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_ccbar_EventError_KsKs.C... RooDKFitMaster: configFile = './results/dstar_kspipi_ccbar_EventError_KsKs.config' RooDKFitMaster: Basic Configuration read from ./results/dstar_kspipi_ccbar_EventError_KsKs.config RooDKFitMaster: qABBins = 100 RooDKFitMaster: qACBins = 100 RooDKFitMaster: qBCBins = 100 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 = 1.878 RooDKFitMaster: mDMin = 1.8504 RooDKFitMaster: mDMax_Sel = 1.9045 RooDKFitMaster: mDMin_Sel = 1.8245 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 = in 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>= 1.82450)&&(mD<= 1.90450)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: dsel_dpi = (((fisher>=-5.00)&&(fisher<= 5.0))&&((mD>= 1.82450)&&(mD<= 1.90450)))&&((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>= 1.82450)&&(mD<= 1.90450)))&&((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>= 1.85040)&&(mD<= 1.87800)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster: Blinding configuration read from ./results/dstar_kspipi_ccbar_EventError_KsKs.config RooArgSet::: (Owning contents) 1) RooAbsString: blindString_rb = : "Blinding String rb" 2) RooRealVar::0x2724070::blindSigma_rb : 0.00000e+00 C L(-INF - +INF) 3) RooAbsString: blindString_phaseW = : "Blinding String phaseW" 4) RooRealVar::0x2724b30::blindSigma_phaseW : 0.00000e+00 C L(-INF - +INF) 5) RooAbsString: blindString_phaseS = : "Blinding String phaseS" 6) RooRealVar::0x2725880::blindSigma_phaseS : 0.00000e+00 C L(-INF - +INF) 7) RooAbsString: blindString_phaseM = : "Blinding String phaseM" 8) RooRealVar::0x27265d0::blindSigma_phaseM : 0.00000e+00 C L(-INF - +INF) 9) RooAbsString: blindString_phaseP = : "Blinding String phaseP" 10) RooRealVar::0x2727320::blindSigma_phaseP : 0.00000e+00 C L(-INF - +INF) 11) RooAbsString: blindString_reM = : "Blinding String reM" 12) RooRealVar::0x2728070::blindSigma_reM : 0.00000e+00 C L(-INF - +INF) 13) RooAbsString: blindString_imM = : "Blinding String imM" 14) RooRealVar::0x2728dc0::blindSigma_imM : 0.00000e+00 C L(-INF - +INF) 15) RooAbsString: blindString_reP = : "Blinding String reP" 16) RooRealVar::0x2729b10::blindSigma_reP : 0.00000e+00 C L(-INF - +INF) 17) RooAbsString: blindString_imP = : "Blinding String imP" 18) RooRealVar::0x272a860::blindSigma_imP : 0.00000e+00 C L(-INF - +INF) 19) RooAbsString: blindString_absqOverp = : "Blinding String absqOverp" 20) RooRealVar::0x272b5b0::blindSigma_absqOverp : 0.00000e+00 C L(-INF - +INF) 21) RooAbsString: blindString_argqOverp = : "Blinding String argqOverp" 22) RooRealVar::0x272c300::blindSigma_argqOverp : 0.00000e+00 C L(-INF - +INF) 23) RooAbsString: blindString_x = : "Blinding String x" 24) RooRealVar::0x272d050::blindSigma_x : 0.00000e+00 C L(-INF - +INF) 25) RooAbsString: blindString_y = : "Blinding String y" 26) RooRealVar::0x272dda0::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::0x3e14590::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::0x40b6b20::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_D0KsKs_Bbest_Cut112_Nentries_0.dat RooDataSet::read: read 565 events (ignored 35 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 565 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 565 entries RooDKFitMaster::load_datasets: removing events outside phase space. RooDKFitMaster::load_datasets: rejected 0 events, which represent a 0% 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>= 1.82450)&&(mD<= 1.90450)))&&((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>= 1.85040)&&(mD<= 1.87800)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster::load_datasets: fitDataSel has 565 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-----+ | {Dstar;KsPiPi} | 565 | +-------------------+-----+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-----+ | {Dstar;KsPiPi;Bplus} | 282 | | {Dstar;KsPiPi;Bminus} | 283 | +--------------------------+-----+ RooDKFitMaster::load_datasets: fitData has 501 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-----+ | {Dstar;KsPiPi} | 501 | +-------------------+-----+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-----+ | {Dstar;KsPiPi;Bplus} | 254 | | {Dstar;KsPiPi;Bminus} | 247 | +--------------------------+-----+ 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: mDSigG1Mean is split by DdecayMode_split mDSigG2Mean is split by DdecayMode_split mDSigG3Mean is split by DdecayMode_split mDSigG1Width is split by DdecayMode_split mDSigG2Width is split by DdecayMode_split mDSigG3Width is split by DdecayMode_split mDSigG1Frac is split by DdecayMode_split mDSigG1G2Frac is split by DdecayMode_split mDContCombC1 is split by DdecayMode_split mDBkgKsKsGMean is split by DdecayMode_split mDBkgKsKsG1Width is split by DdecayMode_split mDBkgKsKsG2Width is split by DdecayMode_split mDBkgKsKsG1Frac is split by DdecayMode_split 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::0x279b370::DdecayMode_split : KsKK 2) RooCategory::0x2752220::BdecayMode : Dstar 3) RooRealVar::0x2743cf0::deltam : 1.46153e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x27413c0::mD : 1.86236e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x2742fb0::tReco : 1.73866e-02 L(-10 - 10) // [ps] 6) RooRealVar::0x2743410::tErr : 1.91237e-01 L(0 - 1) // [ps] Selection PDF configuration: parameter values from './results/dstar_kspipi_ccbar_EventError_KsKs.config' : Initial parameters configured RooArgSet::parameters_selection: 1) RooRealVar::0x45b08e0::bkgC_bias_KsPiPi : -2.58122e-01 +/- 9.152e-03 C L(-1 - 1) 2) RooRealVar::0x45b4ea0::bkgC_frac_KsPiPi : 8.96771e-01 +/- 6.398e-03 C L(0 - 1) 3) RooRealVar::0x45b1450::bkgC_scfa_KsPiPi : 1.01098e+00 +/- 6.882e-03 C L(0.001 - 20) 4) RooRealVar::0x45c2e40::bkgKsKsC_bias_KsPiPi : 2.64506e-01 +/- 1.571e+00 L(-1 - 1) 5) RooRealVar::0x45c5dd0::bkgKsKsC_frac_KsPiPi : 1.42209e-01 +/- 5.349e-01 L(0 - 1) 6) RooRealVar::0x45c3a80::bkgKsKsC_scfa_KsPiPi : 1.28542e+00 +/- 5.578e-01 L(0.001 - 20) 7) RooRealVar::0x45c69e0::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0x45c4640::bkgKsKsT_bias_KsPiPi : 1.00000e+00 +/- 1.711e-01 L(-3 - 3) 9) RooRealVar::0x45c5210::bkgKsKsT_scfa_KsPiPi : 1.77076e+00 +/- 2.937e-01 L(0.001 - 20) 10) RooRealVar::0x45c22d0::bkgKsKs_tau_KsPiPi : 5.53968e-01 +/- 5.492e-02 L(0.1 - 1) // [ps] 11) RooRealVar::0x45b2010::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0x45b5a40::bkgO_frac_KsPiPi : 7.33738e-03 +/- 9.404e-04 C L(0 - 1) 13) RooRealVar::0x45b2c30::bkgO_scfa_KsPiPi : 2.55633e+00 +/- 1.138e-01 C L(0 - 20) 14) RooRealVar::0x45b3810::bkgT_bias_KsPiPi : 5.86546e-01 +/- 6.278e-02 C L(-3 - 3) 15) RooRealVar::0x45b4340::bkgT_scfa_KsPiPi : 2.56953e+00 +/- 7.035e-02 C L(0.001 - 20) 16) RooRealVar::0x45afd20::bkg_tau_KsPiPi : 2.44123e-01 +/- 4.382e-03 C L(0.1 - 1) // [ps] 17) RooRealVar::0x45be820::dmBkgKsKsGWidth_KsPiPi : 2.68244e-04 +/- 6.607e-05 L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0x45bd060::dmBkgKsKsJsuDelta_KsPiPi : 9.64174e-01 +/- 2.514e-01 L(0 - 10) 19) RooRealVar::0x45bdc20::dmBkgKsKsJsuFrac_KsPiPi : 7.17108e-01 +/- 1.022e-01 L(0 - 1) 20) RooRealVar::0x45bc460::dmBkgKsKsJsuGamma_KsPiPi : -2.27266e-14 +/- 5.923e-03 L(-10 - 0) 21) RooRealVar::0x45bacb0::dmBkgKsKsJsuMean_KsPiPi : 1.45349e-01 +/- 3.418e-05 L(0.14 - 0.15) // [GeV] 22) RooRealVar::0x45bb860::dmBkgKsKsJsuWidth_KsPiPi : 1.19887e-03 +/- 5.531e-04 L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0x45c8130::dmBkgSlope_KsPiPi : -1.53782e+00 +/- 1.764e-01 C L(-100 - 0) 24) RooRealVar::0x459a640::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0x45ac210::dmSigFakeDArgFrac_KsPiPi : 9.48906e-01 +/- 9.754e-03 C L(0 - 1) 26) RooRealVar::0x45ada10::dmSigFakeDG1Frac_KsPiPi : 3.75684e-01 +/- 6.625e-02 C L(0 - 1) 27) RooRealVar::0x45ace40::dmSigFakeDG1Width_KsPiPi : 7.52378e-04 +/- 8.309e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0x45ae660::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0x45ab640::dmSigFakeDSlope_KsPiPi : -4.14251e+00 +/- 7.297e-02 C L(-100 - 0) 30) RooRealVar::0x45982d0::dmSigG1Mean_KsPiPi : 1.45283e-01 +/- 6.160e-05 C L(0.14 - 0.15) // [GeV] 31) RooRealVar::0x4598e90::dmSigG1Width_KsPiPi : 1.13593e-03 +/- 6.065e-05 C L(1e-05 - 0.01) // [GeV] 32) RooRealVar::0x4596bf0::dmSigJsuDelta_KsPiPi : 6.91618e-01 +/- 7.436e-03 C L(0 - 10) 33) RooRealVar::0x4597760::dmSigJsuFrac_KsPiPi : 9.62293e-01 +/- 4.591e-03 C L(0 - 1) 34) RooRealVar::0x4599b10::dmSigJsuG1Frac_KsPiPi : 9.83510e-01 +/- 1.997e-03 C L(0 - 1) 35) RooRealVar::0x4596030::dmSigJsuGamma_KsPiPi : -2.31667e-02 +/- 5.452e-03 C L(-10 - 0) 36) RooRealVar::0x4594950::dmSigJsuMean_KsPiPi : 1.45427e-01 +/- 1.288e-06 C L(0.14 - 0.15) // [GeV] 37) RooRealVar::0x4595470::dmSigJsuWidth_KsPiPi : 2.60775e-04 +/- 2.263e-06 C L(1e-05 - 0.01) // [GeV] 38) RooRealVar::0x459b2b0::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0x45c1640::mDBkgKsKsG1Frac_KsPiPi : 5.67281e-01 +/- 1.153e-01 L(0 - 1) 40) RooRealVar::0x45bfe80::mDBkgKsKsG1Width_KsPiPi : 1.12034e-02 +/- 9.162e-04 L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0x45c0a80::mDBkgKsKsG2Width_KsPiPi : 4.14156e-03 +/- 8.844e-04 L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0x45bf280::mDBkgKsKsGMean_KsPiPi : 1.86545e+00 +/- 3.363e-04 L(1.7 - 2) // [GeV] 43) RooRealVar::0x45af2a0::mDContCombC1_KsPiPi : -4.16411e-01 +/- 6.485e-03 C L(-100 - 100) 44) RooRealVar::0x459ed20::mDSigG1Frac_KsPiPi : 6.64723e-01 +/- 2.009e-02 C L(0 - 1) 45) RooRealVar::0x45a1160::mDSigG1G2Frac_KsPiPi : 9.26994e-01 +/- 2.631e-03 C L(0 - 1) 46) RooRealVar::0x459bdf0::mDSigG1Mean_KsPiPi : 1.86527e+00 +/- 1.879e-05 C L(1.7 - 2) // [GeV] 47) RooRealVar::0x459c9a0::mDSigG1Width_KsPiPi : 4.77639e-03 +/- 4.203e-05 C L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0x459d5a0::mDSigG2Mean_KsPiPi : 1.86480e+00 +/- 4.328e-05 C L(1.7 - 2) // [GeV] 49) RooRealVar::0x459e160::mDSigG2Width_KsPiPi : 7.80041e-03 +/- 1.549e-04 C L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0x459f8e0::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0x45a04a0::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0x45c98c0::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0x45c8cd0::nDstarContGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 54) RooRealVar::0x45ba120::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0x45c74c0::nDstarSigFakeDKsKs_KsPiPi : 1.00000e+00 C L(0 - 1e+08) 56) RooRealVar::0x45b9550::nDstarSigFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 57) RooRealVar::0x45aaa30::nDstarSigGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 58) RooRealVar::0x45a1c80::sigC_bias_KsPiPi : -4.93158e-03 +/- 3.100e-03 C L(-1 - 1) 59) RooRealVar::0x45a6400::sigC_frac_KsPiPi : 9.58017e-01 +/- 3.959e-03 C L(0 - 1) 60) RooRealVar::0x45a28c0::sigC_scfa_KsPiPi : 9.76347e-01 +/- 3.768e-03 C L(0.001 - 2) 61) RooRealVar::0x45a34c0::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0x45a6ff0::sigO_frac_KsPiPi : 9.86506e-04 +/- 2.442e-04 C L(0 - 1) 63) RooRealVar::0x45a4020::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0x45a4bc0::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0x45a5800::sigT_scfa_KsPiPi : 2.17372e+00 +/- 6.388e-02 C L(0.001 - 5) 66) RooRealVar::0x45b8960::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0x45b7db0::tErrBkgGamma_KsPiPi : -4.65821e+00 +/- 1.449e-01 C L(-100 - 0) 68) RooRealVar::0x45b6630::tErrBkgMean_KsPiPi : 8.12963e-02 +/- 1.240e-03 C L(0 - 2) 69) RooRealVar::0x45b71c0::tErrBkgWidth_KsPiPi : 4.70681e-02 +/- 3.668e-03 C L(0.0001 - 2) 70) RooRealVar::0x45a9e40::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0x45a9250::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0x45a7b60::tErrSigMean_KsPiPi : 7.02981e-02 +/- 4.685e-04 C L(0 - 2) 73) RooRealVar::0x45a86a0::tErrSigWidth_KsPiPi : 1.77419e-02 +/- 4.624e-04 C L(0.0001 - 2) 74) RooRealVar::0x27c2440::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::0x45b08e0::bkgC_bias_KsPiPi : -2.58122e-01 +/- 9.152e-03 C L(-1 - 1) 2) RooRealVar::0x45b4ea0::bkgC_frac_KsPiPi : 8.96771e-01 +/- 6.398e-03 C L(0 - 1) 3) RooRealVar::0x45b1450::bkgC_scfa_KsPiPi : 1.01098e+00 +/- 6.882e-03 C L(0.001 - 20) 4) RooRealVar::0x45c2e40::bkgKsKsC_bias_KsPiPi : 2.64506e-01 +/- 1.571e+00 L(-1 - 1) 5) RooRealVar::0x45c5dd0::bkgKsKsC_frac_KsPiPi : 1.42209e-01 +/- 5.349e-01 L(0 - 1) 6) RooRealVar::0x45c3a80::bkgKsKsC_scfa_KsPiPi : 1.28542e+00 +/- 5.578e-01 L(0.001 - 20) 7) RooRealVar::0x45c69e0::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0x45c4640::bkgKsKsT_bias_KsPiPi : 1.00000e+00 +/- 1.711e-01 L(-3 - 3) 9) RooRealVar::0x45c5210::bkgKsKsT_scfa_KsPiPi : 1.77076e+00 +/- 2.937e-01 L(0.001 - 20) 10) RooRealVar::0x45c22d0::bkgKsKs_tau_KsPiPi : 5.53968e-01 +/- 5.492e-02 L(0.1 - 1) // [ps] 11) RooRealVar::0x45b2010::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0x45b5a40::bkgO_frac_KsPiPi : 7.33738e-03 +/- 9.404e-04 C L(0 - 1) 13) RooRealVar::0x45b2c30::bkgO_scfa_KsPiPi : 2.55633e+00 +/- 1.138e-01 C L(0 - 20) 14) RooRealVar::0x45b3810::bkgT_bias_KsPiPi : 5.86546e-01 +/- 6.278e-02 C L(-3 - 3) 15) RooRealVar::0x45b4340::bkgT_scfa_KsPiPi : 2.56953e+00 +/- 7.035e-02 C L(0.001 - 20) 16) RooRealVar::0x45afd20::bkg_tau_KsPiPi : 2.44123e-01 +/- 4.382e-03 C L(0.1 - 1) // [ps] 17) RooRealVar::0x45be820::dmBkgKsKsGWidth_KsPiPi : 2.68244e-04 +/- 6.607e-05 L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0x45bd060::dmBkgKsKsJsuDelta_KsPiPi : 9.64174e-01 +/- 2.514e-01 L(0 - 10) 19) RooRealVar::0x45bdc20::dmBkgKsKsJsuFrac_KsPiPi : 7.17108e-01 +/- 1.022e-01 L(0 - 1) 20) RooRealVar::0x45bc460::dmBkgKsKsJsuGamma_KsPiPi : -2.27266e-14 +/- 5.923e-03 L(-10 - 0) 21) RooRealVar::0x45bacb0::dmBkgKsKsJsuMean_KsPiPi : 1.45349e-01 +/- 3.418e-05 L(0.14 - 0.15) // [GeV] 22) RooRealVar::0x45bb860::dmBkgKsKsJsuWidth_KsPiPi : 1.19887e-03 +/- 5.531e-04 L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0x45c8130::dmBkgSlope_KsPiPi : -1.53782e+00 +/- 1.764e-01 C L(-100 - 0) 24) RooRealVar::0x459a640::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0x45ac210::dmSigFakeDArgFrac_KsPiPi : 9.48906e-01 +/- 9.754e-03 C L(0 - 1) 26) RooRealVar::0x45ada10::dmSigFakeDG1Frac_KsPiPi : 3.75684e-01 +/- 6.625e-02 C L(0 - 1) 27) RooRealVar::0x45ace40::dmSigFakeDG1Width_KsPiPi : 7.52378e-04 +/- 8.309e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0x45ae660::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0x45ab640::dmSigFakeDSlope_KsPiPi : -4.14251e+00 +/- 7.297e-02 C L(-100 - 0) 30) RooRealVar::0x45982d0::dmSigG1Mean_KsPiPi : 1.45283e-01 +/- 6.160e-05 C L(0.14 - 0.15) // [GeV] 31) RooRealVar::0x4598e90::dmSigG1Width_KsPiPi : 1.13593e-03 +/- 6.065e-05 C L(1e-05 - 0.01) // [GeV] 32) RooRealVar::0x4596bf0::dmSigJsuDelta_KsPiPi : 6.91618e-01 +/- 7.436e-03 C L(0 - 10) 33) RooRealVar::0x4597760::dmSigJsuFrac_KsPiPi : 9.62293e-01 +/- 4.591e-03 C L(0 - 1) 34) RooRealVar::0x4599b10::dmSigJsuG1Frac_KsPiPi : 9.83510e-01 +/- 1.997e-03 C L(0 - 1) 35) RooRealVar::0x4596030::dmSigJsuGamma_KsPiPi : -2.31667e-02 +/- 5.452e-03 C L(-10 - 0) 36) RooRealVar::0x4594950::dmSigJsuMean_KsPiPi : 1.45427e-01 +/- 1.288e-06 C L(0.14 - 0.15) // [GeV] 37) RooRealVar::0x4595470::dmSigJsuWidth_KsPiPi : 2.60775e-04 +/- 2.263e-06 C L(1e-05 - 0.01) // [GeV] 38) RooRealVar::0x459b2b0::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0x45c1640::mDBkgKsKsG1Frac_KsPiPi : 5.67281e-01 +/- 1.153e-01 L(0 - 1) 40) RooRealVar::0x45bfe80::mDBkgKsKsG1Width_KsPiPi : 1.12034e-02 +/- 9.162e-04 L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0x45c0a80::mDBkgKsKsG2Width_KsPiPi : 4.14156e-03 +/- 8.844e-04 L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0x45bf280::mDBkgKsKsGMean_KsPiPi : 1.86545e+00 +/- 3.363e-04 L(1.7 - 2) // [GeV] 43) RooRealVar::0x45af2a0::mDContCombC1_KsPiPi : -4.16411e-01 +/- 6.485e-03 C L(-100 - 100) 44) RooRealVar::0x459ed20::mDSigG1Frac_KsPiPi : 6.64723e-01 +/- 2.009e-02 C L(0 - 1) 45) RooRealVar::0x45a1160::mDSigG1G2Frac_KsPiPi : 9.26994e-01 +/- 2.631e-03 C L(0 - 1) 46) RooRealVar::0x459bdf0::mDSigG1Mean_KsPiPi : 1.86527e+00 +/- 1.879e-05 C L(1.7 - 2) // [GeV] 47) RooRealVar::0x459c9a0::mDSigG1Width_KsPiPi : 4.77639e-03 +/- 4.203e-05 C L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0x459d5a0::mDSigG2Mean_KsPiPi : 1.86480e+00 +/- 4.328e-05 C L(1.7 - 2) // [GeV] 49) RooRealVar::0x459e160::mDSigG2Width_KsPiPi : 7.80041e-03 +/- 1.549e-04 C L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0x459f8e0::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0x45a04a0::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0x45c98c0::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0x45c8cd0::nDstarContGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 54) RooRealVar::0x45ba120::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0x45c74c0::nDstarSigFakeDKsKs_KsPiPi : 1.00000e+00 C L(0 - 1e+08) 56) RooRealVar::0x45b9550::nDstarSigFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 57) RooRealVar::0x45aaa30::nDstarSigGoodD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 58) RooRealVar::0x45a1c80::sigC_bias_KsPiPi : -4.93158e-03 +/- 3.100e-03 C L(-1 - 1) 59) RooRealVar::0x45a6400::sigC_frac_KsPiPi : 9.58017e-01 +/- 3.959e-03 C L(0 - 1) 60) RooRealVar::0x45a28c0::sigC_scfa_KsPiPi : 9.76347e-01 +/- 3.768e-03 C L(0.001 - 2) 61) RooRealVar::0x45a34c0::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0x45a6ff0::sigO_frac_KsPiPi : 9.86506e-04 +/- 2.442e-04 C L(0 - 1) 63) RooRealVar::0x45a4020::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0x45a4bc0::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0x45a5800::sigT_scfa_KsPiPi : 2.17372e+00 +/- 6.388e-02 C L(0.001 - 5) 66) RooRealVar::0x45b8960::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0x45b7db0::tErrBkgGamma_KsPiPi : -4.65821e+00 +/- 1.449e-01 C L(-100 - 0) 68) RooRealVar::0x45b6630::tErrBkgMean_KsPiPi : 8.12963e-02 +/- 1.240e-03 C L(0 - 2) 69) RooRealVar::0x45b71c0::tErrBkgWidth_KsPiPi : 4.70681e-02 +/- 3.668e-03 C L(0.0001 - 2) 70) RooRealVar::0x45a9e40::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0x45a9250::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0x45a7b60::tErrSigMean_KsPiPi : 7.02981e-02 +/- 4.685e-04 C L(0 - 2) 73) RooRealVar::0x45a86a0::tErrSigWidth_KsPiPi : 1.77419e-02 +/- 4.624e-04 C L(0.0001 - 2) 74) RooRealVar::0x27c2440::tau : 4.13362e-01 +/- 1.005e-03 C L(0.1 - 1) // [ps] RooDKFitMaster: PDF dependents for fitting RooArgSet::dependents: 1) RooCategory::0x279b370::DdecayMode_split : KsKK 2) RooCategory::0x2752220::BdecayMode : Dstar 3) RooRealVar::0x2743cf0::deltam : 1.46153e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x27413c0::mD : 1.86236e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x2742fb0::tReco : 1.73866e-02 L(-10 - 10) // [ps] 6) RooRealVar::0x2743410::tErr : 1.91237e-01 L(0 - 1) // [ps] ********************************** * * * PERFORMING RooDKDalitz FIT * * * ********************************** RooDataSet::dataSel: "dataSel" Contains 565 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 = 499541 : "time stamp upper ID" [CloneOf(027420b0),CloneOf(0414bcd0),CloneOf(040c1fa0),CloneOf(04226480)] 16) RooAbsString: tstampl = 1351512664 : "time stamp lower ID" [CloneOf(02742830),CloneOf(0414c570),CloneOf(040c31f0),CloneOf(042279b0)] 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: MINUIT WARNING IN PARAMETR ============== VARIABLE1 BROUGHT BACK INSIDE LIMITS. MINUIT WARNING IN PARAMETR ============== VARIABLE1 BROUGHT BACK INSIDE LIMITS. MINUIT WARNING IN PARAMETR ============== VARIABLE2 BROUGHT BACK INSIDE LIMITS. MINUIT WARNING IN PARAMETR ============== VARIABLE10 IS AT ITS UPPER ALLOWED LIMIT. MINUIT WARNING IN PARAMETR ============== VARIABLE10 BROUGHT BACK INSIDE LIMITS. ********** ** 9 **SET PRINT 1 ********** RooMinuit::optimizeConst: activating const optimization RooAbsGoodnessOfFit::initSimMode: creating slave GOF calculator #0 for state {KsPiPi;Dstar} (565 dataset entries) RooAbsOptGoodnessOfFit::constOptimize({KsPiPi;Dstar}) Action=Activate RooAbsReal::optimize: component selDstarSigGoodDTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarSigFakeDTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarSigFakeD4udsTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component tErrBkgPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarContGoodDTDPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarContFakeDTDPdf_{Dstar;KsPiPi} will be cached ********** ** 10 **SET STR 1 ********** NOW USING STRATEGY 1: TRY TO BALANCE SPEED AGAINST RELIABILITY ********** ** 15 **MIGRAD 8000 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. MINUIT WARNING IN MIGrad ============== VARIABLE10 IS AT ITS UPPER ALLOWED LIMIT. dmBkgKsKsJsuGamma_KsPiPi=-9.53674e-06, prevFCN = -4287.479607 START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 bkgKsKsC_bias_KsPiPi=0.3322, bkgKsKsC_frac_KsPiPi=0.1422, bkgKsKsC_scfa_KsPiPi=1.285, bkgKsKsT_scfa_KsPiPi=1.771, dmBkgKsKsGWidth_KsPiPi=0.0002682, dmBkgKsKsJsuDelta_KsPiPi=0.9642, dmBkgKsKsJsuWidth_KsPiPi=0.001199, mDBkgKsKsG1Width_KsPiPi=0.0112, mDBkgKsKsG2Width_KsPiPi=0.004142, prevFCN = -4287.445095 bkgKsKsC_bias_KsPiPi=0.1955, prevFCN = -4287.495286 bkgKsKsC_bias_KsPiPi=0.287, prevFCN = -4287.470237 bkgKsKsC_bias_KsPiPi=0.2419, prevFCN = -4287.48693 bkgKsKsC_bias_KsPiPi=0.2645, bkgKsKsC_frac_KsPiPi=0.1578, prevFCN = -4287.404473 bkgKsKsC_frac_KsPiPi=0.1273, prevFCN = -4287.529696 bkgKsKsC_frac_KsPiPi=0.1466, prevFCN = -4287.460826 bkgKsKsC_frac_KsPiPi=0.1379, prevFCN = -4287.496343 bkgKsKsC_frac_KsPiPi=0.1422, bkgKsKsC_scfa_KsPiPi=1.311, prevFCN = -4287.466787 bkgKsKsC_scfa_KsPiPi=1.26, prevFCN = -4287.492724 bkgKsKsC_scfa_KsPiPi=1.354, prevFCN = -4287.448991 bkgKsKsC_scfa_KsPiPi=1.218, prevFCN = -4287.512473 bkgKsKsC_scfa_KsPiPi=1.285, bkgKsKsT_bias_KsPiPi=1.008, prevFCN = -4287.408029 bkgKsKsT_bias_KsPiPi=0.9923, prevFCN = -4287.545984 bkgKsKsT_bias_KsPiPi=1.005, prevFCN = -4287.435333 bkgKsKsT_bias_KsPiPi=0.9951, prevFCN = -4287.521836 bkgKsKsT_bias_KsPiPi=1, bkgKsKsT_scfa_KsPiPi=1.784, prevFCN = -4288.370385 bkgKsKsT_scfa_KsPiPi=1.757, prevFCN = -4286.554893 bkgKsKsT_scfa_KsPiPi=1.774, prevFCN = -4287.701379 bkgKsKsT_scfa_KsPiPi=1.767, prevFCN = -4287.25579 bkgKsKsT_scfa_KsPiPi=1.771, bkgKsKs_tau_KsPiPi=0.5565, prevFCN = -4287.657175 bkgKsKs_tau_KsPiPi=0.5515, prevFCN = -4287.295156 bkgKsKs_tau_KsPiPi=0.5553, prevFCN = -4287.577238 bkgKsKs_tau_KsPiPi=0.5526, prevFCN = -4287.379931 bkgKsKs_tau_KsPiPi=0.554, dmBkgKsKsGWidth_KsPiPi=0.0002713, prevFCN = -4287.576604 dmBkgKsKsGWidth_KsPiPi=0.0002652, prevFCN = -4287.373316 dmBkgKsKsGWidth_KsPiPi=0.0002697, prevFCN = -4287.526256 dmBkgKsKsGWidth_KsPiPi=0.0002668, prevFCN = -4287.430914 dmBkgKsKsGWidth_KsPiPi=0.0002682, dmBkgKsKsJsuDelta_KsPiPi=0.9757, prevFCN = -4287.612902 dmBkgKsKsJsuDelta_KsPiPi=0.9527, prevFCN = -4287.2826 dmBkgKsKsJsuDelta_KsPiPi=0.9662, prevFCN = -4287.508224 dmBkgKsKsJsuDelta_KsPiPi=0.9621, prevFCN = -4287.448945 dmBkgKsKsJsuDelta_KsPiPi=0.9642, dmBkgKsKsJsuFrac_KsPiPi=0.7218, prevFCN = -4287.53676 dmBkgKsKsJsuFrac_KsPiPi=0.7124, prevFCN = -4287.400647 dmBkgKsKsJsuFrac_KsPiPi=0.7185, prevFCN = -4287.499411 dmBkgKsKsJsuFrac_KsPiPi=0.7157, prevFCN = -4287.457758 dmBkgKsKsJsuFrac_KsPiPi=0.7171, dmBkgKsKsJsuGamma_KsPiPi=-2.006e-06, prevFCN = -4287.480269 dmBkgKsKsJsuGamma_KsPiPi=-2.266e-05, prevFCN = -4287.478453 dmBkgKsKsJsuGamma_KsPiPi=-1.028e-07, prevFCN = -4287.480437 dmBkgKsKsJsuGamma_KsPiPi=-4.221e-05, prevFCN = -4287.476732 dmBkgKsKsJsuGamma_KsPiPi=-9.537e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4287.496329 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4287.460212 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001225, prevFCN = -4287.240344 dmBkgKsKsJsuWidth_KsPiPi=0.001173, prevFCN = -4287.607397 dmBkgKsKsJsuWidth_KsPiPi=0.001202, prevFCN = -4287.453594 dmBkgKsKsJsuWidth_KsPiPi=0.001195, prevFCN = -4287.503576 dmBkgKsKsJsuWidth_KsPiPi=0.001199, mDBkgKsKsG1Frac_KsPiPi=0.5725, prevFCN = -4287.417805 mDBkgKsKsG1Frac_KsPiPi=0.562, prevFCN = -4287.525773 mDBkgKsKsG1Frac_KsPiPi=0.5692, prevFCN = -4287.459053 mDBkgKsKsG1Frac_KsPiPi=0.5654, prevFCN = -4287.498116 mDBkgKsKsG1Frac_KsPiPi=0.5673, mDBkgKsKsG1Width_KsPiPi=0.01124, prevFCN = -4287.572639 mDBkgKsKsG1Width_KsPiPi=0.01116, prevFCN = -4287.378252 mDBkgKsKsG1Width_KsPiPi=0.01122, prevFCN = -4287.526752 mDBkgKsKsG1Width_KsPiPi=0.01118, prevFCN = -4287.430418 mDBkgKsKsG1Width_KsPiPi=0.0112, mDBkgKsKsG2Width_KsPiPi=0.004182, prevFCN = -4287.470176 mDBkgKsKsG2Width_KsPiPi=0.004101, prevFCN = -4287.476242 mDBkgKsKsG2Width_KsPiPi=0.004158, prevFCN = -4287.477357 mDBkgKsKsG2Width_KsPiPi=0.004125, prevFCN = -4287.479813 mDBkgKsKsG2Width_KsPiPi=0.004142, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4287.473321 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4287.483469 bkgKsKsC_scfa_KsPiPi=1.218, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4287.512473 bkgKsKsC_scfa_KsPiPi=0.9676, prevFCN = -4287.437778 bkgKsKsC_scfa_KsPiPi=1.147, prevFCN = -4287.53413 bkgKsKsC_scfa_KsPiPi=1.081, prevFCN = -4287.52881 bkgKsKsC_scfa_KsPiPi=1.128, prevFCN = -4287.535585 bkgKsKsC_bias_KsPiPi=0.287, prevFCN = -4287.524744 bkgKsKsC_bias_KsPiPi=0.2419, prevFCN = -4287.544221 bkgKsKsC_bias_KsPiPi=0.2645, bkgKsKsC_frac_KsPiPi=0.1466, prevFCN = -4287.510499 bkgKsKsC_frac_KsPiPi=0.1379, prevFCN = -4287.558072 bkgKsKsC_frac_KsPiPi=0.1422, bkgKsKsC_scfa_KsPiPi=1.189, prevFCN = -4287.523836 bkgKsKsC_scfa_KsPiPi=1.068, prevFCN = -4287.523844 bkgKsKsC_scfa_KsPiPi=1.146, prevFCN = -4287.534284 bkgKsKsC_scfa_KsPiPi=1.11, prevFCN = -4287.534816 bkgKsKsC_scfa_KsPiPi=1.128, bkgKsKsT_bias_KsPiPi=1.005, prevFCN = -4287.489707 bkgKsKsT_bias_KsPiPi=0.9951, prevFCN = -4287.579387 bkgKsKsT_bias_KsPiPi=1, bkgKsKsT_scfa_KsPiPi=1.774, prevFCN = -4287.767175 bkgKsKsT_scfa_KsPiPi=1.767, prevFCN = -4287.301866 bkgKsKsT_scfa_KsPiPi=1.771, bkgKsKs_tau_KsPiPi=0.5553, prevFCN = -4287.634849 bkgKsKs_tau_KsPiPi=0.5526, prevFCN = -4287.434266 bkgKsKs_tau_KsPiPi=0.554, dmBkgKsKsGWidth_KsPiPi=0.0002697, prevFCN = -4287.582233 dmBkgKsKsGWidth_KsPiPi=0.0002668, prevFCN = -4287.486892 dmBkgKsKsGWidth_KsPiPi=0.0002682, dmBkgKsKsJsuDelta_KsPiPi=0.9662, prevFCN = -4287.564202 dmBkgKsKsJsuDelta_KsPiPi=0.9621, prevFCN = -4287.504923 dmBkgKsKsJsuDelta_KsPiPi=0.9642, dmBkgKsKsJsuFrac_KsPiPi=0.7185, prevFCN = -4287.555389 dmBkgKsKsJsuFrac_KsPiPi=0.7157, prevFCN = -4287.513736 dmBkgKsKsJsuFrac_KsPiPi=0.7171, dmBkgKsKsJsuGamma_KsPiPi=-1.028e-07, prevFCN = -4287.536415 dmBkgKsKsJsuGamma_KsPiPi=-4.221e-05, prevFCN = -4287.53271 dmBkgKsKsJsuGamma_KsPiPi=-9.537e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4287.550357 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4287.518768 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001202, prevFCN = -4287.509569 dmBkgKsKsJsuWidth_KsPiPi=0.001195, prevFCN = -4287.559556 dmBkgKsKsJsuWidth_KsPiPi=0.001199, mDBkgKsKsG1Frac_KsPiPi=0.5692, prevFCN = -4287.515031 mDBkgKsKsG1Frac_KsPiPi=0.5654, prevFCN = -4287.554094 mDBkgKsKsG1Frac_KsPiPi=0.5673, mDBkgKsKsG1Width_KsPiPi=0.01122, prevFCN = -4287.58273 mDBkgKsKsG1Width_KsPiPi=0.01118, prevFCN = -4287.486395 mDBkgKsKsG1Width_KsPiPi=0.0112, mDBkgKsKsG2Width_KsPiPi=0.004158, prevFCN = -4287.533335 mDBkgKsKsG2Width_KsPiPi=0.004125, prevFCN = -4287.535791 mDBkgKsKsG2Width_KsPiPi=0.004142, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4287.529902 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4287.539223 FCN=-4287.54 FROM MIGRAD STATUS=INITIATE 99 CALLS 100 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgKsKsC_bias_KsPiPi 2.64506e-01 1.57100e+00 0.00000e+00 4.16947e-01 2 bkgKsKsC_frac_KsPiPi 1.42209e-01 5.34900e-01 0.00000e+00 1.90685e+00 3 bkgKsKsC_scfa_KsPiPi 1.12794e+00 5.57800e-01 -3.31008e-02 6.84078e-02 4 bkgKsKsT_bias_KsPiPi 1.00000e+00 1.71100e-01 0.00000e+00 2.61216e+01 5 bkgKsKsT_scfa_KsPiPi 1.77076e+00 2.93700e-01 0.00000e+00 -4.04038e+02 6 bkgKsKs_tau_KsPiPi 5.53968e-01 5.49200e-02 0.00000e+00 -3.32584e+01 7 dmBkgKsKsGWidth_KsPiPi 2.68244e-04 6.60700e-05 0.00000e+00 -4.26576e+01 8 dmBkgKsKsJsuDelta_KsPiPi 9.64174e-01 2.51400e-01 0.00000e+00 -4.26076e+01 9 dmBkgKsKsJsuFrac_KsPiPi 7.17108e-01 1.02200e-01 0.00000e+00 -6.52826e+00 10 dmBkgKsKsJsuGamma_KsPiPi -9.53674e-06 5.92300e-03 0.00000e+00 -8.59146e-01 11 dmBkgKsKsJsuMean_KsPiPi 1.45349e-01 3.41800e-05 0.00000e+00 -5.82788e+01 12 dmBkgKsKsJsuWidth_KsPiPi 1.19887e-03 5.53100e-04 0.00000e+00 2.22029e+01 13 mDBkgKsKsG1Frac_KsPiPi 5.67281e-01 1.15300e-01 0.00000e+00 5.08289e+00 14 mDBkgKsKsG1Width_KsPiPi 1.12034e-02 9.16200e-04 0.00000e+00 -7.35943e+01 15 mDBkgKsKsG2Width_KsPiPi 4.14156e-03 8.84400e-04 0.00000e+00 1.50303e+00 16 mDBkgKsKsGMean_KsPiPi 1.86545e+00 3.36300e-04 0.00000e+00 4.97826e+01 ERR DEF= 0.5 bkgKsKsC_bias_KsPiPi=0.1638, bkgKsKsC_frac_KsPiPi=0.1047, bkgKsKsC_scfa_KsPiPi=1.126, bkgKsKsT_bias_KsPiPi=0.8944, bkgKsKsT_scfa_KsPiPi=2.144, bkgKsKs_tau_KsPiPi=0.6199, dmBkgKsKsGWidth_KsPiPi=0.0003032, dmBkgKsKsJsuDelta_KsPiPi=0.9941, dmBkgKsKsJsuFrac_KsPiPi=0.7316, dmBkgKsKsJsuGamma_KsPiPi=-2.665e-14, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001156, mDBkgKsKsG1Frac_KsPiPi=0.5491, mDBkgKsKsG1Width_KsPiPi=0.01169, mDBkgKsKsG2Width_KsPiPi=0.004132, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4303.067042 bkgKsKsC_bias_KsPiPi=0.1742, bkgKsKsC_frac_KsPiPi=0.1084, bkgKsKsC_scfa_KsPiPi=1.126, bkgKsKsT_bias_KsPiPi=0.9053, bkgKsKsT_scfa_KsPiPi=2.105, bkgKsKs_tau_KsPiPi=0.6132, dmBkgKsKsGWidth_KsPiPi=0.0002995, dmBkgKsKsJsuDelta_KsPiPi=0.9911, dmBkgKsKsJsuFrac_KsPiPi=0.7301, dmBkgKsKsJsuGamma_KsPiPi=-1.002e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001161, mDBkgKsKsG1Frac_KsPiPi=0.5509, mDBkgKsKsG1Width_KsPiPi=0.01164, mDBkgKsKsG2Width_KsPiPi=0.004133, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4303.051084 bkgKsKsC_bias_KsPiPi=0.186, bkgKsKsC_frac_KsPiPi=0.1047, bkgKsKsC_scfa_KsPiPi=1.126, bkgKsKsT_bias_KsPiPi=0.8944, bkgKsKsT_scfa_KsPiPi=2.144, bkgKsKs_tau_KsPiPi=0.6199, dmBkgKsKsGWidth_KsPiPi=0.0003032, dmBkgKsKsJsuDelta_KsPiPi=0.9941, dmBkgKsKsJsuFrac_KsPiPi=0.7316, dmBkgKsKsJsuGamma_KsPiPi=-2.665e-14, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001156, mDBkgKsKsG1Frac_KsPiPi=0.5491, mDBkgKsKsG1Width_KsPiPi=0.01169, mDBkgKsKsG2Width_KsPiPi=0.004132, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4303.099323 bkgKsKsC_bias_KsPiPi=0.1415, prevFCN = -4303.031881 bkgKsKsC_bias_KsPiPi=0.1638, bkgKsKsC_frac_KsPiPi=0.1082, prevFCN = -4303.183675 bkgKsKsC_frac_KsPiPi=0.1014, prevFCN = -4302.950408 bkgKsKsC_frac_KsPiPi=0.141, prevFCN = -4304.218991 bkgKsKsC_frac_KsPiPi=0.07329, prevFCN = -4301.914607 bkgKsKsC_frac_KsPiPi=0.1047, bkgKsKsC_scfa_KsPiPi=1.144, prevFCN = -4302.995154 bkgKsKsC_scfa_KsPiPi=1.108, prevFCN = -4303.136399 bkgKsKsC_scfa_KsPiPi=1.126, bkgKsKsT_bias_KsPiPi=0.8993, prevFCN = -4303.045351 bkgKsKsT_bias_KsPiPi=0.8895, prevFCN = -4303.087042 bkgKsKsT_bias_KsPiPi=0.8944, bkgKsKsT_scfa_KsPiPi=2.148, prevFCN = -4303.069811 bkgKsKsT_scfa_KsPiPi=2.141, prevFCN = -4303.063005 bkgKsKsT_scfa_KsPiPi=2.144, bkgKsKs_tau_KsPiPi=0.6213, prevFCN = -4303.05806 bkgKsKs_tau_KsPiPi=0.6186, prevFCN = -4303.074856 bkgKsKs_tau_KsPiPi=0.6199, dmBkgKsKsGWidth_KsPiPi=0.0003048, prevFCN = -4303.052678 dmBkgKsKsGWidth_KsPiPi=0.0003016, prevFCN = -4303.079894 dmBkgKsKsGWidth_KsPiPi=0.0003032, dmBkgKsKsJsuDelta_KsPiPi=0.9962, prevFCN = -4303.043372 dmBkgKsKsJsuDelta_KsPiPi=0.9921, prevFCN = -4303.088373 dmBkgKsKsJsuDelta_KsPiPi=0.9941, dmBkgKsKsJsuFrac_KsPiPi=0.733, prevFCN = -4303.070587 dmBkgKsKsJsuFrac_KsPiPi=0.7302, prevFCN = -4303.061786 dmBkgKsKsJsuFrac_KsPiPi=0.7316, dmBkgKsKsJsuGamma_KsPiPi=-1.166e-05, prevFCN = -4303.065952 dmBkgKsKsJsuGamma_KsPiPi=-1.166e-05, prevFCN = -4303.065952 dmBkgKsKsJsuGamma_KsPiPi=-2.665e-14, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4303.044006 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4303.088246 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.00116, prevFCN = -4303.08697 dmBkgKsKsJsuWidth_KsPiPi=0.001153, prevFCN = -4303.044737 dmBkgKsKsJsuWidth_KsPiPi=0.001156, mDBkgKsKsG1Frac_KsPiPi=0.551, prevFCN = -4303.039734 mDBkgKsKsG1Frac_KsPiPi=0.5471, prevFCN = -4303.092154 mDBkgKsKsG1Frac_KsPiPi=0.5491, mDBkgKsKsG1Width_KsPiPi=0.01171, prevFCN = -4303.08148 mDBkgKsKsG1Width_KsPiPi=0.01167, prevFCN = -4303.050895 mDBkgKsKsG1Width_KsPiPi=0.01169, mDBkgKsKsG2Width_KsPiPi=0.004148, prevFCN = -4303.077988 mDBkgKsKsG2Width_KsPiPi=0.004116, prevFCN = -4303.053805 mDBkgKsKsG2Width_KsPiPi=0.004132, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4303.067513 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4303.064508 bkgKsKsC_bias_KsPiPi=0.4064, bkgKsKsC_frac_KsPiPi=0.2728, bkgKsKsC_scfa_KsPiPi=0.7116, bkgKsKsT_bias_KsPiPi=0.8341, bkgKsKsT_scfa_KsPiPi=2.234, bkgKsKs_tau_KsPiPi=0.63, dmBkgKsKsGWidth_KsPiPi=0.0003034, dmBkgKsKsJsuDelta_KsPiPi=0.9836, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.482e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001174, mDBkgKsKsG1Frac_KsPiPi=0.5268, mDBkgKsKsG1Width_KsPiPi=0.01192, mDBkgKsKsG2Width_KsPiPi=0.004201, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4310.269828 bkgKsKsC_bias_KsPiPi=0.9907, bkgKsKsC_frac_KsPiPi=0.9801, bkgKsKsC_scfa_KsPiPi=0.00282, bkgKsKsT_bias_KsPiPi=0.5896, bkgKsKsT_scfa_KsPiPi=2.608, bkgKsKs_tau_KsPiPi=0.6699, dmBkgKsKsGWidth_KsPiPi=0.000304, dmBkgKsKsJsuDelta_KsPiPi=0.9421, dmBkgKsKsJsuFrac_KsPiPi=0.7581, dmBkgKsKsJsuGamma_KsPiPi=-1.121e-05, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001245, mDBkgKsKsG1Frac_KsPiPi=0.4376, mDBkgKsKsG1Width_KsPiPi=0.01283, mDBkgKsKsG2Width_KsPiPi=0.004482, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -3787.854528 bkgKsKsC_bias_KsPiPi=0.3191, bkgKsKsC_frac_KsPiPi=0.2037, bkgKsKsC_scfa_KsPiPi=0.854, bkgKsKsT_bias_KsPiPi=0.8565, bkgKsKsT_scfa_KsPiPi=2.201, bkgKsKs_tau_KsPiPi=0.6263, dmBkgKsKsGWidth_KsPiPi=0.0003033, dmBkgKsKsJsuDelta_KsPiPi=0.9875, dmBkgKsKsJsuFrac_KsPiPi=0.735, dmBkgKsKsJsuGamma_KsPiPi=-1.782e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001167, mDBkgKsKsG1Frac_KsPiPi=0.535, mDBkgKsKsG1Width_KsPiPi=0.01183, mDBkgKsKsG2Width_KsPiPi=0.004175, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4308.248618 bkgKsKsC_bias_KsPiPi=0.5851, bkgKsKsC_frac_KsPiPi=0.443, bkgKsKsC_scfa_KsPiPi=0.4427, bkgKsKsT_bias_KsPiPi=0.7849, bkgKsKsT_scfa_KsPiPi=2.308, bkgKsKs_tau_KsPiPi=0.6382, dmBkgKsKsGWidth_KsPiPi=0.0003035, dmBkgKsKsJsuDelta_KsPiPi=0.9751, dmBkgKsKsJsuFrac_KsPiPi=0.7413, dmBkgKsKsJsuGamma_KsPiPi=-1.473e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001188, mDBkgKsKsG1Frac_KsPiPi=0.5087, mDBkgKsKsG1Width_KsPiPi=0.0121, mDBkgKsKsG2Width_KsPiPi=0.004257, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4304.750789 bkgKsKsC_bias_KsPiPi=0.4247, bkgKsKsC_frac_KsPiPi=0.2884, bkgKsKsC_scfa_KsPiPi=0.6827, bkgKsKsT_bias_KsPiPi=0.8294, bkgKsKsT_scfa_KsPiPi=2.241, bkgKsKs_tau_KsPiPi=0.6308, dmBkgKsKsGWidth_KsPiPi=0.0003034, dmBkgKsKsJsuDelta_KsPiPi=0.9828, dmBkgKsKsJsuFrac_KsPiPi=0.7374, dmBkgKsKsJsuGamma_KsPiPi=-5.22e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001175, mDBkgKsKsG1Frac_KsPiPi=0.525, mDBkgKsKsG1Width_KsPiPi=0.01193, mDBkgKsKsG2Width_KsPiPi=0.004206, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4310.4564 bkgKsKsC_bias_KsPiPi=0.4544, bkgKsKsC_frac_KsPiPi=0.3147, bkgKsKsC_scfa_KsPiPi=0.6364, bkgKsKsT_bias_KsPiPi=0.8215, bkgKsKsT_scfa_KsPiPi=2.253, bkgKsKs_tau_KsPiPi=0.6321, dmBkgKsKsGWidth_KsPiPi=0.0003034, dmBkgKsKsJsuDelta_KsPiPi=0.9814, dmBkgKsKsJsuFrac_KsPiPi=0.7381, dmBkgKsKsJsuGamma_KsPiPi=-6.557e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001178, mDBkgKsKsG1Frac_KsPiPi=0.5221, mDBkgKsKsG1Width_KsPiPi=0.01196, mDBkgKsKsG2Width_KsPiPi=0.004215, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4310.500115 bkgKsKsC_bias_KsPiPi=0.4713, prevFCN = -4310.556718 bkgKsKsC_bias_KsPiPi=0.4374, prevFCN = -4310.435439 bkgKsKsC_bias_KsPiPi=0.463, prevFCN = -4310.529676 bkgKsKsC_bias_KsPiPi=0.4459, prevFCN = -4310.468497 bkgKsKsC_bias_KsPiPi=0.4544, bkgKsKsC_frac_KsPiPi=0.4243, prevFCN = -4308.334133 bkgKsKsC_frac_KsPiPi=0.2147, prevFCN = -4309.475263 bkgKsKsC_frac_KsPiPi=0.3253, prevFCN = -4310.444 bkgKsKsC_frac_KsPiPi=0.3042, prevFCN = -4310.524116 bkgKsKsC_frac_KsPiPi=0.3174, prevFCN = -4310.488992 bkgKsKsC_frac_KsPiPi=0.312, prevFCN = -4310.509181 bkgKsKsC_frac_KsPiPi=0.3147, bkgKsKsC_scfa_KsPiPi=0.6487, prevFCN = -4310.601009 bkgKsKsC_scfa_KsPiPi=0.6242, prevFCN = -4310.395833 bkgKsKsC_scfa_KsPiPi=0.6364, bkgKsKsT_bias_KsPiPi=0.8269, prevFCN = -4310.500507 bkgKsKsT_bias_KsPiPi=0.816, prevFCN = -4310.49834 bkgKsKsT_bias_KsPiPi=0.8215, bkgKsKsT_scfa_KsPiPi=2.257, prevFCN = -4310.570001 bkgKsKsT_scfa_KsPiPi=2.248, prevFCN = -4310.428601 bkgKsKsT_scfa_KsPiPi=2.253, bkgKsKs_tau_KsPiPi=0.6339, prevFCN = -4310.530228 bkgKsKs_tau_KsPiPi=0.6303, prevFCN = -4310.467734 bkgKsKs_tau_KsPiPi=0.6321, dmBkgKsKsGWidth_KsPiPi=0.0003052, prevFCN = -4310.483468 dmBkgKsKsGWidth_KsPiPi=0.0003016, prevFCN = -4310.514576 dmBkgKsKsGWidth_KsPiPi=0.0003034, dmBkgKsKsJsuDelta_KsPiPi=0.9834, prevFCN = -4310.50885 dmBkgKsKsJsuDelta_KsPiPi=0.9795, prevFCN = -4310.489449 dmBkgKsKsJsuDelta_KsPiPi=0.9814, dmBkgKsKsJsuFrac_KsPiPi=0.7397, prevFCN = -4310.480638 dmBkgKsKsJsuFrac_KsPiPi=0.7366, prevFCN = -4310.517562 dmBkgKsKsJsuFrac_KsPiPi=0.7381, dmBkgKsKsJsuGamma_KsPiPi=-1.702e-05, prevFCN = -4310.498659 dmBkgKsKsJsuGamma_KsPiPi=-6.281e-06, prevFCN = -4310.499614 dmBkgKsKsJsuGamma_KsPiPi=-6.557e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4310.491776 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4310.506439 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001181, prevFCN = -4310.48683 dmBkgKsKsJsuWidth_KsPiPi=0.001174, prevFCN = -4310.51151 dmBkgKsKsJsuWidth_KsPiPi=0.001178, mDBkgKsKsG1Frac_KsPiPi=0.524, prevFCN = -4310.482305 mDBkgKsKsG1Frac_KsPiPi=0.5203, prevFCN = -4310.515786 mDBkgKsKsG1Frac_KsPiPi=0.5221, mDBkgKsKsG1Width_KsPiPi=0.01199, prevFCN = -4310.510363 mDBkgKsKsG1Width_KsPiPi=0.01194, prevFCN = -4310.488009 mDBkgKsKsG1Width_KsPiPi=0.01196, mDBkgKsKsG2Width_KsPiPi=0.004231, prevFCN = -4310.518779 mDBkgKsKsG2Width_KsPiPi=0.0042, prevFCN = -4310.47927 mDBkgKsKsG2Width_KsPiPi=0.004215, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4310.50095 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4310.497208 bkgKsKsC_bias_KsPiPi=0.8185, bkgKsKsC_frac_KsPiPi=0.4116, bkgKsKsC_scfa_KsPiPi=0.778, bkgKsKsT_bias_KsPiPi=0.793, bkgKsKsT_scfa_KsPiPi=2.331, bkgKsKs_tau_KsPiPi=0.6419, dmBkgKsKsGWidth_KsPiPi=0.0002977, dmBkgKsKsJsuDelta_KsPiPi=0.9791, dmBkgKsKsJsuFrac_KsPiPi=0.7355, dmBkgKsKsJsuGamma_KsPiPi=-5.01e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001179, mDBkgKsKsG1Frac_KsPiPi=0.5034, mDBkgKsKsG1Width_KsPiPi=0.01212, mDBkgKsKsG2Width_KsPiPi=0.004327, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4312.313347 bkgKsKsC_bias_KsPiPi=0.7845, bkgKsKsC_frac_KsPiPi=0.4, bkgKsKsC_scfa_KsPiPi=0.7607, bkgKsKsT_bias_KsPiPi=0.7963, bkgKsKsT_scfa_KsPiPi=2.321, bkgKsKs_tau_KsPiPi=0.6407, dmBkgKsKsGWidth_KsPiPi=0.0002983, dmBkgKsKsJsuDelta_KsPiPi=0.9794, dmBkgKsKsJsuFrac_KsPiPi=0.7358, dmBkgKsKsJsuGamma_KsPiPi=-5.18e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001179, mDBkgKsKsG1Frac_KsPiPi=0.5056, mDBkgKsKsG1Width_KsPiPi=0.0121, mDBkgKsKsG2Width_KsPiPi=0.004314, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4312.328494 bkgKsKsC_bias_KsPiPi=0.7905, prevFCN = -4312.284199 bkgKsKsC_bias_KsPiPi=0.7785, prevFCN = -4312.372033 bkgKsKsC_bias_KsPiPi=0.7943, prevFCN = -4312.255064 bkgKsKsC_bias_KsPiPi=0.7746, prevFCN = -4312.399868 bkgKsKsC_bias_KsPiPi=0.7845, bkgKsKsC_frac_KsPiPi=0.4028, prevFCN = -4312.299292 bkgKsKsC_frac_KsPiPi=0.3972, prevFCN = -4312.355467 bkgKsKsC_frac_KsPiPi=0.4, bkgKsKsC_scfa_KsPiPi=0.7712, prevFCN = -4312.435861 bkgKsKsC_scfa_KsPiPi=0.7504, prevFCN = -4312.216981 bkgKsKsC_scfa_KsPiPi=0.7681, prevFCN = -4312.404542 bkgKsKsC_scfa_KsPiPi=0.7534, prevFCN = -4312.25039 bkgKsKsC_scfa_KsPiPi=0.7607, bkgKsKsT_bias_KsPiPi=0.803, prevFCN = -4312.29152 bkgKsKsT_bias_KsPiPi=0.7897, prevFCN = -4312.363832 bkgKsKsT_bias_KsPiPi=0.7963, bkgKsKsT_scfa_KsPiPi=2.327, prevFCN = -4312.412633 bkgKsKsT_scfa_KsPiPi=2.316, prevFCN = -4312.24259 bkgKsKsT_scfa_KsPiPi=2.321, bkgKsKs_tau_KsPiPi=0.6424, prevFCN = -4312.321364 bkgKsKs_tau_KsPiPi=0.639, prevFCN = -4312.333725 bkgKsKs_tau_KsPiPi=0.6407, dmBkgKsKsGWidth_KsPiPi=0.0003001, prevFCN = -4312.323597 dmBkgKsKsGWidth_KsPiPi=0.0002966, prevFCN = -4312.331188 dmBkgKsKsGWidth_KsPiPi=0.0002983, dmBkgKsKsJsuDelta_KsPiPi=0.9814, prevFCN = -4312.339851 dmBkgKsKsJsuDelta_KsPiPi=0.9774, prevFCN = -4312.315095 dmBkgKsKsJsuDelta_KsPiPi=0.9794, dmBkgKsKsJsuFrac_KsPiPi=0.7374, prevFCN = -4312.314396 dmBkgKsKsJsuFrac_KsPiPi=0.7343, prevFCN = -4312.340484 dmBkgKsKsJsuFrac_KsPiPi=0.7358, dmBkgKsKsJsuGamma_KsPiPi=-1.697e-05, prevFCN = -4312.327066 dmBkgKsKsJsuGamma_KsPiPi=-7.182e-06, prevFCN = -4312.327916 dmBkgKsKsJsuGamma_KsPiPi=-5.18e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4312.331811 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4312.32309 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001182, prevFCN = -4312.313423 dmBkgKsKsJsuWidth_KsPiPi=0.001175, prevFCN = -4312.341519 dmBkgKsKsJsuWidth_KsPiPi=0.001179, mDBkgKsKsG1Frac_KsPiPi=0.5074, prevFCN = -4312.313918 mDBkgKsKsG1Frac_KsPiPi=0.5038, prevFCN = -4312.341003 mDBkgKsKsG1Frac_KsPiPi=0.5056, mDBkgKsKsG1Width_KsPiPi=0.01212, prevFCN = -4312.33915 mDBkgKsKsG1Width_KsPiPi=0.01207, prevFCN = -4312.315887 mDBkgKsKsG1Width_KsPiPi=0.0121, mDBkgKsKsG2Width_KsPiPi=0.004329, prevFCN = -4312.345592 mDBkgKsKsG2Width_KsPiPi=0.004299, prevFCN = -4312.309317 mDBkgKsKsG2Width_KsPiPi=0.004314, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4312.328499 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4312.326443 bkgKsKsC_bias_KsPiPi=0.8212, bkgKsKsC_frac_KsPiPi=0.4631, bkgKsKsC_scfa_KsPiPi=1.04, bkgKsKsT_bias_KsPiPi=0.7619, bkgKsKsT_scfa_KsPiPi=2.381, bkgKsKs_tau_KsPiPi=0.6435, dmBkgKsKsGWidth_KsPiPi=0.0002929, dmBkgKsKsJsuDelta_KsPiPi=0.9775, dmBkgKsKsJsuFrac_KsPiPi=0.7328, dmBkgKsKsJsuGamma_KsPiPi=-2.113e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.4897, mDBkgKsKsG1Width_KsPiPi=0.01222, mDBkgKsKsG2Width_KsPiPi=0.004422, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4314.905821 bkgKsKsC_bias_KsPiPi=0.8656, bkgKsKsC_frac_KsPiPi=0.5486, bkgKsKsC_scfa_KsPiPi=1.479, bkgKsKsT_bias_KsPiPi=0.7156, bkgKsKsT_scfa_KsPiPi=2.462, bkgKsKs_tau_KsPiPi=0.6471, dmBkgKsKsGWidth_KsPiPi=0.0002856, dmBkgKsKsJsuDelta_KsPiPi=0.9749, dmBkgKsKsJsuFrac_KsPiPi=0.7288, dmBkgKsKsJsuGamma_KsPiPi=-1.232e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001181, mDBkgKsKsG1Frac_KsPiPi=0.4684, mDBkgKsKsG1Width_KsPiPi=0.01238, mDBkgKsKsG2Width_KsPiPi=0.004569, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4313.624973 bkgKsKsC_bias_KsPiPi=0.8335, bkgKsKsC_frac_KsPiPi=0.4857, bkgKsKsC_scfa_KsPiPi=1.149, bkgKsKsT_bias_KsPiPi=0.7497, bkgKsKsT_scfa_KsPiPi=2.402, bkgKsKs_tau_KsPiPi=0.6444, dmBkgKsKsGWidth_KsPiPi=0.0002909, dmBkgKsKsJsuDelta_KsPiPi=0.9768, dmBkgKsKsJsuFrac_KsPiPi=0.7317, dmBkgKsKsJsuGamma_KsPiPi=-1.352e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.4841, mDBkgKsKsG1Width_KsPiPi=0.01226, mDBkgKsKsG2Width_KsPiPi=0.00446, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4315.249316 bkgKsKsC_bias_KsPiPi=0.8359, bkgKsKsC_frac_KsPiPi=0.4903, bkgKsKsC_scfa_KsPiPi=1.172, bkgKsKsT_bias_KsPiPi=0.7472, bkgKsKsT_scfa_KsPiPi=2.407, bkgKsKs_tau_KsPiPi=0.6446, dmBkgKsKsGWidth_KsPiPi=0.0002905, dmBkgKsKsJsuDelta_KsPiPi=0.9767, dmBkgKsKsJsuFrac_KsPiPi=0.7315, dmBkgKsKsJsuGamma_KsPiPi=-1.218e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.4829, mDBkgKsKsG1Width_KsPiPi=0.01227, mDBkgKsKsG2Width_KsPiPi=0.004468, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4315.26721 bkgKsKsC_bias_KsPiPi=0.8445, prevFCN = -4315.180649 bkgKsKsC_bias_KsPiPi=0.8271, prevFCN = -4315.352612 bkgKsKsC_bias_KsPiPi=0.8359, bkgKsKsC_frac_KsPiPi=0.493, prevFCN = -4315.290054 bkgKsKsC_frac_KsPiPi=0.4875, prevFCN = -4315.243059 bkgKsKsC_frac_KsPiPi=0.4903, bkgKsKsC_scfa_KsPiPi=1.181, prevFCN = -4315.235649 bkgKsKsC_scfa_KsPiPi=1.163, prevFCN = -4315.294819 bkgKsKsC_scfa_KsPiPi=1.178, prevFCN = -4315.244835 bkgKsKsC_scfa_KsPiPi=1.165, prevFCN = -4315.287527 bkgKsKsC_scfa_KsPiPi=1.172, bkgKsKsT_bias_KsPiPi=0.7547, prevFCN = -4315.244637 bkgKsKsT_bias_KsPiPi=0.7397, prevFCN = -4315.288329 bkgKsKsT_bias_KsPiPi=0.7472, bkgKsKsT_scfa_KsPiPi=2.412, prevFCN = -4315.338884 bkgKsKsT_scfa_KsPiPi=2.401, prevFCN = -4315.193992 bkgKsKsT_scfa_KsPiPi=2.407, bkgKsKs_tau_KsPiPi=0.6464, prevFCN = -4315.244757 bkgKsKs_tau_KsPiPi=0.6429, prevFCN = -4315.287739 bkgKsKs_tau_KsPiPi=0.6446, dmBkgKsKsGWidth_KsPiPi=0.0002922, prevFCN = -4315.280483 dmBkgKsKsGWidth_KsPiPi=0.0002889, prevFCN = -4315.251673 dmBkgKsKsGWidth_KsPiPi=0.0002905, dmBkgKsKsJsuDelta_KsPiPi=0.9787, prevFCN = -4315.280616 dmBkgKsKsJsuDelta_KsPiPi=0.9746, prevFCN = -4315.251763 dmBkgKsKsJsuDelta_KsPiPi=0.9767, dmBkgKsKsJsuFrac_KsPiPi=0.7331, prevFCN = -4315.26397 dmBkgKsKsJsuFrac_KsPiPi=0.73, prevFCN = -4315.268309 dmBkgKsKsJsuFrac_KsPiPi=0.7315, dmBkgKsKsJsuGamma_KsPiPi=-1.438e-05, prevFCN = -4315.266009 dmBkgKsKsJsuGamma_KsPiPi=-9.57e-06, prevFCN = -4315.266414 dmBkgKsKsJsuGamma_KsPiPi=-1.218e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4315.286334 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4315.245978 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001183, prevFCN = -4315.25202 dmBkgKsKsJsuWidth_KsPiPi=0.001177, prevFCN = -4315.280349 dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.4848, prevFCN = -4315.255704 mDBkgKsKsG1Frac_KsPiPi=0.4811, prevFCN = -4315.276663 mDBkgKsKsG1Frac_KsPiPi=0.4829, mDBkgKsKsG1Width_KsPiPi=0.01229, prevFCN = -4315.279797 mDBkgKsKsG1Width_KsPiPi=0.01224, prevFCN = -4315.252699 mDBkgKsKsG1Width_KsPiPi=0.01227, mDBkgKsKsG2Width_KsPiPi=0.004483, prevFCN = -4315.28048 mDBkgKsKsG2Width_KsPiPi=0.004453, prevFCN = -4315.251858 mDBkgKsKsG2Width_KsPiPi=0.004468, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4315.265923 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4315.266461 bkgKsKsC_bias_KsPiPi=0.8009, bkgKsKsC_frac_KsPiPi=0.5901, bkgKsKsC_scfa_KsPiPi=1.299, bkgKsKsT_bias_KsPiPi=0.7107, bkgKsKsT_scfa_KsPiPi=2.503, bkgKsKs_tau_KsPiPi=0.6494, dmBkgKsKsGWidth_KsPiPi=0.0002886, dmBkgKsKsJsuDelta_KsPiPi=0.9804, dmBkgKsKsJsuFrac_KsPiPi=0.7281, dmBkgKsKsJsuGamma_KsPiPi=-9.82e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001172, mDBkgKsKsG1Frac_KsPiPi=0.4642, mDBkgKsKsG1Width_KsPiPi=0.01243, mDBkgKsKsG2Width_KsPiPi=0.00461, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4317.32437 bkgKsKsC_bias_KsPiPi=0.6985, bkgKsKsC_frac_KsPiPi=0.8195, bkgKsKsC_scfa_KsPiPi=1.652, bkgKsKsT_bias_KsPiPi=0.617, bkgKsKsT_scfa_KsPiPi=2.758, bkgKsKs_tau_KsPiPi=0.6616, dmBkgKsKsGWidth_KsPiPi=0.0002835, dmBkgKsKsJsuDelta_KsPiPi=0.99, dmBkgKsKsJsuFrac_KsPiPi=0.7195, dmBkgKsKsJsuGamma_KsPiPi=-2.898e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.4167, mDBkgKsKsG1Width_KsPiPi=0.01285, mDBkgKsKsG2Width_KsPiPi=0.00498, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4317.633974 bkgKsKsC_bias_KsPiPi=0.7475, bkgKsKsC_frac_KsPiPi=0.7218, bkgKsKsC_scfa_KsPiPi=1.486, bkgKsKsT_bias_KsPiPi=0.6599, bkgKsKsT_scfa_KsPiPi=2.64, bkgKsKs_tau_KsPiPi=0.656, dmBkgKsKsGWidth_KsPiPi=0.0002858, dmBkgKsKsJsuDelta_KsPiPi=0.9856, dmBkgKsKsJsuFrac_KsPiPi=0.7234, dmBkgKsKsJsuGamma_KsPiPi=-6.123e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00116, mDBkgKsKsG1Frac_KsPiPi=0.4383, mDBkgKsKsG1Width_KsPiPi=0.01266, mDBkgKsKsG2Width_KsPiPi=0.004809, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4318.603418 bkgKsKsC_bias_KsPiPi=0.7614, prevFCN = -4318.516675 bkgKsKsC_bias_KsPiPi=0.7333, prevFCN = -4318.678409 bkgKsKsC_bias_KsPiPi=0.7534, prevFCN = -4318.568475 bkgKsKsC_bias_KsPiPi=0.7416, prevFCN = -4318.6363 bkgKsKsC_bias_KsPiPi=0.7475, bkgKsKsC_frac_KsPiPi=0.7249, prevFCN = -4318.614779 bkgKsKsC_frac_KsPiPi=0.7187, prevFCN = -4318.590116 bkgKsKsC_frac_KsPiPi=0.7218, bkgKsKsC_scfa_KsPiPi=1.493, prevFCN = -4318.509544 bkgKsKsC_scfa_KsPiPi=1.479, prevFCN = -4318.693859 bkgKsKsC_scfa_KsPiPi=1.486, bkgKsKsT_bias_KsPiPi=0.6688, prevFCN = -4318.599573 bkgKsKsT_bias_KsPiPi=0.6509, prevFCN = -4318.606556 bkgKsKsT_bias_KsPiPi=0.6752, prevFCN = -4318.596425 bkgKsKsT_bias_KsPiPi=0.6445, prevFCN = -4318.608351 bkgKsKsT_bias_KsPiPi=0.6599, bkgKsKsT_scfa_KsPiPi=2.647, prevFCN = -4318.685742 bkgKsKsT_scfa_KsPiPi=2.633, prevFCN = -4318.520089 bkgKsKsT_scfa_KsPiPi=2.64, bkgKsKs_tau_KsPiPi=0.6578, prevFCN = -4318.591968 bkgKsKs_tau_KsPiPi=0.6542, prevFCN = -4318.612824 bkgKsKs_tau_KsPiPi=0.656, dmBkgKsKsGWidth_KsPiPi=0.0002874, prevFCN = -4318.630905 dmBkgKsKsGWidth_KsPiPi=0.0002843, prevFCN = -4318.573769 dmBkgKsKsGWidth_KsPiPi=0.0002858, dmBkgKsKsJsuDelta_KsPiPi=0.9876, prevFCN = -4318.591184 dmBkgKsKsJsuDelta_KsPiPi=0.9836, prevFCN = -4318.613481 dmBkgKsKsJsuDelta_KsPiPi=0.9856, dmBkgKsKsJsuFrac_KsPiPi=0.725, prevFCN = -4318.628358 dmBkgKsKsJsuFrac_KsPiPi=0.7219, prevFCN = -4318.576355 dmBkgKsKsJsuFrac_KsPiPi=0.7234, dmBkgKsKsJsuGamma_KsPiPi=-1.055e-05, prevFCN = -4318.602541 dmBkgKsKsJsuGamma_KsPiPi=-1.401e-05, prevFCN = -4318.602252 dmBkgKsKsJsuGamma_KsPiPi=-6.123e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4318.631418 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4318.573298 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001163, prevFCN = -4318.616522 dmBkgKsKsJsuWidth_KsPiPi=0.001157, prevFCN = -4318.588093 dmBkgKsKsJsuWidth_KsPiPi=0.00116, mDBkgKsKsG1Frac_KsPiPi=0.4401, prevFCN = -4318.592196 mDBkgKsKsG1Frac_KsPiPi=0.4365, prevFCN = -4318.612615 mDBkgKsKsG1Frac_KsPiPi=0.4383, mDBkgKsKsG1Width_KsPiPi=0.01268, prevFCN = -4318.616797 mDBkgKsKsG1Width_KsPiPi=0.01263, prevFCN = -4318.588282 mDBkgKsKsG1Width_KsPiPi=0.01266, mDBkgKsKsG2Width_KsPiPi=0.004825, prevFCN = -4318.605007 mDBkgKsKsG2Width_KsPiPi=0.004794, prevFCN = -4318.599685 mDBkgKsKsG2Width_KsPiPi=0.004809, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4318.60113 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4318.603708 bkgKsKsC_bias_KsPiPi=0.6886, bkgKsKsC_frac_KsPiPi=0.7547, bkgKsKsC_scfa_KsPiPi=1.451, bkgKsKsT_bias_KsPiPi=0.6345, bkgKsKsT_scfa_KsPiPi=2.721, bkgKsKs_tau_KsPiPi=0.66, dmBkgKsKsGWidth_KsPiPi=0.0002858, dmBkgKsKsJsuDelta_KsPiPi=0.9859, dmBkgKsKsJsuFrac_KsPiPi=0.7228, dmBkgKsKsJsuGamma_KsPiPi=-1.892e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001158, mDBkgKsKsG1Frac_KsPiPi=0.4243, mDBkgKsKsG1Width_KsPiPi=0.01278, mDBkgKsKsG2Width_KsPiPi=0.004913, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4320.436338 bkgKsKsC_bias_KsPiPi=0.4083, bkgKsKsC_frac_KsPiPi=0.8702, bkgKsKsC_scfa_KsPiPi=1.313, bkgKsKsT_bias_KsPiPi=0.5324, bkgKsKsT_scfa_KsPiPi=3.056, bkgKsKs_tau_KsPiPi=0.6758, dmBkgKsKsGWidth_KsPiPi=0.0002856, dmBkgKsKsJsuDelta_KsPiPi=0.9869, dmBkgKsKsJsuFrac_KsPiPi=0.7203, dmBkgKsKsJsuGamma_KsPiPi=-1.405e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3691, mDBkgKsKsG1Width_KsPiPi=0.01328, mDBkgKsKsG2Width_KsPiPi=0.005336, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4321.021475 bkgKsKsC_bias_KsPiPi=0.5411, bkgKsKsC_frac_KsPiPi=0.8222, bkgKsKsC_scfa_KsPiPi=1.373, bkgKsKsT_bias_KsPiPi=0.578, bkgKsKsT_scfa_KsPiPi=2.905, bkgKsKs_tau_KsPiPi=0.6688, dmBkgKsKsGWidth_KsPiPi=0.0002857, dmBkgKsKsJsuDelta_KsPiPi=0.9864, dmBkgKsKsJsuFrac_KsPiPi=0.7214, dmBkgKsKsJsuGamma_KsPiPi=-7.237e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001155, mDBkgKsKsG1Frac_KsPiPi=0.3935, mDBkgKsKsG1Width_KsPiPi=0.01305, mDBkgKsKsG2Width_KsPiPi=0.005145, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4322.501195 bkgKsKsC_bias_KsPiPi=0.5485, prevFCN = -4322.554519 bkgKsKsC_bias_KsPiPi=0.5336, prevFCN = -4322.44241 bkgKsKsC_bias_KsPiPi=0.5456, prevFCN = -4322.534597 bkgKsKsC_bias_KsPiPi=0.5365, prevFCN = -4322.465731 bkgKsKsC_bias_KsPiPi=0.5411, bkgKsKsC_frac_KsPiPi=0.8249, prevFCN = -4322.442103 bkgKsKsC_frac_KsPiPi=0.8194, prevFCN = -4322.557367 bkgKsKsC_frac_KsPiPi=0.8222, bkgKsKsC_scfa_KsPiPi=1.379, prevFCN = -4322.486679 bkgKsKsC_scfa_KsPiPi=1.368, prevFCN = -4322.51286 bkgKsKsC_scfa_KsPiPi=1.373, bkgKsKsT_bias_KsPiPi=0.5934, prevFCN = -4322.52478 bkgKsKsT_bias_KsPiPi=0.5626, prevFCN = -4322.476588 bkgKsKsT_bias_KsPiPi=0.578, bkgKsKsT_scfa_KsPiPi=2.915, prevFCN = -4322.623159 bkgKsKsT_scfa_KsPiPi=2.895, prevFCN = -4322.377872 bkgKsKsT_scfa_KsPiPi=2.905, bkgKsKs_tau_KsPiPi=0.6706, prevFCN = -4322.548618 bkgKsKs_tau_KsPiPi=0.667, prevFCN = -4322.451458 bkgKsKs_tau_KsPiPi=0.6688, dmBkgKsKsGWidth_KsPiPi=0.0002872, prevFCN = -4322.52955 dmBkgKsKsGWidth_KsPiPi=0.0002841, prevFCN = -4322.470774 dmBkgKsKsGWidth_KsPiPi=0.0002857, dmBkgKsKsJsuDelta_KsPiPi=0.9884, prevFCN = -4322.484174 dmBkgKsKsJsuDelta_KsPiPi=0.9845, prevFCN = -4322.516135 dmBkgKsKsJsuDelta_KsPiPi=0.9864, dmBkgKsKsJsuFrac_KsPiPi=0.7229, prevFCN = -4322.530988 dmBkgKsKsJsuFrac_KsPiPi=0.7199, prevFCN = -4322.46933 dmBkgKsKsJsuFrac_KsPiPi=0.7214, dmBkgKsKsJsuGamma_KsPiPi=-7.087e-06, prevFCN = -4322.500662 dmBkgKsKsJsuGamma_KsPiPi=-1.904e-05, prevFCN = -4322.49966 dmBkgKsKsJsuGamma_KsPiPi=-7.237e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4322.528471 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4322.471846 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001158, prevFCN = -4322.51956 dmBkgKsKsJsuWidth_KsPiPi=0.001152, prevFCN = -4322.48074 dmBkgKsKsJsuWidth_KsPiPi=0.001155, mDBkgKsKsG1Frac_KsPiPi=0.3953, prevFCN = -4322.491702 mDBkgKsKsG1Frac_KsPiPi=0.3917, prevFCN = -4322.508664 mDBkgKsKsG1Frac_KsPiPi=0.3935, mDBkgKsKsG1Width_KsPiPi=0.01308, prevFCN = -4322.518334 mDBkgKsKsG1Width_KsPiPi=0.01303, prevFCN = -4322.482305 mDBkgKsKsG1Width_KsPiPi=0.01305, mDBkgKsKsG2Width_KsPiPi=0.005161, prevFCN = -4322.492053 mDBkgKsKsG2Width_KsPiPi=0.005129, prevFCN = -4322.508129 mDBkgKsKsG2Width_KsPiPi=0.005145, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4322.498472 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4322.501913 bkgKsKsC_bias_KsPiPi=0.5629, bkgKsKsC_frac_KsPiPi=0.8301, bkgKsKsC_scfa_KsPiPi=1.333, bkgKsKsT_bias_KsPiPi=0.5475, bkgKsKsT_scfa_KsPiPi=2.992, bkgKsKs_tau_KsPiPi=0.6733, dmBkgKsKsGWidth_KsPiPi=0.0002899, dmBkgKsKsJsuDelta_KsPiPi=0.9838, dmBkgKsKsJsuFrac_KsPiPi=0.7246, dmBkgKsKsJsuGamma_KsPiPi=-7.137e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00116, mDBkgKsKsG1Frac_KsPiPi=0.3793, mDBkgKsKsG1Width_KsPiPi=0.0132, mDBkgKsKsG2Width_KsPiPi=0.005229, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4323.861376 bkgKsKsC_bias_KsPiPi=0.612, bkgKsKsC_frac_KsPiPi=0.8479, bkgKsKsC_scfa_KsPiPi=1.242, bkgKsKsT_bias_KsPiPi=0.4766, bkgKsKsT_scfa_KsPiPi=3.199, bkgKsKs_tau_KsPiPi=0.6836, dmBkgKsKsGWidth_KsPiPi=0.0002999, dmBkgKsKsJsuDelta_KsPiPi=0.9778, dmBkgKsKsJsuFrac_KsPiPi=0.7321, dmBkgKsKsJsuGamma_KsPiPi=-6.907e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001171, mDBkgKsKsG1Frac_KsPiPi=0.3466, mDBkgKsKsG1Width_KsPiPi=0.01354, mDBkgKsKsG2Width_KsPiPi=0.005425, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4325.017715 bkgKsKsC_bias_KsPiPi=0.6079, bkgKsKsC_frac_KsPiPi=0.8464, bkgKsKsC_scfa_KsPiPi=1.249, bkgKsKsT_bias_KsPiPi=0.4826, bkgKsKsT_scfa_KsPiPi=3.181, bkgKsKs_tau_KsPiPi=0.6828, dmBkgKsKsGWidth_KsPiPi=0.000299, dmBkgKsKsJsuDelta_KsPiPi=0.9783, dmBkgKsKsJsuFrac_KsPiPi=0.7315, dmBkgKsKsJsuGamma_KsPiPi=-6.926e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00117, mDBkgKsKsG1Frac_KsPiPi=0.3494, mDBkgKsKsG1Width_KsPiPi=0.01351, mDBkgKsKsG2Width_KsPiPi=0.005408, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4325.035001 bkgKsKsC_bias_KsPiPi=0.6122, prevFCN = -4325.016235 bkgKsKsC_bias_KsPiPi=0.6036, prevFCN = -4325.051844 bkgKsKsC_bias_KsPiPi=0.6079, bkgKsKsC_frac_KsPiPi=0.8485, prevFCN = -4324.952379 bkgKsKsC_frac_KsPiPi=0.8442, prevFCN = -4325.11494 bkgKsKsC_frac_KsPiPi=0.8464, bkgKsKsC_scfa_KsPiPi=1.254, prevFCN = -4325.096708 bkgKsKsC_scfa_KsPiPi=1.245, prevFCN = -4324.970679 bkgKsKsC_scfa_KsPiPi=1.249, bkgKsKsT_bias_KsPiPi=0.5046, prevFCN = -4325.055066 bkgKsKsT_bias_KsPiPi=0.4606, prevFCN = -4325.013268 bkgKsKsT_bias_KsPiPi=0.4826, bkgKsKsT_scfa_KsPiPi=3.194, prevFCN = -4325.153153 bkgKsKsT_scfa_KsPiPi=3.168, prevFCN = -4324.915304 bkgKsKsT_scfa_KsPiPi=3.181, bkgKsKs_tau_KsPiPi=0.6844, prevFCN = -4325.055306 bkgKsKs_tau_KsPiPi=0.6811, prevFCN = -4325.012815 bkgKsKs_tau_KsPiPi=0.6828, dmBkgKsKsGWidth_KsPiPi=0.0003006, prevFCN = -4325.03326 dmBkgKsKsGWidth_KsPiPi=0.0002975, prevFCN = -4325.03494 dmBkgKsKsGWidth_KsPiPi=0.000299, dmBkgKsKsJsuDelta_KsPiPi=0.9803, prevFCN = -4325.039256 dmBkgKsKsJsuDelta_KsPiPi=0.9763, prevFCN = -4325.02877 dmBkgKsKsJsuDelta_KsPiPi=0.9783, dmBkgKsKsJsuFrac_KsPiPi=0.733, prevFCN = -4325.029972 dmBkgKsKsJsuFrac_KsPiPi=0.73, prevFCN = -4325.038099 dmBkgKsKsJsuFrac_KsPiPi=0.7315, dmBkgKsKsJsuGamma_KsPiPi=-7.164e-06, prevFCN = -4325.034439 dmBkgKsKsJsuGamma_KsPiPi=-1.884e-05, prevFCN = -4325.033426 dmBkgKsKsJsuGamma_KsPiPi=-6.926e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4325.038935 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4325.029106 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001173, prevFCN = -4325.028659 dmBkgKsKsJsuWidth_KsPiPi=0.001167, prevFCN = -4325.039417 dmBkgKsKsJsuWidth_KsPiPi=0.00117, mDBkgKsKsG1Frac_KsPiPi=0.3512, prevFCN = -4325.033099 mDBkgKsKsG1Frac_KsPiPi=0.3476, prevFCN = -4325.03483 mDBkgKsKsG1Frac_KsPiPi=0.3494, mDBkgKsKsG1Width_KsPiPi=0.01354, prevFCN = -4325.055843 mDBkgKsKsG1Width_KsPiPi=0.01348, prevFCN = -4325.012432 mDBkgKsKsG1Width_KsPiPi=0.01351, mDBkgKsKsG2Width_KsPiPi=0.005424, prevFCN = -4325.024525 mDBkgKsKsG2Width_KsPiPi=0.005392, prevFCN = -4325.043209 mDBkgKsKsG2Width_KsPiPi=0.005408, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4325.033324 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4325.034644 bkgKsKsC_bias_KsPiPi=0.5761, bkgKsKsC_frac_KsPiPi=0.8395, bkgKsKsC_scfa_KsPiPi=1.258, bkgKsKsT_bias_KsPiPi=0.4752, bkgKsKsT_scfa_KsPiPi=3.251, bkgKsKs_tau_KsPiPi=0.6871, dmBkgKsKsGWidth_KsPiPi=0.0003024, dmBkgKsKsJsuDelta_KsPiPi=0.9755, dmBkgKsKsJsuFrac_KsPiPi=0.7343, dmBkgKsKsJsuGamma_KsPiPi=-4.368e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001175, mDBkgKsKsG1Frac_KsPiPi=0.3387, mDBkgKsKsG1Width_KsPiPi=0.01365, mDBkgKsKsG2Width_KsPiPi=0.005449, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4326.109915 bkgKsKsC_bias_KsPiPi=0.4915, bkgKsKsC_frac_KsPiPi=0.8216, bkgKsKsC_scfa_KsPiPi=1.279, bkgKsKsT_bias_KsPiPi=0.4563, bkgKsKsT_scfa_KsPiPi=3.432, bkgKsKs_tau_KsPiPi=0.6982, dmBkgKsKsGWidth_KsPiPi=0.000311, dmBkgKsKsJsuDelta_KsPiPi=0.9685, dmBkgKsKsJsuFrac_KsPiPi=0.7412, dmBkgKsKsJsuGamma_KsPiPi=-5.097e-08, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001187, mDBkgKsKsG1Frac_KsPiPi=0.3117, mDBkgKsKsG1Width_KsPiPi=0.01401, mDBkgKsKsG2Width_KsPiPi=0.005553, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4327.25359 bkgKsKsC_bias_KsPiPi=0.4964, prevFCN = -4327.281859 bkgKsKsC_bias_KsPiPi=0.4866, prevFCN = -4327.222829 bkgKsKsC_bias_KsPiPi=0.4915, bkgKsKsC_frac_KsPiPi=0.8236, prevFCN = -4327.246377 bkgKsKsC_frac_KsPiPi=0.8196, prevFCN = -4327.258549 bkgKsKsC_frac_KsPiPi=0.8216, bkgKsKsC_scfa_KsPiPi=1.283, prevFCN = -4327.259952 bkgKsKsC_scfa_KsPiPi=1.275, prevFCN = -4327.245372 bkgKsKsC_scfa_KsPiPi=1.279, bkgKsKsT_bias_KsPiPi=0.4808, prevFCN = -4327.321887 bkgKsKsT_bias_KsPiPi=0.4317, prevFCN = -4327.182928 bkgKsKsT_bias_KsPiPi=0.4563, bkgKsKsT_scfa_KsPiPi=3.448, prevFCN = -4327.338113 bkgKsKsT_scfa_KsPiPi=3.417, prevFCN = -4327.167339 bkgKsKsT_scfa_KsPiPi=3.432, bkgKsKs_tau_KsPiPi=0.6999, prevFCN = -4327.262324 bkgKsKs_tau_KsPiPi=0.6965, prevFCN = -4327.243098 bkgKsKs_tau_KsPiPi=0.6982, dmBkgKsKsGWidth_KsPiPi=0.0003128, prevFCN = -4327.225844 dmBkgKsKsGWidth_KsPiPi=0.0003093, prevFCN = -4327.279524 dmBkgKsKsGWidth_KsPiPi=0.000311, dmBkgKsKsJsuDelta_KsPiPi=0.9705, prevFCN = -4327.282307 dmBkgKsKsJsuDelta_KsPiPi=0.9665, prevFCN = -4327.222914 dmBkgKsKsJsuDelta_KsPiPi=0.9685, dmBkgKsKsJsuFrac_KsPiPi=0.7427, prevFCN = -4327.214311 dmBkgKsKsJsuFrac_KsPiPi=0.7397, prevFCN = -4327.29093 dmBkgKsKsJsuFrac_KsPiPi=0.7412, dmBkgKsKsJsuGamma_KsPiPi=-1.038e-05, prevFCN = -4327.252662 dmBkgKsKsJsuGamma_KsPiPi=-1.35e-05, prevFCN = -4327.252383 dmBkgKsKsJsuGamma_KsPiPi=-5.097e-08, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4327.236482 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4327.268735 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001191, prevFCN = -4327.21917 dmBkgKsKsJsuWidth_KsPiPi=0.001184, prevFCN = -4327.286105 dmBkgKsKsJsuWidth_KsPiPi=0.001187, mDBkgKsKsG1Frac_KsPiPi=0.3135, prevFCN = -4327.264581 mDBkgKsKsG1Frac_KsPiPi=0.31, prevFCN = -4327.240465 mDBkgKsKsG1Frac_KsPiPi=0.3117, mDBkgKsKsG1Width_KsPiPi=0.01404, prevFCN = -4327.276097 mDBkgKsKsG1Width_KsPiPi=0.01397, prevFCN = -4327.229362 mDBkgKsKsG1Width_KsPiPi=0.01401, mDBkgKsKsG2Width_KsPiPi=0.005568, prevFCN = -4327.25355 mDBkgKsKsG2Width_KsPiPi=0.005538, prevFCN = -4327.251346 mDBkgKsKsG2Width_KsPiPi=0.005553, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4327.253451 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4327.25166 bkgKsKsC_bias_KsPiPi=0.5031, bkgKsKsC_frac_KsPiPi=0.827, bkgKsKsC_scfa_KsPiPi=1.289, bkgKsKsT_bias_KsPiPi=0.442, bkgKsKsT_scfa_KsPiPi=3.53, bkgKsKs_tau_KsPiPi=0.7012, dmBkgKsKsGWidth_KsPiPi=0.000309, dmBkgKsKsJsuDelta_KsPiPi=0.9729, dmBkgKsKsJsuFrac_KsPiPi=0.7378, dmBkgKsKsJsuGamma_KsPiPi=-2.008e-09, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001178, mDBkgKsKsG1Frac_KsPiPi=0.3014, mDBkgKsKsG1Width_KsPiPi=0.01421, mDBkgKsKsG2Width_KsPiPi=0.005624, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4328.083128 bkgKsKsC_bias_KsPiPi=0.5462, bkgKsKsC_frac_KsPiPi=0.847, bkgKsKsC_scfa_KsPiPi=1.329, bkgKsKsT_bias_KsPiPi=0.3879, bkgKsKsT_scfa_KsPiPi=3.913, bkgKsKs_tau_KsPiPi=0.7126, dmBkgKsKsGWidth_KsPiPi=0.0003014, dmBkgKsKsJsuDelta_KsPiPi=0.9894, dmBkgKsKsJsuFrac_KsPiPi=0.7245, dmBkgKsKsJsuGamma_KsPiPi=-4.12e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.2632, mDBkgKsKsG1Width_KsPiPi=0.01501, mDBkgKsKsG2Width_KsPiPi=0.005895, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4329.561605 bkgKsKsC_bias_KsPiPi=0.5505, prevFCN = -4329.55523 bkgKsKsC_bias_KsPiPi=0.5419, prevFCN = -4329.566084 bkgKsKsC_bias_KsPiPi=0.5462, bkgKsKsC_frac_KsPiPi=0.8488, prevFCN = -4329.582504 bkgKsKsC_frac_KsPiPi=0.8452, prevFCN = -4329.538245 bkgKsKsC_frac_KsPiPi=0.847, bkgKsKsC_scfa_KsPiPi=1.333, prevFCN = -4329.553759 bkgKsKsC_scfa_KsPiPi=1.324, prevFCN = -4329.567273 bkgKsKsC_scfa_KsPiPi=1.329, bkgKsKsT_bias_KsPiPi=0.4109, prevFCN = -4329.615252 bkgKsKsT_bias_KsPiPi=0.3649, prevFCN = -4329.50648 bkgKsKsT_bias_KsPiPi=0.3879, bkgKsKsT_scfa_KsPiPi=3.931, prevFCN = -4329.613127 bkgKsKsT_scfa_KsPiPi=3.895, prevFCN = -4329.508715 bkgKsKsT_scfa_KsPiPi=3.913, bkgKsKs_tau_KsPiPi=0.7144, prevFCN = -4329.52387 bkgKsKs_tau_KsPiPi=0.7107, prevFCN = -4329.597708 bkgKsKs_tau_KsPiPi=0.7126, dmBkgKsKsGWidth_KsPiPi=0.0003032, prevFCN = -4329.555524 dmBkgKsKsGWidth_KsPiPi=0.0002996, prevFCN = -4329.565511 dmBkgKsKsGWidth_KsPiPi=0.0003014, dmBkgKsKsJsuDelta_KsPiPi=0.9915, prevFCN = -4329.531674 dmBkgKsKsJsuDelta_KsPiPi=0.9873, prevFCN = -4329.589214 dmBkgKsKsJsuDelta_KsPiPi=0.9894, dmBkgKsKsJsuFrac_KsPiPi=0.7261, prevFCN = -4329.579688 dmBkgKsKsJsuFrac_KsPiPi=0.7229, prevFCN = -4329.541314 dmBkgKsKsJsuFrac_KsPiPi=0.7245, dmBkgKsKsJsuGamma_KsPiPi=-1.626e-05, prevFCN = -4329.560153 dmBkgKsKsJsuGamma_KsPiPi=-7.555e-06, prevFCN = -4329.56095 dmBkgKsKsJsuGamma_KsPiPi=-4.12e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4329.546301 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4329.574704 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001148, prevFCN = -4329.591051 dmBkgKsKsJsuWidth_KsPiPi=0.001141, prevFCN = -4329.52972 dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.2648, prevFCN = -4329.568365 mDBkgKsKsG1Frac_KsPiPi=0.2616, prevFCN = -4329.552751 mDBkgKsKsG1Frac_KsPiPi=0.2632, mDBkgKsKsG1Width_KsPiPi=0.01505, prevFCN = -4329.576597 mDBkgKsKsG1Width_KsPiPi=0.01497, prevFCN = -4329.545197 mDBkgKsKsG1Width_KsPiPi=0.01501, mDBkgKsKsG2Width_KsPiPi=0.00591, prevFCN = -4329.551515 mDBkgKsKsG2Width_KsPiPi=0.00588, prevFCN = -4329.569396 mDBkgKsKsG2Width_KsPiPi=0.005895, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4329.56189 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4329.559315 bkgKsKsC_bias_KsPiPi=0.553, bkgKsKsC_frac_KsPiPi=0.9503, bkgKsKsC_scfa_KsPiPi=1.501, bkgKsKsT_bias_KsPiPi=0.2938, bkgKsKsT_scfa_KsPiPi=4.641, bkgKsKs_tau_KsPiPi=0.7255, dmBkgKsKsGWidth_KsPiPi=0.000293, dmBkgKsKsJsuDelta_KsPiPi=0.9734, dmBkgKsKsJsuFrac_KsPiPi=0.725, dmBkgKsKsJsuGamma_KsPiPi=-4.599e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001166, mDBkgKsKsG1Frac_KsPiPi=0.2009, mDBkgKsKsG1Width_KsPiPi=0.01639, mDBkgKsKsG2Width_KsPiPi=0.006314, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4328.989955 bkgKsKsC_bias_KsPiPi=0.5491, bkgKsKsC_frac_KsPiPi=0.8973, bkgKsKsC_scfa_KsPiPi=1.401, bkgKsKsT_bias_KsPiPi=0.3477, bkgKsKsT_scfa_KsPiPi=4.218, bkgKsKs_tau_KsPiPi=0.7181, dmBkgKsKsGWidth_KsPiPi=0.0002978, dmBkgKsKsJsuDelta_KsPiPi=0.9826, dmBkgKsKsJsuFrac_KsPiPi=0.7247, dmBkgKsKsJsuGamma_KsPiPi=-4.321e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001154, mDBkgKsKsG1Frac_KsPiPi=0.2359, mDBkgKsKsG1Width_KsPiPi=0.01559, mDBkgKsKsG2Width_KsPiPi=0.006072, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4330.38928 bkgKsKsC_bias_KsPiPi=0.5536, prevFCN = -4330.381976 bkgKsKsC_bias_KsPiPi=0.5446, prevFCN = -4330.394429 bkgKsKsC_bias_KsPiPi=0.5491, bkgKsKsC_frac_KsPiPi=0.8987, prevFCN = -4330.374669 bkgKsKsC_frac_KsPiPi=0.8959, prevFCN = -4330.401607 bkgKsKsC_frac_KsPiPi=0.8973, bkgKsKsC_scfa_KsPiPi=1.405, prevFCN = -4330.372853 bkgKsKsC_scfa_KsPiPi=1.397, prevFCN = -4330.403601 bkgKsKsC_scfa_KsPiPi=1.401, bkgKsKsT_bias_KsPiPi=0.3749, prevFCN = -4330.432426 bkgKsKsT_bias_KsPiPi=0.3205, prevFCN = -4330.344974 bkgKsKsT_bias_KsPiPi=0.3477, bkgKsKsT_scfa_KsPiPi=4.241, prevFCN = -4330.464618 bkgKsKsT_scfa_KsPiPi=4.196, prevFCN = -4330.312473 bkgKsKsT_scfa_KsPiPi=4.218, bkgKsKs_tau_KsPiPi=0.7202, prevFCN = -4330.344462 bkgKsKs_tau_KsPiPi=0.7161, prevFCN = -4330.432076 bkgKsKs_tau_KsPiPi=0.7181, dmBkgKsKsGWidth_KsPiPi=0.0002995, prevFCN = -4330.389601 dmBkgKsKsGWidth_KsPiPi=0.000296, prevFCN = -4330.386786 dmBkgKsKsGWidth_KsPiPi=0.0002978, dmBkgKsKsJsuDelta_KsPiPi=0.9845, prevFCN = -4330.374549 dmBkgKsKsJsuDelta_KsPiPi=0.9806, prevFCN = -4330.402005 dmBkgKsKsJsuDelta_KsPiPi=0.9826, dmBkgKsKsJsuFrac_KsPiPi=0.7263, prevFCN = -4330.402074 dmBkgKsKsJsuFrac_KsPiPi=0.7232, prevFCN = -4330.374387 dmBkgKsKsJsuFrac_KsPiPi=0.7247, dmBkgKsKsJsuGamma_KsPiPi=-1.611e-05, prevFCN = -4330.387869 dmBkgKsKsJsuGamma_KsPiPi=-7.286e-06, prevFCN = -4330.388663 dmBkgKsKsJsuGamma_KsPiPi=-4.321e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4330.382071 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4330.394411 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001157, prevFCN = -4330.403502 dmBkgKsKsJsuWidth_KsPiPi=0.00115, prevFCN = -4330.373066 dmBkgKsKsJsuWidth_KsPiPi=0.001154, mDBkgKsKsG1Frac_KsPiPi=0.2374, prevFCN = -4330.39908 mDBkgKsKsG1Frac_KsPiPi=0.2343, prevFCN = -4330.377385 mDBkgKsKsG1Frac_KsPiPi=0.2359, mDBkgKsKsG1Width_KsPiPi=0.01564, prevFCN = -4330.406499 mDBkgKsKsG1Width_KsPiPi=0.01554, prevFCN = -4330.370386 mDBkgKsKsG1Width_KsPiPi=0.01559, mDBkgKsKsG2Width_KsPiPi=0.006087, prevFCN = -4330.376509 mDBkgKsKsG2Width_KsPiPi=0.006058, prevFCN = -4330.39986 mDBkgKsKsG2Width_KsPiPi=0.006072, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4330.388974 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4330.387544 bkgKsKsC_bias_KsPiPi=0.5383, bkgKsKsC_frac_KsPiPi=0.9036, bkgKsKsC_scfa_KsPiPi=1.378, bkgKsKsT_bias_KsPiPi=0.3299, bkgKsKsT_scfa_KsPiPi=4.566, bkgKsKs_tau_KsPiPi=0.7134, dmBkgKsKsGWidth_KsPiPi=0.0002914, dmBkgKsKsJsuDelta_KsPiPi=0.9744, dmBkgKsKsJsuFrac_KsPiPi=0.7248, dmBkgKsKsJsuGamma_KsPiPi=-8.064e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001165, mDBkgKsKsG1Frac_KsPiPi=0.2162, mDBkgKsKsG1Width_KsPiPi=0.0163, mDBkgKsKsG2Width_KsPiPi=0.006164, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4331.514665 bkgKsKsC_bias_KsPiPi=0.5248, bkgKsKsC_frac_KsPiPi=0.9111, bkgKsKsC_scfa_KsPiPi=1.349, bkgKsKsT_bias_KsPiPi=0.308, bkgKsKsT_scfa_KsPiPi=5.009, bkgKsKs_tau_KsPiPi=0.7075, dmBkgKsKsGWidth_KsPiPi=0.0002836, dmBkgKsKsJsuDelta_KsPiPi=0.9643, dmBkgKsKsJsuFrac_KsPiPi=0.7249, dmBkgKsKsJsuGamma_KsPiPi=-3.151e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.1929, mDBkgKsKsG1Width_KsPiPi=0.0172, mDBkgKsKsG2Width_KsPiPi=0.006278, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4332.014613 bkgKsKsC_bias_KsPiPi=0.5293, prevFCN = -4332.016522 bkgKsKsC_bias_KsPiPi=0.5204, prevFCN = -4332.010344 bkgKsKsC_bias_KsPiPi=0.5248, bkgKsKsC_frac_KsPiPi=0.9124, prevFCN = -4331.996146 bkgKsKsC_frac_KsPiPi=0.9099, prevFCN = -4332.030393 bkgKsKsC_frac_KsPiPi=0.9111, bkgKsKsC_scfa_KsPiPi=1.353, prevFCN = -4332.033376 bkgKsKsC_scfa_KsPiPi=1.345, prevFCN = -4331.993541 bkgKsKsC_scfa_KsPiPi=1.349, bkgKsKsT_bias_KsPiPi=0.3443, prevFCN = -4332.080887 bkgKsKsT_bias_KsPiPi=0.2715, prevFCN = -4331.946724 bkgKsKsT_bias_KsPiPi=0.308, bkgKsKsT_scfa_KsPiPi=5.038, prevFCN = -4332.067508 bkgKsKsT_scfa_KsPiPi=4.981, prevFCN = -4331.959852 bkgKsKsT_scfa_KsPiPi=5.009, bkgKsKs_tau_KsPiPi=0.7096, prevFCN = -4331.975511 bkgKsKs_tau_KsPiPi=0.7054, prevFCN = -4332.051503 bkgKsKs_tau_KsPiPi=0.7075, dmBkgKsKsGWidth_KsPiPi=0.0002853, prevFCN = -4332.044416 dmBkgKsKsGWidth_KsPiPi=0.000282, prevFCN = -4331.982341 dmBkgKsKsGWidth_KsPiPi=0.0002836, dmBkgKsKsJsuDelta_KsPiPi=0.9663, prevFCN = -4332.036374 dmBkgKsKsJsuDelta_KsPiPi=0.9623, prevFCN = -4331.990954 dmBkgKsKsJsuDelta_KsPiPi=0.9643, dmBkgKsKsJsuFrac_KsPiPi=0.7264, prevFCN = -4332.019875 dmBkgKsKsJsuFrac_KsPiPi=0.7234, prevFCN = -4332.007163 dmBkgKsKsJsuFrac_KsPiPi=0.7249, dmBkgKsKsJsuGamma_KsPiPi=-1.031e-05, prevFCN = -4332.013751 dmBkgKsKsJsuGamma_KsPiPi=-1.272e-05, prevFCN = -4332.013549 dmBkgKsKsJsuGamma_KsPiPi=-3.151e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4332.039294 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4331.987813 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001183, prevFCN = -4331.994037 dmBkgKsKsJsuWidth_KsPiPi=0.001177, prevFCN = -4332.033321 dmBkgKsKsJsuWidth_KsPiPi=0.00118, mDBkgKsKsG1Frac_KsPiPi=0.1943, prevFCN = -4332.030594 mDBkgKsKsG1Frac_KsPiPi=0.1914, prevFCN = -4331.996419 mDBkgKsKsG1Frac_KsPiPi=0.1929, mDBkgKsKsG1Width_KsPiPi=0.01726, prevFCN = -4332.023306 mDBkgKsKsG1Width_KsPiPi=0.01714, prevFCN = -4332.004715 mDBkgKsKsG1Width_KsPiPi=0.0172, mDBkgKsKsG2Width_KsPiPi=0.006292, prevFCN = -4332.008765 mDBkgKsKsG2Width_KsPiPi=0.006264, prevFCN = -4332.018138 mDBkgKsKsG2Width_KsPiPi=0.006278, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4332.011753 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4332.015419 bkgKsKsC_bias_KsPiPi=0.5455, bkgKsKsC_frac_KsPiPi=0.9125, bkgKsKsC_scfa_KsPiPi=1.368, bkgKsKsT_bias_KsPiPi=0.3171, bkgKsKsT_scfa_KsPiPi=5.203, bkgKsKs_tau_KsPiPi=0.696, dmBkgKsKsGWidth_KsPiPi=0.0002881, dmBkgKsKsJsuDelta_KsPiPi=0.9658, dmBkgKsKsJsuFrac_KsPiPi=0.728, dmBkgKsKsJsuGamma_KsPiPi=-1.209e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001179, mDBkgKsKsG1Frac_KsPiPi=0.19, mDBkgKsKsG1Width_KsPiPi=0.01761, mDBkgKsKsG2Width_KsPiPi=0.006286, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4332.811512 bkgKsKsC_bias_KsPiPi=0.6247, bkgKsKsC_frac_KsPiPi=0.918, bkgKsKsC_scfa_KsPiPi=1.448, bkgKsKsT_bias_KsPiPi=0.3537, bkgKsKsT_scfa_KsPiPi=6.004, bkgKsKs_tau_KsPiPi=0.6492, dmBkgKsKsGWidth_KsPiPi=0.0003067, dmBkgKsKsJsuDelta_KsPiPi=0.9716, dmBkgKsKsJsuFrac_KsPiPi=0.7404, dmBkgKsKsJsuGamma_KsPiPi=-1.058e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001175, mDBkgKsKsG1Frac_KsPiPi=0.1787, mDBkgKsKsG1Width_KsPiPi=0.01931, mDBkgKsKsG2Width_KsPiPi=0.006316, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4334.661612 bkgKsKsC_bias_KsPiPi=0.6522, bkgKsKsC_frac_KsPiPi=0.92, bkgKsKsC_scfa_KsPiPi=1.477, bkgKsKsT_bias_KsPiPi=0.367, bkgKsKsT_scfa_KsPiPi=6.304, bkgKsKs_tau_KsPiPi=0.6318, dmBkgKsKsGWidth_KsPiPi=0.0003137, dmBkgKsKsJsuDelta_KsPiPi=0.9738, dmBkgKsKsJsuFrac_KsPiPi=0.7449, dmBkgKsKsJsuGamma_KsPiPi=-1.63e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001173, mDBkgKsKsG1Frac_KsPiPi=0.1747, mDBkgKsKsG1Width_KsPiPi=0.01994, mDBkgKsKsG2Width_KsPiPi=0.006327, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4334.853025 bkgKsKsC_bias_KsPiPi=0.6587, bkgKsKsC_frac_KsPiPi=0.9205, bkgKsKsC_scfa_KsPiPi=1.484, bkgKsKsT_bias_KsPiPi=0.3702, bkgKsKsT_scfa_KsPiPi=6.377, bkgKsKs_tau_KsPiPi=0.6275, dmBkgKsKsGWidth_KsPiPi=0.0003154, dmBkgKsKsJsuDelta_KsPiPi=0.9743, dmBkgKsKsJsuFrac_KsPiPi=0.7459, dmBkgKsKsJsuGamma_KsPiPi=-1.786e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001173, mDBkgKsKsG1Frac_KsPiPi=0.1737, mDBkgKsKsG1Width_KsPiPi=0.02009, mDBkgKsKsG2Width_KsPiPi=0.00633, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4334.864224 bkgKsKsC_bias_KsPiPi=0.6624, prevFCN = -4334.869989 bkgKsKsC_bias_KsPiPi=0.655, prevFCN = -4334.856853 bkgKsKsC_bias_KsPiPi=0.6587, bkgKsKsC_frac_KsPiPi=0.9215, prevFCN = -4334.878659 bkgKsKsC_frac_KsPiPi=0.9194, prevFCN = -4334.847162 