEMax_dk = 0.3 RooDKFitMaster: deltaEMin_dk = -0.3 RooDKFitMaster: deltaEMax_dpi = 0.3 RooDKFitMaster: deltaEMin_dpi = -0.3 RooDKFitMaster: deltaEshiftMax = 0.12 RooDKFitMaster: deltaEshiftMin = 0 RooDKFitMaster: deltaEshiftBins = 100 RooDKFitMaster: mDMax = 1.97 RooDKFitMaster: mDMin = 1.76 RooDKFitMaster: mDMax_Sel = 1.97 RooDKFitMaster: mDMin_Sel = 1.76 RooDKFitMaster: mDBins = 1 RooDKFitMaster: deltamMax = 0.155 RooDKFitMaster: deltamMin = 0.13957 RooDKFitMaster: deltamMax_Sel = 0.155 RooDKFitMaster: deltamMin_Sel = 0.13957 RooDKFitMaster: deltamBins = 1 RooDKFitMaster: tRecoMax = 10 RooDKFitMaster: tRecoMin = -10 RooDKFitMaster: tRecoBins = 1 RooDKFitMaster: tErrMax = 1 RooDKFitMaster: tErrMin = 0 RooDKFitMaster: tErrBins = 1 RooDKFitMaster: tTrueMax = 1e+06 RooDKFitMaster: tTrueMin = -1e+06 RooDKFitMaster: tTrueBins = 1 RooDKFitMaster: fisherMax = 5 RooDKFitMaster: fisherMin = -5 RooDKFitMaster: fisherMax_Sel = 5 RooDKFitMaster: fisherMin_Sel = -5 RooDKFitMaster: fisherBins = 100 RooDKFitMaster: minimizer = Minuit RooDKFitMaster: simplex = No RooDKFitMaster: doMinosPhys = No RooDKFitMaster: doBinnedFit = No RooDKFitMaster: typeBinnedFit = Likelihood RooDKFitMaster: flavorOption = reco RooDKFitMaster: deltaEDhOption = none RooDKFitMaster: mESOption = out RooDKFitMaster: fisherOption = out RooDKFitMaster: mDOption = out RooDKFitMaster: deltamOption= in RooDKFitMaster: tOption = in RooDKFitMaster: tErrOption = in RooDKFitMaster: fitVerbose = Yes RooDKFitMaster: fixShapeParams = Yes RooDKFitMaster: fixYieldParams = No RooDKFitMaster: integTypeNorm = Grid RooDKFitMaster: nBins1DNorm = 1000 RooDKFitMaster: nBins2DNorm = 400 RooDKFitMaster: removeEvtsOutPS = Yes RooDKFitMaster: binningMIOption = GRID RooDKFitMaster: nMcExpMICoefs = 10000 RooDKFitMaster: phaseShiftWatson = No RooDKFitMaster: coherentAmpFakeD = No RooDKFitMaster: resFcn = 3GSig3GBkgEventError RooDKFitMaster: diskCachePrefix = RooDKFitMaster: dsel_runBlock = RooDKFitMaster: dsel_dk = ((((BdecayMode==BdecayMode::Dstar))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: dsel_dpi = (((fisher>=-5.00)&&(fisher<= 5.0))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: dsel_fitSel = ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: dsel_fit = ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: Blinding configuration read from ./results/dstar_kspipi_data_EventError_SB.config RooArgSet::: (Owning contents) 1) RooAbsString: blindString_rb = : "Blinding String rb" 2) RooRealVar::0x2720e50::blindSigma_rb : 0.00000e+00 C L(-INF - +INF) 3) RooAbsString: blindString_phaseW = : "Blinding String phaseW" 4) RooRealVar::0x2721910::blindSigma_phaseW : 0.00000e+00 C L(-INF - +INF) 5) RooAbsString: blindString_phaseS = : "Blinding String phaseS" 6) RooRealVar::0x2722660::blindSigma_phaseS : 0.00000e+00 C L(-INF - +INF) 7) RooAbsString: blindString_phaseM = : "Blinding String phaseM" 8) RooRealVar::0x27233b0::blindSigma_phaseM : 0.00000e+00 C L(-INF - +INF) 9) RooAbsString: blindString_phaseP = : "Blinding String phaseP" 10) RooRealVar::0x2724100::blindSigma_phaseP : 0.00000e+00 C L(-INF - +INF) 11) RooAbsString: blindString_reM = : "Blinding String reM" 12) RooRealVar::0x2724e50::blindSigma_reM : 0.00000e+00 C L(-INF - +INF) 13) RooAbsString: blindString_imM = : "Blinding String imM" 14) RooRealVar::0x2725ba0::blindSigma_imM : 0.00000e+00 C L(-INF - +INF) 15) RooAbsString: blindString_reP = : "Blinding String reP" 16) RooRealVar::0x27268f0::blindSigma_reP : 0.00000e+00 C L(-INF - +INF) 17) RooAbsString: blindString_imP = : "Blinding String imP" 18) RooRealVar::0x2727640::blindSigma_imP : 0.00000e+00 C L(-INF - +INF) 19) RooAbsString: blindString_absqOverp = : "Blinding String absqOverp" 20) RooRealVar::0x2728390::blindSigma_absqOverp : 0.00000e+00 C L(-INF - +INF) 21) RooAbsString: blindString_argqOverp = : "Blinding String argqOverp" 22) RooRealVar::0x27290e0::blindSigma_argqOverp : 0.00000e+00 C L(-INF - +INF) 23) RooAbsString: blindString_x = : "Blinding String x" 24) RooRealVar::0x2729e30::blindSigma_x : 0.00000e+00 C L(-INF - +INF) 25) RooAbsString: blindString_y = : "Blinding String y" 26) RooRealVar::0x272ab80::blindSigma_y : 0.00000e+00 C L(-INF - +INF) ***** WARNING: missing blinding configuration. Missing parts are: (blindString_rb,blindSigma_rb,blindString_phaseW,blindSigma_phaseW,blindString_phaseS,blindSigma_phaseS,blindString_phaseM,blindSigma_phaseM,blindString_phaseP,blindSigma_phaseP,blindString_reM,blindSigma_reM,blindString_imM,blindSigma_imM,blindString_reP,blindSigma_reP,blindString_imP,blindSigma_imP,blindString_absqOverp,blindSigma_absqOverp,blindString_argqOverp,blindSigma_argqOverp,blindString_x,blindSigma_x,blindString_y,blindSigma_y) ***** Please, make sure this is not a configuration error. RooDKFitProto: Initializing data set variables RooDKFitProto: Building proto parameters RooDKDalitzTools: Blinding not activated for rb RooDKDalitzTools: Blinding not activated for phaseW RooDKDalitzTools: Blinding not activated for phaseS RooDKDalitzTools: Blinding not activated for phaseM RooDKDalitzTools: Blinding not activated for phaseP RooDKDalitzTools: Blinding not activated for reM RooDKDalitzTools: Blinding not activated for imM RooDKDalitzTools: Blinding not activated for reP RooDKDalitzTools: Blinding not activated for imP RooDKDalitzTools: Blinding not activated for absqOverp RooDKDalitzTools: Blinding not activated for argqOverp RooDKDalitzTools: Blinding not activated for x RooDKDalitzTools: Blinding not activated for y RooDKFitProto: Building proto selection PDFs RooDKFitProto: Building proto proper time resolution function PDFs RooDKFitProto: Building proto selection Dstar PDFs RooDKFitProto: Building proto efficiency map PDFs RooDKFitProto: Building proto Dalitz PDFs RooDKFitProto: Building proto Dalitz D* PDFs Configuring I/O for toy Monte Carlo generation RooArgSet::: (Owning contents) 1) RooCategory::0x3e11080::toyMcParamsFromResultsRootFile : No 2) RooAbsString: toyMcResultsRootFile = : "ROOT file with persisted toy MC fit results" 3) RooAbsString: toyMcDataRootFile = : "ROOT file with persisted toy MC data" 4) RooCategory::0x40b2f50::toyMcRandomizePhysParams : No 5) RooAbsString: toyMcSeed = -1 : "Toy MC random seed" Load datasets RooDKFitMaster::load_datasets: reading events from ASCII files RooDKFitProto: Reading ascii data files RooDataSet::read: reading file d0mixDalitz_kspipi_On_Bbest_Cut9_Nentries_0.dat RooDataSet::read: reading file d0mixDalitz_kspipi_Off_Bbest_Cut9_Nentries_0.dat RooDataSet::read: reading file d0mixDalitz_kspipi_On_Bbest_Cut10_Nentries_0.dat RooDataSet::read: reading file d0mixDalitz_kspipi_Off_Bbest_Cut10_Nentries_0.dat RooDataSet::read: read 148708 events (ignored 134304 out of range events) RooAbsData::reduce(dataset) WARNING: variable iBinACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable iBinStateACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dk not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dpi not in dataset, ignored dkRawData has 148708 entries RooDKFitProto: Reading ascii data files RooDataSet::read: read 0 events (ignored 0 out of range events) RooAbsData::reduce(dataset) WARNING: variable iBinACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable iBinStateACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dk not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dpi not in dataset, ignored dpiRawData has 0 entries fitDataSel has 148708 entries RooDKFitMaster::load_datasets: removing events outside phase space. RooDKFitMaster::load_datasets: rejected 2 events, which represent a 0.00134492% of the events. RooDKFitMaster::load_datasets: rejected 0 events after mES corrections, which represent a 0% of the events. dsel_fitSel: ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) dsel_fit : ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.76000)&&(mD<= 1.97000)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster::load_datasets: fitDataSel has 148700 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+--------+ | {Dstar;KsPiPi} | 148700 | +-------------------+--------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 74448 | | {Dstar;KsPiPi;Bminus} | 74252 | +--------------------------+-------+ RooDKFitMaster::load_datasets: fitData has 148700 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+--------+ | {Dstar;KsPiPi} | 