ROOTSYS environment variable = /afs/slac.stanford.edu/g/babar/package/root/5.10-00f/Linux24SL3_i386_gcc323 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 .:/afs/slac.stanford.edu/g/babar/package/root/5.10-00f/Linux24SL3_i386_gcc323/lib:/afs/slac.stanford.edu/g/babar/package/root/5.10-00f/Linux24SL3_i386_gcc323/lib:/afs/slac/package/lsf/curr/lib:./shlib/Linux24SL3_i386_gcc323:./shlib/Linux24SL3_i386_gcc323/ldlink:/afs/slac.stanford.edu/g/babar/dist/releases/current/shlib/Linux24SL3_i386_gcc323:/afs/slac.stanford.edu/g/babar/dist/releases/current/shlib/Linux24SL3_i386_gcc323/ldlink:/afs/slac.stanford.edu/g/babar/package/root/5.10-00f/Linux24SL3_i386_gcc323/lib RooFit General shared libraries loaded NAG shared Libraries loaded RooFitBabar shared library loaded RooDKDalitz shared libraries loaded RooFit Loading RooAlias.C ... RooFit Executing RooLogon.C ... ...using style 'Plain' *** Cannot find RELEASE directory. Are you in a workdir? *** Cannot find PARENT directory. Are you in a workdir? *** The BFCURRENT environment variable is not set! *** Will not be able to find shared libraries from a release For approved plots use: gROOT->SetStyle("BABAR"); To add a BABAR label use: BABARLabel(); To add a better-scaling BABAR label use: BABARSmartLabel(); type "BABARSmartLabel(-2);" for options Processing ./results/dstar_kspipi_data_EventError_Off.C... RooDKFitMaster: configFile = './results/dstar_kspipi_data_EventError_Off.config' RooDKFitMaster: Basic Configuration read from ./results/dstar_kspipi_data_EventError_Off.config RooDKFitMaster: qABBins = 400 RooDKFitMaster: qACBins = 400 RooDKFitMaster: qBCBins = 400 RooDKFitMaster: mESMax = 5.3 RooDKFitMaster: mESMin = 5.2 RooDKFitMaster: mESBins = 100 RooDKFitMaster: deltaEBins = 100 RooDKFitMaster: deltaEMax_dkSel = 0.3 RooDKFitMaster: deltaEMin_dkSel = -0.3 RooDKFitMaster: deltaEMax_dpiSel = 0.3 RooDKFitMaster: deltaEMin_dpiSel = -0.3 RooDKFitMaster: deltaEMax_dk = 0.3 RooDKFitMaster: deltaEMin_dk = -0.3 RooDKFitMaster: deltaEMax_dpi = 0.3 RooDKFitMaster: deltaEMin_dpi = -0.3 RooDKFitMaster: deltaEshiftMax = 0.12 RooDKFitMaster: deltaEshiftMin = 0 RooDKFitMaster: deltaEshiftBins = 100 RooDKFitMaster: mDMax = 1.878 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_data_EventError_Off.config RooArgSet::: (Owning contents) 1) RooAbsString: blindString_rb = : "Blinding String rb" 2) RooRealVar::0x95a5500::blindSigma_rb : 0.00000e+00 C L(-INF - +INF) 3) RooAbsString: blindString_phaseW = : "Blinding String phaseW" 4) RooRealVar::0x95a5a68::blindSigma_phaseW : 0.00000e+00 C L(-INF - +INF) 5) RooAbsString: blindString_phaseS = : "Blinding String phaseS" 6) RooRealVar::0x95a6830::blindSigma_phaseS : 0.00000e+00 C L(-INF - +INF) 7) RooAbsString: blindString_phaseM = : "Blinding String phaseM" 8) RooRealVar::0x95a71d8::blindSigma_phaseM : 0.00000e+00 C L(-INF - +INF) 9) RooAbsString: blindString_phaseP = : "Blinding String phaseP" 10) RooRealVar::0x95a7b80::blindSigma_phaseP : 0.00000e+00 C L(-INF - +INF) 11) RooAbsString: blindString_reM = : "Blinding String reM" 12) RooRealVar::0x95a8520::blindSigma_reM : 0.00000e+00 C L(-INF - +INF) 13) RooAbsString: blindString_imM = : "Blinding String imM" 14) RooRealVar::0x95a8eb8::blindSigma_imM : 0.00000e+00 C L(-INF - +INF) 15) RooAbsString: blindString_reP = : "Blinding String reP" 16) RooRealVar::0x95a9850::blindSigma_reP : 0.00000e+00 C L(-INF - +INF) 17) RooAbsString: blindString_imP = : "Blinding String imP" 18) RooRealVar::0x95aa1e8::blindSigma_imP : 0.00000e+00 C L(-INF - +INF) 19) RooAbsString: blindString_absqOverp = : "Blinding String absqOverp" 20) RooRealVar::0x95aab90::blindSigma_absqOverp : 0.00000e+00 C L(-INF - +INF) 21) RooAbsString: blindString_argqOverp = : "Blinding String argqOverp" 22) RooRealVar::0x95ab548::blindSigma_argqOverp : 0.00000e+00 C L(-INF - +INF) 23) RooAbsString: blindString_x = : "Blinding String x" 24) RooRealVar::0x95abef0::blindSigma_x : 0.00000e+00 C L(-INF - +INF) 25) RooAbsString: blindString_y = : "Blinding String y" 26) RooRealVar::0x95ac888::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::0xa7520b8::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::0xa97bc60::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_Off_Bbest_Cut112_Nentries_0.dat RooDataSet::read: read 51279 events (ignored 14108 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 51279 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 51279 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 51279 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-------+ | {Dstar;KsPiPi} | 51279 | +-------------------+-------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 25811 | | {Dstar;KsPiPi;Bminus} | 25468 | +--------------------------+-------+ RooDKFitMaster::load_datasets: fitData has 40606 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-------+ | {Dstar;KsPiPi} | 40606 | +-------------------+-------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 20494 | | {Dstar;KsPiPi;Bminus} | 20112 | +--------------------------+-------+ 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::0x960d990::DdecayMode_split : KsKK 2) RooCategory::0x95c81e0::BdecayMode : Dstar 3) RooRealVar::0x95bac20::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8fa0::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba3e0::tReco : 1.69901e+00 L(-10 - 10) // [ps] 6) RooRealVar::0x95ba698::tErr : 4.27026e-01 L(0 - 1) // [ps] Selection PDF configuration: parameter values from './results/dstar_kspipi_data_EventError_Off.config' : Initial parameters configured RooArgSet::parameters_selection: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -3.09718e-01 +/- 9.977e-03 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.54671e-01 +/- 9.995e-03 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.03231e+00 +/- 8.462e-03 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 3.59140e-03 +/- 6.151e-04 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 3.84368e-01 +/- 5.218e-02 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.20519e+00 +/- 4.975e-02 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.53092e-01 +/- 4.991e-03 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -1.44463e-01 +/- 3.256e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45035e-01 +/- 1.856e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.14859e-03 +/- 1.049e-04 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 6.95090e-01 +/- 1.729e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.16814e-01 +/- 1.672e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.51311e-02 +/- 2.652e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45395e-01 +/- 6.788e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.09446e-04 +/- 8.838e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -3.87456e-01 +/- 1.455e+00 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.56669e-01 +/- 1.421e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.79738e-01 +/- 1.591e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86448e+00 +/- 4.673e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.62476e-03 +/- 6.164e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86140e+00 +/- 4.859e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.33909e-02 +/- 1.172e-03 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.41696e+03 +/- 1.598e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.25302e+04 +/- 1.581e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.72971e+04 +/- 2.553e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : 5.61247e-03 +/- 4.381e-03 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 9.09724e-01 +/- 2.260e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.65835e-01 +/- 9.990e-03 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 5.42996e-03 +/- 8.413e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.60136e+00 +/- 7.639e-02 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.26090e-02 +/- 5.647e-04 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 3.67729e-02 +/- 1.079e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.06479e-02 +/- 1.957e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.59721e-02 +/- 2.637e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.17187e-01 +/- 3.812e-03 L(0.1 - 1) // [ps] Initial parameters NOT configured RooArgSet::parameters_selection: RooDKFitMaster: PDF parameters before fitting RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -3.09718e-01 +/- 9.977e-03 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.54671e-01 +/- 9.995e-03 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.03231e+00 +/- 8.462e-03 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 3.59140e-03 +/- 6.151e-04 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 3.84368e-01 +/- 5.218e-02 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.20519e+00 +/- 4.975e-02 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.53092e-01 +/- 4.991e-03 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -1.44463e-01 +/- 3.256e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45035e-01 +/- 1.856e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.14859e-03 +/- 1.049e-04 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 6.95090e-01 +/- 1.729e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.16814e-01 +/- 1.672e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.51311e-02 +/- 2.652e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45395e-01 +/- 6.788e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.09446e-04 +/- 8.838e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -3.87456e-01 +/- 1.455e+00 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.56669e-01 +/- 1.421e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.79738e-01 +/- 1.591e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86448e+00 +/- 4.673e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.62476e-03 +/- 6.164e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86140e+00 +/- 4.859e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.33909e-02 +/- 1.172e-03 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.41696e+03 +/- 1.598e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.25302e+04 +/- 1.581e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.72971e+04 +/- 2.553e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : 5.61247e-03 +/- 4.381e-03 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 9.09724e-01 +/- 2.260e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.65835e-01 +/- 9.990e-03 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 5.42996e-03 +/- 8.413e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.60136e+00 +/- 7.639e-02 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.26090e-02 +/- 5.647e-04 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 3.67729e-02 +/- 1.079e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.06479e-02 +/- 1.957e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.59721e-02 +/- 2.637e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.17187e-01 +/- 3.812e-03 L(0.1 - 1) // [ps] RooDKFitMaster: PDF dependents for fitting RooArgSet::dependents: 1) RooCategory::0x960d990::DdecayMode_split : KsKK 2) RooCategory::0x95c81e0::BdecayMode : Dstar 3) RooRealVar::0x95bac20::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8fa0::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba3e0::tReco : 1.69901e+00 L(-10 - 10) // [ps] 6) RooRealVar::0x95ba698::tErr : 4.27026e-01 L(0 - 1) // [ps] ********************************** * * * PERFORMING RooDKDalitz FIT * * * ********************************** RooDataSet::dataSel: "dataSel" Contains 51279 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 = 3789641 : "time stamp upper ID" [CloneOf(095b97b0),CloneOf(0cc12440),CloneOf(0a985cf8),CloneOf(0d174950)] 16) RooAbsString: tstampl = -585820109 : "time stamp lower ID" [CloneOf(095b9dc8),CloneOf(0cc12b10),CloneOf(0a9858c8),CloneOf(0d174d40)] 17) RooRealVar::pRecBTrue: "True B flavour probablity" 18) RooRealVar::qABTrue: "True invariant mass square of pair AB" 19) RooRealVar::qACTrue: "True Invariant mass square of pair AC" 20) RooRealVar::qBCTrue: "True Invariant mass square of pair BC" 21) RooCategory::BdecayModeLF: "B decay mode long format (LF)" 22) RooCategory::BdecayMode: "B decay mode" 23) RooCategory::DdecayModeLF: "D decay mode long format (LF)" 24) RooCategory::DdecayMode: "D decay mode" 25) RooCategory::recState: "B Flavour State" 26) RooCategory::DdecayMode_split: "D decay mode split" 27) RooRealVar::qAB: "Invariant mass square of pair AB" 28) RooRealVar::qAC: "Invariant mass square of pair AC" 29) RooRealVar::qBC: "Invariant mass square of pair BC" 30) RooRealVar::mES: "m_{ES}" 31) RooRealVar::tReco: "Proper time" 32) RooRealVar::tErr: "Proper time per-event error" 33) RooRealVar::tTrue: "Proper time MC true" 34) RooRealVar::deltam: "D* - D0 mass difference" 35) RooRealVar::deltaE_dk: "#DeltaE_{K}" 36) RooRealVar::deltaE_dpi: "deltaE for DPi" Caches RooArgSet::Cached Variables: ********** ** 9 **SET PRINT 1 ********** RooMinuit::optimizeConst: activating const optimization RooAbsGoodnessOfFit::initSimMode: creating slave GOF calculator #0 for state {KsPiPi;Dstar} (51279 dataset entries) RooAbsOptGoodnessOfFit::constOptimize({KsPiPi;Dstar}) Action=Activate RooAbsReal::optimize: component dmSigArgPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component mDSigG3Pdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmSigFakeDArgPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmBkgKsKsPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component mDBkgKsKsPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component tBkgKsKsConvPdf_{Dstar;KsPiPi} will be cached ********** ** 10 **SET STR 1 ********** NOW USING STRATEGY 1: TRY TO BALANCE SPEED AGAINST RELIABILITY ********** ** 15 **MIGRAD 1.75e+04 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. prevFCN = -920895.6766 START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 bkgC_bias_KsPiPi=-0.3031, bkgO_frac_KsPiPi=0.003591, bkgT_bias_KsPiPi=0.3844, dmBkgSlope_KsPiPi=-0.1445, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuGamma_KsPiPi=-0.09513, dmSigJsuWidth_KsPiPi=0.0003094, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.73e+04, sigO_frac_KsPiPi=0.00543, tErrBkgWidth_KsPiPi=0.03677, tErrSigMean_KsPiPi=0.07065, tErrSigWidth_KsPiPi=0.01597, prevFCN = -920894.6204 bkgC_bias_KsPiPi=-0.3163, prevFCN = -920896.5361 bkgC_bias_KsPiPi=-0.2998, prevFCN = -920894.0255 bkgC_bias_KsPiPi=-0.3196, prevFCN = -920896.8886 bkgC_bias_KsPiPi=-0.3097, bkgC_frac_KsPiPi=0.8612, prevFCN = -920894.7582 bkgC_frac_KsPiPi=0.848, prevFCN = -920896.1075 bkgC_frac_KsPiPi=0.8547, bkgC_scfa_KsPiPi=1.038, prevFCN = -920895.5902 bkgC_scfa_KsPiPi=1.027, prevFCN = -920895.5899 bkgC_scfa_KsPiPi=1.041, prevFCN = -920895.4576 bkgC_scfa_KsPiPi=1.023, prevFCN = -920895.4564 bkgC_scfa_KsPiPi=1.032, bkgO_frac_KsPiPi=0.004012, prevFCN = -920896.2379 bkgO_frac_KsPiPi=0.003194, prevFCN = -920895.0096 bkgO_frac_KsPiPi=0.004473, prevFCN = -920896.7066 bkgO_frac_KsPiPi=0.002806, prevFCN = -920894.2078 bkgO_frac_KsPiPi=0.003591, bkgT_bias_KsPiPi=0.4189, prevFCN = -920894.0073 bkgT_bias_KsPiPi=0.3498, prevFCN = -920897.2075 bkgT_bias_KsPiPi=0.4459, prevFCN = -920892.6082 bkgT_bias_KsPiPi=0.3227, prevFCN = -920898.3059 bkgT_bias_KsPiPi=0.3844, bkgT_scfa_KsPiPi=2.238, prevFCN = -920897.7151 bkgT_scfa_KsPiPi=2.172, prevFCN = -920893.3394 bkgT_scfa_KsPiPi=2.205, bkg_tau_KsPiPi=0.2564, prevFCN = -920894.298 bkg_tau_KsPiPi=0.2498, prevFCN = -920896.6872 bkg_tau_KsPiPi=0.2531, dmBkgSlope_KsPiPi=-0.02436, prevFCN = -920895.5582 dmBkgSlope_KsPiPi=-0.3647, prevFCN = -920895.8566 dmBkgSlope_KsPiPi=-0.04759, prevFCN = -920895.5822 dmBkgSlope_KsPiPi=-0.9545, prevFCN = -920896.0982 dmBkgSlope_KsPiPi=-0.1445, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -920895.4651 dmSigG1Mean_KsPiPi=0.1449, prevFCN = -920890.673 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -920896.1482 dmSigG1Mean_KsPiPi=0.145, prevFCN = -920894.7655 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001219, prevFCN = -920891.0418 dmSigG1Width_KsPiPi=0.00108, prevFCN = -920898.4913 dmSigG1Width_KsPiPi=0.001183, prevFCN = -920893.6202 dmSigG1Width_KsPiPi=0.001115, prevFCN = -920897.2934 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.7066, prevFCN = -920902.763 dmSigJsuDelta_KsPiPi=0.6837, prevFCN = -920880.8625 dmSigJsuDelta_KsPiPi=0.6978, prevFCN = -920898.0685 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -920892.8455 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9276, prevFCN = -920896.4707 dmSigJsuFrac_KsPiPi=0.9053, prevFCN = -920891.5405 dmSigJsuFrac_KsPiPi=0.9208, prevFCN = -920896.3252 dmSigJsuFrac_KsPiPi=0.9127, prevFCN = -920894.5887 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.0782, prevFCN = -920893.6423 dmSigJsuGamma_KsPiPi=-0.1137, prevFCN = -920890.9312 dmSigJsuGamma_KsPiPi=-0.09067, prevFCN = -920895.7294 dmSigJsuGamma_KsPiPi=-0.0997, prevFCN = -920895.1855 dmSigJsuGamma_KsPiPi=-0.09513, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920894.4335 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920894.6334 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920895.4133 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920895.5007 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003153, prevFCN = -920887.0471 dmSigJsuWidth_KsPiPi=0.0003036, prevFCN = -920899.2081 dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -920893.6686 dmSigJsuWidth_KsPiPi=0.0003077, prevFCN = -920897.2454 dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=0.5768, prevFCN = -920887.4169 mDContCombC1_KsPiPi=-1.352, prevFCN = -920880.2003 mDContCombC1_KsPiPi=-0.2563, prevFCN = -920893.304 mDContCombC1_KsPiPi=-0.5186, prevFCN = -920178.7249 mDContCombC1_KsPiPi=-0.3743, prevFCN = -920895.6194 mDContCombC1_KsPiPi=-0.4006, prevFCN = -920895.5514 mDContCombC1_KsPiPi=-0.3875, mDSigG1Frac_KsPiPi=0.866, prevFCN = -920898.4784 mDSigG1Frac_KsPiPi=0.8471, prevFCN = -920888.9653 mDSigG1Frac_KsPiPi=0.8598, prevFCN = -920897.0447 mDSigG1Frac_KsPiPi=0.8535, prevFCN = -920893.8693 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9898, prevFCN = -920900.0452 mDSigG1G2Frac_KsPiPi=0.9664, prevFCN = -920876.9233 mDSigG1G2Frac_KsPiPi=0.9817, prevFCN = -920897.2509 mDSigG1G2Frac_KsPiPi=0.9776, prevFCN = -920893.6639 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -920895.1444 mDSigG1Mean_KsPiPi=1.864, prevFCN = -920895.5416 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005666, prevFCN = -920893.2912 mDSigG1Width_KsPiPi=0.005584, prevFCN = -920896.3195 mDSigG1Width_KsPiPi=0.005645, prevFCN = -920894.6952 mDSigG1Width_KsPiPi=0.005604, prevFCN = -920896.2188 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -920895.3442 mDSigG2Mean_KsPiPi=1.861, prevFCN = -920895.001 mDSigG2Mean_KsPiPi=1.862, prevFCN = -920895.5707 mDSigG2Mean_KsPiPi=1.861, prevFCN = -920895.3433 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, prevFCN = -920885.3702 mDSigG2Width_KsPiPi=0.01262, prevFCN = -920899.4364 mDSigG2Width_KsPiPi=0.01359, prevFCN = -920893.5921 mDSigG2Width_KsPiPi=0.01319, prevFCN = -920897.3217 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1525, prevFCN = -920889.0523 nDstarContGoodD_KsPiPi=1313, prevFCN = -920900.7393 nDstarContGoodD_KsPiPi=1474, prevFCN = -920892.3636 nDstarContGoodD_KsPiPi=1361, prevFCN = -920898.5504 nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.264e+04, prevFCN = -920898.6575 nDstarSigFakeD_KsPiPi=1.243e+04, prevFCN = -920892.0397 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.747e+04, prevFCN = -920893.9451 nDstarSigGoodD_KsPiPi=3.713e+04, prevFCN = -920896.7136 nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=0.008516, prevFCN = -920895.1991 sigC_bias_KsPiPi=0.002709, prevFCN = -920896.048 sigC_bias_KsPiPi=0.01152, prevFCN = -920894.5935 sigC_bias_KsPiPi=-0.000293, prevFCN = -920896.3205 sigC_bias_KsPiPi=0.005612, sigC_frac_KsPiPi=0.9242, prevFCN = -920895.3027 sigC_frac_KsPiPi=0.8941, prevFCN = -920894.0365 sigC_frac_KsPiPi=0.9166, prevFCN = -920895.7361 sigC_frac_KsPiPi=0.9026, prevFCN = -920895.1775 sigC_frac_KsPiPi=0.9097, sigC_scfa_KsPiPi=0.9725, prevFCN = -920894.8497 sigC_scfa_KsPiPi=0.9592, prevFCN = -920895.9204 sigC_scfa_KsPiPi=0.9658, sigO_frac_KsPiPi=0.006003, prevFCN = -920891.7051 sigO_frac_KsPiPi=0.004885, prevFCN = -920899.3488 sigO_frac_KsPiPi=0.00543, sigT_scfa_KsPiPi=1.652, prevFCN = -920894.8766 sigT_scfa_KsPiPi=1.551, prevFCN = -920895.7496 sigT_scfa_KsPiPi=1.601, tErrBkgMean_KsPiPi=0.08298, prevFCN = -920904.8296 tErrBkgMean_KsPiPi=0.08224, prevFCN = -920886.4449 tErrBkgMean_KsPiPi=0.0835, prevFCN = -920917.1799 tErrBkgMean_KsPiPi=0.08173, prevFCN = -920873.7341 tErrBkgMean_KsPiPi=0.08261, tErrBkgWidth_KsPiPi=0.03684, prevFCN = -920907.1132 tErrBkgWidth_KsPiPi=0.0367, prevFCN = -920884.1215 tErrBkgWidth_KsPiPi=0.03691, prevFCN = -920917.5877 tErrBkgWidth_KsPiPi=0.03664, prevFCN = -920873.3264 tErrBkgWidth_KsPiPi=0.03677, tErrSigMean_KsPiPi=0.07078, prevFCN = -920897.5364 tErrSigMean_KsPiPi=0.07052, prevFCN = -920893.699 tErrSigMean_KsPiPi=0.0709, prevFCN = -920899.16 tErrSigMean_KsPiPi=0.0704, prevFCN = -920891.7541 tErrSigMean_KsPiPi=0.07065, tErrSigWidth_KsPiPi=0.01599, prevFCN = -920899.1749 tErrSigWidth_KsPiPi=0.01595, prevFCN = -920892.0417 tErrSigWidth_KsPiPi=0.016, prevFCN = -920901.8525 tErrSigWidth_KsPiPi=0.01594, prevFCN = -920889.0616 tErrSigWidth_KsPiPi=0.01597, tau=0.4197, prevFCN = -920893.3438 tau=0.4147, prevFCN = -920897.104 tau=0.4189, prevFCN = -920894.147 tau=0.4154, prevFCN = -920896.7671 dmBkgSlope_KsPiPi=-0.9545, tau=0.4172, prevFCN = -920896.0982 dmBkgSlope_KsPiPi=-10.95, prevFCN = -920844.4148 dmBkgSlope_KsPiPi=-0.5271, prevFCN = -920895.9583 dmBkgSlope_KsPiPi=-2.228, prevFCN = -920895.3886 dmBkgSlope_KsPiPi=-1.526, prevFCN = -920895.9913 bkgC_bias_KsPiPi=-0.2998, dmBkgSlope_KsPiPi=-0.9545, prevFCN = -920894.4605 bkgC_bias_KsPiPi=-0.3196, prevFCN = -920897.2965 bkgC_bias_KsPiPi=-0.3097, bkgC_frac_KsPiPi=0.8609, prevFCN = -920895.2309 bkgC_frac_KsPiPi=0.8483, prevFCN = -920896.526 bkgC_frac_KsPiPi=0.8547, bkgC_scfa_KsPiPi=1.041, prevFCN = -920895.8772 bkgC_scfa_KsPiPi=1.023, prevFCN = -920895.8798 bkgC_scfa_KsPiPi=1.032, bkgO_frac_KsPiPi=0.004474, prevFCN = -920897.1283 bkgO_frac_KsPiPi=0.002806, prevFCN = -920894.6287 bkgO_frac_KsPiPi=0.003591, bkgT_bias_KsPiPi=0.4459, prevFCN = -920893.0428 bkgT_bias_KsPiPi=0.3227, prevFCN = -920898.714 bkgT_bias_KsPiPi=0.3844, bkgT_scfa_KsPiPi=2.245, prevFCN = -920898.5306 bkgT_scfa_KsPiPi=2.165, prevFCN = -920893.2264 bkgT_scfa_KsPiPi=2.205, bkg_tau_KsPiPi=0.2567, prevFCN = -920894.5913 bkg_tau_KsPiPi=0.2495, prevFCN = -920897.1655 bkg_tau_KsPiPi=0.2531, dmBkgSlope_KsPiPi=-0.08143, prevFCN = -920895.6162 dmBkgSlope_KsPiPi=-2.769, prevFCN = -920894.5647 dmBkgSlope_KsPiPi=-0.4284, prevFCN = -920895.8997 dmBkgSlope_KsPiPi=-1.686, prevFCN = -920895.9001 dmBkgSlope_KsPiPi=-0.9545, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -920896.6495 dmSigG1Mean_KsPiPi=0.145, prevFCN = -920895.1062 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -920893.9329 dmSigG1Width_KsPiPi=0.001115, prevFCN = -920897.8247 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6978, prevFCN = -920898.525 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -920893.2339 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9208, prevFCN = -920896.8302 dmSigJsuFrac_KsPiPi=0.9127, prevFCN = -920894.9266 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09066, prevFCN = -920896.0551 dmSigJsuGamma_KsPiPi=-0.09971, prevFCN = -920895.7051 dmSigJsuGamma_KsPiPi=-0.09513, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920895.8508 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -920895.9067 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -920894.0464 dmSigJsuWidth_KsPiPi=0.0003077, prevFCN = -920897.7115 dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=-0.3671, prevFCN = -920895.9581 mDContCombC1_KsPiPi=-0.4078, prevFCN = -920895.7853 mDContCombC1_KsPiPi=-0.3875, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -920897.4595 mDSigG1Frac_KsPiPi=0.8535, prevFCN = -920894.2978 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9817, prevFCN = -920897.6667 mDSigG1G2Frac_KsPiPi=0.9776, prevFCN = -920894.0909 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -920895.7223 mDSigG1Mean_KsPiPi=1.864, prevFCN = -920896.0351 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -920895.1211 mDSigG1Width_KsPiPi=0.005604, prevFCN = -920896.6363 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -920895.9922 mDSigG2Mean_KsPiPi=1.861, prevFCN = -920895.7652 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -920894.0221 mDSigG2Width_KsPiPi=0.01319, prevFCN = -920897.7351 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -920893.103 nDstarContGoodD_KsPiPi=1361, prevFCN = -920898.6729 nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -920898.6418 nDstarSigFakeD_KsPiPi=1.244e+04, prevFCN = -920893.1151 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.743e+04, prevFCN = -920894.7204 nDstarSigGoodD_KsPiPi=3.716e+04, prevFCN = -920897.0372 nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=0.01152, prevFCN = -920895.0196 sigC_bias_KsPiPi=-0.000293, prevFCN = -920896.7378 sigC_bias_KsPiPi=0.005612, sigC_frac_KsPiPi=0.9166, prevFCN = -920896.1585 sigC_frac_KsPiPi=0.9026, prevFCN = -920895.5989 sigC_frac_KsPiPi=0.9097, sigC_scfa_KsPiPi=0.9716, prevFCN = -920895.4142 sigC_scfa_KsPiPi=0.9601, prevFCN = -920896.3432 sigC_scfa_KsPiPi=0.9658, sigO_frac_KsPiPi=0.006128, prevFCN = -920891.2503 sigO_frac_KsPiPi=0.004774, prevFCN = -920900.5072 sigO_frac_KsPiPi=0.00543, sigT_scfa_KsPiPi=1.641, prevFCN = -920895.5399 sigT_scfa_KsPiPi=1.562, prevFCN = -920896.2172 sigT_scfa_KsPiPi=1.601, tErrBkgMean_KsPiPi=0.0835, prevFCN = -920917.5813 tErrBkgMean_KsPiPi=0.08173, prevFCN = -920874.1749 tErrBkgMean_KsPiPi=0.08261, tErrBkgWidth_KsPiPi=0.03691, prevFCN = -920917.9939 tErrBkgWidth_KsPiPi=0.03664, prevFCN = -920873.763 tErrBkgWidth_KsPiPi=0.03677, tErrSigMean_KsPiPi=0.0709, prevFCN = -920899.5763 tErrSigMean_KsPiPi=0.0704, prevFCN = -920892.1811 tErrSigMean_KsPiPi=0.07065, tErrSigWidth_KsPiPi=0.016, prevFCN = -920902.2676 tErrSigWidth_KsPiPi=0.01594, prevFCN = -920889.4898 tErrSigWidth_KsPiPi=0.01597, tau=0.4189, prevFCN = -920894.5728 tau=0.4154, prevFCN = -920897.1846 FCN=-920896 FROM MIGRAD STATUS=INITIATE 201 CALLS 202 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgC_bias_KsPiPi -3.09718e-01 9.97700e-03 0.00000e+00 1.36482e+02 2 bkgC_frac_KsPiPi 8.54671e-01 9.99500e-03 0.00000e+00 3.62855e+01 3 bkgC_scfa_KsPiPi 1.03231e+00 8.46200e-03 0.00000e+00 6.37466e-01 4 bkgO_frac_KsPiPi 3.59140e-03 6.15100e-04 0.00000e+00 -8.96399e+01 5 bkgT_bias_KsPiPi 3.84368e-01 5.21800e-02 0.00000e+00 1.36951e+02 6 bkgT_scfa_KsPiPi 2.20519e+00 4.97500e-02 0.00000e+00 -4.15516e+02 7 bkg_tau_KsPiPi 2.53092e-01 4.99100e-03 0.00000e+00 1.20441e+02 8 dmBkgSlope_KsPiPi -9.54464e-01 3.25600e-01 -1.19671e-01 3.39487e-03 9 dmSigG1Mean_KsPiPi 1.45035e-01 1.85600e-04 0.00000e+00 -1.08134e+02 10 dmSigG1Width_KsPiPi 1.14859e-03 1.04900e-04 0.00000e+00 1.73526e+02 11 dmSigJsuDelta_KsPiPi 6.95090e-01 1.72900e-02 0.00000e+00 -2.46355e+03 12 dmSigJsuFrac_KsPiPi 9.16814e-01 1.67200e-02 0.00000e+00 -6.51408e+01 13 dmSigJsuGamma_KsPiPi -9.51311e-02 