bkgKsKsC_frac_KsPiPi=0.9205, bkgKsKsC_scfa_KsPiPi=1.488, prevFCN = -4334.859303 bkgKsKsC_scfa_KsPiPi=1.48, prevFCN = -4334.867108 bkgKsKsC_scfa_KsPiPi=1.484, bkgKsKsT_bias_KsPiPi=0.4113, prevFCN = -4334.937171 bkgKsKsT_bias_KsPiPi=0.3291, prevFCN = -4334.789826 bkgKsKsT_bias_KsPiPi=0.3702, bkgKsKsT_scfa_KsPiPi=6.409, prevFCN = -4334.867135 bkgKsKsT_scfa_KsPiPi=6.344, prevFCN = -4334.859782 bkgKsKsT_scfa_KsPiPi=6.377, bkgKsKs_tau_KsPiPi=0.6297, prevFCN = -4334.826842 bkgKsKs_tau_KsPiPi=0.6254, prevFCN = -4334.898934 bkgKsKs_tau_KsPiPi=0.6275, dmBkgKsKsGWidth_KsPiPi=0.0003171, prevFCN = -4334.833102 dmBkgKsKsGWidth_KsPiPi=0.0003138, prevFCN = -4334.893866 dmBkgKsKsGWidth_KsPiPi=0.0003154, dmBkgKsKsJsuDelta_KsPiPi=0.9763, prevFCN = -4334.882986 dmBkgKsKsJsuDelta_KsPiPi=0.9722, prevFCN = -4334.843325 dmBkgKsKsJsuDelta_KsPiPi=0.9743, dmBkgKsKsJsuFrac_KsPiPi=0.7474, prevFCN = -4334.827724 dmBkgKsKsJsuFrac_KsPiPi=0.7445, prevFCN = -4334.898999 dmBkgKsKsJsuFrac_KsPiPi=0.7459, dmBkgKsKsJsuGamma_KsPiPi=-4.723e-06, prevFCN = -4334.863961 dmBkgKsKsJsuGamma_KsPiPi=-2.349e-05, prevFCN = -4334.862285 dmBkgKsKsJsuGamma_KsPiPi=-1.786e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4334.848891 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4334.877714 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001176, prevFCN = -4334.837903 dmBkgKsKsJsuWidth_KsPiPi=0.001169, prevFCN = -4334.888446 dmBkgKsKsJsuWidth_KsPiPi=0.001173, mDBkgKsKsG1Frac_KsPiPi=0.1751, prevFCN = -4334.859469 mDBkgKsKsG1Frac_KsPiPi=0.1724, prevFCN = -4334.866697 mDBkgKsKsG1Frac_KsPiPi=0.1737, mDBkgKsKsG1Width_KsPiPi=0.02017, prevFCN = -4334.844668 mDBkgKsKsG1Width_KsPiPi=0.02001, prevFCN = -4334.883041 mDBkgKsKsG1Width_KsPiPi=0.02023, prevFCN = -4334.831094 mDBkgKsKsG1Width_KsPiPi=0.01996, prevFCN = -4334.895286 mDBkgKsKsG1Width_KsPiPi=0.02009, mDBkgKsKsG2Width_KsPiPi=0.006343, prevFCN = -4334.869149 mDBkgKsKsG2Width_KsPiPi=0.006316, prevFCN = -4334.857038 mDBkgKsKsG2Width_KsPiPi=0.00633, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4334.860633 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4334.865748 bkgKsKsC_bias_KsPiPi=0.7141, bkgKsKsC_frac_KsPiPi=0.9376, bkgKsKsC_scfa_KsPiPi=1.54, bkgKsKsT_bias_KsPiPi=0.3944, bkgKsKsT_scfa_KsPiPi=6.932, bkgKsKs_tau_KsPiPi=0.5905, dmBkgKsKsGWidth_KsPiPi=0.0003069, dmBkgKsKsJsuDelta_KsPiPi=0.9823, dmBkgKsKsJsuFrac_KsPiPi=0.7385, dmBkgKsKsJsuGamma_KsPiPi=-8.25e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001155, mDBkgKsKsG1Frac_KsPiPi=0.1566, mDBkgKsKsG1Width_KsPiPi=0.02112, mDBkgKsKsG2Width_KsPiPi=0.006425, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4335.719316 bkgKsKsC_bias_KsPiPi=0.7245, bkgKsKsC_frac_KsPiPi=0.9408, bkgKsKsC_scfa_KsPiPi=1.551, bkgKsKsT_bias_KsPiPi=0.3991, bkgKsKsT_scfa_KsPiPi=7.042, bkgKsKs_tau_KsPiPi=0.5833, dmBkgKsKsGWidth_KsPiPi=0.0003052, dmBkgKsKsJsuDelta_KsPiPi=0.9839, dmBkgKsKsJsuFrac_KsPiPi=0.7371, dmBkgKsKsJsuGamma_KsPiPi=-6.789e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001151, mDBkgKsKsG1Frac_KsPiPi=0.1534, mDBkgKsKsG1Width_KsPiPi=0.02132, mDBkgKsKsG2Width_KsPiPi=0.006443, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4335.731865 bkgKsKsC_bias_KsPiPi=0.7283, prevFCN = -4335.747043 bkgKsKsC_bias_KsPiPi=0.7206, prevFCN = -4335.714876 bkgKsKsC_bias_KsPiPi=0.7245, bkgKsKsC_frac_KsPiPi=0.9416, prevFCN = -4335.710909 bkgKsKsC_frac_KsPiPi=0.94, prevFCN = -4335.750508 bkgKsKsC_frac_KsPiPi=0.9408, bkgKsKsC_scfa_KsPiPi=1.555, prevFCN = -4335.736564 bkgKsKsC_scfa_KsPiPi=1.547, prevFCN = -4335.725051 bkgKsKsC_scfa_KsPiPi=1.551, bkgKsKsT_bias_KsPiPi=0.448, prevFCN = -4335.805052 bkgKsKsT_bias_KsPiPi=0.35, prevFCN = -4335.657233 bkgKsKsT_bias_KsPiPi=0.3991, bkgKsKsT_scfa_KsPiPi=7.08, prevFCN = -4335.736121 bkgKsKsT_scfa_KsPiPi=7.003, prevFCN = -4335.726024 bkgKsKsT_scfa_KsPiPi=7.042, bkgKsKs_tau_KsPiPi=0.5852, prevFCN = -4335.727996 bkgKsKs_tau_KsPiPi=0.5814, prevFCN = -4335.733263 bkgKsKs_tau_KsPiPi=0.5833, dmBkgKsKsGWidth_KsPiPi=0.0003071, prevFCN = -4335.714415 dmBkgKsKsGWidth_KsPiPi=0.0003034, prevFCN = -4335.747088 dmBkgKsKsGWidth_KsPiPi=0.0003052, dmBkgKsKsJsuDelta_KsPiPi=0.9859, prevFCN = -4335.721863 dmBkgKsKsJsuDelta_KsPiPi=0.9819, prevFCN = -4335.739677 dmBkgKsKsJsuDelta_KsPiPi=0.9839, dmBkgKsKsJsuFrac_KsPiPi=0.7387, prevFCN = -4335.725015 dmBkgKsKsJsuFrac_KsPiPi=0.7354, prevFCN = -4335.736529 dmBkgKsKsJsuFrac_KsPiPi=0.7371, dmBkgKsKsJsuGamma_KsPiPi=-1.102e-05, prevFCN = -4335.730882 dmBkgKsKsJsuGamma_KsPiPi=-1.214e-05, prevFCN = -4335.730782 dmBkgKsKsJsuGamma_KsPiPi=-6.789e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4335.723076 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4335.738486 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001155, prevFCN = -4335.737746 dmBkgKsKsJsuWidth_KsPiPi=0.001148, prevFCN = -4335.723733 dmBkgKsKsJsuWidth_KsPiPi=0.001151, mDBkgKsKsG1Frac_KsPiPi=0.1546, prevFCN = -4335.736994 mDBkgKsKsG1Frac_KsPiPi=0.1522, prevFCN = -4335.724602 mDBkgKsKsG1Frac_KsPiPi=0.1534, mDBkgKsKsG1Width_KsPiPi=0.02146, prevFCN = -4335.709383 mDBkgKsKsG1Width_KsPiPi=0.02119, prevFCN = -4335.752884 mDBkgKsKsG1Width_KsPiPi=0.02132, mDBkgKsKsG2Width_KsPiPi=0.006456, prevFCN = -4335.739572 mDBkgKsKsG2Width_KsPiPi=0.00643, prevFCN = -4335.721992 mDBkgKsKsG2Width_KsPiPi=0.006443, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4335.730004 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4335.731661 bkgKsKsC_bias_KsPiPi=0.7752, bkgKsKsC_frac_KsPiPi=0.9308, bkgKsKsC_scfa_KsPiPi=1.571, bkgKsKsT_bias_KsPiPi=0.4435, bkgKsKsT_scfa_KsPiPi=7.061, bkgKsKs_tau_KsPiPi=0.5605, dmBkgKsKsGWidth_KsPiPi=0.000296, dmBkgKsKsJsuDelta_KsPiPi=0.9822, dmBkgKsKsJsuFrac_KsPiPi=0.7323, dmBkgKsKsJsuGamma_KsPiPi=-2.12e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.1622, mDBkgKsKsG1Width_KsPiPi=0.02134, mDBkgKsKsG2Width_KsPiPi=0.006442, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.185482 bkgKsKsC_bias_KsPiPi=0.7874, bkgKsKsC_frac_KsPiPi=0.9281, bkgKsKsC_scfa_KsPiPi=1.576, bkgKsKsT_bias_KsPiPi=0.4548, bkgKsKsT_scfa_KsPiPi=7.065, bkgKsKs_tau_KsPiPi=0.5547, dmBkgKsKsGWidth_KsPiPi=0.0002937, dmBkgKsKsJsuDelta_KsPiPi=0.9818, dmBkgKsKsJsuFrac_KsPiPi=0.7311, dmBkgKsKsJsuGamma_KsPiPi=-3.596e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.1645, mDBkgKsKsG1Width_KsPiPi=0.02134, mDBkgKsKsG2Width_KsPiPi=0.006442, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.205721 bkgKsKsC_bias_KsPiPi=0.7911, prevFCN = -4336.215926 bkgKsKsC_bias_KsPiPi=0.7838, prevFCN = -4336.193887 bkgKsKsC_bias_KsPiPi=0.7874, bkgKsKsC_frac_KsPiPi=0.929, prevFCN = -4336.213431 bkgKsKsC_frac_KsPiPi=0.9273, prevFCN = -4336.195984 bkgKsKsC_frac_KsPiPi=0.9281, bkgKsKsC_scfa_KsPiPi=1.58, prevFCN = -4336.202496 bkgKsKsC_scfa_KsPiPi=1.572, prevFCN = -4336.206843 bkgKsKsC_scfa_KsPiPi=1.576, bkgKsKsT_bias_KsPiPi=0.5132, prevFCN = -4336.304553 bkgKsKsT_bias_KsPiPi=0.3963, prevFCN = -4336.104463 bkgKsKsT_bias_KsPiPi=0.4548, bkgKsKsT_scfa_KsPiPi=7.109, prevFCN = -4336.192404 bkgKsKsT_scfa_KsPiPi=7.022, prevFCN = -4336.216966 bkgKsKsT_scfa_KsPiPi=7.065, bkgKsKs_tau_KsPiPi=0.5564, prevFCN = -4336.19868 bkgKsKs_tau_KsPiPi=0.5529, prevFCN = -4336.210662 bkgKsKs_tau_KsPiPi=0.5547, dmBkgKsKsGWidth_KsPiPi=0.0002955, prevFCN = -4336.210355 dmBkgKsKsGWidth_KsPiPi=0.0002919, prevFCN = -4336.198782 dmBkgKsKsGWidth_KsPiPi=0.0002937, dmBkgKsKsJsuDelta_KsPiPi=0.9837, prevFCN = -4336.195674 dmBkgKsKsJsuDelta_KsPiPi=0.9798, prevFCN = -4336.213708 dmBkgKsKsJsuDelta_KsPiPi=0.9818, dmBkgKsKsJsuFrac_KsPiPi=0.7326, prevFCN = -4336.21434 dmBkgKsKsJsuFrac_KsPiPi=0.7295, prevFCN = -4336.194909 dmBkgKsKsJsuFrac_KsPiPi=0.7311, dmBkgKsKsJsuGamma_KsPiPi=-1.602e-05, prevFCN = -4336.204349 dmBkgKsKsJsuGamma_KsPiPi=-7.861e-06, prevFCN = -4336.205064 dmBkgKsKsJsuGamma_KsPiPi=-3.596e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4336.210363 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4336.198929 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001155, prevFCN = -4336.214349 dmBkgKsKsJsuWidth_KsPiPi=0.001148, prevFCN = -4336.195018 dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.1657, prevFCN = -4336.191583 mDBkgKsKsG1Frac_KsPiPi=0.1633, prevFCN = -4336.217821 mDBkgKsKsG1Frac_KsPiPi=0.1645, mDBkgKsKsG1Width_KsPiPi=0.0215, prevFCN = -4336.162788 mDBkgKsKsG1Width_KsPiPi=0.02118, prevFCN = -4336.246814 mDBkgKsKsG1Width_KsPiPi=0.02134, mDBkgKsKsG2Width_KsPiPi=0.006454, prevFCN = -4336.202348 mDBkgKsKsG2Width_KsPiPi=0.006429, prevFCN = -4336.207092 mDBkgKsKsG2Width_KsPiPi=0.006442, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.205951 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.203451 bkgKsKsC_bias_KsPiPi=0.821, bkgKsKsC_frac_KsPiPi=0.9278, bkgKsKsC_scfa_KsPiPi=1.596, bkgKsKsT_bias_KsPiPi=0.4794, bkgKsKsT_scfa_KsPiPi=7.037, bkgKsKs_tau_KsPiPi=0.5437, dmBkgKsKsGWidth_KsPiPi=0.000292, dmBkgKsKsJsuDelta_KsPiPi=0.9788, dmBkgKsKsJsuFrac_KsPiPi=0.7311, dmBkgKsKsJsuGamma_KsPiPi=-1.563e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001156, mDBkgKsKsG1Frac_KsPiPi=0.1627, mDBkgKsKsG1Width_KsPiPi=0.02121, mDBkgKsKsG2Width_KsPiPi=0.006406, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.418771 bkgKsKsC_bias_KsPiPi=0.8709, bkgKsKsC_frac_KsPiPi=0.9273, bkgKsKsC_scfa_KsPiPi=1.629, bkgKsKsT_bias_KsPiPi=0.52, bkgKsKsT_scfa_KsPiPi=6.989, bkgKsKs_tau_KsPiPi=0.5256, dmBkgKsKsGWidth_KsPiPi=0.0002893, dmBkgKsKsJsuDelta_KsPiPi=0.9739, dmBkgKsKsJsuFrac_KsPiPi=0.7313, dmBkgKsKsJsuGamma_KsPiPi=-3.148e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001164, mDBkgKsKsG1Frac_KsPiPi=0.1598, mDBkgKsKsG1Width_KsPiPi=0.021, mDBkgKsKsG2Width_KsPiPi=0.006348, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.572672 bkgKsKsC_bias_KsPiPi=0.8763, bkgKsKsC_frac_KsPiPi=0.9273, bkgKsKsC_scfa_KsPiPi=1.633, bkgKsKsT_bias_KsPiPi=0.5248, bkgKsKsT_scfa_KsPiPi=6.983, bkgKsKs_tau_KsPiPi=0.5234, dmBkgKsKsGWidth_KsPiPi=0.000289, dmBkgKsKsJsuDelta_KsPiPi=0.9733, dmBkgKsKsJsuFrac_KsPiPi=0.7313, dmBkgKsKsJsuGamma_KsPiPi=-2.672e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001164, mDBkgKsKsG1Frac_KsPiPi=0.1594, mDBkgKsKsG1Width_KsPiPi=0.02098, mDBkgKsKsG2Width_KsPiPi=0.006341, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.575615 bkgKsKsC_bias_KsPiPi=0.8795, prevFCN = -4336.576585 bkgKsKsC_bias_KsPiPi=0.873, prevFCN = -4336.573453 bkgKsKsC_bias_KsPiPi=0.8763, bkgKsKsC_frac_KsPiPi=0.9281, prevFCN = -4336.583067 bkgKsKsC_frac_KsPiPi=0.9264, prevFCN = -4336.56611 bkgKsKsC_frac_KsPiPi=0.9273, bkgKsKsC_scfa_KsPiPi=1.637, prevFCN = -4336.563374 bkgKsKsC_scfa_KsPiPi=1.629, prevFCN = -4336.58575 bkgKsKsC_scfa_KsPiPi=1.633, bkgKsKsT_bias_KsPiPi=0.5784, prevFCN = -4336.67245 bkgKsKsT_bias_KsPiPi=0.4709, prevFCN = -4336.476603 bkgKsKsT_bias_KsPiPi=0.5248, bkgKsKsT_scfa_KsPiPi=7.027, prevFCN = -4336.567706 bkgKsKsT_scfa_KsPiPi=6.94, prevFCN = -4336.581278 bkgKsKsT_scfa_KsPiPi=6.983, bkgKsKs_tau_KsPiPi=0.5252, prevFCN = -4336.563241 bkgKsKs_tau_KsPiPi=0.5217, prevFCN = -4336.585903 bkgKsKs_tau_KsPiPi=0.5234, dmBkgKsKsGWidth_KsPiPi=0.0002906, prevFCN = -4336.585138 dmBkgKsKsGWidth_KsPiPi=0.0002873, prevFCN = -4336.563962 dmBkgKsKsGWidth_KsPiPi=0.000289, dmBkgKsKsJsuDelta_KsPiPi=0.9753, prevFCN = -4336.581996 dmBkgKsKsJsuDelta_KsPiPi=0.9714, prevFCN = -4336.567243 dmBkgKsKsJsuDelta_KsPiPi=0.9733, dmBkgKsKsJsuFrac_KsPiPi=0.7328, prevFCN = -4336.577275 dmBkgKsKsJsuFrac_KsPiPi=0.7297, prevFCN = -4336.571839 dmBkgKsKsJsuFrac_KsPiPi=0.7313, dmBkgKsKsJsuGamma_KsPiPi=-1.192e-05, prevFCN = -4336.57457 dmBkgKsKsJsuGamma_KsPiPi=-1.169e-05, prevFCN = -4336.57459 dmBkgKsKsJsuGamma_KsPiPi=-2.672e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4336.580782 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4336.568358 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001168, prevFCN = -4336.568134 dmBkgKsKsJsuWidth_KsPiPi=0.001161, prevFCN = -4336.581126 dmBkgKsKsJsuWidth_KsPiPi=0.001164, mDBkgKsKsG1Frac_KsPiPi=0.1606, prevFCN = -4336.583808 mDBkgKsKsG1Frac_KsPiPi=0.1582, prevFCN = -4336.565314 mDBkgKsKsG1Frac_KsPiPi=0.1594, mDBkgKsKsG1Width_KsPiPi=0.02115, prevFCN = -4336.541748 mDBkgKsKsG1Width_KsPiPi=0.02081, prevFCN = -4336.606919 mDBkgKsKsG1Width_KsPiPi=0.02098, mDBkgKsKsG2Width_KsPiPi=0.006354, prevFCN = -4336.593722 mDBkgKsKsG2Width_KsPiPi=0.006328, prevFCN = -4336.555365 mDBkgKsKsG2Width_KsPiPi=0.006341, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.575938 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.573164 bkgKsKsC_bias_KsPiPi=0.8963, bkgKsKsC_frac_KsPiPi=0.9272, bkgKsKsC_scfa_KsPiPi=1.642, bkgKsKsT_bias_KsPiPi=0.5509, bkgKsKsT_scfa_KsPiPi=6.928, bkgKsKs_tau_KsPiPi=0.5138, dmBkgKsKsGWidth_KsPiPi=0.0002892, dmBkgKsKsJsuDelta_KsPiPi=0.9722, dmBkgKsKsJsuFrac_KsPiPi=0.7319, dmBkgKsKsJsuGamma_KsPiPi=-2.36e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001166, mDBkgKsKsG1Frac_KsPiPi=0.1607, mDBkgKsKsG1Width_KsPiPi=0.02079, mDBkgKsKsG2Width_KsPiPi=0.006373, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4336.751646 bkgKsKsC_bias_KsPiPi=0.9512, bkgKsKsC_frac_KsPiPi=0.9268, bkgKsKsC_scfa_KsPiPi=1.674, bkgKsKsT_bias_KsPiPi=0.6387, bkgKsKsT_scfa_KsPiPi=6.74, bkgKsKs_tau_KsPiPi=0.4816, dmBkgKsKsGWidth_KsPiPi=0.00029, dmBkgKsKsJsuDelta_KsPiPi=0.9684, dmBkgKsKsJsuFrac_KsPiPi=0.7339, dmBkgKsKsJsuGamma_KsPiPi=-5.274e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001173, mDBkgKsKsG1Frac_KsPiPi=0.1649, mDBkgKsKsG1Width_KsPiPi=0.02015, mDBkgKsKsG2Width_KsPiPi=0.006481, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.006984 bkgKsKsC_bias_KsPiPi=0.9539, prevFCN = -4337.011179 bkgKsKsC_bias_KsPiPi=0.9484, prevFCN = -4337.001834 bkgKsKsC_bias_KsPiPi=0.9551, prevFCN = -4337.012845 bkgKsKsC_bias_KsPiPi=0.9471, prevFCN = -4336.999055 bkgKsKsC_bias_KsPiPi=0.9512, bkgKsKsC_frac_KsPiPi=0.9277, prevFCN = -4337.000065 bkgKsKsC_frac_KsPiPi=0.926, prevFCN = -4337.011849 bkgKsKsC_frac_KsPiPi=0.9268, bkgKsKsC_scfa_KsPiPi=1.678, prevFCN = -4336.997404 bkgKsKsC_scfa_KsPiPi=1.669, prevFCN = -4337.014423 bkgKsKsC_scfa_KsPiPi=1.674, bkgKsKsT_bias_KsPiPi=0.6906, prevFCN = -4337.115059 bkgKsKsT_bias_KsPiPi=0.5866, prevFCN = -4336.896569 bkgKsKsT_bias_KsPiPi=0.6387, bkgKsKsT_scfa_KsPiPi=6.782, prevFCN = -4337.01441 bkgKsKsT_scfa_KsPiPi=6.699, prevFCN = -4336.997021 bkgKsKsT_scfa_KsPiPi=6.74, bkgKsKs_tau_KsPiPi=0.4833, prevFCN = -4337.010905 bkgKsKs_tau_KsPiPi=0.4799, prevFCN = -4337.000899 bkgKsKs_tau_KsPiPi=0.4816, dmBkgKsKsGWidth_KsPiPi=0.0002917, prevFCN = -4337.009585 dmBkgKsKsGWidth_KsPiPi=0.0002884, prevFCN = -4337.002393 dmBkgKsKsGWidth_KsPiPi=0.00029, dmBkgKsKsJsuDelta_KsPiPi=0.9704, prevFCN = -4337.024186 dmBkgKsKsJsuDelta_KsPiPi=0.9664, prevFCN = -4336.987764 dmBkgKsKsJsuDelta_KsPiPi=0.9684, dmBkgKsKsJsuFrac_KsPiPi=0.7354, prevFCN = -4336.997583 dmBkgKsKsJsuFrac_KsPiPi=0.7324, prevFCN = -4337.01433 dmBkgKsKsJsuFrac_KsPiPi=0.7339, dmBkgKsKsJsuGamma_KsPiPi=-7.335e-06, prevFCN = -4337.006375 dmBkgKsKsJsuGamma_KsPiPi=-1.731e-05, prevFCN = -4337.005483 dmBkgKsKsJsuGamma_KsPiPi=-5.274e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4337.00242 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4337.009493 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001176, prevFCN = -4336.987753 dmBkgKsKsJsuWidth_KsPiPi=0.001169, prevFCN = -4337.024217 dmBkgKsKsJsuWidth_KsPiPi=0.001173, mDBkgKsKsG1Frac_KsPiPi=0.1661, prevFCN = -4337.002098 mDBkgKsKsG1Frac_KsPiPi=0.1637, prevFCN = -4337.009908 mDBkgKsKsG1Frac_KsPiPi=0.1649, mDBkgKsKsG1Width_KsPiPi=0.0203, prevFCN = -4336.981954 mDBkgKsKsG1Width_KsPiPi=0.02, prevFCN = -4337.029337 mDBkgKsKsG1Width_KsPiPi=0.02015, mDBkgKsKsG2Width_KsPiPi=0.006493, prevFCN = -4336.996804 mDBkgKsKsG2Width_KsPiPi=0.006468, prevFCN = -4337.015215 mDBkgKsKsG2Width_KsPiPi=0.006481, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.005204 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.006764 bkgKsKsC_bias_KsPiPi=0.9578, bkgKsKsC_frac_KsPiPi=0.9235, bkgKsKsC_scfa_KsPiPi=1.667, bkgKsKsT_bias_KsPiPi=0.6653, bkgKsKsT_scfa_KsPiPi=6.616, bkgKsKs_tau_KsPiPi=0.4771, dmBkgKsKsGWidth_KsPiPi=0.0002907, dmBkgKsKsJsuDelta_KsPiPi=0.97, dmBkgKsKsJsuFrac_KsPiPi=0.7338, dmBkgKsKsJsuGamma_KsPiPi=-4.716e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.00117, mDBkgKsKsG1Frac_KsPiPi=0.1684, mDBkgKsKsG1Width_KsPiPi=0.01985, mDBkgKsKsG2Width_KsPiPi=0.006443, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.151613 bkgKsKsC_bias_KsPiPi=0.9794, bkgKsKsC_frac_KsPiPi=0.9093, bkgKsKsC_scfa_KsPiPi=1.641, bkgKsKsT_bias_KsPiPi=0.7708, bkgKsKsT_scfa_KsPiPi=6.125, bkgKsKs_tau_KsPiPi=0.4591, dmBkgKsKsGWidth_KsPiPi=0.0002936, dmBkgKsKsJsuDelta_KsPiPi=0.9763, dmBkgKsKsJsuFrac_KsPiPi=0.7335, dmBkgKsKsJsuGamma_KsPiPi=-2.794e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001161, mDBkgKsKsG1Frac_KsPiPi=0.1825, mDBkgKsKsG1Width_KsPiPi=0.01864, mDBkgKsKsG2Width_KsPiPi=0.006294, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.470116 bkgKsKsC_bias_KsPiPi=0.9839, bkgKsKsC_frac_KsPiPi=0.9054, bkgKsKsC_scfa_KsPiPi=1.634, bkgKsKsT_bias_KsPiPi=0.7987, bkgKsKsT_scfa_KsPiPi=5.997, bkgKsKs_tau_KsPiPi=0.4543, dmBkgKsKsGWidth_KsPiPi=0.0002944, dmBkgKsKsJsuDelta_KsPiPi=0.9779, dmBkgKsKsJsuFrac_KsPiPi=0.7334, dmBkgKsKsJsuGamma_KsPiPi=-2.368e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001159, mDBkgKsKsG1Frac_KsPiPi=0.1863, mDBkgKsKsG1Width_KsPiPi=0.01832, mDBkgKsKsG2Width_KsPiPi=0.006254, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.476706 bkgKsKsC_bias_KsPiPi=0.9826, bkgKsKsC_frac_KsPiPi=0.9066, bkgKsKsC_scfa_KsPiPi=1.636, bkgKsKsT_bias_KsPiPi=0.7904, bkgKsKsT_scfa_KsPiPi=6.035, bkgKsKs_tau_KsPiPi=0.4557, dmBkgKsKsGWidth_KsPiPi=0.0002942, dmBkgKsKsJsuDelta_KsPiPi=0.9774, dmBkgKsKsJsuFrac_KsPiPi=0.7334, dmBkgKsKsJsuGamma_KsPiPi=-2.491e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001159, mDBkgKsKsG1Frac_KsPiPi=0.1852, mDBkgKsKsG1Width_KsPiPi=0.01842, mDBkgKsKsG2Width_KsPiPi=0.006266, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.478563 bkgKsKsC_bias_KsPiPi=0.985, prevFCN = -4337.483783 bkgKsKsC_bias_KsPiPi=0.9801, prevFCN = -4337.472297 bkgKsKsC_bias_KsPiPi=0.9826, bkgKsKsC_frac_KsPiPi=0.9075, prevFCN = -4337.471557 bkgKsKsC_frac_KsPiPi=0.9056, prevFCN = -4337.483642 bkgKsKsC_frac_KsPiPi=0.9066, bkgKsKsC_scfa_KsPiPi=1.64, prevFCN = -4337.480427 bkgKsKsC_scfa_KsPiPi=1.632, prevFCN = -4337.474578 bkgKsKsC_scfa_KsPiPi=1.636, bkgKsKsT_bias_KsPiPi=0.8385, prevFCN = -4337.617941 bkgKsKsT_bias_KsPiPi=0.742, prevFCN = -4337.335966 bkgKsKsT_bias_KsPiPi=0.7904, bkgKsKsT_scfa_KsPiPi=6.071, prevFCN = -4337.504527 bkgKsKsT_scfa_KsPiPi=5.998, prevFCN = -4337.449311 bkgKsKsT_scfa_KsPiPi=6.035, bkgKsKs_tau_KsPiPi=0.4574, prevFCN = -4337.49557 bkgKsKs_tau_KsPiPi=0.4541, prevFCN = -4337.459461 bkgKsKs_tau_KsPiPi=0.4557, dmBkgKsKsGWidth_KsPiPi=0.0002959, prevFCN = -4337.474566 dmBkgKsKsGWidth_KsPiPi=0.0002925, prevFCN = -4337.480598 dmBkgKsKsGWidth_KsPiPi=0.0002942, dmBkgKsKsJsuDelta_KsPiPi=0.9795, prevFCN = -4337.477683 dmBkgKsKsJsuDelta_KsPiPi=0.9754, prevFCN = -4337.477286 dmBkgKsKsJsuDelta_KsPiPi=0.9774, dmBkgKsKsJsuFrac_KsPiPi=0.7349, prevFCN = -4337.476648 dmBkgKsKsJsuFrac_KsPiPi=0.7319, prevFCN = -4337.47845 dmBkgKsKsJsuFrac_KsPiPi=0.7334, dmBkgKsKsJsuGamma_KsPiPi=-8.42e-06, prevFCN = -4337.47782 dmBkgKsKsJsuGamma_KsPiPi=-1.521e-05, prevFCN = -4337.477202 dmBkgKsKsJsuGamma_KsPiPi=-2.491e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4337.466755 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4337.488317 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001163, prevFCN = -4337.476932 dmBkgKsKsJsuWidth_KsPiPi=0.001156, prevFCN = -4337.478014 dmBkgKsKsJsuWidth_KsPiPi=0.001159, mDBkgKsKsG1Frac_KsPiPi=0.1865, prevFCN = -4337.485666 mDBkgKsKsG1Frac_KsPiPi=0.1839, prevFCN = -4337.469451 mDBkgKsKsG1Frac_KsPiPi=0.1852, mDBkgKsKsG1Width_KsPiPi=0.01855, prevFCN = -4337.464299 mDBkgKsKsG1Width_KsPiPi=0.01829, prevFCN = -4337.489077 mDBkgKsKsG1Width_KsPiPi=0.01851, prevFCN = -4337.468319 mDBkgKsKsG1Width_KsPiPi=0.01832, prevFCN = -4337.486739 mDBkgKsKsG1Width_KsPiPi=0.01842, mDBkgKsKsG2Width_KsPiPi=0.006279, prevFCN = -4337.481867 mDBkgKsKsG2Width_KsPiPi=0.006253, prevFCN = -4337.473258 mDBkgKsKsG2Width_KsPiPi=0.006266, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.476996 mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.478008 bkgKsKsC_bias_KsPiPi=0.9822, bkgKsKsC_frac_KsPiPi=0.9012, bkgKsKsC_scfa_KsPiPi=1.627, bkgKsKsT_bias_KsPiPi=0.8454, bkgKsKsT_scfa_KsPiPi=5.919, bkgKsKs_tau_KsPiPi=0.4604, dmBkgKsKsGWidth_KsPiPi=0.0002945, dmBkgKsKsJsuDelta_KsPiPi=0.9798, dmBkgKsKsJsuFrac_KsPiPi=0.7336, dmBkgKsKsJsuGamma_KsPiPi=-5.898e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001156, mDBkgKsKsG1Frac_KsPiPi=0.1927, mDBkgKsKsG1Width_KsPiPi=0.0181, mDBkgKsKsG2Width_KsPiPi=0.006241, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.692843 bkgKsKsC_bias_KsPiPi=0.9814, bkgKsKsC_frac_KsPiPi=0.8915, bkgKsKsC_scfa_KsPiPi=1.611, bkgKsKsT_bias_KsPiPi=0.9413, bkgKsKsT_scfa_KsPiPi=5.716, bkgKsKs_tau_KsPiPi=0.4686, dmBkgKsKsGWidth_KsPiPi=0.000295, dmBkgKsKsJsuDelta_KsPiPi=0.9839, dmBkgKsKsJsuFrac_KsPiPi=0.7339, dmBkgKsKsJsuGamma_KsPiPi=-1.186e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.2062, mDBkgKsKsG1Width_KsPiPi=0.01754, mDBkgKsKsG2Width_KsPiPi=0.006197, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.842879 bkgKsKsC_bias_KsPiPi=0.9847, prevFCN = -4337.837196 bkgKsKsC_bias_KsPiPi=0.9777, prevFCN = -4337.847694 bkgKsKsC_bias_KsPiPi=0.9864, prevFCN = -4337.833871 bkgKsKsC_bias_KsPiPi=0.9756, prevFCN = -4337.849808 bkgKsKsC_bias_KsPiPi=0.9814, bkgKsKsC_frac_KsPiPi=0.8926, prevFCN = -4337.849901 bkgKsKsC_frac_KsPiPi=0.8904, prevFCN = -4337.833909 bkgKsKsC_frac_KsPiPi=0.8915, bkgKsKsC_scfa_KsPiPi=1.615, prevFCN = -4337.838055 bkgKsKsC_scfa_KsPiPi=1.607, prevFCN = -4337.845673 bkgKsKsC_scfa_KsPiPi=1.611, bkgKsKsT_bias_KsPiPi=0.9793, prevFCN = -4337.956606 bkgKsKsT_bias_KsPiPi=0.9031, prevFCN = -4337.726632 bkgKsKsT_bias_KsPiPi=0.9413, bkgKsKsT_scfa_KsPiPi=5.744, prevFCN = -4337.863874 bkgKsKsT_scfa_KsPiPi=5.688, prevFCN = -4337.819466 bkgKsKsT_scfa_KsPiPi=5.716, bkgKsKs_tau_KsPiPi=0.4702, prevFCN = -4337.837482 bkgKsKs_tau_KsPiPi=0.4669, prevFCN = -4337.84631 bkgKsKs_tau_KsPiPi=0.4686, dmBkgKsKsGWidth_KsPiPi=0.0002967, prevFCN = -4337.845952 dmBkgKsKsGWidth_KsPiPi=0.0002933, prevFCN = -4337.837605 dmBkgKsKsGWidth_KsPiPi=0.000295, dmBkgKsKsJsuDelta_KsPiPi=0.9859, prevFCN = -4337.83146 dmBkgKsKsJsuDelta_KsPiPi=0.9819, prevFCN = -4337.85217 dmBkgKsKsJsuDelta_KsPiPi=0.9839, dmBkgKsKsJsuFrac_KsPiPi=0.7355, prevFCN = -4337.849103 dmBkgKsKsJsuFrac_KsPiPi=0.7324, prevFCN = -4337.834613 dmBkgKsKsJsuFrac_KsPiPi=0.7339, dmBkgKsKsJsuGamma_KsPiPi=-1.989e-05, prevFCN = -4337.841264 dmBkgKsKsJsuGamma_KsPiPi=-5.209e-06, prevFCN = -4337.842531 dmBkgKsKsJsuGamma_KsPiPi=-1.186e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4337.852365 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4337.831338 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, prevFCN = -4337.852121 dmBkgKsKsJsuWidth_KsPiPi=0.001146, prevFCN = -4337.831484 dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.2076, prevFCN = -4337.839979 mDBkgKsKsG1Frac_KsPiPi=0.2048, prevFCN = -4337.843787 mDBkgKsKsG1Frac_KsPiPi=0.2062, mDBkgKsKsG1Width_KsPiPi=0.01764, prevFCN = -4337.829278 mDBkgKsKsG1Width_KsPiPi=0.01745, prevFCN = -4337.853765 mDBkgKsKsG1Width_KsPiPi=0.01754, mDBkgKsKsG2Width_KsPiPi=0.00621, prevFCN = -4337.837135 mDBkgKsKsG2Width_KsPiPi=0.006184, prevFCN = -4337.846675 mDBkgKsKsG2Width_KsPiPi=0.006197, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4337.841986 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4337.841716 bkgKsKsC_bias_KsPiPi=0.9884, bkgKsKsC_frac_KsPiPi=0.8877, bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=1.017, bkgKsKsT_scfa_KsPiPi=5.697, bkgKsKs_tau_KsPiPi=0.4587, dmBkgKsKsGWidth_KsPiPi=0.0002951, dmBkgKsKsJsuDelta_KsPiPi=0.9845, dmBkgKsKsJsuFrac_KsPiPi=0.7344, dmBkgKsKsJsuGamma_KsPiPi=-1.583e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001148, mDBkgKsKsG1Frac_KsPiPi=0.2111, mDBkgKsKsG1Width_KsPiPi=0.01738, mDBkgKsKsG2Width_KsPiPi=0.006174, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4338.02154 bkgKsKsC_bias_KsPiPi=0.9999, bkgKsKsC_frac_KsPiPi=0.8718, bkgKsKsC_scfa_KsPiPi=1.644, bkgKsKsT_bias_KsPiPi=1.31, bkgKsKsT_scfa_KsPiPi=5.623, bkgKsKs_tau_KsPiPi=0.4195, dmBkgKsKsGWidth_KsPiPi=0.0002955, dmBkgKsKsJsuDelta_KsPiPi=0.9868, dmBkgKsKsJsuFrac_KsPiPi=0.7365, dmBkgKsKsJsuGamma_KsPiPi=-3.741e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001144, mDBkgKsKsG1Frac_KsPiPi=0.2311, mDBkgKsKsG1Width_KsPiPi=0.0167, mDBkgKsKsG2Width_KsPiPi=0.006082, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.319099 