148700 | +-------------------+--------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 74448 | | {Dstar;KsPiPi;Bminus} | 74252 | +--------------------------+-------+ Build PDFs RooSimPdfBuilder::buildPdf: category indexing physics model: DdecayMode_split RooSimPdfBuilder::buildPdf: list of physics models (selDstarTDExtendPdf) RooSimPdfBuilder::buildPdf: splitting of category BdecayMode restricted to states (Dstar) RooSimPdfBuilder::buildPdf: list of splitting categories (BdecayMode,DdecayMode_split) RooSimPdfBuilder::buildPdf: list of auxiliary splitting categories (superBdecayMode,BdecayModeKPi,superBdecayModeKPi) RooSimPdfBuilder::buildPdf: processing physics model selDstarTDExtendPdf RooSimPdfBuilder::buildPdf: configured customizers for all physics models RooCustomizer for selDstarTDExtendPdf Splitting rules: dmSigJsuMean is split by DdecayMode_split dmSigJsuWidth is split by DdecayMode_split dmSigJsuGamma is split by DdecayMode_split dmSigJsuDelta is split by DdecayMode_split dmSigG1Mean is split by DdecayMode_split dmSigG1Width is split by DdecayMode_split dmSigJsuFrac is split by DdecayMode_split dmDm0 is split by DdecayMode_split dmSigSlope is split by DdecayMode_split dmSigJsuG1Frac is split by DdecayMode_split dmBkgSlope is split by DdecayMode_split dmBkgKsKsJsuMean is split by DdecayMode_split dmBkgKsKsJsuWidth is split by DdecayMode_split dmBkgKsKsJsuGamma is split by DdecayMode_split dmBkgKsKsJsuDelta is split by DdecayMode_split dmBkgKsKsGWidth is split by DdecayMode_split dmBkgKsKsJsuFrac is split by DdecayMode_split dmSigFakeDG1Width is split by DdecayMode_split dmSigFakeDG2Width is split by DdecayMode_split dmSigFakeDG1Frac is split by DdecayMode_split dmSigFakeDSlope is split by DdecayMode_split dmSigFakeDArgFrac is split by DdecayMode_split nDstarContGoodD is split by DdecayMode_split nDstarSigFakeD is split by DdecayMode_split nDstarSigGoodD is split by DdecayMode_split nDstarSigFakeD4uds is split by DdecayMode_split nDstarSigFakeDKsKs is split by DdecayMode_split nDstarContFakeD is split by DdecayMode_split sigC_bias is split by DdecayMode_split sigT_bias is split by DdecayMode_split sigC_scfa is split by DdecayMode_split sigT_scfa is split by DdecayMode_split sigC_frac is split by DdecayMode_split sigO_frac is split by DdecayMode_split sigO_bias is split by DdecayMode_split sigO_scfa is split by DdecayMode_split bkgC_bias is split by DdecayMode_split bkgT_bias is split by DdecayMode_split bkgC_scfa is split by DdecayMode_split bkgT_scfa is split by DdecayMode_split bkgC_frac is split by DdecayMode_split bkgO_frac is split by DdecayMode_split bkgO_bias is split by DdecayMode_split bkgO_scfa is split by DdecayMode_split bkg_tau is split by DdecayMode_split bkgKsKsC_bias is split by DdecayMode_split bkgKsKsT_bias is split by DdecayMode_split bkgKsKsC_scfa is split by DdecayMode_split bkgKsKsT_scfa is split by DdecayMode_split bkgKsKsC_frac is split by DdecayMode_split bkgKsKsO_frac is split by DdecayMode_split bkgKsKs_tau is split by DdecayMode_split tErrSigMean is split by DdecayMode_split tErrSigWidth is split by DdecayMode_split tErrSigDelta is split by DdecayMode_split tErrSigGamma is split by DdecayMode_split tErrBkgMean is split by DdecayMode_split tErrBkgWidth is split by DdecayMode_split tErrBkgDelta is split by DdecayMode_split tErrBkgGamma is split by DdecayMode_split RooSimPdfBuilder::buildPdf: Customizing physics model selDstarTDExtendPdf for mode {KsPiPi;Dstar} Pdf component : {KsPiPi;Dstar} RooCustomizer for selDstarTDExtendPdf_{Dstar;KsPiPi} (sterile) RooCustomizer for pdfSelRawCust (sterile) RooArgSet::dependents: 1) RooCategory::0x2798180::DdecayMode_split : KsKK 2) RooCategory::0x274f030::BdecayMode : Dstar 3) RooRealVar::0x2740b00::deltam : 1.45255e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x273fdc0::tReco : 1.44846e+00 L(-10 - 10) // [ps] 5) RooRealVar::0x2740220::tErr : 1.91504e-01 L(0 - 1) // [ps] Selection PDF configuration: parameter values from './results/dstar_kspipi_data_EventError_SB.config' : Initial parameters configured RooArgSet::parameters_selection: 1) RooRealVar::0x11007a80::bkgC_bias_KsPiPi : -3.24678e-01 +/- 6.901e-03 L(-1 - 1) 2) RooRealVar::0x1100c020::bkgC_frac_KsPiPi : 9.02061e-01 +/- 5.396e-03 L(0 - 1) 3) RooRealVar::0x110085b0::bkgC_scfa_KsPiPi : 1.02649e+00 +/- 5.911e-03 L(0.001 - 20) 4) RooRealVar::0x11016f70::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0x11019e60::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0x11017b70::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0x1101aa30::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0x11018730::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0x110192b0::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0x110163c0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0x11009160::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0x1100cb70::bkgO_frac_KsPiPi : 4.60328e-03 +/- 6.920e-04 L(0 - 1) 13) RooRealVar::0x11009d10::bkgO_scfa_KsPiPi : 2.49140e+00 +/- 1.377e-01 L(0 - 20) 14) RooRealVar::0x1100a8f0::bkgT_bias_KsPiPi : 3.61313e-01 +/- 5.126e-02 L(-3 - 3) 15) RooRealVar::0x1100b470::bkgT_scfa_KsPiPi : 2.63177e+00 +/- 6.117e-02 L(0.001 - 20) 16) RooRealVar::0x11006e70::bkg_tau_KsPiPi : 2.64276e-01 +/- 3.092e-03 L(0.1 - 1) // [ps] 17) RooRealVar::0x11015810::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0x11014050::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0x11014c10::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0x110134e0::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0x11011d30::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0x110128e0::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0x1101c130::dmBkgSlope_KsPiPi : -1.53782e+00 +/- 1.764e-01 C L(-100 - 0) 24) RooRealVar::0x10ff8270::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0x11003f70::dmSigFakeDArgFrac_KsPiPi : 9.07821e-01 +/- 9.264e-03 L(0 - 1) 26) RooRealVar::0x110056f0::dmSigFakeDG1Frac_KsPiPi : 6.66244e-01 +/- 5.365e-02 L(0 - 1) 27) RooRealVar::0x11004b60::dmSigFakeDG1Width_KsPiPi : 1.45723e-03 +/- 6.086e-05 L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0x11006300::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0x11003350::dmSigFakeDSlope_KsPiPi : -4.17445e+00 +/- 7.054e-02 L(-100 - 0) 30) RooRealVar::0x10ff5f50::dmSigG1Mean_KsPiPi : 1.45283e-01 +/- 6.160e-05 C L(0.14 - 0.15) // [GeV] 31) RooRealVar::0x10ff6b10::dmSigG1Width_KsPiPi : 1.13593e-03 +/- 6.065e-05 C L(1e-05 - 0.01) // [GeV] 32) RooRealVar::0x10ff47f0::dmSigJsuDelta_KsPiPi : 6.91618e-01 +/- 7.436e-03 C L(0 - 10) 33) RooRealVar::0x10ff53a0::dmSigJsuFrac_KsPiPi : 9.62293e-01 +/- 4.591e-03 C L(0 - 1) 34) RooRealVar::0x10ff7740::dmSigJsuG1Frac_KsPiPi : 9.83510e-01 +/- 1.997e-03 C L(0 - 1) 35) RooRealVar::0x10ff3c30::dmSigJsuGamma_KsPiPi : -2.31667e-02 +/- 5.452e-03 C L(-10 - 0) 36) RooRealVar::0x10ff2550::dmSigJsuMean_KsPiPi : 1.45427e-01 +/- 1.288e-06 C L(0.14 - 0.15) // [GeV] 37) RooRealVar::0x10ff3070::dmSigJsuWidth_KsPiPi : 2.60775e-04 +/- 2.263e-06 C L(1e-05 - 0.01) // [GeV] 38) RooRealVar::0x10ff8ee0::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0x1101d880::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 40) RooRealVar::0x1101ccd0::nDstarContGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 41) RooRealVar::0x11011220::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 42) RooRealVar::0x1101b550::nDstarSigFakeDKsKs_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 43) RooRealVar::0x11010650::nDstarSigFakeD_KsPiPi : 1.00000e+00 C L(0 - 1e+08) 44) RooRealVar::0x11002780::nDstarSigGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 45) RooRealVar::0x10ff9aa0::sigC_bias_KsPiPi : -4.93158e-03 +/- 3.100e-03 C L(-1 - 1) 46) RooRealVar::0x10ffe0d0::sigC_frac_KsPiPi : 9.58017e-01 +/- 3.959e-03 C L(0 - 1) 47) RooRealVar::0x10ffa650::sigC_scfa_KsPiPi : 9.76347e-01 +/- 3.768e-03 C L(0.001 - 2) 48) RooRealVar::0x10ffb210::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0x10ffec80::sigO_frac_KsPiPi : 9.86506e-04 +/- 2.442e-04 C L(0 - 1) 50) RooRealVar::0x10ffbdb0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 51) RooRealVar::0x10ffc910::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 52) RooRealVar::0x10ffd510::sigT_scfa_KsPiPi : 2.17372e+00 +/- 6.388e-02 C L(0.001 - 5) 53) RooRealVar::0x1100faa0::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 