2.65200e-02 0.00000e+00 -3.75689e+01 14 dmSigJsuMean_KsPiPi 1.45395e-01 6.78800e-06 0.00000e+00 7.05700e+01 15 dmSigJsuWidth_KsPiPi 3.09446e-04 8.83800e-06 0.00000e+00 1.51860e+03 16 mDContCombC1_KsPiPi -3.87456e-01 1.45500e+00 0.00000e+00 -4.24648e+02 17 mDSigG1Frac_KsPiPi 8.56669e-01 1.42100e-02 0.00000e+00 -1.75352e+02 18 mDSigG1G2Frac_KsPiPi 9.79738e-01 1.59100e-02 0.00000e+00 -1.23106e+02 19 mDSigG1Mean_KsPiPi 1.86448e+00 4.67300e-05 0.00000e+00 9.29660e+02 20 mDSigG1Width_KsPiPi 5.62476e-03 6.16400e-05 0.00000e+00 8.43616e+02 21 mDSigG2Mean_KsPiPi 1.86140e+00 4.85900e-04 0.00000e+00 -7.98932e+01 22 mDSigG2Width_KsPiPi 1.33909e-02 1.17200e-03 0.00000e+00 3.12988e+02 23 nDstarContGoodD_KsPiPi 1.41696e+03 1.59800e+02 0.00000e+00 1.86398e+04 24 nDstarSigFakeD_KsPiPi 1.25302e+04 1.58100e+02 0.00000e+00 -3.60847e+04 25 nDstarSigGoodD_KsPiPi 3.72971e+04 2.55300e+02 0.00000e+00 1.66264e+04 26 sigC_bias_KsPiPi 5.61247e-03 4.38100e-03 0.00000e+00 1.45482e+02 27 sigC_frac_KsPiPi 9.09724e-01 2.26000e-02 0.00000e+00 -1.13842e+01 28 sigC_scfa_KsPiPi 9.65835e-01 9.99000e-03 0.00000e+00 8.07641e+01 29 sigO_frac_KsPiPi 5.42996e-03 8.41300e-04 0.00000e+00 5.02177e+02 30 sigT_scfa_KsPiPi 1.60136e+00 7.63900e-02 0.00000e+00 2.00703e+01 31 tErrBkgMean_KsPiPi 8.26090e-02 5.64700e-04 0.00000e+00 -9.76699e+03 32 tErrBkgWidth_KsPiPi 3.67729e-02 1.07900e-04 0.00000e+00 -4.31117e+04 33 tErrSigMean_KsPiPi 7.06479e-02 1.95700e-04 0.00000e+00 -5.45348e+03 34 tErrSigWidth_KsPiPi 1.59721e-02 2.63700e-05 0.00000e+00 -3.61830e+04 35 tau 4.17187e-01 3.81200e-03 0.00000e+00 3.19173e+02 ERR DEF= 0.5 bkgC_bias_KsPiPi=-0.3414, bkgC_frac_KsPiPi=0.8453, bkgC_scfa_KsPiPi=1.032, bkgO_frac_KsPiPi=0.006353, bkgT_bias_KsPiPi=-0.01513, bkgT_scfa_KsPiPi=2.452, bkg_tau_KsPiPi=0.2427, dmBkgSlope_KsPiPi=-0.9548, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001002, dmSigJsuDelta_KsPiPi=0.7117, dmSigJsuFrac_KsPiPi=0.9253, dmSigJsuGamma_KsPiPi=-0.09333, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003023, mDContCombC1_KsPiPi=-0.3836, mDSigG1Frac_KsPiPi=0.8679, mDSigG1G2Frac_KsPiPi=0.9872, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005589, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01255, nDstarContGoodD_KsPiPi=1069, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.694e+04, sigC_bias_KsPiPi=-0.005943, sigC_frac_KsPiPi=0.9142, sigC_scfa_KsPiPi=0.9598, sigO_frac_KsPiPi=0.0006336, sigT_scfa_KsPiPi=1.571, tErrBkgMean_KsPiPi=0.1316, tErrBkgWidth_KsPiPi=0.04402, tErrSigMean_KsPiPi=0.07277, tErrSigWidth_KsPiPi=0.01643, tau=0.412, prevFCN = -920553.3774 bkgC_bias_KsPiPi=-0.3237, bkgC_frac_KsPiPi=0.8506, bkgC_scfa_KsPiPi=1.032, bkgO_frac_KsPiPi=0.00471, bkgT_bias_KsPiPi=0.2091, bkgT_scfa_KsPiPi=2.312, bkg_tau_KsPiPi=0.2485, dmBkgSlope_KsPiPi=-0.9546, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001083, dmSigJsuDelta_KsPiPi=0.7024, dmSigJsuFrac_KsPiPi=0.9206, dmSigJsuGamma_KsPiPi=-0.09434, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003063, mDContCombC1_KsPiPi=-0.3857, mDSigG1Frac_KsPiPi=0.8616, mDSigG1G2Frac_KsPiPi=0.9832, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005609, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01302, nDstarContGoodD_KsPiPi=1258, nDstarSigFakeD_KsPiPi=1.277e+04, nDstarSigGoodD_KsPiPi=3.714e+04, sigC_bias_KsPiPi=0.00053, sigC_frac_KsPiPi=0.9117, sigC_scfa_KsPiPi=0.9632, sigO_frac_KsPiPi=0.002742, sigT_scfa_KsPiPi=1.588, tErrBkgMean_KsPiPi=0.1028, tErrBkgWidth_KsPiPi=0.03988, tErrSigMean_KsPiPi=0.07158, tErrSigWidth_KsPiPi=0.01617, tau=0.4149, prevFCN = -921480.8721 bkgC_bias_KsPiPi=-0.3139, bkgT_bias_KsPiPi=0.2091, sigC_bias_KsPiPi=0.00053, prevFCN = -921481.7001 bkgC_bias_KsPiPi=-0.3335, prevFCN = -921479.6042 bkgC_bias_KsPiPi=-0.3237, bkgC_frac_KsPiPi=0.8569, prevFCN = -921480.1618 bkgC_frac_KsPiPi=0.8442, prevFCN = -921481.0891 bkgC_frac_KsPiPi=0.8506, bkgC_scfa_KsPiPi=1.041, prevFCN = -921480.1108 bkgC_scfa_KsPiPi=1.023, prevFCN = -921481.18 bkgC_scfa_KsPiPi=1.032, bkgO_frac_KsPiPi=0.005713, prevFCN = -921480.85 bkgO_frac_KsPiPi=0.003804, prevFCN = -921480.4395 bkgO_frac_KsPiPi=0.00471, bkgT_bias_KsPiPi=0.271, prevFCN = -921480.3559 bkgT_bias_KsPiPi=0.1471, prevFCN = -921480.8711 bkgT_bias_KsPiPi=0.2091, bkgT_scfa_KsPiPi=2.353, prevFCN = -921481.3737 bkgT_scfa_KsPiPi=2.272, prevFCN = -921479.9236 bkgT_scfa_KsPiPi=2.312, bkg_tau_KsPiPi=0.2521, prevFCN = -921481.2085 bkg_tau_KsPiPi=0.2449, prevFCN = -921480.1119 bkg_tau_KsPiPi=0.2485, dmBkgSlope_KsPiPi=-0.4066, prevFCN = -921481.8623 dmBkgSlope_KsPiPi=-1.73, prevFCN = -921478.9377 dmBkgSlope_KsPiPi=-0.556, prevFCN = -921481.623 dmBkgSlope_KsPiPi=-1.459, prevFCN = -921479.6853 dmBkgSlope_KsPiPi=-0.9546, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921480.4277 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921480.9251 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921480.9991 dmSigG1Width_KsPiPi=0.00105, prevFCN = -921480.2962 dmSigG1Width_KsPiPi=0.001083, dmSigJsuDelta_KsPiPi=0.7051, prevFCN = -921479.5567 dmSigJsuDelta_KsPiPi=0.6996, prevFCN = -921481.7319 dmSigJsuDelta_KsPiPi=0.7024, dmSigJsuFrac_KsPiPi=0.9245, prevFCN = -921479.7898 dmSigJsuFrac_KsPiPi=0.9166, prevFCN = -921481.5824 dmSigJsuFrac_KsPiPi=0.9206, dmSigJsuGamma_KsPiPi=-0.08987, prevFCN = -921480.43 dmSigJsuGamma_KsPiPi=-0.09891, prevFCN = -921480.8849 dmSigJsuGamma_KsPiPi=-0.09434, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921480.7514 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921480.5443 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000308, prevFCN = -921481.8262 dmSigJsuWidth_KsPiPi=0.0003046, prevFCN = -921479.4635 dmSigJsuWidth_KsPiPi=0.0003063, mDContCombC1_KsPiPi=-0.3657, prevFCN = -921480.6967 mDContCombC1_KsPiPi=-0.4058, prevFCN = -921480.638 mDContCombC1_KsPiPi=-0.3857, mDSigG1Frac_KsPiPi=0.8647, prevFCN = -921479.2492 mDSigG1Frac_KsPiPi=0.8585, prevFCN = -921482.0591 mDSigG1Frac_KsPiPi=0.8616, mDSigG1G2Frac_KsPiPi=0.9851, prevFCN = -921478.7025 mDSigG1G2Frac_KsPiPi=0.9813, prevFCN = -921482.7421 mDSigG1G2Frac_KsPiPi=0.9832, mDSigG1Mean_KsPiPi=1.865, prevFCN = -921480.6905 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921480.6087 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00563, prevFCN = -921481.1116 mDSigG1Width_KsPiPi=0.005589, prevFCN = -921480.1847 mDSigG1Width_KsPiPi=0.005609, mDSigG2Mean_KsPiPi=1.862, prevFCN = -921480.2829 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921481.0213 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01322, prevFCN = -921483.0337 mDSigG2Width_KsPiPi=0.01282, prevFCN = -921478.1521 mDSigG2Width_KsPiPi=0.01302, nDstarContGoodD_KsPiPi=1313, prevFCN = -921481.7083 nDstarContGoodD_KsPiPi=1204, prevFCN = -921479.6109 nDstarContGoodD_KsPiPi=1258, nDstarSigFakeD_KsPiPi=1.286e+04, prevFCN = -921482.6268 nDstarSigFakeD_KsPiPi=1.268e+04, prevFCN = -921478.6706 nDstarSigFakeD_KsPiPi=1.277e+04, nDstarSigGoodD_KsPiPi=3.728e+04, prevFCN = -921479.8311 nDstarSigGoodD_KsPiPi=3.701e+04, prevFCN = -921481.4716 nDstarSigGoodD_KsPiPi=3.714e+04, sigC_bias_KsPiPi=0.006438, prevFCN = -921480.7736 sigC_bias_KsPiPi=-0.005378, prevFCN = -921480.5315 sigC_bias_KsPiPi=0.00053, sigC_frac_KsPiPi=0.9185, prevFCN = -921480.4876 sigC_frac_KsPiPi=0.9046, prevFCN = -921480.839 sigC_frac_KsPiPi=0.9117, sigC_scfa_KsPiPi=0.9689, prevFCN = -921480.5272 sigC_scfa_KsPiPi=0.9574, prevFCN = -921480.7779 sigC_scfa_KsPiPi=0.9632, sigO_frac_KsPiPi=0.003245, prevFCN = -921477.7711 sigO_frac_KsPiPi=0.002281, prevFCN = -921483.5892 sigO_frac_KsPiPi=0.002742, sigT_scfa_KsPiPi=1.627, prevFCN = -921480.8121 sigT_scfa_KsPiPi=1.549, prevFCN = -921480.4666 sigT_scfa_KsPiPi=1.588, tErrBkgMean_KsPiPi=0.1038, prevFCN = -921478.9008 tErrBkgMean_KsPiPi=0.1019, prevFCN = -921482.0562 tErrBkgMean_KsPiPi=0.1036, prevFCN = -921479.4745 tErrBkgMean_KsPiPi=0.1021, prevFCN = -921481.8304 tErrBkgMean_KsPiPi=0.1028, tErrBkgWidth_KsPiPi=0.04002, prevFCN = -921484.7454 tErrBkgWidth_KsPiPi=0.03974, prevFCN = -921476.6455 tErrBkgWidth_KsPiPi=0.03988, tErrSigMean_KsPiPi=0.07183, prevFCN = -921478.3006 tErrSigMean_KsPiPi=0.07133, prevFCN = -921482.9562 tErrSigMean_KsPiPi=0.07158, tErrSigWidth_KsPiPi=0.0162, prevFCN = -921479.0386 tErrSigWidth_KsPiPi=0.01614, prevFCN = -921482.2784 tErrSigWidth_KsPiPi=0.01617, tau=0.4166, prevFCN = -921480.5066 tau=0.4131, prevFCN = -921480.781 bkgC_bias_KsPiPi=-0.3019, bkgC_frac_KsPiPi=0.8436, bkgC_scfa_KsPiPi=1.022, bkgO_frac_KsPiPi=0.005265, bkgT_bias_KsPiPi=0.1583, bkgT_scfa_KsPiPi=2.388, bkg_tau_KsPiPi=0.2524, dmBkgSlope_KsPiPi=-0.009351, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001103, dmSigJsuDelta_KsPiPi=0.6964, dmSigJsuFrac_KsPiPi=0.9129, dmSigJsuGamma_KsPiPi=-0.09656, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003105, mDContCombC1_KsPiPi=-0.3843, mDSigG1Frac_KsPiPi=0.8522, mDSigG1G2Frac_KsPiPi=0.9742, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005629, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01408, nDstarContGoodD_KsPiPi=1373, nDstarSigFakeD_KsPiPi=1.317e+04, nDstarSigGoodD_KsPiPi=3.688e+04, sigC_bias_KsPiPi=0.00168, sigC_frac_KsPiPi=0.9091, sigC_scfa_KsPiPi=0.9613, sigO_frac_KsPiPi=0.000429, sigT_scfa_KsPiPi=1.602, tErrBkgMean_KsPiPi=0.1012, tErrBkgWidth_KsPiPi=0.04146, tErrSigMean_KsPiPi=0.07036, tErrSigWidth_KsPiPi=0.01608, tau=0.4142, prevFCN = -921524.0211 bkgC_bias_KsPiPi=-0.308, bkgC_frac_KsPiPi=0.8455, bkgC_scfa_KsPiPi=1.025, bkgO_frac_KsPiPi=0.005107, bkgT_bias_KsPiPi=0.1725, bkgT_scfa_KsPiPi=2.367, bkg_tau_KsPiPi=0.2513, dmBkgSlope_KsPiPi=-0.04102, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001098, dmSigJsuDelta_KsPiPi=0.698, dmSigJsuFrac_KsPiPi=0.9151, dmSigJsuGamma_KsPiPi=-0.09594, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=-0.3847, mDSigG1Frac_KsPiPi=0.8549, mDSigG1G2Frac_KsPiPi=0.9769, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005623, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01378, nDstarContGoodD_KsPiPi=1341, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.695e+04, sigC_bias_KsPiPi=0.00136, sigC_frac_KsPiPi=0.9098, sigC_scfa_KsPiPi=0.9618, sigO_frac_KsPiPi=0.0008716, sigT_scfa_KsPiPi=1.598, tErrBkgMean_KsPiPi=0.1017, tErrBkgWidth_KsPiPi=0.04102, tErrSigMean_KsPiPi=0.0707, tErrSigWidth_KsPiPi=0.0161, tau=0.4144, prevFCN = -921530.9646 bkgC_bias_KsPiPi=-0.2981, bkgT_bias_KsPiPi=0.1725, prevFCN = -921530.707 bkgC_bias_KsPiPi=-0.3179, prevFCN = -921530.7801 bkgC_bias_KsPiPi=-0.308, bkgC_frac_KsPiPi=0.8516, prevFCN = -921531.1426 bkgC_frac_KsPiPi=0.8394, prevFCN = -921530.3257 bkgC_frac_KsPiPi=0.8455, bkgC_scfa_KsPiPi=1.033, prevFCN = -921530.243 bkgC_scfa_KsPiPi=1.016, prevFCN = -921531.2508 bkgC_scfa_KsPiPi=1.025, bkgO_frac_KsPiPi=0.006131, prevFCN = -921530.5825 bkgO_frac_KsPiPi=0.004177, prevFCN = -921530.9131 bkgO_frac_KsPiPi=0.005107, bkgT_bias_KsPiPi=0.2296, prevFCN = -921530.0421 bkgT_bias_KsPiPi=0.1153, prevFCN = -921531.4335 bkgT_bias_KsPiPi=0.1725, bkgT_scfa_KsPiPi=2.408, prevFCN = -921530.6724 bkgT_scfa_KsPiPi=2.326, prevFCN = -921530.8188 bkgT_scfa_KsPiPi=2.367, bkg_tau_KsPiPi=0.255, prevFCN = -921530.0036 bkg_tau_KsPiPi=0.2477, prevFCN = -921531.4988 bkg_tau_KsPiPi=0.2513, dmBkgSlope_KsPiPi=-0.000939, prevFCN = -921530.9924 dmBkgSlope_KsPiPi=-0.1898, prevFCN = -921530.8464 dmBkgSlope_KsPiPi=-0.0971, prevFCN = -921530.9228 dmBkgSlope_KsPiPi=-0.5129, prevFCN = -921530.5079 dmBkgSlope_KsPiPi=-0.04102, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921531.2134 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921530.1919 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001131, prevFCN = -921529.6703 dmSigG1Width_KsPiPi=0.001065, prevFCN = -921531.8079 dmSigG1Width_KsPiPi=0.001098, dmSigJsuDelta_KsPiPi=0.7007, prevFCN = -921532.1343 dmSigJsuDelta_KsPiPi=0.6953, prevFCN = -921529.366 dmSigJsuDelta_KsPiPi=0.698, dmSigJsuFrac_KsPiPi=0.9195, prevFCN = -921531.391 dmSigJsuFrac_KsPiPi=0.9106, prevFCN = -921530.0396 dmSigJsuFrac_KsPiPi=0.9151, dmSigJsuGamma_KsPiPi=-0.09139, prevFCN = -921530.7711 dmSigJsuGamma_KsPiPi=-0.1006, prevFCN = -921530.7084 dmSigJsuGamma_KsPiPi=-0.09594, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921530.7536 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921530.7449 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000311, prevFCN = -921529.7117 dmSigJsuWidth_KsPiPi=0.0003077, prevFCN = -921531.7904 dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=-0.3639, prevFCN = -921530.8458 mDContCombC1_KsPiPi=-0.4055, prevFCN = -921530.6464 mDContCombC1_KsPiPi=-0.3847, mDSigG1Frac_KsPiPi=0.858, prevFCN = -921532.9559 mDSigG1Frac_KsPiPi=0.8517, prevFCN = -921528.4972 mDSigG1Frac_KsPiPi=0.8549, mDSigG1G2Frac_KsPiPi=0.9795, prevFCN = -921532.8877 mDSigG1G2Frac_KsPiPi=0.9742, prevFCN = -921528.2984 mDSigG1G2Frac_KsPiPi=0.9789, prevFCN = -921532.5052 mDSigG1G2Frac_KsPiPi=0.9748, prevFCN = -921528.9846 mDSigG1G2Frac_KsPiPi=0.9769, mDSigG1Mean_KsPiPi=1.865, prevFCN = -921530.5777 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921530.9174 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005644, prevFCN = -921529.5817 mDSigG1Width_KsPiPi=0.005603, prevFCN = -921531.9168 mDSigG1Width_KsPiPi=0.005623, mDSigG2Mean_KsPiPi=1.862, prevFCN = -921530.9419 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921530.5511 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01397, prevFCN = -921529.3553 mDSigG2Width_KsPiPi=0.0136, prevFCN = -921532.2302 mDSigG2Width_KsPiPi=0.01378, nDstarContGoodD_KsPiPi=1398, prevFCN = -921530.0733 nDstarContGoodD_KsPiPi=1284, prevFCN = -921531.3684 nDstarContGoodD_KsPiPi=1341, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921529.9313 nDstarSigFakeD_KsPiPi=1.297e+04, prevFCN = -921531.5675 nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.709e+04, prevFCN = -921530.8896 nDstarSigGoodD_KsPiPi=3.682e+04, prevFCN = -921530.5994 nDstarSigGoodD_KsPiPi=3.695e+04, sigC_bias_KsPiPi=0.007269, prevFCN = -921530.6691 sigC_bias_KsPiPi=-0.00455, prevFCN = -921530.8224 sigC_bias_KsPiPi=0.00136, sigC_frac_KsPiPi=0.9169, prevFCN = -921530.3139 sigC_frac_KsPiPi=0.9025, prevFCN = -921531.1458 sigC_frac_KsPiPi=0.9098, sigC_scfa_KsPiPi=0.9676, prevFCN = -921530.7817 sigC_scfa_KsPiPi=0.9561, prevFCN = -921530.7098 sigC_scfa_KsPiPi=0.9618, sigO_frac_KsPiPi=0.001187, prevFCN = -921529.3853 sigO_frac_KsPiPi=0.0006049, prevFCN = -921532.2029 sigO_frac_KsPiPi=0.0008716, sigT_scfa_KsPiPi=1.636, prevFCN = -921531.2148 sigT_scfa_KsPiPi=1.56, prevFCN = -921530.2156 sigT_scfa_KsPiPi=1.598, tErrBkgMean_KsPiPi=0.1024, prevFCN = -921529.1765 tErrBkgMean_KsPiPi=0.101, prevFCN = -921532.3457 tErrBkgMean_KsPiPi=0.1017, tErrBkgWidth_KsPiPi=0.04118, prevFCN = -921533.5324 tErrBkgWidth_KsPiPi=0.04086, prevFCN = -921527.9846 tErrBkgWidth_KsPiPi=0.04102, tErrSigMean_KsPiPi=0.07094, prevFCN = -921530.874 tErrSigMean_KsPiPi=0.07046, prevFCN = -921530.6363 tErrSigMean_KsPiPi=0.0707, tErrSigWidth_KsPiPi=0.01614, prevFCN = -921531.0281 tErrSigWidth_KsPiPi=0.01607, prevFCN = -921530.4576 tErrSigWidth_KsPiPi=0.0161, tau=0.4161, prevFCN = -921530.7006 tau=0.4126, prevFCN = -921530.783 bkgC_bias_KsPiPi=-0.3, bkgC_frac_KsPiPi=0.8473, bkgC_scfa_KsPiPi=1.014, bkgO_frac_KsPiPi=0.005025, bkgT_bias_KsPiPi=0.08938, bkgT_scfa_KsPiPi=2.387, bkg_tau_KsPiPi=0.249, dmBkgSlope_KsPiPi=-0.07087, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001054, dmSigJsuDelta_KsPiPi=0.7014, dmSigJsuFrac_KsPiPi=0.9159, dmSigJsuGamma_KsPiPi=-0.09659, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003083, mDContCombC1_KsPiPi=-0.3813, mDSigG1Frac_KsPiPi=0.8617, mDSigG1G2Frac_KsPiPi=0.9794, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005595, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0137, nDstarContGoodD_KsPiPi=1336, nDstarSigFakeD_KsPiPi=1.309e+04, nDstarSigGoodD_KsPiPi=3.689e+04, sigC_bias_KsPiPi=0.001277, sigC_frac_KsPiPi=0.9045, sigC_scfa_KsPiPi=0.9616, sigO_frac_KsPiPi=8.837e-05, sigT_scfa_KsPiPi=1.634, tErrBkgMean_KsPiPi=0.09736, tErrBkgWidth_KsPiPi=0.04205, tErrSigMean_KsPiPi=0.07026, tErrSigWidth_KsPiPi=0.01608, tau=0.414, prevFCN = -921564.5019 bkgC_bias_KsPiPi=-0.295, bkgC_frac_KsPiPi=0.8483, bkgC_scfa_KsPiPi=1.007, bkgO_frac_KsPiPi=0.004975, bkgT_bias_KsPiPi=0.03838, bkgT_scfa_KsPiPi=2.399, bkg_tau_KsPiPi=0.2476, dmBkgSlope_KsPiPi=-0.3064, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001027, dmSigJsuDelta_KsPiPi=0.7034, dmSigJsuFrac_KsPiPi=0.9163, dmSigJsuGamma_KsPiPi=-0.09698, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003077, mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8658, mDSigG1G2Frac_KsPiPi=0.9808, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005578, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01365, nDstarContGoodD_KsPiPi=1333, nDstarSigFakeD_KsPiPi=1.312e+04, nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.001225, sigC_frac_KsPiPi=0.9011, sigC_scfa_KsPiPi=0.9614, sigO_frac_KsPiPi=8.67e-06, sigT_scfa_KsPiPi=1.656, tErrBkgMean_KsPiPi=0.09474, tErrBkgWidth_KsPiPi=0.04268, tErrSigMean_KsPiPi=0.07, tErrSigWidth_KsPiPi=0.01606, tau=0.4139, prevFCN = -921570.5211 bkgC_bias_KsPiPi=-0.2851, bkgT_bias_KsPiPi=0.03838, prevFCN = -921570.7754 bkgC_bias_KsPiPi=-0.3049, prevFCN = -921569.8047 bkgC_bias_KsPiPi=-0.295, bkgC_frac_KsPiPi=0.8542, prevFCN = -921570.1384 bkgC_frac_KsPiPi=0.8424, prevFCN = -921570.4408 bkgC_frac_KsPiPi=0.8483, bkgC_scfa_KsPiPi=1.016, prevFCN = -921570.6871 bkgC_scfa_KsPiPi=0.9987, prevFCN = -921569.893 bkgC_scfa_KsPiPi=1.007, bkgO_frac_KsPiPi=0.005992, prevFCN = -921570.1471 bkgO_frac_KsPiPi=0.004051, prevFCN = -921570.4461 bkgO_frac_KsPiPi=0.004975, bkgT_bias_KsPiPi=0.09469, prevFCN = -921571.025 bkgT_bias_KsPiPi=-0.01795, prevFCN = -921569.5685 bkgT_bias_KsPiPi=0.03838, bkgT_scfa_KsPiPi=2.441, prevFCN = -921569.9615 bkgT_scfa_KsPiPi=2.358, prevFCN = -921570.6419 bkgT_scfa_KsPiPi=2.399, bkg_tau_KsPiPi=0.2513, prevFCN = -921570.9031 bkg_tau_KsPiPi=0.2439, prevFCN = -921569.6883 bkg_tau_KsPiPi=0.2476, dmBkgSlope_KsPiPi=-1.071, prevFCN = -921569.8966 dmBkgSlope_KsPiPi=-0.005042, prevFCN = -921570.5933 dmBkgSlope_KsPiPi=-0.3064, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921569.8799 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921570.7312 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001059, prevFCN = -921570.7808 dmSigG1Width_KsPiPi=0.000996, prevFCN = -921569.7963 dmSigG1Width_KsPiPi=0.001027, dmSigJsuDelta_KsPiPi=0.7061, prevFCN = -921570.007 dmSigJsuDelta_KsPiPi=0.7007, prevFCN = -921570.5899 dmSigJsuDelta_KsPiPi=0.7034, dmSigJsuFrac_KsPiPi=0.9204, prevFCN = -921569.6864 dmSigJsuFrac_KsPiPi=0.9122, prevFCN = -921570.9778 dmSigJsuFrac_KsPiPi=0.9163, dmSigJsuGamma_KsPiPi=-0.09246, prevFCN = -921570.4852 dmSigJsuGamma_KsPiPi=-0.1016, prevFCN = -921570.1108 dmSigJsuGamma_KsPiPi=-0.09698, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921570.2153 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921570.3847 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003094, prevFCN = -921570.7243 dmSigJsuWidth_KsPiPi=0.000306, prevFCN = -921569.8731 dmSigJsuWidth_KsPiPi=0.0003077, mDContCombC1_KsPiPi=-0.3585, prevFCN = -921570.2775 mDContCombC1_KsPiPi=-0.4001, prevFCN = -921570.4204 mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8687, prevFCN = -921569.7026 mDSigG1Frac_KsPiPi=0.8628, prevFCN = -921570.9112 mDSigG1Frac_KsPiPi=0.8658, mDSigG1G2Frac_KsPiPi=0.9826, prevFCN = -921569.8952 mDSigG1G2Frac_KsPiPi=0.9789, prevFCN = -921570.8192 mDSigG1G2Frac_KsPiPi=0.9808, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921570.2254 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921570.3642 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005598, prevFCN = -921571.2828 mDSigG1Width_KsPiPi=0.005557, prevFCN = -921569.2994 mDSigG1Width_KsPiPi=0.005578, mDSigG2Mean_KsPiPi=1.862, prevFCN = -921570.0922 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921570.5469 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01385, prevFCN = -921570.5961 mDSigG2Width_KsPiPi=0.01345, prevFCN = -921569.9728 mDSigG2Width_KsPiPi=0.01365, nDstarContGoodD_KsPiPi=1387, prevFCN = -921570.285 nDstarContGoodD_KsPiPi=1280, prevFCN = -921570.3243 nDstarContGoodD_KsPiPi=1333, nDstarSigFakeD_KsPiPi=1.32e+04, prevFCN = -921570.3804 nDstarSigFakeD_KsPiPi=1.303e+04, prevFCN = -921570.2175 nDstarSigFakeD_KsPiPi=1.312e+04, nDstarSigGoodD_KsPiPi=3.699e+04, prevFCN = -921570.0863 nDstarSigGoodD_KsPiPi=3.672e+04, prevFCN = -921570.5169 nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.007146, prevFCN = -921570.7006 sigC_bias_KsPiPi=-0.004695, prevFCN = -921569.9131 sigC_bias_KsPiPi=0.001225, sigC_frac_KsPiPi=0.9083, prevFCN = -921570.8959 sigC_frac_KsPiPi=0.8937, prevFCN = -921569.5927 sigC_frac_KsPiPi=0.9011, sigC_scfa_KsPiPi=0.9671, prevFCN = -921569.7702 sigC_scfa_KsPiPi=0.9556, prevFCN = -921570.8484 sigC_scfa_KsPiPi=0.9614, sigO_frac_KsPiPi=7.044e-06, prevFCN = -921570.5285 sigO_frac_KsPiPi=7.298e-05, prevFCN = -921570.2253 sigO_frac_KsPiPi=8.67e-06, sigT_scfa_KsPiPi=1.693, prevFCN = -921569.6928 sigT_scfa_KsPiPi=1.62, prevFCN = -921570.8239 sigT_scfa_KsPiPi=1.656, tErrBkgMean_KsPiPi=0.09548, prevFCN = -921569.1816 tErrBkgMean_KsPiPi=0.09401, prevFCN = -921571.4556 tErrBkgMean_KsPiPi=0.09474, tErrBkgWidth_KsPiPi=0.04286, prevFCN = -921571.5426 tErrBkgWidth_KsPiPi=0.04251, prevFCN = -921569.0708 tErrBkgWidth_KsPiPi=0.04268, tErrSigMean_KsPiPi=0.07024, prevFCN = -921572.2009 tErrSigMean_KsPiPi=0.06976, prevFCN = -921568.4616 tErrSigMean_KsPiPi=0.07, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921571.9104 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921568.692 tErrSigWidth_KsPiPi=0.01606, tau=0.4156, prevFCN = -921570.5002 tau=0.4122, prevFCN = -921570.103 bkgC_bias_KsPiPi=-0.2854, bkgC_frac_KsPiPi=0.8479, bkgC_scfa_KsPiPi=1.007, bkgO_frac_KsPiPi=0.004733, bkgT_bias_KsPiPi=0.0641, bkgT_scfa_KsPiPi=2.389, bkg_tau_KsPiPi=0.2491, dmBkgSlope_KsPiPi=-0.411, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001027, dmSigJsuDelta_KsPiPi=0.7042, dmSigJsuFrac_KsPiPi=0.9135, dmSigJsuGamma_KsPiPi=-0.09609, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000308, mDContCombC1_KsPiPi=-0.3795, mDSigG1Frac_KsPiPi=0.8668, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00559, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01366, nDstarContGoodD_KsPiPi=1325, nDstarSigFakeD_KsPiPi=1.313e+04, nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=0.004203, sigC_frac_KsPiPi=0.9049, sigC_scfa_KsPiPi=0.9572, sigO_frac_KsPiPi=0.0001274, sigT_scfa_KsPiPi=1.641, tErrBkgMean_KsPiPi=0.09104, tErrBkgWidth_KsPiPi=0.04339, tErrSigMean_KsPiPi=0.07047, tErrSigWidth_KsPiPi=0.01611, tau=0.4142, prevFCN = -921584.3847 bkgC_bias_KsPiPi=-0.2803, bkgC_frac_KsPiPi=0.8477, bkgC_scfa_KsPiPi=1.007, bkgO_frac_KsPiPi=0.004608, bkgT_bias_KsPiPi=0.07762, bkgT_scfa_KsPiPi=2.383, bkg_tau_KsPiPi=0.2499, dmBkgSlope_KsPiPi=-0.4721, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001027, dmSigJsuDelta_KsPiPi=0.7046, dmSigJsuFrac_KsPiPi=0.912, dmSigJsuGamma_KsPiPi=-0.09563, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003082, mDContCombC1_KsPiPi=-0.3796, mDSigG1Frac_KsPiPi=0.8673, mDSigG1G2Frac_KsPiPi=0.981, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005597, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01366, nDstarContGoodD_KsPiPi=1320, nDstarSigFakeD_KsPiPi=1.314e+04, nDstarSigGoodD_KsPiPi=3.676e+04, sigC_bias_KsPiPi=0.005769, sigC_frac_KsPiPi=0.9068, sigC_scfa_KsPiPi=0.955, sigO_frac_KsPiPi=0.0002456, sigT_scfa_KsPiPi=1.633, tErrBkgMean_KsPiPi=0.08912, tErrBkgWidth_KsPiPi=0.04376, tErrSigMean_KsPiPi=0.07071, tErrSigWidth_KsPiPi=0.01614, tau=0.4144, prevFCN = -921586.2793 bkgC_bias_KsPiPi=-0.2706, prevFCN = -921585.3083 bkgC_bias_KsPiPi=-0.29, prevFCN = -921586.805 bkgC_bias_KsPiPi=-0.2803, bkgC_frac_KsPiPi=0.8534, prevFCN = -921585.754 bkgC_frac_KsPiPi=0.8419, prevFCN = -921586.3682 bkgC_frac_KsPiPi=0.8477, bkgC_scfa_KsPiPi=1.016, prevFCN = -921586.7151 bkgC_scfa_KsPiPi=0.9986, prevFCN = -921585.4039 bkgC_scfa_KsPiPi=1.007, bkgO_frac_KsPiPi=0.005578, prevFCN = -921586.1001 bkgO_frac_KsPiPi=0.00373, prevFCN = -921586.0215 bkgO_frac_KsPiPi=0.004608, bkgT_bias_KsPiPi=0.1333, prevFCN = -921585.8771 bkgT_bias_KsPiPi=0.02188, prevFCN = -921586.2381 bkgT_bias_KsPiPi=0.07762, bkgT_scfa_KsPiPi=2.425, prevFCN = -921586.0945 bkgT_scfa_KsPiPi=2.342, prevFCN = -921586.0054 bkgT_scfa_KsPiPi=2.383, bkg_tau_KsPiPi=0.2536, prevFCN = -921585.6337 bkg_tau_KsPiPi=0.2463, prevFCN = -921586.4808 bkg_tau_KsPiPi=0.2499, dmBkgSlope_KsPiPi=-1.245, prevFCN = -921585.4543 dmBkgSlope_KsPiPi=-0.06602, prevFCN = -921586.4544 dmBkgSlope_KsPiPi=-0.4721, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921586.2354 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921585.8402 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001058, prevFCN = -921586.5133 dmSigG1Width_KsPiPi=0.0009963, prevFCN = -921585.5763 dmSigG1Width_KsPiPi=0.001027, dmSigJsuDelta_KsPiPi=0.7073, prevFCN = -921585.987 dmSigJsuDelta_KsPiPi=0.7019, prevFCN = -921586.1379 dmSigJsuDelta_KsPiPi=0.7046, dmSigJsuFrac_KsPiPi=0.9165, prevFCN = -921585.9662 dmSigJsuFrac_KsPiPi=0.9074, prevFCN = -921586.1094 dmSigJsuFrac_KsPiPi=0.912, dmSigJsuGamma_KsPiPi=-0.09116, prevFCN = -921585.7125 dmSigJsuGamma_KsPiPi=-0.1002, prevFCN = -921586.4295 dmSigJsuGamma_KsPiPi=-0.09563, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921586.3265 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921585.7949 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003099, prevFCN = -921586.2231 dmSigJsuWidth_KsPiPi=0.0003065, prevFCN = -921585.9001 dmSigJsuWidth_KsPiPi=0.0003082, mDContCombC1_KsPiPi=-0.3561, prevFCN = -921586.0305 mDContCombC1_KsPiPi=-0.4031, prevFCN = -921586.0625 mDContCombC1_KsPiPi=-0.3796, mDSigG1Frac_KsPiPi=0.8703, prevFCN = -921585.7005 mDSigG1Frac_KsPiPi=0.8643, prevFCN = -921586.4216 mDSigG1Frac_KsPiPi=0.8673, mDSigG1G2Frac_KsPiPi=0.983, prevFCN = -921585.7681 mDSigG1G2Frac_KsPiPi=0.9788, prevFCN = -921586.3491 mDSigG1G2Frac_KsPiPi=0.981, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921586.144 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921585.9759 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005617, prevFCN = -921586.7404 mDSigG1Width_KsPiPi=0.005577, prevFCN = -921585.3798 mDSigG1Width_KsPiPi=0.005597, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921585.9924 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921586.1385 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01386, prevFCN = -921586.2289 mDSigG2Width_KsPiPi=0.01347, prevFCN = -921585.9055 mDSigG2Width_KsPiPi=0.01366, nDstarContGoodD_KsPiPi=1375, prevFCN = -921586.2418 nDstarContGoodD_KsPiPi=1267, prevFCN = -921585.8883 nDstarContGoodD_KsPiPi=1320, nDstarSigFakeD_KsPiPi=1.323e+04, prevFCN = -921586.0441 nDstarSigFakeD_KsPiPi=1.305e+04, prevFCN = -921586.0753 nDstarSigFakeD_KsPiPi=1.314e+04, nDstarSigGoodD_KsPiPi=3.689e+04, prevFCN = -921586.1784 nDstarSigGoodD_KsPiPi=3.663e+04, prevFCN = -921585.9402 nDstarSigGoodD_KsPiPi=3.676e+04, sigC_bias_KsPiPi=0.01176, prevFCN = -921585.6084 sigC_bias_KsPiPi=-0.0002275, prevFCN = -921586.5025 sigC_bias_KsPiPi=0.005769, sigC_frac_KsPiPi=0.913, prevFCN = -921585.547 sigC_frac_KsPiPi=0.9004, prevFCN = -921586.6129 sigC_frac_KsPiPi=0.9068, sigC_scfa_KsPiPi=0.9608, prevFCN = -921586.5967 sigC_scfa_KsPiPi=0.9491, prevFCN = -921585.5059 sigC_scfa_KsPiPi=0.955, sigO_frac_KsPiPi=7.677e-05, prevFCN = -921586.9835 sigO_frac_KsPiPi=0.0005099, prevFCN = -921585.066 sigO_frac_KsPiPi=0.0002456, sigT_scfa_KsPiPi=1.666, prevFCN = -921586.4219 sigT_scfa_KsPiPi=1.6, prevFCN = -921585.7187 sigT_scfa_KsPiPi=1.633, tErrBkgMean_KsPiPi=0.08987, prevFCN = -921585.6722 tErrBkgMean_KsPiPi=0.08839, prevFCN = -921586.4894 tErrBkgMean_KsPiPi=0.08912, tErrBkgWidth_KsPiPi=0.04393, prevFCN = -921586.7328 tErrBkgWidth_KsPiPi=0.04358, prevFCN = -921585.3973 tErrBkgWidth_KsPiPi=0.04376, tErrSigMean_KsPiPi=0.07097, prevFCN = -921585.8174 tErrSigMean_KsPiPi=0.07045, prevFCN = -921586.2361 tErrSigMean_KsPiPi=0.07071, tErrSigWidth_KsPiPi=0.01618, prevFCN = -921585.5107 tErrSigWidth_KsPiPi=0.01611, prevFCN = -921586.6132 tErrSigWidth_KsPiPi=0.01614, tau=0.4161, prevFCN = -921586.0478 tau=0.4127, prevFCN = -921586.0712 bkgC_bias_KsPiPi=-0.2882, bkgC_frac_KsPiPi=0.8446, bkgC_scfa_KsPiPi=1.016, bkgO_frac_KsPiPi=0.004568, bkgT_bias_KsPiPi=0.065, bkgT_scfa_KsPiPi=2.382, bkg_tau_KsPiPi=0.2481, dmBkgSlope_KsPiPi=-0.2652, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001047, dmSigJsuDelta_KsPiPi=0.705, dmSigJsuFrac_KsPiPi=0.9109, dmSigJsuGamma_KsPiPi=-0.09767, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.3799, mDSigG1Frac_KsPiPi=0.8666, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00562, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01368, nDstarContGoodD_KsPiPi=1327, nDstarSigFakeD_KsPiPi=1.314e+04, nDstarSigGoodD_KsPiPi=3.676e+04, sigC_bias_KsPiPi=0.002999, sigC_frac_KsPiPi=0.9017, sigC_scfa_KsPiPi=0.9579, sigO_frac_KsPiPi=0.0002178, sigT_scfa_KsPiPi=1.652, tErrBkgMean_KsPiPi=0.08715, tErrBkgWidth_KsPiPi=0.04419, tErrSigMean_KsPiPi=0.07084, tErrSigWidth_KsPiPi=0.01614, tau=0.4144, prevFCN = -921590.3521 bkgC_bias_KsPiPi=-0.2891, bkgC_frac_KsPiPi=0.8442, bkgC_scfa_KsPiPi=1.017, bkgO_frac_KsPiPi=0.004564, bkgT_bias_KsPiPi=0.06361, bkgT_scfa_KsPiPi=2.382, bkg_tau_KsPiPi=0.2479, dmBkgSlope_KsPiPi=-0.246, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001049, dmSigJsuDelta_KsPiPi=0.705, dmSigJsuFrac_KsPiPi=0.9107, dmSigJsuGamma_KsPiPi=-0.09789, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.38, mDSigG1Frac_KsPiPi=0.8665, mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005623, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01368, nDstarContGoodD_KsPiPi=1328, nDstarSigFakeD_KsPiPi=1.314e+04, nDstarSigGoodD_KsPiPi=3.676e+04, sigC_bias_KsPiPi=0.002694, sigC_frac_KsPiPi=0.9011, sigC_scfa_KsPiPi=0.9582, sigO_frac_KsPiPi=0.0002148, sigT_scfa_KsPiPi=1.655, tErrBkgMean_KsPiPi=0.08694, tErrBkgWidth_KsPiPi=0.04424, tErrSigMean_KsPiPi=0.07085, tErrSigWidth_KsPiPi=0.01614, tau=0.4145, prevFCN = -921590.4011 bkgC_bias_KsPiPi=-0.2795, prevFCN = -921590.2275 bkgC_bias_KsPiPi=-0.2987, prevFCN = -921590.1471 bkgC_bias_KsPiPi=-0.2891, bkgC_frac_KsPiPi=0.85, prevFCN = -921590.4864 bkgC_frac_KsPiPi=0.8383, prevFCN = -921589.8826 bkgC_frac_KsPiPi=0.8442, bkgC_scfa_KsPiPi=1.025, prevFCN = -921590.0278 bkgC_scfa_KsPiPi=1.008, prevFCN = -921590.344 bkgC_scfa_KsPiPi=1.017, bkgO_frac_KsPiPi=0.005533, prevFCN = -921590.2148 bkgO_frac_KsPiPi=0.003688, prevFCN = -921590.1486 bkgO_frac_KsPiPi=0.004564, bkgT_bias_KsPiPi=0.1191, prevFCN = -921590.531 bkgT_bias_KsPiPi=0.008107, prevFCN = -921589.8204 bkgT_bias_KsPiPi=0.06361, bkgT_scfa_KsPiPi=2.422, prevFCN = -921589.8323 bkgT_scfa_KsPiPi=2.342, prevFCN = -921590.5392 bkgT_scfa_KsPiPi=2.382, bkg_tau_KsPiPi=0.2515, prevFCN = -921590.1789 bkg_tau_KsPiPi=0.2443, prevFCN = -921590.1912 bkg_tau_KsPiPi=0.2479, dmBkgSlope_KsPiPi=-0.7213, prevFCN = -921590.0892 dmBkgSlope_KsPiPi=-0.02017, prevFCN = -921590.4649 dmBkgSlope_KsPiPi=-0.246, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921590.1176 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921590.2356 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00108, prevFCN = -921590.2877 dmSigG1Width_KsPiPi=0.001019, prevFCN = -921590.0745 dmSigG1Width_KsPiPi=0.001049, dmSigJsuDelta_KsPiPi=0.7078, prevFCN = -921590.306 dmSigJsuDelta_KsPiPi=0.7023, prevFCN = -921590.0592 dmSigJsuDelta_KsPiPi=0.705, dmSigJsuFrac_KsPiPi=0.9151, prevFCN = -921590.0608 dmSigJsuFrac_KsPiPi=0.9063, prevFCN = -921590.2941 dmSigJsuFrac_KsPiPi=0.9107, dmSigJsuGamma_KsPiPi=-0.09326, prevFCN = -921590.3028 dmSigJsuGamma_KsPiPi=-0.1026, prevFCN = -921590.0387 dmSigJsuGamma_KsPiPi=-0.09789, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921590.0023 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921590.3608 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003102, prevFCN = -921590.1503 dmSigJsuWidth_KsPiPi=0.0003068, prevFCN = -921590.2137 dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.3571, prevFCN = -921590.1944 mDContCombC1_KsPiPi=-0.4028, prevFCN = -921590.1553 mDContCombC1_KsPiPi=-0.38, mDSigG1Frac_KsPiPi=0.8695, prevFCN = -921590.3441 mDSigG1Frac_KsPiPi=0.8635, prevFCN = -921590.0186 mDSigG1Frac_KsPiPi=0.8665, mDSigG1G2Frac_KsPiPi=0.9826, prevFCN = -921590.2697 mDSigG1G2Frac_KsPiPi=0.9783, prevFCN = -921590.0708 mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921590.2629 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921590.1031 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005643, prevFCN = -921590.232 mDSigG1Width_KsPiPi=0.005603, prevFCN = -921590.1358 mDSigG1Width_KsPiPi=0.005623, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921590.2048 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921590.1583 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01388, prevFCN = -921590.1568 mDSigG2Width_KsPiPi=0.01348, prevFCN = -921590.2158 mDSigG2Width_KsPiPi=0.01368, nDstarContGoodD_KsPiPi=1383, prevFCN = -921590.2336 nDstarContGoodD_KsPiPi=1273, prevFCN = -921590.1227 nDstarContGoodD_KsPiPi=1328, nDstarSigFakeD_KsPiPi=1.322e+04, prevFCN = -921589.9003 nDstarSigFakeD_KsPiPi=1.305e+04, prevFCN = -921590.4635 nDstarSigFakeD_KsPiPi=1.314e+04, nDstarSigGoodD_KsPiPi=3.69e+04, prevFCN = -921590.4305 nDstarSigGoodD_KsPiPi=3.663e+04, prevFCN = -921589.9321 nDstarSigGoodD_KsPiPi=3.676e+04, sigC_bias_KsPiPi=0.008635, prevFCN = -921590.1708 sigC_bias_KsPiPi=-0.003247, prevFCN = -921590.1979 sigC_bias_KsPiPi=0.002694, sigC_frac_KsPiPi=0.9078, prevFCN = -921590.6601 sigC_frac_KsPiPi=0.8942, prevFCN = -921589.6575 sigC_frac_KsPiPi=0.9011, sigC_scfa_KsPiPi=0.9639, prevFCN = -921589.83 sigC_scfa_KsPiPi=0.9524, prevFCN = -921590.545 sigC_scfa_KsPiPi=0.9582, sigO_frac_KsPiPi=6.783e-05, prevFCN = -921591.0884 sigO_frac_KsPiPi=0.0004442, prevFCN = -921589.2545 sigO_frac_KsPiPi=0.0002148, sigT_scfa_KsPiPi=1.689, prevFCN = -921589.6494 sigT_scfa_KsPiPi=1.621, prevFCN = -921590.6943 sigT_scfa_KsPiPi=1.655, tErrBkgMean_KsPiPi=0.08771, prevFCN = -921590.1563 tErrBkgMean_KsPiPi=0.08617, prevFCN = -921590.2284 tErrBkgMean_KsPiPi=0.08694, tErrBkgWidth_KsPiPi=0.04441, prevFCN = -921590.7031 tErrBkgWidth_KsPiPi=0.04406, prevFCN = -921589.6665 tErrBkgWidth_KsPiPi=0.04424, tErrSigMean_KsPiPi=0.0711, prevFCN = -921589.8375 tErrSigMean_KsPiPi=0.07061, prevFCN = -921590.5227 tErrSigMean_KsPiPi=0.07085, tErrSigWidth_KsPiPi=0.01618, prevFCN = -921589.5181 tErrSigWidth_KsPiPi=0.01611, prevFCN = -921590.8445 tErrSigWidth_KsPiPi=0.01614, tau=0.4162, prevFCN = -921590.1133 tau=0.4127, prevFCN = -921590.2514 bkgC_bias_KsPiPi=-0.2923, bkgC_frac_KsPiPi=0.8454, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004587, bkgT_bias_KsPiPi=0.08796, bkgT_scfa_KsPiPi=2.363, bkg_tau_KsPiPi=0.247, dmBkgSlope_KsPiPi=-0.1154, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001064, dmSigJsuDelta_KsPiPi=0.7056, dmSigJsuFrac_KsPiPi=0.9096, dmSigJsuGamma_KsPiPi=-0.09813, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003086, mDContCombC1_KsPiPi=-0.3797, mDSigG1Frac_KsPiPi=0.8668, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01368, nDstarContGoodD_KsPiPi=1335, nDstarSigFakeD_KsPiPi=1.311e+04, nDstarSigGoodD_KsPiPi=3.681e+04, sigC_bias_KsPiPi=0.001276, sigC_frac_KsPiPi=0.9036, sigC_scfa_KsPiPi=0.957, sigO_frac_KsPiPi=0.0001115, sigT_scfa_KsPiPi=1.634, tErrBkgMean_KsPiPi=0.08597, tErrBkgWidth_KsPiPi=0.04453, tErrSigMean_KsPiPi=0.0708, tErrSigWidth_KsPiPi=0.01612, tau=0.4143, prevFCN = -921592.5658 bkgC_bias_KsPiPi=-0.2935, bkgC_frac_KsPiPi=0.8458, bkgC_scfa_KsPiPi=1.02, bkgO_frac_KsPiPi=0.004595, bkgT_bias_KsPiPi=0.09655, bkgT_scfa_KsPiPi=2.356, bkg_tau_KsPiPi=0.2466, dmBkgSlope_KsPiPi=-0.08099, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001069, dmSigJsuDelta_KsPiPi=0.7058, dmSigJsuFrac_KsPiPi=0.9092, dmSigJsuGamma_KsPiPi=-0.09822, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003087, mDContCombC1_KsPiPi=-0.3796, mDSigG1Frac_KsPiPi=0.8669, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00564, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01369, nDstarContGoodD_KsPiPi=1337, nDstarSigFakeD_KsPiPi=1.31e+04, nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=0.0007763, sigC_frac_KsPiPi=0.9044, sigC_scfa_KsPiPi=0.9566, sigO_frac_KsPiPi=8.301e-05, sigT_scfa_KsPiPi=1.627, tErrBkgMean_KsPiPi=0.08563, tErrBkgWidth_KsPiPi=0.04464, tErrSigMean_KsPiPi=0.07079, tErrSigWidth_KsPiPi=0.01611, tau=0.4143, prevFCN = -921592.7486 bkgC_bias_KsPiPi=-0.2837, prevFCN = -921592.7392 bkgC_bias_KsPiPi=-0.3032, prevFCN = -921592.3218 