bkgKsKsC_bias_KsPiPi=0.9992, prevFCN = -4338.314779 bkgKsKsC_bias_KsPiPi=0.9998, prevFCN = -4338.318524 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4338.316854 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4338.319279 bkgKsKsC_bias_KsPiPi=0.9999, bkgKsKsC_frac_KsPiPi=0.873, prevFCN = -4338.338772 bkgKsKsC_frac_KsPiPi=0.8707, prevFCN = -4338.297346 bkgKsKsC_frac_KsPiPi=0.8718, bkgKsKsC_scfa_KsPiPi=1.648, prevFCN = -4338.301948 bkgKsKsC_scfa_KsPiPi=1.639, prevFCN = -4338.334203 bkgKsKsC_scfa_KsPiPi=1.644, bkgKsKsT_bias_KsPiPi=1.343, prevFCN = -4338.428045 bkgKsKsT_bias_KsPiPi=1.277, prevFCN = -4338.207654 bkgKsKsT_bias_KsPiPi=1.31, bkgKsKsT_scfa_KsPiPi=5.649, prevFCN = -4338.320891 bkgKsKsT_scfa_KsPiPi=5.597, prevFCN = -4338.315028 bkgKsKsT_scfa_KsPiPi=5.623, bkgKsKs_tau_KsPiPi=0.4212, prevFCN = -4338.339796 bkgKsKs_tau_KsPiPi=0.4178, prevFCN = -4338.296322 bkgKsKs_tau_KsPiPi=0.4195, dmBkgKsKsGWidth_KsPiPi=0.0002972, prevFCN = -4338.327543 dmBkgKsKsGWidth_KsPiPi=0.0002938, prevFCN = -4338.308491 dmBkgKsKsGWidth_KsPiPi=0.0002955, dmBkgKsKsJsuDelta_KsPiPi=0.9888, prevFCN = -4338.304234 dmBkgKsKsJsuDelta_KsPiPi=0.9849, prevFCN = -4338.331865 dmBkgKsKsJsuDelta_KsPiPi=0.9868, dmBkgKsKsJsuFrac_KsPiPi=0.738, prevFCN = -4338.327974 dmBkgKsKsJsuFrac_KsPiPi=0.7349, prevFCN = -4338.308188 dmBkgKsKsJsuFrac_KsPiPi=0.7365, dmBkgKsKsJsuGamma_KsPiPi=-2.912e-05, prevFCN = -4338.317016 dmBkgKsKsJsuGamma_KsPiPi=-2.335e-06, prevFCN = -4338.319215 dmBkgKsKsJsuGamma_KsPiPi=-3.741e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4338.346652 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4338.289501 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001147, prevFCN = -4338.331639 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4338.304446 dmBkgKsKsJsuWidth_KsPiPi=0.001144, mDBkgKsKsG1Frac_KsPiPi=0.2326, prevFCN = -4338.308663 mDBkgKsKsG1Frac_KsPiPi=0.2296, prevFCN = -4338.327534 mDBkgKsKsG1Frac_KsPiPi=0.2311, mDBkgKsKsG1Width_KsPiPi=0.01678, prevFCN = -4338.304049 mDBkgKsKsG1Width_KsPiPi=0.01662, prevFCN = -4338.331415 mDBkgKsKsG1Width_KsPiPi=0.0167, mDBkgKsKsG2Width_KsPiPi=0.006095, prevFCN = -4338.308493 mDBkgKsKsG2Width_KsPiPi=0.006069, prevFCN = -4338.327764 mDBkgKsKsG2Width_KsPiPi=0.006082, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4338.318771 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.317358 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8721, bkgKsKsC_scfa_KsPiPi=1.633, bkgKsKsT_bias_KsPiPi=1.316, bkgKsKsT_scfa_KsPiPi=5.583, bkgKsKs_tau_KsPiPi=0.4251, dmBkgKsKsGWidth_KsPiPi=0.0002961, dmBkgKsKsJsuDelta_KsPiPi=0.986, dmBkgKsKsJsuFrac_KsPiPi=0.7366, dmBkgKsKsJsuGamma_KsPiPi=-2.979e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.2322, mDBkgKsKsG1Width_KsPiPi=0.01661, mDBkgKsKsG2Width_KsPiPi=0.006072, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.494742 bkgKsKsC_bias_KsPiPi=0.9974, bkgKsKsC_frac_KsPiPi=0.873, bkgKsKsC_scfa_KsPiPi=1.592, bkgKsKsT_bias_KsPiPi=1.339, bkgKsKsT_scfa_KsPiPi=5.423, bkgKsKs_tau_KsPiPi=0.4476, dmBkgKsKsGWidth_KsPiPi=0.0002986, dmBkgKsKsJsuDelta_KsPiPi=0.9829, dmBkgKsKsJsuFrac_KsPiPi=0.7371, dmBkgKsKsJsuGamma_KsPiPi=-7.969e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001149, mDBkgKsKsG1Frac_KsPiPi=0.2368, mDBkgKsKsG1Width_KsPiPi=0.01625, mDBkgKsKsG2Width_KsPiPi=0.006032, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.843695 bkgKsKsC_bias_KsPiPi=0.9968, bkgKsKsC_frac_KsPiPi=0.8731, bkgKsKsC_scfa_KsPiPi=1.588, bkgKsKsT_bias_KsPiPi=1.342, bkgKsKsT_scfa_KsPiPi=5.405, bkgKsKs_tau_KsPiPi=0.4502, dmBkgKsKsGWidth_KsPiPi=0.0002989, dmBkgKsKsJsuDelta_KsPiPi=0.9825, dmBkgKsKsJsuFrac_KsPiPi=0.7372, dmBkgKsKsJsuGamma_KsPiPi=-6.327e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.2373, mDBkgKsKsG1Width_KsPiPi=0.0162, mDBkgKsKsG2Width_KsPiPi=0.006027, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.849107 bkgKsKsC_bias_KsPiPi=0.9981, prevFCN = -4338.847119 bkgKsKsC_bias_KsPiPi=0.9952, prevFCN = -4338.851349 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4338.844565 bkgKsKsC_bias_KsPiPi=0.9913, prevFCN = -4338.85554 bkgKsKsC_bias_KsPiPi=0.9968, bkgKsKsC_frac_KsPiPi=0.8742, prevFCN = -4338.856823 bkgKsKsC_frac_KsPiPi=0.8719, prevFCN = -4338.839393 bkgKsKsC_frac_KsPiPi=0.8731, bkgKsKsC_scfa_KsPiPi=1.592, prevFCN = -4338.848342 bkgKsKsC_scfa_KsPiPi=1.584, prevFCN = -4338.847763 bkgKsKsC_scfa_KsPiPi=1.588, bkgKsKsT_bias_KsPiPi=1.371, prevFCN = -4338.938574 bkgKsKsT_bias_KsPiPi=1.312, prevFCN = -4338.757537 bkgKsKsT_bias_KsPiPi=1.342, bkgKsKsT_scfa_KsPiPi=5.429, prevFCN = -4338.865703 bkgKsKsT_scfa_KsPiPi=5.38, prevFCN = -4338.830207 bkgKsKsT_scfa_KsPiPi=5.405, bkgKsKs_tau_KsPiPi=0.4519, prevFCN = -4338.84382 bkgKsKs_tau_KsPiPi=0.4485, prevFCN = -4338.852352 bkgKsKs_tau_KsPiPi=0.4502, dmBkgKsKsGWidth_KsPiPi=0.0003006, prevFCN = -4338.84804 dmBkgKsKsGWidth_KsPiPi=0.0002972, prevFCN = -4338.848204 dmBkgKsKsGWidth_KsPiPi=0.0002989, dmBkgKsKsJsuDelta_KsPiPi=0.9845, prevFCN = -4338.842119 dmBkgKsKsJsuDelta_KsPiPi=0.9806, prevFCN = -4338.854065 dmBkgKsKsJsuDelta_KsPiPi=0.9825, dmBkgKsKsJsuFrac_KsPiPi=0.7387, prevFCN = -4338.848338 dmBkgKsKsJsuFrac_KsPiPi=0.7356, prevFCN = -4338.847824 dmBkgKsKsJsuFrac_KsPiPi=0.7372, dmBkgKsKsJsuGamma_KsPiPi=-1.889e-05, prevFCN = -4338.847564 dmBkgKsKsJsuGamma_KsPiPi=-7.591e-06, prevFCN = -4338.848519 dmBkgKsKsJsuGamma_KsPiPi=-6.327e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4338.863824 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4338.832334 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, prevFCN = -4338.853134 dmBkgKsKsJsuWidth_KsPiPi=0.001147, prevFCN = -4338.84307 dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.2388, prevFCN = -4338.846511 mDBkgKsKsG1Frac_KsPiPi=0.2359, prevFCN = -4338.849662 mDBkgKsKsG1Frac_KsPiPi=0.2373, mDBkgKsKsG1Width_KsPiPi=0.01627, prevFCN = -4338.846275 mDBkgKsKsG1Width_KsPiPi=0.01613, prevFCN = -4338.849436 mDBkgKsKsG1Width_KsPiPi=0.0162, mDBkgKsKsG2Width_KsPiPi=0.006041, prevFCN = -4338.841247 mDBkgKsKsG2Width_KsPiPi=0.006014, prevFCN = -4338.854934 mDBkgKsKsG2Width_KsPiPi=0.006027, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4338.847966 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4338.848161 bkgKsKsC_bias_KsPiPi=0.9976, bkgKsKsC_frac_KsPiPi=0.8716, bkgKsKsC_scfa_KsPiPi=1.585, bkgKsKsT_bias_KsPiPi=1.395, bkgKsKsT_scfa_KsPiPi=5.383, bkgKsKs_tau_KsPiPi=0.449, dmBkgKsKsGWidth_KsPiPi=0.0002991, dmBkgKsKsJsuDelta_KsPiPi=0.982, dmBkgKsKsJsuFrac_KsPiPi=0.7372, dmBkgKsKsJsuGamma_KsPiPi=-5.091e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00115, mDBkgKsKsG1Frac_KsPiPi=0.2413, mDBkgKsKsG1Width_KsPiPi=0.01607, mDBkgKsKsG2Width_KsPiPi=0.006002, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4339.006118 bkgKsKsC_bias_KsPiPi=0.9996, bkgKsKsC_frac_KsPiPi=0.8659, bkgKsKsC_scfa_KsPiPi=1.575, bkgKsKsT_bias_KsPiPi=1.605, bkgKsKsT_scfa_KsPiPi=5.298, bkgKsKs_tau_KsPiPi=0.444, dmBkgKsKsGWidth_KsPiPi=0.0003001, dmBkgKsKsJsuDelta_KsPiPi=0.9802, dmBkgKsKsJsuFrac_KsPiPi=0.7373, dmBkgKsKsJsuGamma_KsPiPi=-1.488e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001151, mDBkgKsKsG1Frac_KsPiPi=0.2574, mDBkgKsKsG1Width_KsPiPi=0.01554, mDBkgKsKsG2Width_KsPiPi=0.005903, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4339.572617 bkgKsKsC_bias_KsPiPi=0.9969, bkgKsKsC_frac_KsPiPi=0.8509, bkgKsKsC_scfa_KsPiPi=1.551, bkgKsKsT_bias_KsPiPi=2.079, bkgKsKsT_scfa_KsPiPi=5.087, bkgKsKs_tau_KsPiPi=0.4316, dmBkgKsKsGWidth_KsPiPi=0.0003027, dmBkgKsKsJsuDelta_KsPiPi=0.9756, dmBkgKsKsJsuFrac_KsPiPi=0.7376, dmBkgKsKsJsuGamma_KsPiPi=-1.88e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.299, mDBkgKsKsG1Width_KsPiPi=0.01424, mDBkgKsKsG2Width_KsPiPi=0.005659, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.423289 bkgKsKsC_bias_KsPiPi=0.9905, bkgKsKsC_frac_KsPiPi=0.8424, bkgKsKsC_scfa_KsPiPi=1.537, bkgKsKsT_bias_KsPiPi=2.307, bkgKsKsT_scfa_KsPiPi=4.972, bkgKsKs_tau_KsPiPi=0.4248, dmBkgKsKsGWidth_KsPiPi=0.0003041, dmBkgKsKsJsuDelta_KsPiPi=0.9731, dmBkgKsKsJsuFrac_KsPiPi=0.7377, dmBkgKsKsJsuGamma_KsPiPi=-7.86e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.3228, mDBkgKsKsG1Width_KsPiPi=0.01354, mDBkgKsKsG2Width_KsPiPi=0.005527, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.396741 bkgKsKsC_bias_KsPiPi=0.9946, bkgKsKsC_frac_KsPiPi=0.8474, bkgKsKsC_scfa_KsPiPi=1.545, bkgKsKsT_bias_KsPiPi=2.179, bkgKsKsT_scfa_KsPiPi=5.038, bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.0003033, dmBkgKsKsJsuDelta_KsPiPi=0.9746, dmBkgKsKsJsuFrac_KsPiPi=0.7377, dmBkgKsKsJsuGamma_KsPiPi=-3.92e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.309, mDBkgKsKsG1Width_KsPiPi=0.01394, mDBkgKsKsG2Width_KsPiPi=0.005603, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.465637 bkgKsKsC_bias_KsPiPi=0.9874, prevFCN = -4340.475797 bkgKsKsC_bias_KsPiPi=0.9988, prevFCN = -4340.457075 bkgKsKsC_bias_KsPiPi=0.9946, bkgKsKsC_frac_KsPiPi=0.8486, prevFCN = -4340.472958 bkgKsKsC_frac_KsPiPi=0.8461, prevFCN = -4340.456246 bkgKsKsC_frac_KsPiPi=0.8474, bkgKsKsC_scfa_KsPiPi=1.549, prevFCN = -4340.473653 bkgKsKsC_scfa_KsPiPi=1.541, prevFCN = -4340.455522 bkgKsKsC_scfa_KsPiPi=1.545, bkgKsKsT_bias_KsPiPi=2.202, prevFCN = -4340.508119 bkgKsKsT_bias_KsPiPi=2.157, prevFCN = -4340.421358 bkgKsKsT_bias_KsPiPi=2.179, bkgKsKsT_scfa_KsPiPi=5.061, prevFCN = -4340.474469 bkgKsKsT_scfa_KsPiPi=5.015, prevFCN = -4340.454153 bkgKsKsT_scfa_KsPiPi=5.038, bkgKsKs_tau_KsPiPi=0.4303, prevFCN = -4340.451509 bkgKsKs_tau_KsPiPi=0.427, prevFCN = -4340.477738 bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.000305, prevFCN = -4340.454473 dmBkgKsKsGWidth_KsPiPi=0.0003015, prevFCN = -4340.474848 dmBkgKsKsGWidth_KsPiPi=0.0003033, dmBkgKsKsJsuDelta_KsPiPi=0.9765, prevFCN = -4340.467164 dmBkgKsKsJsuDelta_KsPiPi=0.9726, prevFCN = -4340.462085 dmBkgKsKsJsuDelta_KsPiPi=0.9746, dmBkgKsKsJsuFrac_KsPiPi=0.7392, prevFCN = -4340.455013 dmBkgKsKsJsuFrac_KsPiPi=0.7361, prevFCN = -4340.474215 dmBkgKsKsJsuFrac_KsPiPi=0.7377, dmBkgKsKsJsuGamma_KsPiPi=-8.257e-06, prevFCN = -4340.464952 dmBkgKsKsJsuGamma_KsPiPi=-1.702e-05, prevFCN = -4340.464189 dmBkgKsKsJsuGamma_KsPiPi=-3.92e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4340.466253 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4340.462971 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001155, prevFCN = -4340.460804 dmBkgKsKsJsuWidth_KsPiPi=0.001149, prevFCN = -4340.468465 dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.3107, prevFCN = -4340.476755 mDBkgKsKsG1Frac_KsPiPi=0.3074, prevFCN = -4340.452608 mDBkgKsKsG1Frac_KsPiPi=0.309, mDBkgKsKsG1Width_KsPiPi=0.014, prevFCN = -4340.509793 mDBkgKsKsG1Width_KsPiPi=0.01388, prevFCN = -4340.416726 mDBkgKsKsG1Width_KsPiPi=0.01398, prevFCN = -4340.495296 mDBkgKsKsG1Width_KsPiPi=0.0139, prevFCN = -4340.433908 mDBkgKsKsG1Width_KsPiPi=0.01394, mDBkgKsKsG2Width_KsPiPi=0.005616, prevFCN = -4340.461644 mDBkgKsKsG2Width_KsPiPi=0.005589, prevFCN = -4340.467924 mDBkgKsKsG2Width_KsPiPi=0.005603, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.463426 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.465708 bkgKsKsC_bias_KsPiPi=0.9946, bkgKsKsC_frac_KsPiPi=0.8486, bkgKsKsC_scfa_KsPiPi=1.545, bkgKsKsT_bias_KsPiPi=2.209, bkgKsKsT_scfa_KsPiPi=5.092, bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.0003032, dmBkgKsKsJsuDelta_KsPiPi=0.9739, dmBkgKsKsJsuFrac_KsPiPi=0.7375, dmBkgKsKsJsuGamma_KsPiPi=-5.045e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001152, mDBkgKsKsG1Frac_KsPiPi=0.3107, mDBkgKsKsG1Width_KsPiPi=0.01399, mDBkgKsKsG2Width_KsPiPi=0.005589, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.606186 bkgKsKsC_bias_KsPiPi=0.9947, bkgKsKsC_frac_KsPiPi=0.8537, bkgKsKsC_scfa_KsPiPi=1.547, bkgKsKsT_bias_KsPiPi=2.325, bkgKsKsT_scfa_KsPiPi=5.312, bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.0003031, dmBkgKsKsJsuDelta_KsPiPi=0.9714, dmBkgKsKsJsuFrac_KsPiPi=0.7368, dmBkgKsKsJsuGamma_KsPiPi=-1.096e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3173, mDBkgKsKsG1Width_KsPiPi=0.01422, mDBkgKsKsG2Width_KsPiPi=0.005532, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.943423 bkgKsKsC_bias_KsPiPi=0.9948, bkgKsKsC_frac_KsPiPi=0.8559, bkgKsKsC_scfa_KsPiPi=1.548, bkgKsKsT_bias_KsPiPi=2.372, bkgKsKsT_scfa_KsPiPi=5.409, bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.000303, dmBkgKsKsJsuDelta_KsPiPi=0.9704, dmBkgKsKsJsuFrac_KsPiPi=0.7365, dmBkgKsKsJsuGamma_KsPiPi=-1.426e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3202, mDBkgKsKsG1Width_KsPiPi=0.01432, mDBkgKsKsG2Width_KsPiPi=0.005508, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.986729 bkgKsKsC_bias_KsPiPi=0.9865, prevFCN = -4340.995235 bkgKsKsC_bias_KsPiPi=0.9992, prevFCN = -4340.979001 bkgKsKsC_bias_KsPiPi=0.9793, prevFCN = -4340.996356 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4340.977353 bkgKsKsC_bias_KsPiPi=0.9233, prevFCN = -4340.807057 bkgKsKsC_bias_KsPiPi=0.9822, prevFCN = -4340.996606 bkgKsKsC_bias_KsPiPi=0.9948, bkgKsKsC_frac_KsPiPi=0.8571, prevFCN = -4341.00522 bkgKsKsC_frac_KsPiPi=0.8546, prevFCN = -4340.966036 bkgKsKsC_frac_KsPiPi=0.8559, bkgKsKsC_scfa_KsPiPi=1.552, prevFCN = -4341.001108 bkgKsKsC_scfa_KsPiPi=1.544, prevFCN = -4340.970219 bkgKsKsC_scfa_KsPiPi=1.548, bkgKsKsT_bias_KsPiPi=2.394, prevFCN = -4341.015139 bkgKsKsT_bias_KsPiPi=2.351, prevFCN = -4340.956893 bkgKsKsT_bias_KsPiPi=2.372, bkgKsKsT_scfa_KsPiPi=5.43, prevFCN = -4340.96872 bkgKsKsT_scfa_KsPiPi=5.388, prevFCN = -4341.00318 bkgKsKsT_scfa_KsPiPi=5.409, bkgKsKs_tau_KsPiPi=0.4304, prevFCN = -4340.972733 bkgKsKs_tau_KsPiPi=0.427, prevFCN = -4340.998623 bkgKsKs_tau_KsPiPi=0.4287, dmBkgKsKsGWidth_KsPiPi=0.0003048, prevFCN = -4340.973171 dmBkgKsKsGWidth_KsPiPi=0.0003012, prevFCN = -4340.998258 dmBkgKsKsGWidth_KsPiPi=0.000303, dmBkgKsKsJsuDelta_KsPiPi=0.9723, prevFCN = -4340.991915 dmBkgKsKsJsuDelta_KsPiPi=0.9684, prevFCN = -4340.979496 dmBkgKsKsJsuDelta_KsPiPi=0.9704, dmBkgKsKsJsuFrac_KsPiPi=0.738, prevFCN = -4340.974117 dmBkgKsKsJsuFrac_KsPiPi=0.7349, prevFCN = -4340.997254 dmBkgKsKsJsuFrac_KsPiPi=0.7365, dmBkgKsKsJsuGamma_KsPiPi=-5.075e-06, prevFCN = -4340.986404 dmBkgKsKsJsuGamma_KsPiPi=-2.154e-05, prevFCN = -4340.984938 dmBkgKsKsJsuGamma_KsPiPi=-1.426e-06, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4340.978772 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4340.992607 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001157, prevFCN = -4340.978478 dmBkgKsKsJsuWidth_KsPiPi=0.00115, prevFCN = -4340.992941 dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3219, prevFCN = -4340.981387 mDBkgKsKsG1Frac_KsPiPi=0.3184, prevFCN = -4340.989932 mDBkgKsKsG1Frac_KsPiPi=0.3202, mDBkgKsKsG1Width_KsPiPi=0.01436, prevFCN = -4340.989951 mDBkgKsKsG1Width_KsPiPi=0.01428, prevFCN = -4340.981706 mDBkgKsKsG1Width_KsPiPi=0.01432, mDBkgKsKsG2Width_KsPiPi=0.005522, prevFCN = -4340.985089 mDBkgKsKsG2Width_KsPiPi=0.005493, prevFCN = -4340.986291 mDBkgKsKsG2Width_KsPiPi=0.005508, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.985892 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4340.985496 bkgKsKsC_bias_KsPiPi=0.9927, bkgKsKsC_frac_KsPiPi=0.8586, bkgKsKsC_scfa_KsPiPi=1.559, bkgKsKsT_bias_KsPiPi=2.415, bkgKsKsT_scfa_KsPiPi=5.432, bkgKsKs_tau_KsPiPi=0.4256, dmBkgKsKsGWidth_KsPiPi=0.000302, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7358, dmBkgKsKsJsuGamma_KsPiPi=-1.295e-06, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3243, mDBkgKsKsG1Width_KsPiPi=0.01428, mDBkgKsKsG2Width_KsPiPi=0.005482, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.117389 bkgKsKsC_bias_KsPiPi=0.9812, bkgKsKsC_frac_KsPiPi=0.8692, bkgKsKsC_scfa_KsPiPi=1.603, bkgKsKsT_bias_KsPiPi=2.573, bkgKsKsT_scfa_KsPiPi=5.523, bkgKsKs_tau_KsPiPi=0.4134, dmBkgKsKsGWidth_KsPiPi=0.0002979, dmBkgKsKsJsuDelta_KsPiPi=0.967, dmBkgKsKsJsuFrac_KsPiPi=0.7329, dmBkgKsKsJsuGamma_KsPiPi=-8.349e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3409, mDBkgKsKsG1Width_KsPiPi=0.01412, mDBkgKsKsG2Width_KsPiPi=0.00538, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.347176 bkgKsKsC_bias_KsPiPi=0.9745, prevFCN = -4341.311322 bkgKsKsC_bias_KsPiPi=0.9869, prevFCN = -4341.373674 bkgKsKsC_bias_KsPiPi=0.9782, prevFCN = -4341.331603 bkgKsKsC_bias_KsPiPi=0.984, prevFCN = -4341.360682 bkgKsKsC_bias_KsPiPi=0.9812, bkgKsKsC_frac_KsPiPi=0.8704, prevFCN = -4341.353298 bkgKsKsC_frac_KsPiPi=0.8681, prevFCN = -4341.338916 bkgKsKsC_frac_KsPiPi=0.8692, bkgKsKsC_scfa_KsPiPi=1.607, prevFCN = -4341.348316 bkgKsKsC_scfa_KsPiPi=1.599, prevFCN = -4341.344008 bkgKsKsC_scfa_KsPiPi=1.603, bkgKsKsT_bias_KsPiPi=2.595, prevFCN = -4341.374822 bkgKsKsT_bias_KsPiPi=2.551, prevFCN = -4341.317964 bkgKsKsT_bias_KsPiPi=2.573, bkgKsKsT_scfa_KsPiPi=5.547, prevFCN = -4341.329791 bkgKsKsT_scfa_KsPiPi=5.499, prevFCN = -4341.362664 bkgKsKsT_scfa_KsPiPi=5.523, bkgKsKs_tau_KsPiPi=0.4151, prevFCN = -4341.354799 bkgKsKs_tau_KsPiPi=0.4117, prevFCN = -4341.337443 bkgKsKs_tau_KsPiPi=0.4134, dmBkgKsKsGWidth_KsPiPi=0.0002997, prevFCN = -4341.339937 dmBkgKsKsGWidth_KsPiPi=0.0002962, prevFCN = -4341.352306 dmBkgKsKsGWidth_KsPiPi=0.0002979, dmBkgKsKsJsuDelta_KsPiPi=0.969, prevFCN = -4341.353108 dmBkgKsKsJsuDelta_KsPiPi=0.965, prevFCN = -4341.339186 dmBkgKsKsJsuDelta_KsPiPi=0.967, dmBkgKsKsJsuFrac_KsPiPi=0.7345, prevFCN = -4341.340579 dmBkgKsKsJsuFrac_KsPiPi=0.7313, prevFCN = -4341.351636 dmBkgKsKsJsuFrac_KsPiPi=0.7329, dmBkgKsKsJsuGamma_KsPiPi=-6.231e-06, prevFCN = -4341.346688 dmBkgKsKsJsuGamma_KsPiPi=-1.869e-05, prevFCN = -4341.345562 dmBkgKsKsJsuGamma_KsPiPi=-8.349e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4341.335494 dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4341.356742 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001157, prevFCN = -4341.339492 dmBkgKsKsJsuWidth_KsPiPi=0.00115, prevFCN = -4341.352799 dmBkgKsKsJsuWidth_KsPiPi=0.001153, mDBkgKsKsG1Frac_KsPiPi=0.3426, prevFCN = -4341.336165 mDBkgKsKsG1Frac_KsPiPi=0.3392, prevFCN = -4341.356115 mDBkgKsKsG1Frac_KsPiPi=0.3409, mDBkgKsKsG1Width_KsPiPi=0.01416, prevFCN = -4341.344265 mDBkgKsKsG1Width_KsPiPi=0.01408, prevFCN = -4341.347855 mDBkgKsKsG1Width_KsPiPi=0.01412, mDBkgKsKsG2Width_KsPiPi=0.005395, prevFCN = -4341.346477 mDBkgKsKsG2Width_KsPiPi=0.005366, prevFCN = -4341.345887 mDBkgKsKsG2Width_KsPiPi=0.00538, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.346936 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.345333 bkgKsKsC_bias_KsPiPi=0.9884, bkgKsKsC_frac_KsPiPi=0.8771, bkgKsKsC_scfa_KsPiPi=1.614, bkgKsKsT_bias_KsPiPi=2.617, bkgKsKsT_scfa_KsPiPi=5.559, bkgKsKs_tau_KsPiPi=0.424, dmBkgKsKsGWidth_KsPiPi=0.0002948, dmBkgKsKsJsuDelta_KsPiPi=0.9695, dmBkgKsKsJsuFrac_KsPiPi=0.731, dmBkgKsKsJsuGamma_KsPiPi=-4.846e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001148, mDBkgKsKsG1Frac_KsPiPi=0.3411, mDBkgKsKsG1Width_KsPiPi=0.01413, mDBkgKsKsG2Width_KsPiPi=0.005366, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.497599 bkgKsKsC_bias_KsPiPi=0.99, bkgKsKsC_frac_KsPiPi=0.879, bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=2.627, bkgKsKsT_scfa_KsPiPi=5.569, bkgKsKs_tau_KsPiPi=0.4267, dmBkgKsKsGWidth_KsPiPi=0.000294, dmBkgKsKsJsuDelta_KsPiPi=0.9702, dmBkgKsKsJsuFrac_KsPiPi=0.7305, dmBkgKsKsJsuGamma_KsPiPi=-4.997e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001147, mDBkgKsKsG1Frac_KsPiPi=0.3411, mDBkgKsKsG1Width_KsPiPi=0.01413, mDBkgKsKsG2Width_KsPiPi=0.005363, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.504889 bkgKsKsC_bias_KsPiPi=0.9877, prevFCN = -4341.500617 bkgKsKsC_bias_KsPiPi=0.992, prevFCN = -4341.50825 bkgKsKsC_bias_KsPiPi=0.9865, prevFCN = -4341.49805 bkgKsKsC_bias_KsPiPi=0.993, prevFCN = -4341.509654 bkgKsKsC_bias_KsPiPi=0.99, bkgKsKsC_frac_KsPiPi=0.8801, prevFCN = -4341.507357 bkgKsKsC_frac_KsPiPi=0.8779, prevFCN = -4341.500353 bkgKsKsC_frac_KsPiPi=0.879, bkgKsKsC_scfa_KsPiPi=1.621, prevFCN = -4341.502679 bkgKsKsC_scfa_KsPiPi=1.613, prevFCN = -4341.505033 bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=2.651, prevFCN = -4341.529059 bkgKsKsT_bias_KsPiPi=2.603, prevFCN = -4341.47904 bkgKsKsT_bias_KsPiPi=2.627, bkgKsKsT_scfa_KsPiPi=5.594, prevFCN = -4341.495309 bkgKsKsT_scfa_KsPiPi=5.544, prevFCN = -4341.512487 bkgKsKsT_scfa_KsPiPi=5.569, bkgKsKs_tau_KsPiPi=0.4284, prevFCN = -4341.497515 bkgKsKs_tau_KsPiPi=0.4251, prevFCN = -4341.510218 bkgKsKs_tau_KsPiPi=0.4267, dmBkgKsKsGWidth_KsPiPi=0.0002957, prevFCN = -4341.507237 dmBkgKsKsGWidth_KsPiPi=0.0002922, prevFCN = -4341.500373 dmBkgKsKsGWidth_KsPiPi=0.000294, dmBkgKsKsJsuDelta_KsPiPi=0.9722, prevFCN = -4341.503166 dmBkgKsKsJsuDelta_KsPiPi=0.9682, prevFCN = -4341.504506 dmBkgKsKsJsuDelta_KsPiPi=0.9702, dmBkgKsKsJsuFrac_KsPiPi=0.7321, prevFCN = -4341.509259 dmBkgKsKsJsuFrac_KsPiPi=0.729, prevFCN = -4341.498414 dmBkgKsKsJsuFrac_KsPiPi=0.7305, dmBkgKsKsJsuGamma_KsPiPi=-1.302e-05, prevFCN = -4341.503736 dmBkgKsKsJsuGamma_KsPiPi=-9.991e-06, prevFCN = -4341.504006 dmBkgKsKsJsuGamma_KsPiPi=-4.997e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.502783 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.504895 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00115, prevFCN = -4341.505899 dmBkgKsKsJsuWidth_KsPiPi=0.001144, prevFCN = -4341.501754 dmBkgKsKsJsuWidth_KsPiPi=0.001147, mDBkgKsKsG1Frac_KsPiPi=0.3428, prevFCN = -4341.494827 mDBkgKsKsG1Frac_KsPiPi=0.3394, prevFCN = -4341.512869 mDBkgKsKsG1Frac_KsPiPi=0.3411, mDBkgKsKsG1Width_KsPiPi=0.01417, prevFCN = -4341.501293 mDBkgKsKsG1Width_KsPiPi=0.01409, prevFCN = -4341.506423 mDBkgKsKsG1Width_KsPiPi=0.01413, mDBkgKsKsG2Width_KsPiPi=0.005378, prevFCN = -4341.506395 mDBkgKsKsG2Width_KsPiPi=0.005348, prevFCN = -4341.501306 mDBkgKsKsG2Width_KsPiPi=0.005363, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.504628 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.503074 bkgKsKsC_bias_KsPiPi=0.9882, bkgKsKsC_frac_KsPiPi=0.8797, bkgKsKsC_scfa_KsPiPi=1.619, bkgKsKsT_bias_KsPiPi=2.68, bkgKsKsT_scfa_KsPiPi=5.57, bkgKsKs_tau_KsPiPi=0.4249, dmBkgKsKsGWidth_KsPiPi=0.0002941, dmBkgKsKsJsuDelta_KsPiPi=0.9713, dmBkgKsKsJsuFrac_KsPiPi=0.7315, dmBkgKsKsJsuGamma_KsPiPi=-1.461e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.3406, mDBkgKsKsG1Width_KsPiPi=0.014, mDBkgKsKsG2Width_KsPiPi=0.005366, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.563179 bkgKsKsC_bias_KsPiPi=0.9863, bkgKsKsC_frac_KsPiPi=0.8803, bkgKsKsC_scfa_KsPiPi=1.621, bkgKsKsT_bias_KsPiPi=2.726, bkgKsKsT_scfa_KsPiPi=5.57, bkgKsKs_tau_KsPiPi=0.4231, dmBkgKsKsGWidth_KsPiPi=0.0002943, dmBkgKsKsJsuDelta_KsPiPi=0.9724, dmBkgKsKsJsuFrac_KsPiPi=0.7325, dmBkgKsKsJsuGamma_KsPiPi=-2.844e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001144, mDBkgKsKsG1Frac_KsPiPi=0.3402, mDBkgKsKsG1Width_KsPiPi=0.01388, mDBkgKsKsG2Width_KsPiPi=0.005369, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.580777 bkgKsKsC_bias_KsPiPi=0.9822, prevFCN = -4341.568262 bkgKsKsC_bias_KsPiPi=0.9898, prevFCN = -4341.590226 bkgKsKsC_bias_KsPiPi=0.9863, bkgKsKsC_frac_KsPiPi=0.8814, prevFCN = -4341.580524 bkgKsKsC_frac_KsPiPi=0.8792, prevFCN = -4341.578941 bkgKsKsC_frac_KsPiPi=0.8803, bkgKsKsC_scfa_KsPiPi=1.625, prevFCN = -4341.578844 bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4341.580637 bkgKsKsC_scfa_KsPiPi=1.621, bkgKsKsT_bias_KsPiPi=2.748, prevFCN = -4341.601748 bkgKsKsT_bias_KsPiPi=2.703, prevFCN = -4341.558087 bkgKsKsT_bias_KsPiPi=2.726, bkgKsKsT_scfa_KsPiPi=5.596, prevFCN = -4341.571201 bkgKsKsT_scfa_KsPiPi=5.545, prevFCN = -4341.588288 bkgKsKsT_scfa_KsPiPi=5.57, bkgKsKs_tau_KsPiPi=0.4248, prevFCN = -4341.577482 bkgKsKs_tau_KsPiPi=0.4214, prevFCN = -4341.581992 bkgKsKs_tau_KsPiPi=0.4231, dmBkgKsKsGWidth_KsPiPi=0.000296, prevFCN = -4341.583207 dmBkgKsKsGWidth_KsPiPi=0.0002926, prevFCN = -4341.576266 dmBkgKsKsGWidth_KsPiPi=0.0002943, dmBkgKsKsJsuDelta_KsPiPi=0.9744, prevFCN = -4341.576705 dmBkgKsKsJsuDelta_KsPiPi=0.9705, prevFCN = -4341.582759 dmBkgKsKsJsuDelta_KsPiPi=0.9724, dmBkgKsKsJsuFrac_KsPiPi=0.7341, prevFCN = -4341.585065 dmBkgKsKsJsuFrac_KsPiPi=0.731, prevFCN = -4341.57444 dmBkgKsKsJsuFrac_KsPiPi=0.7325, dmBkgKsKsJsuGamma_KsPiPi=-1.557e-05, prevFCN = -4341.579435 dmBkgKsKsJsuGamma_KsPiPi=-8.289e-06, prevFCN = -4341.580074 dmBkgKsKsJsuGamma_KsPiPi=-2.844e-07, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.58363 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.575865 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001148, prevFCN = -4341.583701 dmBkgKsKsJsuWidth_KsPiPi=0.001141, prevFCN = -4341.575758 dmBkgKsKsJsuWidth_KsPiPi=0.001144, mDBkgKsKsG1Frac_KsPiPi=0.3419, prevFCN = -4341.580041 mDBkgKsKsG1Frac_KsPiPi=0.3384, prevFCN = -4341.57947 mDBkgKsKsG1Frac_KsPiPi=0.3402, mDBkgKsKsG1Width_KsPiPi=0.01392, prevFCN = -4341.591509 mDBkgKsKsG1Width_KsPiPi=0.01384, prevFCN = -4341.567763 mDBkgKsKsG1Width_KsPiPi=0.01388, mDBkgKsKsG2Width_KsPiPi=0.005384, prevFCN = -4341.582764 mDBkgKsKsG2Width_KsPiPi=0.005355, prevFCN = -4341.576742 mDBkgKsKsG2Width_KsPiPi=0.005369, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.579594 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.579881 bkgKsKsC_bias_KsPiPi=0.9888, bkgKsKsC_frac_KsPiPi=0.8851, bkgKsKsC_scfa_KsPiPi=1.628, bkgKsKsT_bias_KsPiPi=2.747, bkgKsKsT_scfa_KsPiPi=5.638, bkgKsKs_tau_KsPiPi=0.4247, dmBkgKsKsGWidth_KsPiPi=0.0002952, dmBkgKsKsJsuDelta_KsPiPi=0.9726, dmBkgKsKsJsuFrac_KsPiPi=0.7347, dmBkgKsKsJsuGamma_KsPiPi=-2.819e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.3317, mDBkgKsKsG1Width_KsPiPi=0.01402, mDBkgKsKsG2Width_KsPiPi=0.005419, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.63632 bkgKsKsC_bias_KsPiPi=0.9916, bkgKsKsC_frac_KsPiPi=0.8911, bkgKsKsC_scfa_KsPiPi=1.636, bkgKsKsT_bias_KsPiPi=2.773, bkgKsKsT_scfa_KsPiPi=5.724, bkgKsKs_tau_KsPiPi=0.4268, dmBkgKsKsGWidth_KsPiPi=0.0002964, dmBkgKsKsJsuDelta_KsPiPi=0.9727, dmBkgKsKsJsuFrac_KsPiPi=0.7374, dmBkgKsKsJsuGamma_KsPiPi=-8.569e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001148, mDBkgKsKsG1Frac_KsPiPi=0.3211, mDBkgKsKsG1Width_KsPiPi=0.01421, mDBkgKsKsG2Width_KsPiPi=0.005482, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.662042 bkgKsKsC_bias_KsPiPi=0.989, prevFCN = -4341.655172 bkgKsKsC_bias_KsPiPi=0.9939, prevFCN = -4341.667382 bkgKsKsC_bias_KsPiPi=0.9916, bkgKsKsC_frac_KsPiPi=0.8921, prevFCN = -4341.654566 bkgKsKsC_frac_KsPiPi=0.89, prevFCN = -4341.667405 bkgKsKsC_frac_KsPiPi=0.8911, bkgKsKsC_scfa_KsPiPi=1.64, prevFCN = -4341.661366 bkgKsKsC_scfa_KsPiPi=1.632, prevFCN = -4341.660632 bkgKsKsC_scfa_KsPiPi=1.636, bkgKsKsT_bias_KsPiPi=2.795, prevFCN = -4341.681379 bkgKsKsT_bias_KsPiPi=2.75, prevFCN = -4341.640979 bkgKsKsT_bias_KsPiPi=2.773, bkgKsKsT_scfa_KsPiPi=5.749, prevFCN = -4341.653728 bkgKsKsT_scfa_KsPiPi=5.698, prevFCN = -4341.668507 bkgKsKsT_scfa_KsPiPi=5.724, bkgKsKs_tau_KsPiPi=0.4284, prevFCN = -4341.659035 bkgKsKs_tau_KsPiPi=0.4251, prevFCN = -4341.662963 bkgKsKs_tau_KsPiPi=0.4268, dmBkgKsKsGWidth_KsPiPi=0.0002981, prevFCN = -4341.657018 dmBkgKsKsGWidth_KsPiPi=0.0002947, prevFCN = -4341.665076 dmBkgKsKsGWidth_KsPiPi=0.0002964, dmBkgKsKsJsuDelta_KsPiPi=0.9747, prevFCN = -4341.662669 dmBkgKsKsJsuDelta_KsPiPi=0.9707, prevFCN = -4341.659354 dmBkgKsKsJsuDelta_KsPiPi=0.9727, dmBkgKsKsJsuFrac_KsPiPi=0.739, prevFCN = -4341.656714 dmBkgKsKsJsuFrac_KsPiPi=0.7359, prevFCN = -4341.665345 dmBkgKsKsJsuFrac_KsPiPi=0.7374, dmBkgKsKsJsuGamma_KsPiPi=-9.868e-06, prevFCN = -4341.661177 dmBkgKsKsJsuGamma_KsPiPi=-1.389e-05, prevFCN = -4341.660821 dmBkgKsKsJsuGamma_KsPiPi=-8.569e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.660336 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.661707 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001151, prevFCN = -4341.658717 dmBkgKsKsJsuWidth_KsPiPi=0.001144, prevFCN = -4341.663317 dmBkgKsKsJsuWidth_KsPiPi=0.001148, mDBkgKsKsG1Frac_KsPiPi=0.3228, prevFCN = -4341.661906 mDBkgKsKsG1Frac_KsPiPi=0.3194, prevFCN = -4341.660091 mDBkgKsKsG1Frac_KsPiPi=0.3211, mDBkgKsKsG1Width_KsPiPi=0.01424, prevFCN = -4341.66979 mDBkgKsKsG1Width_KsPiPi=0.01417, prevFCN = -4341.652464 mDBkgKsKsG1Width_KsPiPi=0.01421, mDBkgKsKsG2Width_KsPiPi=0.005496, prevFCN = -4341.663566 mDBkgKsKsG2Width_KsPiPi=0.005467, prevFCN = -4341.658351 mDBkgKsKsG2Width_KsPiPi=0.005482, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.660741 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.661287 bkgKsKsC_bias_KsPiPi=0.9934, bkgKsKsC_frac_KsPiPi=0.8893, bkgKsKsC_scfa_KsPiPi=1.635, bkgKsKsT_bias_KsPiPi=2.803, bkgKsKsT_scfa_KsPiPi=5.746, bkgKsKs_tau_KsPiPi=0.4254, dmBkgKsKsGWidth_KsPiPi=0.0002957, dmBkgKsKsJsuDelta_KsPiPi=0.9736, dmBkgKsKsJsuFrac_KsPiPi=0.7381, dmBkgKsKsJsuGamma_KsPiPi=-8.089e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001147, mDBkgKsKsG1Frac_KsPiPi=0.3154, mDBkgKsKsG1Width_KsPiPi=0.0143, mDBkgKsKsG2Width_KsPiPi=0.005526, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.71761 bkgKsKsC_bias_KsPiPi=0.9971, bkgKsKsC_frac_KsPiPi=0.8846, bkgKsKsC_scfa_KsPiPi=1.631, bkgKsKsT_bias_KsPiPi=2.873, bkgKsKsT_scfa_KsPiPi=5.805, bkgKsKs_tau_KsPiPi=0.4215, dmBkgKsKsGWidth_KsPiPi=0.0002937, dmBkgKsKsJsuDelta_KsPiPi=0.9762, dmBkgKsKsJsuFrac_KsPiPi=0.7399, dmBkgKsKsJsuGamma_KsPiPi=-6.865e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.3, mDBkgKsKsG1Width_KsPiPi=0.01454, mDBkgKsKsG2Width_KsPiPi=0.005647, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.782096 bkgKsKsC_bias_KsPiPi=0.9952, prevFCN = -4341.77708 bkgKsKsC_bias_KsPiPi=0.9985, prevFCN = -4341.785593 bkgKsKsC_bias_KsPiPi=0.9971, bkgKsKsC_frac_KsPiPi=0.8856, prevFCN = -4341.788508 bkgKsKsC_frac_KsPiPi=0.8835, prevFCN = -4341.77359 bkgKsKsC_frac_KsPiPi=0.8846, bkgKsKsC_scfa_KsPiPi=1.636, prevFCN = -4341.781001 bkgKsKsC_scfa_KsPiPi=1.627, prevFCN = -4341.781109 bkgKsKsC_scfa_KsPiPi=1.631, bkgKsKsT_bias_KsPiPi=2.891, prevFCN = -4341.794715 bkgKsKsT_bias_KsPiPi=2.854, prevFCN = -4341.767985 bkgKsKsT_bias_KsPiPi=2.873, bkgKsKsT_scfa_KsPiPi=5.833, prevFCN = -4341.758603 bkgKsKsT_scfa_KsPiPi=5.778, prevFCN = -4341.803649 bkgKsKsT_scfa_KsPiPi=5.805, bkgKsKs_tau_KsPiPi=0.4232, prevFCN = -4341.777124 bkgKsKs_tau_KsPiPi=0.4199, prevFCN = -4341.785009 bkgKsKs_tau_KsPiPi=0.4215, dmBkgKsKsGWidth_KsPiPi=0.0002954, prevFCN = -4341.778241 dmBkgKsKsGWidth_KsPiPi=0.000292, prevFCN = -4341.783892 dmBkgKsKsGWidth_KsPiPi=0.0002937, dmBkgKsKsJsuDelta_KsPiPi=0.9782, prevFCN = -4341.779422 dmBkgKsKsJsuDelta_KsPiPi=0.9742, prevFCN = -4341.782671 dmBkgKsKsJsuDelta_KsPiPi=0.9762, dmBkgKsKsJsuFrac_KsPiPi=0.7414, prevFCN = -4341.778065 dmBkgKsKsJsuFrac_KsPiPi=0.7384, prevFCN = -4341.784058 dmBkgKsKsJsuFrac_KsPiPi=0.7399, dmBkgKsKsJsuGamma_KsPiPi=-9.984e-06, prevFCN = -4341.781217 dmBkgKsKsJsuGamma_KsPiPi=-1.357e-05, prevFCN = -4341.780899 dmBkgKsKsJsuGamma_KsPiPi=-6.865e-08, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.780992 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4341.781121 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001149, prevFCN = -4341.781465 dmBkgKsKsJsuWidth_KsPiPi=0.001142, prevFCN = -4341.780622 dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.3016, prevFCN = -4341.780634 mDBkgKsKsG1Frac_KsPiPi=0.2983, prevFCN = -4341.781495 mDBkgKsKsG1Frac_KsPiPi=0.3, mDBkgKsKsG1Width_KsPiPi=0.01458, prevFCN = -4341.79014 mDBkgKsKsG1Width_KsPiPi=0.0145, prevFCN = -4341.772235 mDBkgKsKsG1Width_KsPiPi=0.01454, mDBkgKsKsG2Width_KsPiPi=0.005662, prevFCN = -4341.777238 mDBkgKsKsG2Width_KsPiPi=0.005632, prevFCN = -4341.784798 mDBkgKsKsG2Width_KsPiPi=0.005647, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.781335 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.780816 bkgKsKsC_bias_KsPiPi=0.9986, bkgKsKsC_frac_KsPiPi=0.8843, bkgKsKsC_scfa_KsPiPi=1.633, bkgKsKsT_bias_KsPiPi=2.913, bkgKsKsT_scfa_KsPiPi=5.76, bkgKsKs_tau_KsPiPi=0.4187, dmBkgKsKsGWidth_KsPiPi=0.000291, dmBkgKsKsJsuDelta_KsPiPi=0.976, dmBkgKsKsJsuFrac_KsPiPi=0.7394, dmBkgKsKsJsuGamma_KsPiPi=-4.816e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001145, mDBkgKsKsG1Frac_KsPiPi=0.298, mDBkgKsKsG1Width_KsPiPi=0.01462, mDBkgKsKsG2Width_KsPiPi=0.005658, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4341.869241 bkgKsKsC_bias_KsPiPi=0.9996, bkgKsKsC_frac_KsPiPi=0.8836, bkgKsKsC_scfa_KsPiPi=1.639, bkgKsKsT_bias_KsPiPi=2.995, bkgKsKsT_scfa_KsPiPi=5.595, bkgKsKs_tau_KsPiPi=0.4085, dmBkgKsKsGWidth_KsPiPi=0.0002813, dmBkgKsKsJsuDelta_KsPiPi=0.9755, dmBkgKsKsJsuFrac_KsPiPi=0.7378, dmBkgKsKsJsuGamma_KsPiPi=-3.949e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.291, mDBkgKsKsG1Width_KsPiPi=0.01489, mDBkgKsKsG2Width_KsPiPi=0.005698, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.003099 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4342.005065 bkgKsKsC_bias_KsPiPi=0.9985, prevFCN = -4341.998059 bkgKsKsC_bias_KsPiPi=0.9996, bkgKsKsC_frac_KsPiPi=0.8847, prevFCN = -4341.997322 bkgKsKsC_frac_KsPiPi=0.8825, prevFCN = -4342.006815 bkgKsKsC_frac_KsPiPi=0.8836, bkgKsKsC_scfa_KsPiPi=1.643, prevFCN = -4342.002235 bkgKsKsC_scfa_KsPiPi=1.635, prevFCN = -4342.001891 bkgKsKsC_scfa_KsPiPi=1.639, bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.005447 bkgKsKsT_bias_KsPiPi=2.99, prevFCN = -4341.999328 bkgKsKsT_bias_KsPiPi=2.995, bkgKsKsT_scfa_KsPiPi=5.624, prevFCN = -4341.99216 bkgKsKsT_scfa_KsPiPi=5.567, prevFCN = -4342.011608 bkgKsKsT_scfa_KsPiPi=5.595, bkgKsKs_tau_KsPiPi=0.4102, prevFCN = -4342.007533 bkgKsKs_tau_KsPiPi=0.4069, prevFCN = -4341.996589 bkgKsKs_tau_KsPiPi=0.4085, dmBkgKsKsGWidth_KsPiPi=0.000283, prevFCN = -4342.013356 dmBkgKsKsGWidth_KsPiPi=0.0002796, prevFCN = -4341.990711 dmBkgKsKsGWidth_KsPiPi=0.0002813, dmBkgKsKsJsuDelta_KsPiPi=0.9774, prevFCN = -4342.000348 dmBkgKsKsJsuDelta_KsPiPi=0.9735, prevFCN = -4342.003777 dmBkgKsKsJsuDelta_KsPiPi=0.9755, dmBkgKsKsJsuFrac_KsPiPi=0.7393, prevFCN = -4342.009677 dmBkgKsKsJsuFrac_KsPiPi=0.7362, prevFCN = -4341.994343 dmBkgKsKsJsuFrac_KsPiPi=0.7378, dmBkgKsKsJsuGamma_KsPiPi=-1.637e-05, prevFCN = -4342.001657 dmBkgKsKsJsuGamma_KsPiPi=-7.78e-06, prevFCN = -4342.002432 dmBkgKsKsJsuGamma_KsPiPi=-3.949e-07, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4342.001558 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.002486 dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001149, prevFCN = -4342.003786 dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.00033 dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.2926, prevFCN = -4341.997295 mDBkgKsKsG1Frac_KsPiPi=0.2893, prevFCN = -4342.006804 mDBkgKsKsG1Frac_KsPiPi=0.291, mDBkgKsKsG1Width_KsPiPi=0.01493, prevFCN = -4342.003747 mDBkgKsKsG1Width_KsPiPi=0.01484, prevFCN = -4342.000632 mDBkgKsKsG1Width_KsPiPi=0.01489, mDBkgKsKsG2Width_KsPiPi=0.005713, prevFCN = -4341.997951 mDBkgKsKsG2Width_KsPiPi=0.005684, prevFCN = -4342.006118 mDBkgKsKsG2Width_KsPiPi=0.005698, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.002463 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.001675 bkgKsKsC_bias_KsPiPi=0.9983, bkgKsKsC_frac_KsPiPi=0.8749, bkgKsKsC_scfa_KsPiPi=1.628, bkgKsKsT_bias_KsPiPi=2.997, bkgKsKsT_scfa_KsPiPi=5.41, bkgKsKs_tau_KsPiPi=0.4058, dmBkgKsKsGWidth_KsPiPi=0.0002847, dmBkgKsKsJsuDelta_KsPiPi=0.9759, dmBkgKsKsJsuFrac_KsPiPi=0.7404, dmBkgKsKsJsuGamma_KsPiPi=-4.767e-08, dmBkgKsKsJsuMean_KsPiPi=0.1454, dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.2888, mDBkgKsKsG1Width_KsPiPi=0.01491, mDBkgKsKsG2Width_KsPiPi=0.005697, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.096727 bkgKsKsC_bias_KsPiPi=0.997, bkgKsKsC_frac_KsPiPi=0.869, bkgKsKsC_scfa_KsPiPi=1.621, bkgKsKsT_bias_KsPiPi=2.999, bkgKsKsT_scfa_KsPiPi=5.288, bkgKsKs_tau_KsPiPi=0.404, dmBkgKsKsGWidth_KsPiPi=0.000287, dmBkgKsKsJsuDelta_KsPiPi=0.9762, dmBkgKsKsJsuFrac_KsPiPi=0.7421, dmBkgKsKsJsuGamma_KsPiPi=-2.791e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.2874, mDBkgKsKsG1Width_KsPiPi=0.01492, mDBkgKsKsG2Width_KsPiPi=0.005696, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.112349 bkgKsKsC_bias_KsPiPi=0.9984, prevFCN = -4342.117816 bkgKsKsC_bias_KsPiPi=0.9951, prevFCN = -4342.104854 bkgKsKsC_bias_KsPiPi=0.997, bkgKsKsC_frac_KsPiPi=0.8702, prevFCN = -4342.111235 bkgKsKsC_frac_KsPiPi=0.8679, prevFCN = -4342.111458 bkgKsKsC_frac_KsPiPi=0.869, bkgKsKsC_scfa_KsPiPi=1.625, prevFCN = -4342.109137 bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.113517 bkgKsKsC_scfa_KsPiPi=1.621, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.113292 bkgKsKsT_bias_KsPiPi=2.994, prevFCN = -4342.109548 bkgKsKsT_bias_KsPiPi=2.999, bkgKsKsT_scfa_KsPiPi=5.314, prevFCN = -4342.112178 bkgKsKsT_scfa_KsPiPi=5.263, prevFCN = -4342.109905 bkgKsKsT_scfa_KsPiPi=5.288, bkgKsKs_tau_KsPiPi=0.4057, prevFCN = -4342.111018 bkgKsKs_tau_KsPiPi=0.4024, prevFCN = -4342.111647 bkgKsKs_tau_KsPiPi=0.404, dmBkgKsKsGWidth_KsPiPi=0.0002887, prevFCN = -4342.11266 dmBkgKsKsGWidth_KsPiPi=0.0002854, prevFCN = -4342.110035 dmBkgKsKsGWidth_KsPiPi=0.000287, dmBkgKsKsJsuDelta_KsPiPi=0.9782, prevFCN = -4342.111312 dmBkgKsKsJsuDelta_KsPiPi=0.9742, prevFCN = -4342.111313 dmBkgKsKsJsuDelta_KsPiPi=0.9762, dmBkgKsKsJsuFrac_KsPiPi=0.7436, prevFCN = -4342.109404 dmBkgKsKsJsuFrac_KsPiPi=0.7406, prevFCN = -4342.113293 dmBkgKsKsJsuFrac_KsPiPi=0.7421, dmBkgKsKsJsuGamma_KsPiPi=-1.111e-05, prevFCN = -4342.11135 dmBkgKsKsJsuGamma_KsPiPi=-1.183e-05, prevFCN = -4342.111285 dmBkgKsKsJsuGamma_KsPiPi=-2.791e-09, dmBkgKsKsJsuMean_KsPiPi=0.1454, prevFCN = -4342.108869 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.113807 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001149, prevFCN = -4342.109881 dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.112753 dmBkgKsKsJsuWidth_KsPiPi=0.001146, mDBkgKsKsG1Frac_KsPiPi=0.289, prevFCN = -4342.110345 mDBkgKsKsG1Frac_KsPiPi=0.2858, prevFCN = -4342.112268 mDBkgKsKsG1Frac_KsPiPi=0.2874, mDBkgKsKsG1Width_KsPiPi=0.01497, prevFCN = -4342.11468 mDBkgKsKsG1Width_KsPiPi=0.01487, prevFCN = -4342.107964 mDBkgKsKsG1Width_KsPiPi=0.01492, mDBkgKsKsG2Width_KsPiPi=0.005711, prevFCN = -4342.110627 mDBkgKsKsG2Width_KsPiPi=0.005682, prevFCN = -4342.111976 mDBkgKsKsG2Width_KsPiPi=0.005696, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.111024 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.111595 bkgKsKsC_bias_KsPiPi=0.9969, bkgKsKsC_frac_KsPiPi=0.869, bkgKsKsC_scfa_KsPiPi=1.618, bkgKsKsT_bias_KsPiPi=2.998, bkgKsKsT_scfa_KsPiPi=5.316, bkgKsKs_tau_KsPiPi=0.4035, dmBkgKsKsGWidth_KsPiPi=0.0002886, dmBkgKsKsJsuDelta_KsPiPi=0.976, dmBkgKsKsJsuFrac_KsPiPi=0.7418, dmBkgKsKsJsuGamma_KsPiPi=-1.111e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001144, mDBkgKsKsG1Frac_KsPiPi=0.2818, mDBkgKsKsG1Width_KsPiPi=0.01503, mDBkgKsKsG2Width_KsPiPi=0.005725, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.124219 bkgKsKsC_bias_KsPiPi=0.9969, bkgKsKsC_frac_KsPiPi=0.869, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.997, bkgKsKsT_scfa_KsPiPi=5.331, bkgKsKs_tau_KsPiPi=0.4031, dmBkgKsKsGWidth_KsPiPi=0.0002894, dmBkgKsKsJsuDelta_KsPiPi=0.9759, dmBkgKsKsJsuFrac_KsPiPi=0.7417, dmBkgKsKsJsuGamma_KsPiPi=-5.157e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, mDBkgKsKsG1Frac_KsPiPi=0.2787, mDBkgKsKsG1Width_KsPiPi=0.01509, mDBkgKsKsG2Width_KsPiPi=0.005741, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.125927 bkgKsKsC_bias_KsPiPi=0.9984, prevFCN = -4342.131833 bkgKsKsC_bias_KsPiPi=0.995, prevFCN = -4342.117843 bkgKsKsC_bias_KsPiPi=0.9969, bkgKsKsC_frac_KsPiPi=0.8702, prevFCN = -4342.125318 bkgKsKsC_frac_KsPiPi=0.8679, prevFCN = -4342.124451 bkgKsKsC_frac_KsPiPi=0.869, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.125587 bkgKsKsC_scfa_KsPiPi=1.612, prevFCN = -4342.124183 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.127668 bkgKsKsT_bias_KsPiPi=2.991, prevFCN = -4342.122081 bkgKsKsT_bias_KsPiPi=2.997, bkgKsKsT_scfa_KsPiPi=5.354, prevFCN = -4342.121904 bkgKsKsT_scfa_KsPiPi=5.308, prevFCN = -4342.127941 bkgKsKsT_scfa_KsPiPi=5.331, bkgKsKs_tau_KsPiPi=0.4048, prevFCN = -4342.12685 bkgKsKs_tau_KsPiPi=0.4015, prevFCN = -4342.122923 bkgKsKs_tau_KsPiPi=0.4031, dmBkgKsKsGWidth_KsPiPi=0.0002911, prevFCN = -4342.125351 dmBkgKsKsGWidth_KsPiPi=0.0002877, prevFCN = -4342.124418 dmBkgKsKsGWidth_KsPiPi=0.0002894, dmBkgKsKsJsuDelta_KsPiPi=0.9779, prevFCN = -4342.123711 dmBkgKsKsJsuDelta_KsPiPi=0.9739, prevFCN = -4342.126068 dmBkgKsKsJsuDelta_KsPiPi=0.9759, dmBkgKsKsJsuFrac_KsPiPi=0.7432, prevFCN = -4342.123033 dmBkgKsKsJsuFrac_KsPiPi=0.7401, prevFCN = -4342.126768 dmBkgKsKsJsuFrac_KsPiPi=0.7417, dmBkgKsKsJsuGamma_KsPiPi=-1.136e-05, prevFCN = -4342.124916 dmBkgKsKsJsuGamma_KsPiPi=-1.167e-05, prevFCN = -4342.124889 dmBkgKsKsJsuGamma_KsPiPi=-5.157e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.125307 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.12449 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001147, prevFCN = -4342.124754 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.125024 dmBkgKsKsJsuWidth_KsPiPi=0.001143, mDBkgKsKsG1Frac_KsPiPi=0.2804, prevFCN = -4342.125594 mDBkgKsKsG1Frac_KsPiPi=0.2771, prevFCN = -4342.124177 mDBkgKsKsG1Frac_KsPiPi=0.2787, mDBkgKsKsG1Width_KsPiPi=0.01514, prevFCN = -4342.128298 mDBkgKsKsG1Width_KsPiPi=0.01504, prevFCN = -4342.121609 mDBkgKsKsG1Width_KsPiPi=0.01509, mDBkgKsKsG2Width_KsPiPi=0.005755, prevFCN = -4342.124988 mDBkgKsKsG2Width_KsPiPi=0.005727, prevFCN = -4342.124751 mDBkgKsKsG2Width_KsPiPi=0.005741, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.124909 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.124878 bkgKsKsC_bias_KsPiPi=0.9972, bkgKsKsC_frac_KsPiPi=0.8684, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.996, bkgKsKsT_scfa_KsPiPi=5.313, bkgKsKs_tau_KsPiPi=0.4027, dmBkgKsKsGWidth_KsPiPi=0.0002906, dmBkgKsKsJsuDelta_KsPiPi=0.9742, dmBkgKsKsJsuFrac_KsPiPi=0.7402, dmBkgKsKsJsuGamma_KsPiPi=-3.464e-13, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, mDBkgKsKsG1Frac_KsPiPi=0.2773, mDBkgKsKsG1Width_KsPiPi=0.01515, mDBkgKsKsG2Width_KsPiPi=0.005747, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.133584 bkgKsKsC_bias_KsPiPi=0.9979, bkgKsKsC_frac_KsPiPi=0.8671, bkgKsKsC_scfa_KsPiPi=1.615, bkgKsKsT_bias_KsPiPi=2.994, bkgKsKsT_scfa_KsPiPi=5.273, bkgKsKs_tau_KsPiPi=0.4016, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9704, dmBkgKsKsJsuFrac_KsPiPi=0.7368, dmBkgKsKsJsuGamma_KsPiPi=-2.424e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001141, mDBkgKsKsG1Frac_KsPiPi=0.2739, mDBkgKsKsG1Width_KsPiPi=0.01528, mDBkgKsKsG2Width_KsPiPi=0.00576, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.140819 bkgKsKsC_bias_KsPiPi=0.999, prevFCN = -4342.145438 bkgKsKsC_bias_KsPiPi=0.9963, prevFCN = -4342.134239 bkgKsKsC_bias_KsPiPi=0.9979, bkgKsKsC_frac_KsPiPi=0.8682, prevFCN = -4342.139423 bkgKsKsC_frac_KsPiPi=0.8659, prevFCN = -4342.140156 bkgKsKsC_frac_KsPiPi=0.8671, bkgKsKsC_scfa_KsPiPi=1.619, prevFCN = -4342.140017 bkgKsKsC_scfa_KsPiPi=1.611, prevFCN = -4342.139554 bkgKsKsC_scfa_KsPiPi=1.615, bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.143782 bkgKsKsT_bias_KsPiPi=2.986, prevFCN = -4342.135715 bkgKsKsT_bias_KsPiPi=2.994, bkgKsKsT_scfa_KsPiPi=5.296, prevFCN = -4342.139918 bkgKsKsT_scfa_KsPiPi=5.25, prevFCN = -4342.139553 bkgKsKsT_scfa_KsPiPi=5.273, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.141391 bkgKsKs_tau_KsPiPi=0.4, prevFCN = -4342.138183 bkgKsKs_tau_KsPiPi=0.4016, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.140466 dmBkgKsKsGWidth_KsPiPi=0.0002914, prevFCN = -4342.139064 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9724, prevFCN = -4342.13958 dmBkgKsKsJsuDelta_KsPiPi=0.9685, prevFCN = -4342.140008 dmBkgKsKsJsuDelta_KsPiPi=0.9704, dmBkgKsKsJsuFrac_KsPiPi=0.7383, prevFCN = -4342.140328 dmBkgKsKsJsuFrac_KsPiPi=0.7352, prevFCN = -4342.139229 dmBkgKsKsJsuFrac_KsPiPi=0.7368, dmBkgKsKsJsuGamma_KsPiPi=-1.197e-05, prevFCN = -4342.139761 dmBkgKsKsJsuGamma_KsPiPi=-1.13e-05, prevFCN = -4342.139821 dmBkgKsKsJsuGamma_KsPiPi=-2.424e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.141212 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.138359 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001144, prevFCN = -4342.140111 dmBkgKsKsJsuWidth_KsPiPi=0.001138, prevFCN = -4342.139479 dmBkgKsKsJsuWidth_KsPiPi=0.001141, mDBkgKsKsG1Frac_KsPiPi=0.2755, prevFCN = -4342.139373 mDBkgKsKsG1Frac_KsPiPi=0.2723, prevFCN = -4342.140174 mDBkgKsKsG1Frac_KsPiPi=0.2739, mDBkgKsKsG1Width_KsPiPi=0.01533, prevFCN = -4342.139568 mDBkgKsKsG1Width_KsPiPi=0.01523, prevFCN = -4342.140142 mDBkgKsKsG1Width_KsPiPi=0.01528, mDBkgKsKsG2Width_KsPiPi=0.005774, prevFCN = -4342.141037 mDBkgKsKsG2Width_KsPiPi=0.005746, prevFCN = -4342.138496 mDBkgKsKsG2Width_KsPiPi=0.00576, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.140103 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.139465 bkgKsKsC_bias_KsPiPi=0.9984, bkgKsKsC_frac_KsPiPi=0.8679, bkgKsKsC_scfa_KsPiPi=1.618, bkgKsKsT_bias_KsPiPi=2.995, bkgKsKsT_scfa_KsPiPi=5.287, bkgKsKs_tau_KsPiPi=0.4017, dmBkgKsKsGWidth_KsPiPi=0.0002942, dmBkgKsKsJsuDelta_KsPiPi=0.9689, dmBkgKsKsJsuFrac_KsPiPi=0.7359, dmBkgKsKsJsuGamma_KsPiPi=-7.123e-13, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001141, mDBkgKsKsG1Frac_KsPiPi=0.2702, mDBkgKsKsG1Width_KsPiPi=0.01535, mDBkgKsKsG2Width_KsPiPi=0.005789, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.145876 bkgKsKsC_bias_KsPiPi=0.9988, bkgKsKsC_frac_KsPiPi=0.8684, bkgKsKsC_scfa_KsPiPi=1.62, bkgKsKsT_bias_KsPiPi=2.995, bkgKsKsT_scfa_KsPiPi=5.297, bkgKsKs_tau_KsPiPi=0.4018, dmBkgKsKsGWidth_KsPiPi=0.0002949, dmBkgKsKsJsuDelta_KsPiPi=0.9679, dmBkgKsKsJsuFrac_KsPiPi=0.7352, dmBkgKsKsJsuGamma_KsPiPi=-1.161e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2678, mDBkgKsKsG1Width_KsPiPi=0.01539, mDBkgKsKsG2Width_KsPiPi=0.005808, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.146842 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4342.150335 bkgKsKsC_bias_KsPiPi=0.9975, prevFCN = -4342.141317 bkgKsKsC_bias_KsPiPi=0.9988, bkgKsKsC_frac_KsPiPi=0.8695, prevFCN = -4342.145709 bkgKsKsC_frac_KsPiPi=0.8672, prevFCN = -4342.145901 bkgKsKsC_frac_KsPiPi=0.8684, bkgKsKsC_scfa_KsPiPi=1.624, prevFCN = -4342.144718 bkgKsKsC_scfa_KsPiPi=1.616, prevFCN = -4342.146897 bkgKsKsC_scfa_KsPiPi=1.62, bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.149327 bkgKsKsT_bias_KsPiPi=2.989, prevFCN = -4342.142278 bkgKsKsT_bias_KsPiPi=2.995, bkgKsKsT_scfa_KsPiPi=5.319, prevFCN = -4342.145258 bkgKsKsT_scfa_KsPiPi=5.274, prevFCN = -4342.146395 bkgKsKsT_scfa_KsPiPi=5.297, bkgKsKs_tau_KsPiPi=0.4035, prevFCN = -4342.147424 bkgKsKs_tau_KsPiPi=0.4002, prevFCN = -4342.14419 bkgKsKs_tau_KsPiPi=0.4018, dmBkgKsKsGWidth_KsPiPi=0.0002966, prevFCN = -4342.145148 dmBkgKsKsGWidth_KsPiPi=0.0002932, prevFCN = -4342.146472 dmBkgKsKsGWidth_KsPiPi=0.0002949, dmBkgKsKsJsuDelta_KsPiPi=0.9699, prevFCN = -4342.14664 dmBkgKsKsJsuDelta_KsPiPi=0.966, prevFCN = -4342.144985 dmBkgKsKsJsuDelta_KsPiPi=0.9679, dmBkgKsKsJsuFrac_KsPiPi=0.7368, prevFCN = -4342.146054 dmBkgKsKsJsuFrac_KsPiPi=0.7337, prevFCN = -4342.145558 dmBkgKsKsJsuFrac_KsPiPi=0.7352, dmBkgKsKsJsuGamma_KsPiPi=-1.148e-05, prevFCN = -4342.145824 dmBkgKsKsJsuGamma_KsPiPi=-1.195e-05, prevFCN = -4342.145783 dmBkgKsKsJsuGamma_KsPiPi=-1.161e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.145327 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.146289 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001144, prevFCN = -4342.145483 dmBkgKsKsJsuWidth_KsPiPi=0.001137, prevFCN = -4342.146144 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2694, prevFCN = -4342.145715 mDBkgKsKsG1Frac_KsPiPi=0.2663, prevFCN = -4342.1459 mDBkgKsKsG1Frac_KsPiPi=0.2678, mDBkgKsKsG1Width_KsPiPi=0.01544, prevFCN = -4342.146654 mDBkgKsKsG1Width_KsPiPi=0.01534, prevFCN = -4342.145036 mDBkgKsKsG1Width_KsPiPi=0.01539, mDBkgKsKsG2Width_KsPiPi=0.005822, prevFCN = -4342.145239 mDBkgKsKsG2Width_KsPiPi=0.005794, prevFCN = -4342.146351 mDBkgKsKsG2Width_KsPiPi=0.005808, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.145717 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.145904 bkgKsKsC_bias_KsPiPi=0.9992, bkgKsKsC_frac_KsPiPi=0.8684, bkgKsKsC_scfa_KsPiPi=1.619, bkgKsKsT_bias_KsPiPi=2.997, bkgKsKsT_scfa_KsPiPi=5.295, bkgKsKs_tau_KsPiPi=0.402, dmBkgKsKsGWidth_KsPiPi=0.000295, dmBkgKsKsJsuDelta_KsPiPi=0.9678, dmBkgKsKsJsuFrac_KsPiPi=0.7351, dmBkgKsKsJsuGamma_KsPiPi=-1.818e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2686, mDBkgKsKsG1Width_KsPiPi=0.01537, mDBkgKsKsG2Width_KsPiPi=0.005804, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.149745 bkgKsKsC_bias_KsPiPi=0.9999, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.999, bkgKsKsT_scfa_KsPiPi=5.291, bkgKsKs_tau_KsPiPi=0.4025, dmBkgKsKsGWidth_KsPiPi=0.0002953, dmBkgKsKsJsuDelta_KsPiPi=0.9674, dmBkgKsKsJsuFrac_KsPiPi=0.7347, dmBkgKsKsJsuGamma_KsPiPi=-1.88e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2706, mDBkgKsKsG1Width_KsPiPi=0.01532, mDBkgKsKsG2Width_KsPiPi=0.005793, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.153501 