54) RooRealVar::0x1100eef0::tErrBkgGamma_KsPiPi : -5.17558e+00 +/- 9.482e-02 L(-100 - 0) 55) RooRealVar::0x1100d760::tErrBkgMean_KsPiPi : 7.86023e-02 +/- 5.882e-04 L(0 - 2) 56) RooRealVar::0x1100e2e0::tErrBkgWidth_KsPiPi : 3.26622e-02 +/- 1.686e-03 L(0.0001 - 2) 57) RooRealVar::0x11001b90::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 58) RooRealVar::0x11000fa0::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 59) RooRealVar::0x10fff830::tErrSigMean_KsPiPi : 7.02981e-02 +/- 4.685e-04 C L(0 - 2) 60) RooRealVar::0x110003b0::tErrSigWidth_KsPiPi : 1.77419e-02 +/- 4.624e-04 C L(0.0001 - 2) 61) RooRealVar::0x27bf290::tau : 4.13362e-01 +/- 1.005e-03 C L(0.1 - 1) // [ps] Initial parameters NOT configured RooArgSet::parameters_selection: RooDKFitMaster: PDF parameters before fitting RooArgSet::parameters: 1) RooRealVar::0x11007a80::bkgC_bias_KsPiPi : -3.24678e-01 +/- 6.901e-03 L(-1 - 1) 2) RooRealVar::0x1100c020::bkgC_frac_KsPiPi : 9.02061e-01 +/- 5.396e-03 L(0 - 1) 3) RooRealVar::0x110085b0::bkgC_scfa_KsPiPi : 1.02649e+00 +/- 5.911e-03 L(0.001 - 20) 4) RooRealVar::0x11016f70::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0x11019e60::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0x11017b70::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0x1101aa30::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0x11018730::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0x110192b0::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0x110163c0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0x11009160::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0x1100cb70::bkgO_frac_KsPiPi : 4.60328e-03 +/- 6.920e-04 L(0 - 1) 13) RooRealVar::0x11009d10::bkgO_scfa_KsPiPi : 2.49140e+00 +/- 1.377e-01 L(0 - 20) 14) RooRealVar::0x1100a8f0::bkgT_bias_KsPiPi : 3.61313e-01 +/- 5.126e-02 L(-3 - 3) 15) RooRealVar::0x1100b470::bkgT_scfa_KsPiPi : 2.63177e+00 +/- 6.117e-02 L(0.001 - 20) 16) RooRealVar::0x11006e70::bkg_tau_KsPiPi : 2.64276e-01 +/- 3.092e-03 L(0.1 - 1) // [ps] 17) RooRealVar::0x11015810::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0x11014050::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0x11014c10::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0x110134e0::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0x11011d30::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0x110128e0::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0x1101c130::dmBkgSlope_KsPiPi : -1.53782e+00 +/- 1.764e-01 C L(-100 - 0) 24) RooRealVar::0x10ff8270::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0x11003f70::dmSigFakeDArgFrac_KsPiPi : 9.07821e-01 +/- 9.264e-03 L(0 - 1) 26) RooRealVar::0x110056f0::dmSigFakeDG1Frac_KsPiPi : 6.66244e-01 +/- 5.365e-02 L(0 - 1) 27) RooRealVar::0x11004b60::dmSigFakeDG1Width_KsPiPi : 1.45723e-03 +/- 6.086e-05 L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0x11006300::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0x11003350::dmSigFakeDSlope_KsPiPi : -4.17445e+00 +/- 7.054e-02 L(-100 - 0) 30) RooRealVar::0x10ff5f50::dmSigG1Mean_KsPiPi : 1.45283e-01 +/- 6.160e-05 C L(0.14 - 0.15) // [GeV] 31) RooRealVar::0x10ff6b10::dmSigG1Width_KsPiPi : 1.13593e-03 +/- 6.065e-05 C L(1e-05 - 0.01) // [GeV] 32) RooRealVar::0x10ff47f0::dmSigJsuDelta_KsPiPi : 6.91618e-01 +/- 7.436e-03 C L(0 - 10) 33) RooRealVar::0x10ff53a0::dmSigJsuFrac_KsPiPi : 9.62293e-01 +/- 4.591e-03 C L(0 - 1) 34) RooRealVar::0x10ff7740::dmSigJsuG1Frac_KsPiPi : 9.83510e-01 +/- 1.997e-03 C L(0 - 1) 35) RooRealVar::0x10ff3c30::dmSigJsuGamma_KsPiPi : -2.31667e-02 +/- 5.452e-03 C L(-10 - 0) 36) RooRealVar::0x10ff2550::dmSigJsuMean_KsPiPi : 1.45427e-01 +/- 1.288e-06 C L(0.14 - 0.15) // [GeV] 37) RooRealVar::0x10ff3070::dmSigJsuWidth_KsPiPi : 2.60775e-04 +/- 2.263e-06 C L(1e-05 - 0.01) // [GeV] 38) RooRealVar::0x10ff8ee0::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0x1101d880::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 40) RooRealVar::0x1101ccd0::nDstarContGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 41) RooRealVar::0x11011220::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 42) RooRealVar::0x1101b550::nDstarSigFakeDKsKs_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 43) RooRealVar::0x11010650::nDstarSigFakeD_KsPiPi : 1.00000e+00 C L(0 - 1e+08) 44) RooRealVar::0x11002780::nDstarSigGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 45) RooRealVar::0x10ff9aa0::sigC_bias_KsPiPi : -4.93158e-03 +/- 3.100e-03 C L(-1 - 1) 46) RooRealVar::0x10ffe0d0::sigC_frac_KsPiPi : 9.58017e-01 +/- 3.959e-03 C L(0 - 1) 47) RooRealVar::0x10ffa650::sigC_scfa_KsPiPi : 9.76347e-01 +/- 3.768e-03 C L(0.001 - 2) 48) RooRealVar::0x10ffb210::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0x10ffec80::sigO_frac_KsPiPi : 9.86506e-04 +/- 2.442e-04 C L(0 - 1) 50) RooRealVar::0x10ffbdb0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 51) RooRealVar::0x10ffc910::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 52) RooRealVar::0x10ffd510::sigT_scfa_KsPiPi : 2.17372e+00 +/- 6.388e-02 C L(0.001 - 5) 53) RooRealVar::0x1100faa0::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 54) RooRealVar::0x1100eef0::tErrBkgGamma_KsPiPi : -5.17558e+00 +/- 9.482e-02 L(-100 - 0) 55) RooRealVar::0x1100d760::tErrBkgMean_KsPiPi : 7.86023e-02 +/- 5.882e-04 L(0 - 2) 56) RooRealVar::0x1100e2e0::tErrBkgWidth_KsPiPi : 3.26622e-02 +/- 1.686e-03 L(0.0001 - 2) 57) RooRealVar::0x11001b90::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 58) RooRealVar::0x11000fa0::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 59) RooRealVar::0x10fff830::tErrSigMean_KsPiPi : 7.02981e-02 +/- 4.685e-04 C L(0 - 2) 60) RooRealVar::0x110003b0::tErrSigWidth_KsPiPi : 1.77419e-02 +/- 4.624e-04 C L(0.0001 - 2) 61) RooRealVar::0x27bf290::tau : 4.13362e-01 +/- 1.005e-03 C L(0.1 - 1) // [ps] RooDKFitMaster: PDF dependents for fitting RooArgSet::dependents: 1) RooCategory::0x2798180::DdecayMode_split : KsKK 2) RooCategory::0x274f030::BdecayMode : Dstar 3) RooRealVar::0x2740b00::deltam : 1.45255e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x273fdc0::tReco : 1.44846e+00 L(-10 - 10) // [ps] 5) RooRealVar::0x2740220::tErr : 1.91504e-01 L(0 - 1) // [ps] ********************************** * * * PERFORMING RooDKDalitz FIT * * * ********************************** RooDataSet::dataSel: "dataSel" Contains 148700 entries Defines RooArgSet::Dataset Variables: (Owning contents) 1) RooCategory::onOffRes: "on/off Ups(4S) resonance" 2) RooCategory::decayMode: "decay mode" 3) RooRealVar::pRecBRec: "Reco B flavour probablity" 4) RooRealVar::qABRec: "Reco invariant mass square of pair AB" 5) RooRealVar::qACRec: "Reco invariant mass square of pair AC" 6) RooRealVar::qBCRec: "Reco invariant mass square of pair BC" 7) RooRealVar::deltaE: "Delta(E)_ES" 8) RooRealVar::pTrk: "Momentum in lab frame of bachelor track" 9) RooRealVar::betagammaBoost: "Lorentz boost factor (betaxgamma)" 10) RooRealVar::mESraw: "E_Beam Substituted Mass (raw)" 11) RooRealVar::mD: "D^{0} mass" 12) RooRealVar::fisher: "Fisher discriminant" 13) RooRealVar::runNumber: "run number" 14) RooCategory::runBlock: "Run block (Run1234, Run5, MC)" 15) RooAbsString: tstamph = 3789658 : "time stamp upper ID" [CloneOf(0273eec0),CloneOf(0a852cd0),CloneOf(040c53c0),CloneOf(0b17c8d0)] 16) RooAbsString: tstampl = -865457989 : "time stamp lower ID" [CloneOf(0273f640),CloneOf(0a853570),CloneOf(040c2600),CloneOf(0b17e8f0)] 17) RooRealVar::pRecBTrue: "True B flavour probablity" 18) RooRealVar::qABTrue: "True invariant mass square of pair AB" 19) RooRealVar::qACTrue: "True Invariant mass square of pair AC" 20) RooRealVar::qBCTrue: "True Invariant mass square of pair BC" 21) RooCategory::BdecayModeLF: "B decay mode long format (LF)" 22) RooCategory::BdecayMode: "B decay mode" 23) RooCategory::DdecayModeLF: "D decay mode long format (LF)" 24) RooCategory::DdecayMode: "D decay mode" 25) RooCategory::recState: "B Flavour State" 26) RooCategory::DdecayMode_split: "D decay mode split" 27) RooRealVar::qAB: "Invariant mass square of pair AB" 28) RooRealVar::qAC: "Invariant mass square of pair AC" 29) RooRealVar::qBC: "Invariant mass square of pair BC" 30) RooRealVar::mES: "m_{ES}" 31) RooRealVar::tReco: "Proper time" 32) RooRealVar::tErr: "Proper time per-event error" 33) RooRealVar::tTrue: "Proper time MC true" 34) RooRealVar::deltam: "D* - D0 mass difference" 35) RooRealVar::deltaE_dk: "#DeltaE_{K}" 36) RooRealVar::deltaE_dpi: "deltaE for DPi" Caches RooArgSet::Cached Variables: ********** ** 9 **SET PRINT 1 ********** RooMinuit::optimizeConst: activating const optimization RooAbsGoodnessOfFit::initSimMode: creating slave GOF calculator #0 for state {KsPiPi;Dstar} (148700 dataset entries) RooAbsOptGoodnessOfFit::constOptimize({KsPiPi;Dstar}) Action=Activate RooAbsReal::optimize: component selDstarSigGoodDTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmSigFakeDG2Pdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarSigFakeD4udsTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmBkgKsKsPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component tBkgKsKsConvPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarContGoodDTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmBkgPdf_{Dstar;KsPiPi} will be cached ********** ** 10 **SET STR 1 ********** NOW USING STRATEGY 1: TRY TO BALANCE SPEED AGAINST RELIABILITY ********** ** 15 **MIGRAD 7500 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. prevFCN = -578447.5294 START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 bkgC_bias_KsPiPi=-0.3211, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.491, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, prevFCN = -578447.028 bkgC_bias_KsPiPi=-0.3283, prevFCN = -578447.0375 bkgC_bias_KsPiPi=-0.3228, prevFCN = -578447.3893 bkgC_bias_KsPiPi=-0.3266, prevFCN = -578447.3938 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9049, prevFCN = -578446.3526 bkgC_frac_KsPiPi=0.8992, prevFCN = -578446.349 bkgC_frac_KsPiPi=0.903, prevFCN = -578447.3914 bkgC_frac_KsPiPi=0.9011, prevFCN = -578447.3916 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.03, prevFCN = -578447.0647 bkgC_scfa_KsPiPi=1.023, prevFCN = -578447.0612 bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.3923 bkgC_scfa_KsPiPi=1.025, prevFCN = -578447.3908 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004975, prevFCN = -578447.0925 bkgO_frac_KsPiPi=0.004246, prevFCN = -578447.0951 bkgO_frac_KsPiPi=0.004811, prevFCN = -578447.3907 bkgO_frac_KsPiPi=0.0044, prevFCN = -578447.3924 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.564, prevFCN = -578447.2035 bkgO_scfa_KsPiPi=2.42, prevFCN = -578447.1898 bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.3922 bkgO_scfa_KsPiPi=2.445, prevFCN = -578447.391 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3882, prevFCN = -578447.1873 bkgT_bias_KsPiPi=0.3344, prevFCN = -578447.1878 bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.3911 bkgT_bias_KsPiPi=0.3442, prevFCN = -578447.392 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.664, prevFCN = -578446.6571 bkgT_scfa_KsPiPi=2.6, prevFCN = -578446.6469 bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.3915 bkgT_scfa_KsPiPi=2.619, prevFCN = -578447.3916 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2659, prevFCN = -578446.7185 bkg_tau_KsPiPi=0.2627, prevFCN = -578446.7283 bkg_tau_KsPiPi=0.2649, prevFCN = -578447.3897 bkg_tau_KsPiPi=0.2636, prevFCN = -578447.3934 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9126, prevFCN = -578446.2014 dmSigFakeDArgFrac_KsPiPi=0.9029, prevFCN = -578446.1754 dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.3874 dmSigFakeDArgFrac_KsPiPi=0.9063, prevFCN = -578447.3957 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6942, prevFCN = -578446.6822 dmSigFakeDG1Frac_KsPiPi=0.6377, prevFCN = -578446.629 dmSigFakeDG1Frac_KsPiPi=0.6774, prevFCN = -578447.3959 dmSigFakeDG1Frac_KsPiPi=0.655, prevFCN = -578447.387 dmSigFakeDG1Frac_KsPiPi=0.6662, dmSigFakeDG1Width_KsPiPi=0.001489, prevFCN = -578447.245 dmSigFakeDG1Width_KsPiPi=0.001425, prevFCN = -578447.2462 dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.3891 dmSigFakeDG1Width_KsPiPi=0.001435, prevFCN = -578447.394 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.137, prevFCN = -578447.1911 dmSigFakeDSlope_KsPiPi=-4.212, prevFCN = -578447.1918 dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.3908 dmSigFakeDSlope_KsPiPi=-4.198, prevFCN = -578447.3923 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.126, prevFCN = -578281.5939 tErrBkgGamma_KsPiPi=-5.225, prevFCN = -578281.0975 tErrBkgGamma_KsPiPi=-5.171, prevFCN = -578445.8686 tErrBkgGamma_KsPiPi=-5.181, prevFCN = -578445.8664 tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.3918 tErrBkgGamma_KsPiPi=-5.177, prevFCN = -578447.3913 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07891, prevFCN = -578446.8909 tErrBkgMean_KsPiPi=0.07829, prevFCN = -578446.8949 tErrBkgMean_KsPiPi=0.07875, prevFCN = -578447.3915 tErrBkgMean_KsPiPi=0.07846, prevFCN = -578447.3915 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03355, prevFCN = -578294.5061 tErrBkgWidth_KsPiPi=0.03178, prevFCN = -578289.0821 tErrBkgWidth_KsPiPi=0.03275, prevFCN = -578445.9739 tErrBkgWidth_KsPiPi=0.03257, prevFCN = -578445.9709 tErrBkgWidth_KsPiPi=0.03269, prevFCN = -578447.3912 tErrBkgWidth_KsPiPi=0.03264, prevFCN = -578447.3918 FCN=-578448 FROM MIGRAD STATUS=INITIATE 64 CALLS 65 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgC_bias_KsPiPi -3.24678e-01 6.90100e-03 7.29637e-03 1.09768e+00 2 bkgC_frac_KsPiPi 9.02061e-01 5.39600e-03 1.81606e-02 2.81083e-02 3 bkgC_scfa_KsPiPi 1.02649e+00 5.91100e-03 1.34006e-03 -1.98344e+00 4 bkgO_frac_KsPiPi 4.60328e-03 6.92000e-04 1.02520e-02 2.85333e-01 5 bkgO_scfa_KsPiPi 2.49140e+00 1.37700e-01 2.08564e-02 -8.78141e-02 6 bkgT_bias_KsPiPi 3.61313e-01 5.12600e-02 1.72128e-02 7.27342e-02 7 bkgT_scfa_KsPiPi 2.63177e+00 6.11700e-02 9.04995e-03 4.02406e-02 8 bkg_tau_KsPiPi 2.64276e-01 3.09200e-03 8.89431e-03 9.59270e-01 9 dmSigFakeDArgFrac_KsPiPi 9.07821e-01 9.26400e-03 3.20628e-02 7.69392e-01 10 dmSigFakeDG1Frac_KsPiPi 6.66244e-01 5.36500e-02 1.14113e-01 -1.86256e-01 11 dmSigFakeDG1Width_KsPiPi 1.45723e-03 6.08600e-05 1.78775e-02 3.69447e-01 12 dmSigFakeDSlope_KsPiPi -4.17445e+00 7.05400e-02 3.52704e-03 6.57732e-01 13 tErrBkgGamma_KsPiPi -5.17558e+00 9.48200e-02 4.28034e-03 -3.75094e+00 14 tErrBkgMean_KsPiPi 7.86023e-02 5.88200e-04 1.51357e-03 1.47515e-03 15 tErrBkgWidth_KsPiPi 3.26622e-02 1.68600e-03 6.66355e-03 2.79807e+00 ERR DEF= 0.5 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.492, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6664, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.175, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5294 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3228, prevFCN = -578447.3911 bkgC_bias_KsPiPi=-0.3266, prevFCN = -578447.3921 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.3911 bkgC_frac_KsPiPi=0.9011, prevFCN = -578447.3921 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.3921 bkgC_scfa_KsPiPi=1.025, prevFCN = -578447.3911 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.391 bkgO_frac_KsPiPi=0.0044, prevFCN = -578447.3922 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.3922 bkgO_scfa_KsPiPi=2.445, prevFCN = -578447.391 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.3922 bkgT_bias_KsPiPi=0.3442, prevFCN = -578447.391 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.3915 bkgT_scfa_KsPiPi=2.619, prevFCN = -578447.3916 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.3913 bkg_tau_KsPiPi=0.2636, prevFCN = -578447.3919 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.3918 dmSigFakeDArgFrac_KsPiPi=0.9062, prevFCN = -578447.3912 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.3916 dmSigFakeDG1Frac_KsPiPi=0.6551, prevFCN = -578447.3915 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.3926 dmSigFakeDG1Width_KsPiPi=0.001435, prevFCN = -578447.3905 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.3927 dmSigFakeDSlope_KsPiPi=-4.198, prevFCN = -578447.3905 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.3916 tErrBkgGamma_KsPiPi=-5.177, prevFCN = -578447.3916 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07875, prevFCN = -578447.3918 tErrBkgMean_KsPiPi=0.07846, prevFCN = -578447.3914 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03269, prevFCN = -578447.3915 tErrBkgWidth_KsPiPi=0.03264, prevFCN = -578447.3916 MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3228, prevFCN = -578447.3911 bkgC_bias_KsPiPi=-0.3266, prevFCN = -578447.3921 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.3911 bkgC_frac_KsPiPi=0.9011, prevFCN = -578447.3921 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.3921 bkgC_scfa_KsPiPi=1.025, prevFCN = -578447.3911 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.391 bkgO_frac_KsPiPi=0.0044, prevFCN = -578447.3922 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.3922 bkgO_scfa_KsPiPi=2.445, prevFCN = -578447.391 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.3922 bkgT_bias_KsPiPi=0.3442, prevFCN = -578447.391 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.3915 bkgT_scfa_KsPiPi=2.619, prevFCN = -578447.3916 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.3913 bkg_tau_KsPiPi=0.2636, prevFCN = -578447.3919 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.3918 dmSigFakeDArgFrac_KsPiPi=0.9062, prevFCN = -578447.3912 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.3916 dmSigFakeDG1Frac_KsPiPi=0.6551, prevFCN = -578447.3915 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.3926 dmSigFakeDG1Width_KsPiPi=0.001435, prevFCN = -578447.3905 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.3927 dmSigFakeDSlope_KsPiPi=-4.198, prevFCN = -578447.3905 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.3916 tErrBkgGamma_KsPiPi=-5.177, prevFCN = -578447.3916 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07875, prevFCN = -578447.3918 tErrBkgMean_KsPiPi=0.07846, prevFCN = -578447.3914 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03269, prevFCN = -578447.3915 tErrBkgWidth_KsPiPi=0.03264, prevFCN = -578447.3916 bkgC_bias_KsPiPi=-0.3243, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5239 bkgC_bias_KsPiPi=-0.3251, prevFCN = -578447.5241 bkgC_bias_KsPiPi=-0.3246, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3248, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9023, prevFCN = -578447.5239 bkgC_frac_KsPiPi=0.9019, prevFCN = -578447.5241 bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5293 bkgC_frac_KsPiPi=0.902, prevFCN = -578447.5293 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5241 bkgC_scfa_KsPiPi=1.026, prevFCN = -578447.5239 bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5293 bkgC_scfa_KsPiPi=1.026, prevFCN = -578447.5293 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004644, prevFCN = -578447.5238 bkgO_frac_KsPiPi=0.004562, prevFCN = -578447.5241 bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.5292 bkgO_frac_KsPiPi=0.004595, prevFCN = -578447.5293 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.501, prevFCN = -578447.5236 bkgO_scfa_KsPiPi=2.482, prevFCN = -578447.5244 bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5292 bkgO_scfa_KsPiPi=2.49, prevFCN = -578447.5294 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3647, prevFCN = -578447.5241 bkgT_bias_KsPiPi=0.3579, prevFCN = -578447.5239 bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5293 bkgT_bias_KsPiPi=0.3606, prevFCN = -578447.5293 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.634, prevFCN = -578447.5239 bkgT_scfa_KsPiPi=2.629, prevFCN = -578447.5241 bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5293 bkgT_scfa_KsPiPi=2.631, prevFCN = -578447.5293 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2644, prevFCN = -578447.5239 bkg_tau_KsPiPi=0.2641, prevFCN = -578447.524 bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5293 bkg_tau_KsPiPi=0.2642, prevFCN = -578447.5293 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9081, prevFCN = -578447.5239 dmSigFakeDArgFrac_KsPiPi=0.9075, prevFCN = -578447.5241 dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.5292 dmSigFakeDArgFrac_KsPiPi=0.9077, prevFCN = -578447.5293 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6686, prevFCN = -578447.5238 dmSigFakeDG1Frac_KsPiPi=0.6641, prevFCN = -578447.5242 dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.5292 dmSigFakeDG1Frac_KsPiPi=0.6659, prevFCN = -578447.5293 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001462, prevFCN = -578447.5238 dmSigFakeDG1Width_KsPiPi=0.001453, prevFCN = -578447.5241 dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.5292 dmSigFakeDG1Width_KsPiPi=0.001456, prevFCN = -578447.5293 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.17, prevFCN = -578447.5241 dmSigFakeDSlope_KsPiPi=-4.179, prevFCN = -578447.5238 dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5293 dmSigFakeDSlope_KsPiPi=-4.175, prevFCN = -578447.5292 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.175, prevFCN = -578447.524 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.524 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5293 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5293 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07863, prevFCN = -578447.5241 tErrBkgMean_KsPiPi=0.07857, prevFCN = -578447.5239 tErrBkgMean_KsPiPi=0.07861, prevFCN = -578447.5293 tErrBkgMean_KsPiPi=0.0786, prevFCN = -578447.5293 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03267, prevFCN = -578447.524 tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.524 tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5293 tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3228, bkgC_frac_KsPiPi=0.903, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.2775 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2898 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.4087 bkgC_bias_KsPiPi=-0.3228, bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2564 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2956 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2565 bkgC_bias_KsPiPi=-0.3228, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2542 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2569 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.261 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.0486 bkgC_bias_KsPiPi=-0.3228, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.1601 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.3022 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2786 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2516 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2558 bkgC_bias_KsPiPi=-0.3228, bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2811 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.4513 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2175 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.138 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.207 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2961 bkgC_bias_KsPiPi=-0.3228, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.0515 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.3909 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.1836 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2344 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2577 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.0991 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2203 bkgC_bias_KsPiPi=-0.3228, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.2534 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2534 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2544 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2533 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2545 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2545 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2539 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2536 bkgC_bias_KsPiPi=-0.3228, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.2532 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2532 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2542 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2531 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2543 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2543 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2537 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2534 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.4973 bkgC_bias_KsPiPi=-0.3228, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.2541 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2542 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2551 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.254 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2553 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2552 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2546 