bkgKsKsC_bias_KsPiPi=0.9999, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, bkgKsKs_tau_KsPiPi=0.4025, dmBkgKsKsGWidth_KsPiPi=0.0002953, dmBkgKsKsJsuDelta_KsPiPi=0.9674, dmBkgKsKsJsuFrac_KsPiPi=0.7347, dmBkgKsKsJsuGamma_KsPiPi=-2.411e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2708, mDBkgKsKsG1Width_KsPiPi=0.01532, mDBkgKsKsG2Width_KsPiPi=0.005792, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.153551 bkgKsKsC_bias_KsPiPi=0.9999, prevFCN = -4342.153572 bkgKsKsC_bias_KsPiPi=0.9995, prevFCN = -4342.151758 bkgKsKsC_bias_KsPiPi=0.9999, bkgKsKsC_frac_KsPiPi=0.8695, prevFCN = -4342.151823 bkgKsKsC_frac_KsPiPi=0.8672, prevFCN = -4342.153206 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.153219 bkgKsKsC_scfa_KsPiPi=1.612, prevFCN = -4342.151804 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.153597 bkgKsKsT_bias_KsPiPi=2.997, prevFCN = -4342.151555 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.314, prevFCN = -4342.152516 bkgKsKsT_scfa_KsPiPi=5.268, prevFCN = -4342.152503 bkgKsKsT_scfa_KsPiPi=5.291, bkgKsKs_tau_KsPiPi=0.4042, prevFCN = -4342.153231 bkgKsKs_tau_KsPiPi=0.4009, prevFCN = -4342.151798 bkgKsKs_tau_KsPiPi=0.4025, dmBkgKsKsGWidth_KsPiPi=0.0002971, prevFCN = -4342.151925 dmBkgKsKsGWidth_KsPiPi=0.0002936, prevFCN = -4342.153103 dmBkgKsKsGWidth_KsPiPi=0.0002953, dmBkgKsKsJsuDelta_KsPiPi=0.9693, prevFCN = -4342.152664 dmBkgKsKsJsuDelta_KsPiPi=0.9654, prevFCN = -4342.152365 dmBkgKsKsJsuDelta_KsPiPi=0.9674, dmBkgKsKsJsuFrac_KsPiPi=0.7362, prevFCN = -4342.153621 dmBkgKsKsJsuFrac_KsPiPi=0.7331, prevFCN = -4342.15141 dmBkgKsKsJsuFrac_KsPiPi=0.7347, dmBkgKsKsJsuGamma_KsPiPi=-1.202e-05, prevFCN = -4342.152486 dmBkgKsKsJsuGamma_KsPiPi=-1.135e-05, prevFCN = -4342.152546 dmBkgKsKsJsuGamma_KsPiPi=-2.411e-09, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.1522 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.15283 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001142, prevFCN = -4342.153068 dmBkgKsKsJsuWidth_KsPiPi=0.001136, prevFCN = -4342.15196 dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2723, prevFCN = -4342.152151 mDBkgKsKsG1Frac_KsPiPi=0.2692, prevFCN = -4342.152885 mDBkgKsKsG1Frac_KsPiPi=0.2708, mDBkgKsKsG1Width_KsPiPi=0.01537, prevFCN = -4342.153614 mDBkgKsKsG1Width_KsPiPi=0.01526, prevFCN = -4342.151362 mDBkgKsKsG1Width_KsPiPi=0.01532, mDBkgKsKsG2Width_KsPiPi=0.005806, prevFCN = -4342.151835 mDBkgKsKsG2Width_KsPiPi=0.005778, prevFCN = -4342.153211 mDBkgKsKsG2Width_KsPiPi=0.005792, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.152365 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.152664 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8681, bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.289, bkgKsKs_tau_KsPiPi=0.4024, dmBkgKsKsGWidth_KsPiPi=0.0002948, dmBkgKsKsJsuDelta_KsPiPi=0.9679, dmBkgKsKsJsuFrac_KsPiPi=0.7354, dmBkgKsKsJsuGamma_KsPiPi=-3.283e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2693, mDBkgKsKsG1Width_KsPiPi=0.01535, mDBkgKsKsG2Width_KsPiPi=0.005798, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.1553 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8679, bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.287, bkgKsKs_tau_KsPiPi=0.4023, dmBkgKsKsGWidth_KsPiPi=0.0002944, dmBkgKsKsJsuDelta_KsPiPi=0.9684, dmBkgKsKsJsuFrac_KsPiPi=0.7361, dmBkgKsKsJsuGamma_KsPiPi=-7.383e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2681, mDBkgKsKsG1Width_KsPiPi=0.01538, mDBkgKsKsG2Width_KsPiPi=0.005803, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.155788 bkgKsKsC_bias_KsPiPi=0.9999, prevFCN = -4342.155572 bkgKsKsC_bias_KsPiPi=0.9995, prevFCN = -4342.153908 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.869, prevFCN = -4342.154915 bkgKsKsC_frac_KsPiPi=0.8667, prevFCN = -4342.154594 bkgKsKsC_frac_KsPiPi=0.8679, bkgKsKsC_scfa_KsPiPi=1.621, prevFCN = -4342.154326 bkgKsKsC_scfa_KsPiPi=1.613, prevFCN = -4342.155184 bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=2.997, prevFCN = -4342.153886 bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.155624 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.309, prevFCN = -4342.154657 bkgKsKsT_scfa_KsPiPi=5.264, prevFCN = -4342.154844 bkgKsKsT_scfa_KsPiPi=5.287, bkgKsKs_tau_KsPiPi=0.4039, prevFCN = -4342.155083 bkgKsKs_tau_KsPiPi=0.4006, prevFCN = -4342.154427 bkgKsKs_tau_KsPiPi=0.4023, dmBkgKsKsGWidth_KsPiPi=0.0002961, prevFCN = -4342.154361 dmBkgKsKsGWidth_KsPiPi=0.0002927, prevFCN = -4342.155147 dmBkgKsKsGWidth_KsPiPi=0.0002944, dmBkgKsKsJsuDelta_KsPiPi=0.9704, prevFCN = -4342.15505 dmBkgKsKsJsuDelta_KsPiPi=0.9664, prevFCN = -4342.154451 dmBkgKsKsJsuDelta_KsPiPi=0.9684, dmBkgKsKsJsuFrac_KsPiPi=0.7376, prevFCN = -4342.155024 dmBkgKsKsJsuFrac_KsPiPi=0.7346, prevFCN = -4342.154487 dmBkgKsKsJsuFrac_KsPiPi=0.7361, dmBkgKsKsJsuGamma_KsPiPi=-1.164e-05, prevFCN = -4342.154759 dmBkgKsKsJsuGamma_KsPiPi=-1.175e-05, prevFCN = -4342.154749 dmBkgKsKsJsuGamma_KsPiPi=-7.383e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.155208 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.154298 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001142, prevFCN = -4342.154799 dmBkgKsKsJsuWidth_KsPiPi=0.001136, prevFCN = -4342.154702 dmBkgKsKsJsuWidth_KsPiPi=0.001139, mDBkgKsKsG1Frac_KsPiPi=0.2697, prevFCN = -4342.155127 mDBkgKsKsG1Frac_KsPiPi=0.2665, prevFCN = -4342.154372 mDBkgKsKsG1Frac_KsPiPi=0.2681, mDBkgKsKsG1Width_KsPiPi=0.01543, prevFCN = -4342.155806 mDBkgKsKsG1Width_KsPiPi=0.01532, prevFCN = -4342.153743 mDBkgKsKsG1Width_KsPiPi=0.01538, mDBkgKsKsG2Width_KsPiPi=0.005817, prevFCN = -4342.154736 mDBkgKsKsG2Width_KsPiPi=0.005789, prevFCN = -4342.154755 mDBkgKsKsG2Width_KsPiPi=0.005803, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.154784 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.154722 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.868, bkgKsKsC_scfa_KsPiPi=1.617, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, bkgKsKs_tau_KsPiPi=0.4026, dmBkgKsKsGWidth_KsPiPi=0.000294, dmBkgKsKsJsuDelta_KsPiPi=0.9688, dmBkgKsKsJsuFrac_KsPiPi=0.7364, dmBkgKsKsJsuGamma_KsPiPi=-2.27e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2675, mDBkgKsKsG1Width_KsPiPi=0.0154, mDBkgKsKsG2Width_KsPiPi=0.005805, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.156492 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8682, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.296, bkgKsKs_tau_KsPiPi=0.4032, dmBkgKsKsGWidth_KsPiPi=0.0002935, dmBkgKsKsJsuDelta_KsPiPi=0.9693, dmBkgKsKsJsuFrac_KsPiPi=0.7368, dmBkgKsKsJsuGamma_KsPiPi=-5.678e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2667, mDBkgKsKsG1Width_KsPiPi=0.01544, mDBkgKsKsG2Width_KsPiPi=0.005808, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.15686 bkgKsKsC_bias_KsPiPi=0.9999, prevFCN = -4342.15639 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4342.155359 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.156203 bkgKsKsC_frac_KsPiPi=0.8671, prevFCN = -4342.155445 bkgKsKsC_frac_KsPiPi=0.8682, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155837 bkgKsKsC_scfa_KsPiPi=1.612, prevFCN = -4342.15581 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.155446 bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.156244 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.319, prevFCN = -4342.155312 bkgKsKsT_scfa_KsPiPi=5.274, prevFCN = -4342.156352 bkgKsKsT_scfa_KsPiPi=5.296, bkgKsKs_tau_KsPiPi=0.4048, prevFCN = -4342.155516 bkgKsKs_tau_KsPiPi=0.4015, prevFCN = -4342.156133 bkgKsKs_tau_KsPiPi=0.4032, dmBkgKsKsGWidth_KsPiPi=0.0002952, prevFCN = -4342.155582 dmBkgKsKsGWidth_KsPiPi=0.0002918, prevFCN = -4342.156073 dmBkgKsKsGWidth_KsPiPi=0.0002935, dmBkgKsKsJsuDelta_KsPiPi=0.9712, prevFCN = -4342.156135 dmBkgKsKsJsuDelta_KsPiPi=0.9673, prevFCN = -4342.155511 dmBkgKsKsJsuDelta_KsPiPi=0.9693, dmBkgKsKsJsuFrac_KsPiPi=0.7384, prevFCN = -4342.15576 dmBkgKsKsJsuFrac_KsPiPi=0.7353, prevFCN = -4342.155888 dmBkgKsKsJsuFrac_KsPiPi=0.7368, dmBkgKsKsJsuGamma_KsPiPi=-1.154e-05, prevFCN = -4342.155837 dmBkgKsKsJsuGamma_KsPiPi=-1.187e-05, prevFCN = -4342.155808 dmBkgKsKsJsuGamma_KsPiPi=-5.678e-10, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.155794 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.155853 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.155642 dmBkgKsKsJsuWidth_KsPiPi=0.001137, prevFCN = -4342.156004 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2682, prevFCN = -4342.155896 mDBkgKsKsG1Frac_KsPiPi=0.2651, prevFCN = -4342.155748 mDBkgKsKsG1Frac_KsPiPi=0.2667, mDBkgKsKsG1Width_KsPiPi=0.01549, prevFCN = -4342.155785 mDBkgKsKsG1Width_KsPiPi=0.01538, prevFCN = -4342.15591 mDBkgKsKsG1Width_KsPiPi=0.01544, mDBkgKsKsG2Width_KsPiPi=0.005822, prevFCN = -4342.156187 mDBkgKsKsG2Width_KsPiPi=0.005794, prevFCN = -4342.155453 mDBkgKsKsG2Width_KsPiPi=0.005808, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.155878 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.155772 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.292, bkgKsKs_tau_KsPiPi=0.4031, dmBkgKsKsGWidth_KsPiPi=0.0002933, dmBkgKsKsJsuDelta_KsPiPi=0.9695, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-3.214e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2659, mDBkgKsKsG1Width_KsPiPi=0.01546, mDBkgKsKsG2Width_KsPiPi=0.005814, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157099 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157143 bkgKsKsC_bias_KsPiPi=0.9998, prevFCN = -4342.156362 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4342.155842 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.155941 bkgKsKsC_frac_KsPiPi=0.8671, prevFCN = -4342.156275 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.156256 bkgKsKsC_scfa_KsPiPi=1.612, prevFCN = -4342.155958 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.155817 bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.156385 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.156181 bkgKsKsT_scfa_KsPiPi=5.267, prevFCN = -4342.156024 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.156015 bkgKsKs_tau_KsPiPi=0.4014, prevFCN = -4342.156199 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.156057 dmBkgKsKsGWidth_KsPiPi=0.0002915, prevFCN = -4342.156159 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.156153 dmBkgKsKsJsuDelta_KsPiPi=0.9677, prevFCN = -4342.156059 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.156194 dmBkgKsKsJsuFrac_KsPiPi=0.7355, prevFCN = -4342.15602 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.156103 dmBkgKsKsJsuGamma_KsPiPi=-1.164e-05, prevFCN = -4342.15611 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.156034 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.156179 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.156134 dmBkgKsKsJsuWidth_KsPiPi=0.001137, prevFCN = -4342.156078 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.156025 mDBkgKsKsG1Frac_KsPiPi=0.2638, prevFCN = -4342.15619 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01552, prevFCN = -4342.155988 mDBkgKsKsG1Width_KsPiPi=0.01541, prevFCN = -4342.15625 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005832, prevFCN = -4342.156054 mDBkgKsKsG2Width_KsPiPi=0.005804, prevFCN = -4342.156156 mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.156082 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.156134 MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157143 bkgKsKsC_bias_KsPiPi=0.9998, prevFCN = -4342.156362 bkgKsKsC_bias_KsPiPi=0.9996, prevFCN = -4342.155842 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.155941 bkgKsKsC_frac_KsPiPi=0.8671, prevFCN = -4342.156275 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.156256 bkgKsKsC_scfa_KsPiPi=1.612, prevFCN = -4342.155958 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.155817 bkgKsKsT_bias_KsPiPi=2.999, prevFCN = -4342.156385 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.156181 bkgKsKsT_scfa_KsPiPi=5.267, prevFCN = -4342.156024 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.156015 bkgKsKs_tau_KsPiPi=0.4014, prevFCN = -4342.156199 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.156057 dmBkgKsKsGWidth_KsPiPi=0.0002915, prevFCN = -4342.156159 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.156153 dmBkgKsKsJsuDelta_KsPiPi=0.9677, prevFCN = -4342.156059 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.156194 dmBkgKsKsJsuFrac_KsPiPi=0.7355, prevFCN = -4342.15602 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.156103 dmBkgKsKsJsuGamma_KsPiPi=-1.164e-05, prevFCN = -4342.15611 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.156034 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.156179 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.156134 dmBkgKsKsJsuWidth_KsPiPi=0.001137, prevFCN = -4342.156078 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.156025 mDBkgKsKsG1Frac_KsPiPi=0.2638, prevFCN = -4342.15619 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01552, prevFCN = -4342.155988 mDBkgKsKsG1Width_KsPiPi=0.01541, prevFCN = -4342.15625 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005832, prevFCN = -4342.156054 mDBkgKsKsG2Width_KsPiPi=0.005804, prevFCN = -4342.156156 mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.156082 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.156134 bkgKsKsC_bias_KsPiPi=1, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157153 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4342.15705 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157068 bkgKsKsC_frac_KsPiPi=0.8681, prevFCN = -4342.157135 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157131 bkgKsKsC_scfa_KsPiPi=1.616, prevFCN = -4342.157072 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157045 bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157158 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.295, prevFCN = -4342.157116 bkgKsKsT_scfa_KsPiPi=5.286, prevFCN = -4342.157087 bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157144 bkgKsKsT_scfa_KsPiPi=5.289, prevFCN = -4342.157138 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157083 bkgKsKs_tau_KsPiPi=0.4027, prevFCN = -4342.15712 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157091 dmBkgKsKsGWidth_KsPiPi=0.0002928, prevFCN = -4342.157112 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157111 dmBkgKsKsJsuDelta_KsPiPi=0.9693, prevFCN = -4342.157092 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157118 dmBkgKsKsJsuFrac_KsPiPi=0.7367, prevFCN = -4342.157084 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157101 dmBkgKsKsJsuGamma_KsPiPi=-4.593e-07, prevFCN = -4342.157102 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157087 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157116 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001141, prevFCN = -4342.157106 dmBkgKsKsJsuWidth_KsPiPi=0.001139, prevFCN = -4342.157096 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157142 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.15714 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.157085 mDBkgKsKsG1Frac_KsPiPi=0.2651, prevFCN = -4342.157118 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01548, prevFCN = -4342.157074 mDBkgKsKsG1Width_KsPiPi=0.01546, prevFCN = -4342.157129 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005821, prevFCN = -4342.157091 mDBkgKsKsG2Width_KsPiPi=0.005816, prevFCN = -4342.157112 mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157096 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157107 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKsC_frac_KsPiPi=0.8694, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.155146 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155458 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.156011 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.155034 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154582 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.154925 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155388 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.156167 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.15535 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154863 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.155311 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.155818 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.154506 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.15474 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.15523 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.155276 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154855 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.15517 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154731 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155095 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154929 bkgKsKsC_bias_KsPiPi=0.9998, bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.155372 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154951 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155267 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154827 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155191 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.155025 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154968 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155413 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154992 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155308 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154868 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155232 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.155066 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.15394 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.15622 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.155322 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154901 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155217 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154777 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155141 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154975 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.155018 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.155113 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155155 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.155253 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154832 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155147 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154708 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155072 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154906 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154144 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.154872 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.154904 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.154989 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.155353 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154932 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155248 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154808 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155172 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.155006 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.15503 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.157109 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.153778 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.155096 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.155154 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.155244 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154822 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155138 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154698 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155062 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154897 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154939 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.155035 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155076 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.154985 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.154916 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.155016 bkgKsKsC_bias_KsPiPi=0.9998, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01552, prevFCN = -4342.155207 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154786 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155101 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154662 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155026 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.15486 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154902 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.154998 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155039 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.154948 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.154879 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.154979 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.153453 bkgKsKsC_bias_KsPiPi=0.9998, mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005832, prevFCN = -4342.155273 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.154852 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155167 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154728 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.155092 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154926 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154968 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.155064 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155105 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.155014 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.154945 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.155045 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.153535 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01552, prevFCN = -4342.154824 bkgKsKsC_bias_KsPiPi=0.9998, mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.866, prevFCN = -4342.155301 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8694, prevFCN = -4342.15488 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.62, prevFCN = -4342.155196 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=2.998, prevFCN = -4342.154756 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.313, prevFCN = -4342.15512 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4047, prevFCN = -4342.154954 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002949, prevFCN = -4342.154997 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9716, prevFCN = -4342.155093 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7386, prevFCN = -4342.155134 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-1.172e-05, prevFCN = -4342.155043 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.154973 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.001143, prevFCN = -4342.155074 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.267, prevFCN = -4342.154942 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01552, prevFCN = -4342.155011 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005832, prevFCN = -4342.154971 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-4342.16 FROM MIGRAD STATUS=CONVERGED 1574 CALLS 1575 TOTAL EDM=0.000164381 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgKsKsC_bias_KsPiPi 9.99996e-01 1.30595e-01 2.35562e-02 -1.09465e-02 2 bkgKsKsC_frac_KsPiPi 8.68294e-01 4.82300e-02 3.40417e-03 4.89460e-02 3 bkgKsKsC_scfa_KsPiPi 1.61638e+00 1.09408e-01 7.35230e-04 -2.00897e-01 4 bkgKsKsT_bias_KsPiPi 2.99997e+00 7.52189e-01 3.30333e-02 8.55709e-03 5 bkgKsKsT_scfa_KsPiPi 5.29013e+00 7.71880e-01 2.57442e-03 -2.80288e-02 6 bkgKsKs_tau_KsPiPi 4.03012e-01 4.84479e-02 3.87511e-03 2.39632e-02 7 dmBkgKsKsGWidth_KsPiPi 2.93162e-04 8.84961e-05 1.24880e-03 4.25418e-02 8 dmBkgKsKsJsuDelta_KsPiPi 9.69680e-01 2.51854e-01 6.65202e-04 -7.27877e-02 9 dmBkgKsKsJsuFrac_KsPiPi 7.37040e-01 1.30495e-01 3.48720e-03 -2.45354e-02 10 dmBkgKsKsJsuGamma_KsPiPi -3.30722e-11 5.63571e-03 2.16141e-03** at limit ** 11 dmBkgKsKsJsuMean_KsPiPi 1.45347e-01 3.66764e-05 2.86749e-04 2.53099e-01 12 dmBkgKsKsJsuWidth_KsPiPi 1.14004e-03 5.61798e-04 1.06996e-03 -2.40772e-02 13 mDBkgKsKsG1Frac_KsPiPi 2.65380e-01 1.06852e-01 3.55776e-03 2.33863e-02 14 