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2544 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.0918 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.4283 bkgC_bias_KsPiPi=-0.3228, dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.2542 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2543 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2552 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2541 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2554 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2553 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2547 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2545 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.1058 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.3274 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.2617 bkgC_bias_KsPiPi=-0.3228, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.2531 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2532 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2541 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.253 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2543 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2543 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2536 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2534 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.2539 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.2537 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.2547 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.2547 bkgC_bias_KsPiPi=-0.3228, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07875, prevFCN = -578447.2533 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2534 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2543 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.2532 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2545 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2544 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2538 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2536 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.2541 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.2539 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.2548 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.2549 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.4716 bkgC_bias_KsPiPi=-0.3228, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03269, prevFCN = -578447.2531 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.903, prevFCN = -578447.2531 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.028, prevFCN = -578447.2541 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.00481, prevFCN = -578447.253 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.538, prevFCN = -578447.2542 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3784, prevFCN = -578447.2542 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.645, prevFCN = -578447.2536 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2649, prevFCN = -578447.2533 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9094, prevFCN = -578447.2539 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6775, prevFCN = -578447.2536 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.00148, prevFCN = -578447.2546 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.151, prevFCN = -578447.2547 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.174, prevFCN = -578447.5292 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07875, prevFCN = -578447.0406 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-578448 FROM MIGRAD STATUS=CONVERGED 292 CALLS 293 TOTAL EDM=0.000186904 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgC_bias_KsPiPi -3.24685e-01 6.90084e-03 2.01913e-03 2.09444e-01 2 bkgC_frac_KsPiPi 9.02061e-01 5.39581e-03 3.26252e-03 1.74253e-01 3 bkgC_scfa_KsPiPi 1.02649e+00 5.91076e-03 3.82657e-04 -9.97709e-01 4 bkgO_frac_KsPiPi 4.60299e-03 6.91958e-04 3.02937e-03 2.25376e-01 5 bkgO_scfa_KsPiPi 2.49145e+00 1.37728e-01 7.05251e-03 2.89699e-01 6 bkgT_bias_KsPiPi 3.61301e-01 5.12561e-02 5.74128e-03 -7.47734e-02 7 bkgT_scfa_KsPiPi 2.63177e+00 6.11700e-02 1.88424e-03 2.23877e-01 8 bkg_tau_KsPiPi 2.64274e-01 3.09199e-03 1.93216e-03 1.24214e-01 9 dmSigFakeDArgFrac_KsPiPi 9.07811e-01 9.27856e-03 5.40001e-03 1.19452e-01 10 dmSigFakeDG1Frac_KsPiPi 6.66324e-01 5.37493e-02 2.37987e-02 4.70069e-02 11 dmSigFakeDG1Width_KsPiPi 1.45714e-03 6.08432e-05 6.54477e-03 1.31417e-01 12 dmSigFakeDSlope_KsPiPi -4.17448e+00 7.05710e-02 1.18321e-03 -5.79306e-01 13 tErrBkgGamma_KsPiPi -5.17558e+00 9.49321e-02 6.47575e-05 1.86513e-02 14 tErrBkgMean_KsPiPi 7.86023e-02 5.88473e-04 3.70008e-04 -1.19673e+00 15 tErrBkgWidth_KsPiPi 3.26622e-02 1.68824e-03 1.04153e-04 1.19871e+00 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 30 NPAR= 15 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 4.762e-05 1.237e-06 2.912e-05 1.738e-05 2.235e-05 3.494e-05 2.472e-07 -1.197e-06 -6.737e-07 4.788e-07 -9.242e-05 5.634e-05 -3.805e-06 -7.003e-05 1.897e-02 1.345e-04 1.169e-04 1.736e-04 -5.279e-06 -4.690e-06 2.627e-03 7.851e-05 2.870e-04 2.373e-04 -1.951e-05 1.273e-03 1.633e-03 3.742e-03 -1.710e-05 3.382e-06 -5.445e-06 -2.879e-07 5.463e-05 -7.879e-05 3.471e-08 9.561e-06 -1.102e-11 -2.647e-13 7.331e-13 -1.406e-12 2.208e-10 2.298e-12 -3.996e-11 2.964e-12 8.612e-05 -4.817e-11 -8.683e-11 -5.836e-11 -5.916e-12 1.260e-09 -1.232e-10 -9.890e-10 -8.256e-12 4.187e-04 2.902e-03 5.923e-14 -1.603e-13 -1.152e-13 6.463e-15 -4.401e-13 -1.807e-13 -1.350e-12 -5.825e-14 -2.127e-07 5.749e-08 3.702e-09 5.905e-11 -3.789e-11 -3.559e-11 5.497e-12 -6.003e-10 -1.616e-11 -5.540e-11 -2.866e-11 -4.780e-04 -1.819e-03 1.860e-06 5.905e-11 -3.789e-11 -3.559e-11 5.497e-12 -6.003e-10 -1.616e-11 -5.540e-11 -2.866e-11 -4.780e-04 -1.819e-03 1.860e-06 4.980e-03 1.922e-09 -5.186e-09 -3.113e-09 1.951e-10 6.447e-09 2.392e-09 -5.036e-08 -2.354e-09 -1.150e-08 -8.268e-08 -1.145e-11 1.922e-09 -5.186e-09 -3.113e-09 1.951e-10 6.447e-09 2.392e-09 -5.036e-08 -2.354e-09 -1.150e-08 -8.268e-08 -1.145e-11 4.655e-08 9.012e-03 8.257e-12 -2.220e-11 -1.336e-11 8.161e-13 3.167e-11 1.051e-11 -2.145e-10 -1.009e-11 -4.888e-11 -3.508e-10 -4.785e-14 8.257e-12 -2.220e-11 -1.336e-11 8.161e-13 3.167e-11 1.051e-11 -2.145e-10 -1.009e-11 -4.888e-11 -3.508e-10 -4.785e-14 1.988e-10 3.798e-05 3.463e-07 3.411e-11 -9.214e-11 -5.533e-11 3.469e-12 1.138e-10 4.215e-11 -8.950e-10 -4.180e-11 -2.043e-10 -1.469e-09 -2.036e-13 3.411e-11 -9.214e-11 -5.533e-11 3.469e-12 1.138e-10 4.215e-11 -8.950e-10 -4.180e-11 -2.043e-10 -1.469e-09 -2.036e-13 8.269e-10 1.601e-04 6.483e-07 2.850e-06 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 1 0.84991 1.000 0.033 0.426 0.052 -0.097 0.380 0.186 -0.801 -0.000 -0.000 0.000 0.000 0.000 0.000 0.000 2 0.93964 0.033 1.000 0.701 -0.321 0.076 0.423 0.870 0.203 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 3 0.83926 0.426 0.701 1.000 -0.165 -0.005 0.573 0.656 -0.298 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 4 0.82562 0.052 -0.321 -0.165 1.000 -0.735 -0.149 -0.461 -0.135 -0.000 -0.000 0.000 0.000 0.000 0.000 0.000 5 0.76509 -0.097 0.076 -0.005 -0.735 1.000 -0.001 0.151 0.128 0.000 0.000 -0.000 -0.000 0.000 0.000 0.000 6 0.77240 0.380 0.423 0.573 -0.149 -0.001 1.000 0.521 -0.497 0.000 -0.000 -0.000 -0.000 0.000 0.000 0.000 7 0.91806 0.186 0.870 0.656 -0.461 0.151 0.521 1.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 8 0.91044 -0.801 0.203 -0.298 -0.135 0.128 -0.497 0.000 1.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 9 0.94727 -0.000 -0.000 0.000 -0.000 0.000 0.000 -0.000 0.000 1.000 0.838 -0.377 -0.730 -0.000 -0.000 -0.000 10 0.91797 -0.000 -0.000 -0.000 -0.000 0.000 -0.000 -0.000 -0.000 0.838 1.000 0.018 -0.478 -0.000 -0.000 -0.000 11 0.71691 0.000 -0.000 -0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.377 0.018 1.000 0.433 -0.000 -0.000 -0.000 12 0.76963 0.000 -0.000 -0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.730 -0.478 0.433 1.000 0.000 0.000 0.000 13 0.99959 0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 1.000 0.680 0.999 14 0.88518 0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.680 1.000 0.653 15 0.99956 0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.999 0.653 1.000 Command timer: Real time 0:03:45, CP time 225.430 Session timer: Real time 0:03:54, CP time 234.410, 2 slices ********** ** 20 **HESSE 7500 ********** prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3246, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3248, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5293 bkgC_frac_KsPiPi=0.902, prevFCN = -578447.5293 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5293 bkgC_scfa_KsPiPi=1.026, prevFCN = -578447.5293 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.5292 bkgO_frac_KsPiPi=0.004595, prevFCN = -578447.5293 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5292 bkgO_scfa_KsPiPi=2.49, prevFCN = -578447.5294 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5293 bkgT_bias_KsPiPi=0.3606, prevFCN = -578447.5293 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5293 bkgT_scfa_KsPiPi=2.631, prevFCN = -578447.5293 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5293 bkg_tau_KsPiPi=0.2642, prevFCN = -578447.5293 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.5292 dmSigFakeDArgFrac_KsPiPi=0.9077, prevFCN = -578447.5293 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.5292 dmSigFakeDG1Frac_KsPiPi=0.6659, prevFCN = -578447.5293 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.5292 dmSigFakeDG1Width_KsPiPi=0.001456, prevFCN = -578447.5293 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5293 dmSigFakeDSlope_KsPiPi=-4.175, prevFCN = -578447.5292 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5293 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5293 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07861, prevFCN = -578447.5293 tErrBkgMean_KsPiPi=0.0786, prevFCN = -578447.5293 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5293 tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3247, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3247, prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5295 bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5295 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5295 bkgC_scfa_KsPiPi=1.026, prevFCN = -578447.5295 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004605, prevFCN = -578447.5295 bkgO_frac_KsPiPi=0.004601, prevFCN = -578447.5295 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.492, prevFCN = -578447.5295 bkgO_scfa_KsPiPi=2.491, prevFCN = -578447.5295 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3614, prevFCN = -578447.5295 bkgT_bias_KsPiPi=0.3612, prevFCN = -578447.5295 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5295 bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5295 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5295 bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5295 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9078, prevFCN = -578447.5295 dmSigFakeDArgFrac_KsPiPi=0.9078, prevFCN = -578447.5295 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6664, prevFCN = -578447.5295 dmSigFakeDG1Frac_KsPiPi=0.6662, prevFCN = -578447.5295 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001457, prevFCN = -578447.5295 dmSigFakeDG1Width_KsPiPi=0.001457, prevFCN = -578447.5295 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5295 dmSigFakeDSlope_KsPiPi=-4.175, prevFCN = -578447.5295 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5295 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5295 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5295 tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5295 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, prevFCN = -578447.5295 tErrBkgMean_KsPiPi=0.0786, prevFCN = -578447.5295 tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5295 tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5295 bkgC_bias_KsPiPi=-0.3246, bkgC_frac_KsPiPi=0.9021, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.5291 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3246, bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5291 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3246, bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.5286 bkgC_bias_KsPiPi=-0.3246, bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5289 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5291 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3246, bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5293 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.5288 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5289 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3246, bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5287 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5292 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5289 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5288 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3246, bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5289 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.529 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3246, bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5289 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.529 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.529 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.5294 bkgC_bias_KsPiPi=-0.3246, dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.529 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.5289 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.529 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.529 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.5287 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.5293 bkgC_bias_KsPiPi=-0.3246, dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.5291 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.5291 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5291 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5291 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5291 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.5288 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.5292 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3246, dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5291 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.529 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.529 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.529 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.529 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3246, dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07861, prevFCN = -578447.5291 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5291 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.5291 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.5291 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.529 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.529 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.529 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5291 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5294 bkgC_bias_KsPiPi=-0.3246, tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.0786, tErrBkgWidth_KsPiPi=0.03266, prevFCN = -578447.529 bkgC_bias_KsPiPi=-0.3247, bkgC_frac_KsPiPi=0.9021, prevFCN = -578447.529 bkgC_frac_KsPiPi=0.9021, bkgC_scfa_KsPiPi=1.027, prevFCN = -578447.5291 bkgC_scfa_KsPiPi=1.026, bkgO_frac_KsPiPi=0.004611, prevFCN = -578447.529 bkgO_frac_KsPiPi=0.004603, bkgO_scfa_KsPiPi=2.493, prevFCN = -578447.529 bkgO_scfa_KsPiPi=2.491, bkgT_bias_KsPiPi=0.362, prevFCN = -578447.5291 bkgT_bias_KsPiPi=0.3613, bkgT_scfa_KsPiPi=2.632, prevFCN = -578447.529 bkgT_scfa_KsPiPi=2.632, bkg_tau_KsPiPi=0.2643, prevFCN = -578447.529 bkg_tau_KsPiPi=0.2643, dmSigFakeDArgFrac_KsPiPi=0.9079, prevFCN = -578447.529 dmSigFakeDArgFrac_KsPiPi=0.9078, dmSigFakeDG1Frac_KsPiPi=0.6668, prevFCN = -578447.529 dmSigFakeDG1Frac_KsPiPi=0.6663, dmSigFakeDG1Width_KsPiPi=0.001458, prevFCN = -578447.529 dmSigFakeDG1Width_KsPiPi=0.001457, dmSigFakeDSlope_KsPiPi=-4.174, prevFCN = -578447.5291 dmSigFakeDSlope_KsPiPi=-4.174, tErrBkgGamma_KsPiPi=-5.176, prevFCN = -578447.5295 tErrBkgGamma_KsPiPi=-5.176, tErrBkgMean_KsPiPi=0.07861, prevFCN = -578447.5287 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-578448 FROM HESSE STATUS=OK 168 CALLS 461 TOTAL EDM=0.000299391 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 bkgC_bias_KsPiPi -3.24685e-01 6.90993e-03 8.07653e-05 -3.30679e-01 2 bkgC_frac_KsPiPi 9.02061e-01 5.39650e-03 