mDBkgKsKsG1Width_KsPiPi 1.54670e-02 2.71603e-03 1.47773e-03 9.32787e-02 15 mDBkgKsKsG2Width_KsPiPi 5.81843e-03 6.93886e-04 6.00898e-04 8.64773e-02 16 mDBkgKsKsGMean_KsPiPi 1.86549e+00 3.25376e-04 9.86507e-05 2.63913e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 32 NPAR= 16 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 2.293e-06 3.904e-07 2.342e-03 -2.411e-06 2.842e-03 1.197e-02 7.185e-09 -2.814e-06 -1.289e-05 9.511e-05 2.792e-06 2.854e-02 3.468e-02 -3.935e-06 5.973e-01 2.619e-06 1.454e-03 7.082e-04 8.402e-06 1.926e-02 2.357e-03 1.907e-15 -3.517e-13 -4.096e-13 -1.710e-14 -5.044e-12 -3.282e-13 7.842e-09 8.204e-12 -1.288e-09 -1.455e-09 -4.824e-11 -1.794e-08 -1.181e-09 1.564e-05 6.358e-02 -3.353e-12 5.907e-10 6.809e-10 2.715e-11 8.390e-09 5.508e-10 -1.038e-05 -2.799e-02 1.755e-02 -4.432e-20 -2.613e-16 -3.557e-16 -1.147e-17 -3.633e-15 -2.046e-16 1.883e-13 3.733e-10 -2.467e-10 7.457e-13 -3.449e-16 5.441e-14 6.104e-14 3.370e-15 7.909e-13 4.795e-14 -1.582e-09 -2.849e-06 1.761e-06 -1.104e-13 1.345e-09 1.782e-14 -2.880e-12 -3.271e-12 -1.146e-13 -4.033e-11 -2.659e-12 3.901e-08 1.390e-04 -6.857e-05 9.459e-13 -6.769e-09 1.782e-14 -2.880e-12 -3.271e-12 -1.146e-13 -4.033e-11 -2.659e-12 3.901e-08 1.390e-04 -6.857e-05 9.459e-13 -6.769e-09 3.193e-07 9.222e-13 3.653e-10 4.707e-10 9.178e-12 5.179e-09 3.030e-10 2.687e-13 9.184e-10 -4.180e-10 3.507e-16 -3.000e-14 9.222e-13 3.653e-10 4.707e-10 9.178e-12 5.179e-09 3.030e-10 2.687e-13 9.184e-10 -4.180e-10 3.507e-16 -3.000e-14 2.034e-12 1.165e-02 -1.968e-14 -8.941e-12 -1.158e-11 -1.929e-13 -1.271e-10 -7.404e-12 -4.461e-15 -1.390e-11 6.438e-12 -8.768e-18 3.795e-16 -1.968e-14 -8.941e-12 -1.158e-11 -1.929e-13 -1.271e-10 -7.404e-12 -4.461e-15 -1.390e-11 6.438e-12 -8.768e-18 3.795e-16 -3.092e-14 -2.644e-04 7.391e-06 -5.708e-15 -2.555e-12 -3.329e-12 -5.580e-14 -3.629e-11 -2.110e-12 -1.793e-15 -6.229e-12 2.817e-12 -3.285e-18 1.853e-16 -5.708e-15 -2.555e-12 -3.329e-12 -5.580e-14 -3.629e-11 -2.110e-12 -1.793e-15 -6.229e-12 2.817e-12 -3.285e-18 1.853e-16 -1.380e-14 -6.721e-05 1.512e-06 4.816e-07 -9.673e-16 -3.216e-13 -5.077e-13 -2.460e-15 -4.552e-12 -2.632e-13 5.948e-17 2.164e-14 -1.484e-13 -9.509e-19 -2.594e-17 -9.673e-16 -3.216e-13 -5.077e-13 -2.460e-15 -4.552e-12 -2.632e-13 5.948e-17 2.164e-14 -1.484e-13 -9.509e-19 -2.594e-17 2.519e-16 -3.357e-06 9.179e-08 1.815e-08 1.059e-07 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.04279 1.000 0.005 -0.015 0.000 0.002 0.036 0.000 0.000 -0.000 -0.000 -0.000 0.000 0.000 -0.000 -0.000 -0.000 2 0.85244 0.005 1.000 0.537 -0.006 0.763 0.619 -0.000 -0.000 0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 3 0.59374 -0.015 0.537 1.000 -0.012 0.410 0.133 -0.000 -0.000 0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 4 0.02834 0.000 -0.006 -0.012 1.000 -0.001 0.018 -0.000 -0.000 0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 5 0.76491 0.002 0.763 0.410 -0.001 1.000 0.513 -0.000 -0.000 0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 6 0.66607 0.036 0.619 0.133 0.018 0.513 1.000 -0.000 -0.000 0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 7 0.90546 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 1.000 0.701 -0.884 0.002 -0.487 0.780 0.000 -0.000 -0.000 0.000 8 0.98519 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.701 1.000 -0.838 0.002 -0.308 0.975 0.000 -0.000 -0.000 0.000 9 0.96705 -0.000 0.000 0.000 0.000 0.000 0.000 -0.884 -0.838 1.000 -0.002 0.362 -0.916 -0.000 0.000 0.000 -0.000 10 0.00365 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.002 0.002 -0.002 1.000 -0.003 0.002 0.000 -0.000 -0.000 -0.000 11 0.51582 -0.000 0.000 0.000 0.000 0.000 0.000 -0.487 -0.308 0.362 -0.003 1.000 -0.327 -0.000 0.000 0.000 -0.000 12 0.99200 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.780 0.975 -0.916 0.002 -0.327 1.000 0.000 -0.000 -0.000 0.000 13 0.94747 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 -0.901 -0.897 -0.096 14 0.90140 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.901 1.000 0.802 0.104 15 0.89749 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.897 0.802 1.000 0.080 16 0.10443 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.000 -0.000 -0.000 -0.000 0.000 -0.096 0.104 0.080 1.000 Command timer: Real time 0:00:04, CP time 4.880 Session timer: Real time 0:00:05, CP time 4.970, 2 slices ********** ** 20 **HESSE 8000 ********** prevFCN = -4342.157143 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4342.157153 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4342.15705 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157068 bkgKsKsC_frac_KsPiPi=0.8681, prevFCN = -4342.157135 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157131 bkgKsKsC_scfa_KsPiPi=1.616, prevFCN = -4342.157072 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157045 bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157158 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157144 bkgKsKsT_scfa_KsPiPi=5.289, prevFCN = -4342.157138 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157083 bkgKsKs_tau_KsPiPi=0.4027, prevFCN = -4342.15712 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157091 dmBkgKsKsGWidth_KsPiPi=0.0002928, prevFCN = -4342.157112 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157111 dmBkgKsKsJsuDelta_KsPiPi=0.9693, prevFCN = -4342.157092 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157118 dmBkgKsKsJsuFrac_KsPiPi=0.7367, prevFCN = -4342.157084 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157101 dmBkgKsKsJsuGamma_KsPiPi=-4.593e-07, prevFCN = -4342.157102 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157087 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157116 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157142 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.15714 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.157085 mDBkgKsKsG1Frac_KsPiPi=0.2651, prevFCN = -4342.157118 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01548, prevFCN = -4342.157074 mDBkgKsKsG1Width_KsPiPi=0.01546, prevFCN = -4342.157129 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005821, prevFCN = -4342.157091 mDBkgKsKsG2Width_KsPiPi=0.005816, prevFCN = -4342.157112 mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157096 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157107 bkgKsKsC_bias_KsPiPi=1, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157151 bkgKsKsC_bias_KsPiPi=1, prevFCN = -4342.157131 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8683, prevFCN = -4342.157134 bkgKsKsC_frac_KsPiPi=0.8682, prevFCN = -4342.157148 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157147 bkgKsKsC_scfa_KsPiPi=1.616, prevFCN = -4342.157135 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.15713 bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157152 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.29, prevFCN = -4342.157143 bkgKsKsT_scfa_KsPiPi=5.29, prevFCN = -4342.157142 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4031, prevFCN = -4342.157137 bkgKsKs_tau_KsPiPi=0.4029, prevFCN = -4342.157145 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002932, prevFCN = -4342.157139 dmBkgKsKsGWidth_KsPiPi=0.0002931, prevFCN = -4342.157143 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9698, prevFCN = -4342.157143 dmBkgKsKsJsuDelta_KsPiPi=0.9696, prevFCN = -4342.157139 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7371, prevFCN = -4342.157144 dmBkgKsKsJsuFrac_KsPiPi=0.737, prevFCN = -4342.157138 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-2.029e-08, prevFCN = -4342.157141 dmBkgKsKsJsuGamma_KsPiPi=-1.715e-08, prevFCN = -4342.157141 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157138 dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157144 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157143 dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157142 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2654, prevFCN = -4342.157138 mDBkgKsKsG1Frac_KsPiPi=0.2653, prevFCN = -4342.157144 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01547, prevFCN = -4342.157136 mDBkgKsKsG1Width_KsPiPi=0.01546, prevFCN = -4342.157147 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005819, prevFCN = -4342.157139 mDBkgKsKsG2Width_KsPiPi=0.005818, prevFCN = -4342.157143 mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.15714 mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157142 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157078 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157141 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157094 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157055 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.156969 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157033 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157154 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157079 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157132 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157046 bkgKsKsC_bias_KsPiPi=1, bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157093 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157048 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157046 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156985 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157085 bkgKsKsC_bias_KsPiPi=1, bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157101 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157016 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157079 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156993 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157092 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157031 bkgKsKsC_bias_KsPiPi=1, bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157121 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157036 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157099 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157013 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157112 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157051 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157055 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157128 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157044 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157106 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.15702 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.15712 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157058 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157019 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157127 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157111 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157026 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157089 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157002 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157102 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157041 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157049 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157069 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157076 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157097 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157012 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157075 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156989 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157088 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157027 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157002 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157048 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157055 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157045 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157152 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157067 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.15713 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.157044 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157143 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157082 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.15709 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157126 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157106 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.1571 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157087 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.157095 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.15701 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157073 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156987 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157086 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157025 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157033 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157053 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.15706 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157042 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157029 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157084 bkgKsKsC_bias_KsPiPi=1, dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01548, prevFCN = -4342.157084 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.156999 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157062 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156976 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157075 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157014 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157022 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157042 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.15705 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157032 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157018 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157074 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.156959 bkgKsKsC_bias_KsPiPi=1, mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005821, prevFCN = -4342.157101 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157016 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157079 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156993 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157092 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157031 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157039 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157059 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157066 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157049 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.157035 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.15709 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.156976 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01548, prevFCN = -4342.157019 bkgKsKsC_bias_KsPiPi=1, mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005818, mDBkgKsKsGMean_KsPiPi=1.865, prevFCN = -4342.157106 bkgKsKsC_bias_KsPiPi=1, bkgKsKsC_frac_KsPiPi=0.8685, prevFCN = -4342.157021 bkgKsKsC_frac_KsPiPi=0.8683, bkgKsKsC_scfa_KsPiPi=1.617, prevFCN = -4342.157084 bkgKsKsC_scfa_KsPiPi=1.616, bkgKsKsT_bias_KsPiPi=3, prevFCN = -4342.156998 bkgKsKsT_bias_KsPiPi=3, bkgKsKsT_scfa_KsPiPi=5.291, prevFCN = -4342.157097 bkgKsKsT_scfa_KsPiPi=5.29, bkgKsKs_tau_KsPiPi=0.4033, prevFCN = -4342.157036 bkgKsKs_tau_KsPiPi=0.403, dmBkgKsKsGWidth_KsPiPi=0.0002935, prevFCN = -4342.157044 dmBkgKsKsGWidth_KsPiPi=0.0002932, dmBkgKsKsJsuDelta_KsPiPi=0.9701, prevFCN = -4342.157064 dmBkgKsKsJsuDelta_KsPiPi=0.9697, dmBkgKsKsJsuFrac_KsPiPi=0.7373, prevFCN = -4342.157072 dmBkgKsKsJsuFrac_KsPiPi=0.737, dmBkgKsKsJsuGamma_KsPiPi=-4.751e-07, prevFCN = -4342.157054 dmBkgKsKsJsuGamma_KsPiPi=-3.307e-11, dmBkgKsKsJsuMean_KsPiPi=0.1453, prevFCN = -4342.15704 dmBkgKsKsJsuMean_KsPiPi=0.1453, dmBkgKsKsJsuWidth_KsPiPi=0.00114, prevFCN = -4342.157095 dmBkgKsKsJsuWidth_KsPiPi=0.00114, mDBkgKsKsG1Frac_KsPiPi=0.2657, prevFCN = -4342.157037 mDBkgKsKsG1Frac_KsPiPi=0.2654, mDBkgKsKsG1Width_KsPiPi=0.01548, prevFCN = -4342.157031 mDBkgKsKsG1Width_KsPiPi=0.01547, mDBkgKsKsG2Width_KsPiPi=0.005821, prevFCN = -4342.157043 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-4342.16 FROM HESSE STATUS=OK 185 CALLS 1760 TOTAL EDM=0.000167447 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 bkgKsKsC_bias_KsPiPi 9.99996e-01 1.30856e-01 4.71125e-03 1.56787e+00 2 bkgKsKsC_frac_KsPiPi 8.68294e-01 4.82908e-02 6.80835e-04 8.28010e-01 3 bkgKsKsC_scfa_KsPiPi 1.61638e+00 1.09399e-01 1.47046e-04 -9.94440e-01 4 bkgKsKsT_bias_KsPiPi 2.99997e+00 7.53426e-01 6.60665e-03 1.57529e+00 5 bkgKsKsT_scfa_KsPiPi 5.29013e+00 7.73003e-01 1.02977e-04 -4.90493e-01 6 bkgKsKs_tau_KsPiPi 4.03012e-01 4.84382e-02 7.75022e-04 -3.32746e-01 7 dmBkgKsKsGWidth_KsPiPi 2.93162e-04 9.52431e-05 2.49760e-04 -1.29051e+00 8 dmBkgKsKsJsuDelta_KsPiPi 9.69680e-01 2.69781e-01 1.33040e-04 -9.37471e-01 9 dmBkgKsKsJsuFrac_KsPiPi 7.37040e-01 1.40826e-01 6.97441e-04 4.93918e-01 10 dmBkgKsKsJsuGamma_KsPiPi -3.30722e-11 5.63576e-03 4.32283e-04 1.57080e+00 WARNING - - ABOVE PARAMETER IS AT LIMIT. 11 dmBkgKsKsJsuMean_KsPiPi 1.45347e-01 3.74168e-05 5.73497e-05 6.94300e-02 12 dmBkgKsKsJsuWidth_KsPiPi 1.14004e-03 6.05668e-04 4.27982e-05 -9.10632e-01 13 mDBkgKsKsG1Frac_KsPiPi 2.65380e-01 1.08990e-01 7.11551e-04 -4.88430e-01 14 mDBkgKsKsG1Width_KsPiPi 1.54670e-02 2.76028e-03 2.95546e-04 -7.64745e-01 15 mDBkgKsKsG2Width_KsPiPi 5.81843e-03 7.08072e-04 1.20180e-04 -1.08761e+00 16 mDBkgKsKsGMean_KsPiPi 1.86549e+00 3.25434e-04 1.97301e-05 1.03464e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 32 NPAR= 16 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 2.297e-06 -2.531e-08 2.348e-03 1.581e-07 2.843e-03 1.197e-02 -1.751e-10 -1.069e-06 -4.840e-06 9.527e-05 -1.796e-07 2.864e-02 3.472e-02 -1.742e-06 5.991e-01 -1.706e-07 1.457e-03 7.053e-04 3.113e-06 1.931e-02 2.356e-03 -1.481e-13 -6.428e-11 -5.074e-11 -3.352e-12 -1.312e-09 -6.042e-11 9.086e-09 -5.311e-10 -2.229e-07 -1.739e-07 -1.128e-08 -4.558e-06 -2.103e-07 1.898e-05 7.298e-02 2.564e-10 1.100e-07 8.592e-08 5.722e-09 2.251e-06 1.038e-07 -1.230e-05 -3.324e-02 2.055e-02 1.572e-16 2.097e-14 3.785e-14 6.801e-17 3.727e-13 1.280e-14 4.503e-14 9.409e-11 -6.059e-11 7.457e-13 2.759e-14 1.112e-11 8.938e-12 5.873e-13 2.252e-10 1.043e-11 -1.842e-09 -3.524e-06 2.156e-06 -2.380e-14 1.400e-09 -1.217e-12 -5.116e-10 -4.000e-10 -2.612e-11 -1.047e-08 -4.826e-10 4.699e-08 1.612e-04 -8.104e-05 2.356e-13 -8.388e-09 -1.217e-12 -5.116e-10 -4.000e-10 -2.612e-11 -1.047e-08 -4.826e-10 4.699e-08 1.612e-04 -8.104e-05 2.356e-13 -8.388e-09 3.718e-07 2.505e-11 8.007e-09 9.071e-09 8.632e-11 1.257e-07 5.326e-09 9.654e-11 3.227e-07 -1.651e-07 3.825e-16 -1.788e-11 2.505e-11 8.007e-09 9.071e-09 8.632e-11 1.257e-07 5.326e-09 9.654e-11 3.227e-07 -1.651e-07 3.825e-16 -1.788e-11 7.481e-10 1.213e-02 -6.275e-13 -1.932e-10 -2.057e-10 -2.861e-12 -3.086e-09 -1.323e-10 -2.382e-12 -7.990e-09 4.078e-09 1.181e-17 4.394e-13 -6.275e-13 -1.932e-10 -2.057e-10 -2.861e-12 -3.086e-09 -1.323e-10 -2.382e-12 -7.990e-09 4.078e-09 1.181e-17 4.394e-13 -1.851e-11 -2.752e-04 7.634e-06 -1.243e-13 -5.300e-11 -5.816e-11 -4.280e-13 -8.593e-10 -3.591e-11 -5.918e-13 -1.973e-09 1.011e-09 1.755e-17 1.105e-13 -1.243e-13 -5.300e-11 -5.816e-11 -4.280e-13 -8.593e-10 -3.591e-11 -5.918e-13 -1.973e-09 1.011e-09 1.755e-17 1.105e-13 -4.577e-12 -7.032e-05 1.582e-06 5.015e-07 8.130e-15 -8.823e-13 1.721e-12 -3.658e-15 -1.092e-11 -1.457e-12 -1.282e-13 -4.445e-10 2.205e-10 1.164e-17 2.373e-14 8.130e-15 -8.823e-13 1.721e-12 -3.658e-15 -1.092e-11 -1.457e-12 -1.282e-13 -4.445e-10 2.205e-10 1.164e-17 2.373e-14 -1.021e-12 -3.489e-06 9.473e-08 1.891e-08 1.059e-07 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.00279 1.000 -0.000 0.001 -0.000 -0.000 -0.002 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 0.000 2 0.85285 -0.000 1.000 0.536 -0.002 0.764 0.619 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 3 0.59365 0.001 0.536 1.000 -0.005 0.410 0.133 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 0.000 4 0.01055 -0.000 -0.002 -0.005 1.000 -0.000 0.007 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 5 0.76569 -0.000 0.764 0.410 -0.000 1.000 0.514 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 6 0.66590 -0.002 0.619 0.133 0.007 0.514 1.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 7 0.91898 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 1.000 0.737 -0.901 0.001 -0.517 0.808 0.000 -0.000 -0.000 -0.000 8 0.98711 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.737 1.000 -0.858 0.000 -0.349 0.978 0.000 -0.000 -0.000 -0.000 9 0.97192 0.000 0.000 0.000 0.000 0.000 0.000 -0.901 -0.858 1.000 -0.000 0.402 -0.927 -0.000 0.000 0.000 0.000 10 0.00077 0.000 0.000 0.000 0.000 0.000 0.000 0.001 0.000 -0.000 1.000 -0.001 0.000 0.000 0.000 0.000 0.000 11 0.54298 0.000 0.000 0.000 0.000 0.000 0.000 -0.517 -0.349 0.402 -0.001 1.000 -0.368 -0.000 0.000 0.000 0.000 12 0.99313 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.808 0.978 -0.927 0.000 -0.368 1.000 0.000 -0.000 -0.000 -0.000 13 0.94961 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 -0.904 -0.902 -0.097 14 0.90471 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.904 1.000 0.809 0.105 15 0.90178 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.902 0.809 1.000 0.082 16 0.10612 0.000 -0.000 0.000 -0.000 -0.000 -0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 -0.097 0.105 0.082 1.000 Command timer: Real time 0:00:00, CP time 0.570 Session timer: Real time 0:00:05, CP time 5.540, 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 = 1 +/- 0 C L(0 - 1) fDstarSigFakeD_KsPiPi = 0 +/- 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_ccbar_EventError_KsKs.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 mD plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on mD integrates over variables (tReco,tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (mDContCombPdf_{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 mD integrates over variables (tReco,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 mD integrates over variables (tReco,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 mD integrates over variables (tReco,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{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 mD integrates over variables (tReco,tErr,deltam) Total chi2 for histogram dataSel_plot__mD = 85.15 for ndof = 200. Reduced total chi2 = 0.4258 Info in : eps file ./results/dstar_kspipi_ccbar_EventError_KsKs_Dstar_KsPiPi_mD.eps has been created Producing Deltam plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco,tErr) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{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 (mD,tReco,tErr) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__deltam = 93.21 for ndof = 200. Reduced total chi2 = 0.4661 Info in : eps file ./results/dstar_kspipi_ccbar_EventError_KsKs_Dstar_KsPiPi_Deltam.eps has been created Producing tReco plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,tErr,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{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 (mD,tErr,deltam) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__tReco = 126.7 for ndof = 200. Reduced total chi2 = 0.6337 Info in : eps file ./results/dstar_kspipi_ccbar_EventError_KsKs_Dstar_KsPiPi_tReco.eps has been created Producing tErr plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tErr integrates over variables (mD,tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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 (mD,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: (mDSig3GPdf_{Dstar;KsPiPi},mDSigPdf_{Dstar;KsPiPi},mDSigG1Pdf_{Dstar;KsPiPi},mDSigG2Pdf_{Dstar;KsPiPi},mDSigG3Pdf_{Dstar;KsPiPi},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},mDContCombPdf_{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},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{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 (mD,tReco,deltam) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__tErr = 132.7 for ndof = 200. Reduced total chi2 = 0.6635 Info in : eps file ./results/dstar_kspipi_ccbar_EventError_KsKs_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