1.30501e-04 9.34197e-01 3 bkgC_scfa_KsPiPi 1.02649e+00 5.89901e-03 1.53063e-05 -1.11394e+00 4 bkgO_frac_KsPiPi 4.60299e-03 6.79074e-04 1.21175e-04 -1.43500e+00 5 bkgO_scfa_KsPiPi 2.49145e+00 1.34152e-01 2.82100e-04 -8.49356e-01 6 bkgT_bias_KsPiPi 3.61301e-01 5.11703e-02 2.29651e-04 1.20727e-01 7 bkgT_scfa_KsPiPi 2.63177e+00 6.14165e-02 7.53694e-05 -8.28488e-01 8 bkg_tau_KsPiPi 2.64274e-01 3.10056e-03 7.72865e-05 -6.87940e-01 9 dmSigFakeDArgFrac_KsPiPi 9.07811e-01 1.00136e-02 2.16000e-04 9.53802e-01 10 dmSigFakeDG1Frac_KsPiPi 6.66324e-01 5.58144e-02 9.51949e-04 3.39111e-01 11 dmSigFakeDG1Width_KsPiPi 1.45714e-03 6.39815e-05 2.61791e-04 -8.12240e-01 12 dmSigFakeDSlope_KsPiPi -4.17448e+00 7.41859e-02 4.73284e-05 1.15927e+00 13 tErrBkgGamma_KsPiPi -5.17558e+00 1.71268e-01 2.59030e-06 1.11178e+00 14 tErrBkgMean_KsPiPi 7.86023e-02 8.20430e-04 1.48003e-05 -1.17166e+00 15 tErrBkgWidth_KsPiPi 3.26622e-02 3.04780e-03 4.16614e-06 -1.31490e+00 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 30 NPAR= 15 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 4.775e-05 1.401e-06 2.913e-05 1.753e-05 2.226e-05 3.480e-05 1.964e-07 -1.224e-06 -7.114e-07 4.612e-07 -8.671e-05 5.119e-05 -4.329e-06 -6.515e-05 1.800e-02 1.367e-04 1.138e-04 1.715e-04 -5.499e-06 -1.400e-05 2.619e-03 8.194e-05 2.883e-04 2.378e-04 -1.966e-05 1.146e-03 1.619e-03 3.772e-03 -1.716e-05 3.391e-06 -5.477e-06 -2.686e-07 5.108e-05 -8.012e-05 -6.712e-07 9.614e-06 -2.126e-08 -5.048e-08 -4.861e-08 2.651e-09 -1.130e-07 -3.634e-07 -5.995e-07 4.719e-09 1.003e-04 -9.721e-08 -2.393e-07 -2.216e-07 1.447e-08 -6.819e-07 -1.782e-06 -2.898e-06 2.302e-08 4.748e-04 3.130e-03 6.109e-11 1.102e-10 1.255e-10 -2.102e-12 -1.406e-10 7.724e-10 1.235e-09 -1.541e-11 -2.935e-07 -2.643e-07 4.094e-09 1.385e-07 2.726e-07 2.790e-07 -1.166e-08 2.851e-07 1.980e-06 3.212e-06 -3.324e-08 -5.634e-04 -2.145e-03 2.356e-06 1.385e-07 2.726e-07 2.790e-07 -1.166e-08 2.851e-07 1.980e-06 3.212e-06 -3.324e-08 -5.634e-04 -2.145e-03 2.356e-06 5.504e-03 -1.378e-06 -6.409e-06 -4.232e-06 2.303e-07 5.404e-06 -3.365e-05 -7.176e-05 -6.661e-07 -1.934e-05 -7.140e-05 8.941e-08 -1.378e-06 -6.409e-06 -4.232e-06 2.303e-07 5.404e-06 -3.365e-05 -7.176e-05 -6.661e-07 -1.934e-05 -7.140e-05 8.941e-08 1.216e-04 2.933e-02 -5.808e-09 -2.664e-08 -1.777e-08 9.675e-10 2.010e-08 -1.406e-07 -2.983e-07 -2.683e-09 -7.898e-08 -2.922e-07 3.629e-10 -5.808e-09 -2.664e-08 -1.777e-08 9.675e-10 2.010e-08 -1.406e-07 -2.983e-07 -2.683e-09 -7.898e-08 -2.922e-07 3.629e-10 4.957e-07 1.195e-04 6.731e-07 -2.448e-08 -1.139e-07 -7.520e-08 4.092e-09 9.648e-08 -5.980e-07 -1.276e-06 -1.186e-08 -3.441e-07 -1.270e-06 1.591e-09 -2.448e-08 -1.139e-07 -7.520e-08 4.092e-09 9.648e-08 -5.980e-07 -1.276e-06 -1.186e-08 -3.441e-07 -1.270e-06 1.591e-09 2.164e-06 5.218e-04 2.100e-06 9.290e-06 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 1 0.85037 1.000 0.038 0.430 0.042 -0.094 0.387 0.193 -0.801 -0.000 -0.000 0.000 0.000 -0.001 -0.001 -0.001 2 0.93965 0.038 1.000 0.699 -0.334 0.071 0.412 0.870 0.203 -0.001 -0.001 0.000 0.001 -0.007 -0.006 -0.007 3 0.83863 0.430 0.699 1.000 -0.178 -0.005 0.568 0.656 -0.299 -0.001 -0.001 0.000 0.001 -0.004 -0.004 -0.004 4 0.81819 0.042 -0.334 -0.178 1.000 -0.715 -0.158 -0.471 -0.128 0.000 0.000 -0.000 -0.000 0.002 0.002 0.002 5 0.75023 -0.094 0.071 -0.005 -0.715 1.000 -0.002 0.139 0.123 -0.000 -0.000 -0.000 0.000 0.000 0.000 0.000 6 0.77151 0.387 0.412 0.568 -0.158 -0.002 1.000 0.515 -0.505 -0.001 -0.001 0.000 0.001 -0.004 -0.003 -0.004 7 0.91875 0.193 0.870 0.656 -0.471 0.139 0.515 1.000 -0.004 -0.001 -0.001 0.000 0.001 -0.007 -0.006 -0.007 8 0.91100 -0.801 0.203 -0.299 -0.128 0.123 -0.505 -0.004 1.000 0.000 0.000 -0.000 -0.000 -0.001 -0.001 -0.001 9 0.95490 -0.000 -0.001 -0.001 0.000 -0.000 -0.001 -0.001 0.000 1.000 0.847 -0.458 -0.758 -0.011 -0.010 -0.011 10 0.92421 -0.000 -0.001 -0.001 0.000 -0.000 -0.001 -0.001 0.000 0.847 1.000 -0.074 -0.517 -0.007 -0.006 -0.007 11 0.74861 0.000 0.000 0.000 -0.000 -0.000 0.000 0.000 -0.000 -0.458 -0.074 1.000 0.496 0.008 0.007 0.008 12 0.79441 0.000 0.001 0.001 -0.000 0.000 0.001 0.001 -0.000 -0.758 -0.517 0.496 1.000 0.010 0.008 0.010 13 0.99987 -0.001 -0.007 -0.004 0.002 0.000 -0.004 -0.007 -0.001 -0.011 -0.007 0.008 0.010 1.000 0.851 1.000 14 0.94267 -0.001 -0.006 -0.004 0.002 0.000 -0.003 -0.006 -0.001 -0.010 -0.006 0.007 0.008 0.851 1.000 0.840 15 0.99986 -0.001 -0.007 -0.004 0.002 0.000 -0.004 -0.007 -0.001 -0.011 -0.007 0.008 0.010 1.000 0.840 1.000 Command timer: Real time 0:02:48, CP time 168.140 Session timer: Real time 0:06:42, CP time 402.550, 3 slices Fractions after extended likelihood fit: fDstarContFakeD_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarContGoodD_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeD4uds_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeDKsKs_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeD_KsPiPi = 1 +/- 0 C L(0 - 1) fDstarSigGoodD_KsPiPi = 0 +/- 0 C L(0 - 1) RooDKFitMaster: Persisting in ROOT format available fit results to file : ./results/dstar_kspipi_data_EventError_SB.results.root RooDKFitMaster: Root persistence finished Writing results_input RooDKFitMaster::makePlots: Pdf component: {KsPiPi;Dstar} Original RooNumIntConfig precision: 1e-07 , 1e-07 New RooNumIntConfig precision: 0.0001 , 0.0001 RooDKFitMaster::makePlots: Data projection cut: (BdecayMode==BdecayMode::Dstar)&&(DdecayMode==DdecayMode::KsPiPi) Producing Deltam plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (tReco,tErr) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (tReco,tErr) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (tReco,tErr) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (tReco,tErr) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDKsKsTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},tBkgKsKsConvPdf_{Dstar;KsPiPi},bkgKsKsResModel_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsC_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsT_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (tReco,tErr) Total chi2 for histogram dataSel_plot__deltam = 266.5 for ndof = 200. Reduced total chi2 = 1.332 Info in : eps file ./results/dstar_kspipi_data_EventError_SB_Dstar_KsPiPi_Deltam.eps has been created Producing tReco plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDKsKsTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},tBkgKsKsConvPdf_{Dstar;KsPiPi},bkgKsKsResModel_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsC_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsT_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (tErr,deltam) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__tReco = 355 for ndof = 200. Reduced total chi2 = 1.775 Info in : eps file ./results/dstar_kspipi_data_EventError_SB_Dstar_KsPiPi_tReco.eps has been created Producing tErr plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDKsKsTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (tSigConvPdf_{Dstar;KsPiPi},sigResModel_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigC_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},sigT_gauss_conv_exp(-@0/@1)_tReco_tau_[tSigConvPdf]_{Dstar;KsPiPi},tErrSigPdf_{Dstar;KsPiPi},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},tBkgConvPdf_{Dstar;KsPiPi},bkgResModel_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgC_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgO_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},bkgT_gauss_conv_exp(-@0/@1)_tReco_bkg_tau_[tBkgConvPdf]_{Dstar;KsPiPi},tErrBkgPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},tBkgKsKsConvPdf_{Dstar;KsPiPi},bkgKsKsResModel_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsC_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},sigO_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},bkgKsKsT_gauss_conv_exp(-@0/@1)_tReco_bkgKsKs_tau_[tBkgKsKsConvPdf]_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (tReco,deltam) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__tErr = 251.6 for ndof = 200. Reduced total chi2 = 1.258 Info in : eps file ./results/dstar_kspipi_data_EventError_SB_Dstar_KsPiPi_tErr.eps has been created RooDKFitMaster::makePlots: Pdf component: {KsKK;Dstar} RooDKFitMaster: Delete data members RooDKFitMaster: Delete datasets from memory RooDKFitMaster: Delete PDF's and results from memory This is the end of ROOT -- Goodbye