bkgC_bias_KsPiPi=-0.2935, bkgC_frac_KsPiPi=0.8516, prevFCN = -921592.3864 bkgC_frac_KsPiPi=0.8399, prevFCN = -921592.6808 bkgC_frac_KsPiPi=0.8458, bkgC_scfa_KsPiPi=1.028, prevFCN = -921592.4765 bkgC_scfa_KsPiPi=1.011, prevFCN = -921592.5824 bkgC_scfa_KsPiPi=1.02, bkgO_frac_KsPiPi=0.005567, prevFCN = -921592.7192 bkgO_frac_KsPiPi=0.003715, prevFCN = -921592.3361 bkgO_frac_KsPiPi=0.004595, bkgT_bias_KsPiPi=0.1513, prevFCN = -921592.6383 bkgT_bias_KsPiPi=0.04177, prevFCN = -921592.4257 bkgT_bias_KsPiPi=0.09655, bkgT_scfa_KsPiPi=2.397, prevFCN = -921592.6966 bkgT_scfa_KsPiPi=2.316, prevFCN = -921592.3509 bkgT_scfa_KsPiPi=2.356, bkg_tau_KsPiPi=0.2503, prevFCN = -921592.6925 bkg_tau_KsPiPi=0.243, prevFCN = -921592.3694 bkg_tau_KsPiPi=0.2466, dmBkgSlope_KsPiPi=-0.5703, prevFCN = -921592.4539 dmBkgSlope_KsPiPi=-0.03484, prevFCN = -921592.7631 dmBkgSlope_KsPiPi=-0.08099, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921592.5427 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921592.5068 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001099, prevFCN = -921592.4263 dmSigG1Width_KsPiPi=0.001039, prevFCN = -921592.6261 dmSigG1Width_KsPiPi=0.001069, dmSigJsuDelta_KsPiPi=0.7086, prevFCN = -921592.763 dmSigJsuDelta_KsPiPi=0.7031, prevFCN = -921592.2971 dmSigJsuDelta_KsPiPi=0.7058, dmSigJsuFrac_KsPiPi=0.9135, prevFCN = -921592.5442 dmSigJsuFrac_KsPiPi=0.9047, prevFCN = -921592.498 dmSigJsuFrac_KsPiPi=0.9092, dmSigJsuGamma_KsPiPi=-0.09368, prevFCN = -921592.69 dmSigJsuGamma_KsPiPi=-0.1029, prevFCN = -921592.3669 dmSigJsuGamma_KsPiPi=-0.09822, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921592.3153 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921592.7425 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003104, prevFCN = -921592.3956 dmSigJsuWidth_KsPiPi=0.000307, prevFCN = -921592.6631 dmSigJsuWidth_KsPiPi=0.0003087, mDContCombC1_KsPiPi=-0.3571, prevFCN = -921592.5416 mDContCombC1_KsPiPi=-0.4021, prevFCN = -921592.5237 mDContCombC1_KsPiPi=-0.3796, mDSigG1Frac_KsPiPi=0.8699, prevFCN = -921592.7923 mDSigG1Frac_KsPiPi=0.8639, prevFCN = -921592.2663 mDSigG1Frac_KsPiPi=0.8669, mDSigG1G2Frac_KsPiPi=0.9826, prevFCN = -921592.6211 mDSigG1G2Frac_KsPiPi=0.9784, prevFCN = -921592.4361 mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921592.5459 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921592.5133 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00566, prevFCN = -921592.272 mDSigG1Width_KsPiPi=0.00562, prevFCN = -921592.788 mDSigG1Width_KsPiPi=0.00564, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921592.5331 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921592.5283 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01389, prevFCN = -921592.5965 mDSigG2Width_KsPiPi=0.01348, prevFCN = -921592.4645 mDSigG2Width_KsPiPi=0.01369, nDstarContGoodD_KsPiPi=1393, prevFCN = -921592.4805 nDstarContGoodD_KsPiPi=1283, prevFCN = -921592.5691 nDstarContGoodD_KsPiPi=1337, nDstarSigFakeD_KsPiPi=1.318e+04, prevFCN = -921592.3806 nDstarSigFakeD_KsPiPi=1.301e+04, prevFCN = -921592.677 nDstarSigFakeD_KsPiPi=1.31e+04, nDstarSigGoodD_KsPiPi=3.695e+04, prevFCN = -921592.6251 nDstarSigGoodD_KsPiPi=3.669e+04, prevFCN = -921592.4328 nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=0.006757, prevFCN = -921592.6153 sigC_bias_KsPiPi=-0.005205, prevFCN = -921592.4389 sigC_bias_KsPiPi=0.0007763, sigC_frac_KsPiPi=0.9107, prevFCN = -921592.3385 sigC_frac_KsPiPi=0.8979, prevFCN = -921592.7592 sigC_frac_KsPiPi=0.9044, sigC_scfa_KsPiPi=0.9624, prevFCN = -921592.5997 sigC_scfa_KsPiPi=0.9508, prevFCN = -921592.4524 sigC_scfa_KsPiPi=0.9566, sigO_frac_KsPiPi=8.012e-06, prevFCN = -921593.0279 sigO_frac_KsPiPi=0.0002369, prevFCN = -921592.1287 sigO_frac_KsPiPi=8.301e-05, sigT_scfa_KsPiPi=1.66, prevFCN = -921592.7859 sigT_scfa_KsPiPi=1.594, prevFCN = -921592.2822 sigT_scfa_KsPiPi=1.627, tErrBkgMean_KsPiPi=0.08641, prevFCN = -921592.5914 tErrBkgMean_KsPiPi=0.08485, prevFCN = -921592.4794 tErrBkgMean_KsPiPi=0.08563, tErrBkgWidth_KsPiPi=0.04482, prevFCN = -921592.7525 tErrBkgWidth_KsPiPi=0.04446, prevFCN = -921592.3111 tErrBkgWidth_KsPiPi=0.04464, tErrSigMean_KsPiPi=0.07103, prevFCN = -921592.732 tErrSigMean_KsPiPi=0.07054, prevFCN = -921592.3287 tErrSigMean_KsPiPi=0.07079, tErrSigWidth_KsPiPi=0.01614, prevFCN = -921592.4531 tErrSigWidth_KsPiPi=0.01608, prevFCN = -921592.6029 tErrSigWidth_KsPiPi=0.01611, tau=0.416, prevFCN = -921592.7564 tau=0.4126, prevFCN = -921592.2972 bkgC_bias_KsPiPi=-0.2913, bkgC_frac_KsPiPi=0.8445, bkgC_scfa_KsPiPi=1.02, bkgO_frac_KsPiPi=0.004878, bkgT_bias_KsPiPi=0.1198, bkgT_scfa_KsPiPi=2.359, bkg_tau_KsPiPi=0.2473, dmBkgSlope_KsPiPi=-0.03101, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001072, dmSigJsuDelta_KsPiPi=0.7068, dmSigJsuFrac_KsPiPi=0.9085, dmSigJsuGamma_KsPiPi=-0.09729, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.3794, mDSigG1Frac_KsPiPi=0.8678, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005639, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01374, nDstarContGoodD_KsPiPi=1340, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.685e+04, sigC_bias_KsPiPi=0.001022, sigC_frac_KsPiPi=0.9029, sigC_scfa_KsPiPi=0.9567, sigO_frac_KsPiPi=2.956e-05, sigT_scfa_KsPiPi=1.635, tErrBkgMean_KsPiPi=0.08516, tErrBkgWidth_KsPiPi=0.04481, tErrSigMean_KsPiPi=0.07083, tErrSigWidth_KsPiPi=0.01609, tau=0.4149, prevFCN = -921593.4807 bkgC_bias_KsPiPi=-0.291, bkgC_frac_KsPiPi=0.8443, bkgC_scfa_KsPiPi=1.02, bkgO_frac_KsPiPi=0.004915, bkgT_bias_KsPiPi=0.1227, bkgT_scfa_KsPiPi=2.36, bkg_tau_KsPiPi=0.2474, dmBkgSlope_KsPiPi=-0.02636, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001072, dmSigJsuDelta_KsPiPi=0.7069, dmSigJsuFrac_KsPiPi=0.9084, dmSigJsuGamma_KsPiPi=-0.09717, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8679, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005639, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01374, nDstarContGoodD_KsPiPi=1341, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.001053, sigC_frac_KsPiPi=0.9027, sigC_scfa_KsPiPi=0.9567, sigO_frac_KsPiPi=2.472e-05, sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.0851, tErrBkgWidth_KsPiPi=0.04483, tErrSigMean_KsPiPi=0.07084, tErrSigWidth_KsPiPi=0.01609, tau=0.4149, prevFCN = -921593.4931 bkgC_bias_KsPiPi=-0.2812, prevFCN = -921593.2295 bkgC_bias_KsPiPi=-0.3007, prevFCN = -921593.3164 bkgC_bias_KsPiPi=-0.291, bkgC_frac_KsPiPi=0.8502, prevFCN = -921593.4029 bkgC_frac_KsPiPi=0.8383, prevFCN = -921593.1421 bkgC_frac_KsPiPi=0.8443, bkgC_scfa_KsPiPi=1.029, prevFCN = -921593.1032 bkgC_scfa_KsPiPi=1.011, prevFCN = -921593.4439 bkgC_scfa_KsPiPi=1.02, bkgO_frac_KsPiPi=0.005916, prevFCN = -921593.2707 bkgO_frac_KsPiPi=0.004006, prevFCN = -921593.2744 bkgO_frac_KsPiPi=0.004915, bkgT_bias_KsPiPi=0.1779, prevFCN = -921593.0881 bkgT_bias_KsPiPi=0.06759, prevFCN = -921593.4573 bkgT_bias_KsPiPi=0.1227, bkgT_scfa_KsPiPi=2.4, prevFCN = -921593.2602 bkgT_scfa_KsPiPi=2.32, prevFCN = -921593.29 bkgT_scfa_KsPiPi=2.36, bkg_tau_KsPiPi=0.251, prevFCN = -921593.0414 bkg_tau_KsPiPi=0.2437, prevFCN = -921593.5045 bkg_tau_KsPiPi=0.2474, dmBkgSlope_KsPiPi=-0.5653, prevFCN = -921593.1531 dmBkgSlope_KsPiPi=-0.1829, prevFCN = -921593.427 dmBkgSlope_KsPiPi=-0.02636, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.4356 dmSigG1Mean_KsPiPi=0.145, prevFCN = -921593.11 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001103, prevFCN = -921593.2946 dmSigG1Width_KsPiPi=0.001042, prevFCN = -921593.2442 dmSigG1Width_KsPiPi=0.001072, dmSigJsuDelta_KsPiPi=0.7096, prevFCN = -921593.3548 dmSigJsuDelta_KsPiPi=0.7041, prevFCN = -921593.1926 dmSigJsuDelta_KsPiPi=0.7069, dmSigJsuFrac_KsPiPi=0.9127, prevFCN = -921593.324 dmSigJsuFrac_KsPiPi=0.9041, prevFCN = -921593.2182 dmSigJsuFrac_KsPiPi=0.9084, dmSigJsuGamma_KsPiPi=-0.09266, prevFCN = -921593.1861 dmSigJsuGamma_KsPiPi=-0.1018, prevFCN = -921593.3719 dmSigJsuGamma_KsPiPi=-0.09717, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.3046 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.2416 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003102, prevFCN = -921593.2835 dmSigJsuWidth_KsPiPi=0.0003068, prevFCN = -921593.2629 dmSigJsuWidth_KsPiPi=0.0003085, mDContCombC1_KsPiPi=-0.3566, prevFCN = -921593.2845 mDContCombC1_KsPiPi=-0.402, prevFCN = -921593.2655 mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8709, prevFCN = -921593.4361 mDSigG1Frac_KsPiPi=0.8649, prevFCN = -921593.1092 mDSigG1Frac_KsPiPi=0.8679, mDSigG1G2Frac_KsPiPi=0.9826, prevFCN = -921593.3355 mDSigG1G2Frac_KsPiPi=0.9784, prevFCN = -921593.2134 mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.2096 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.3361 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00566, prevFCN = -921593.1168 mDSigG1Width_KsPiPi=0.005619, prevFCN = -921593.4283 mDSigG1Width_KsPiPi=0.005639, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.214 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.3398 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01395, prevFCN = -921593.3243 mDSigG2Width_KsPiPi=0.01354, prevFCN = -921593.2288 mDSigG2Width_KsPiPi=0.01374, nDstarContGoodD_KsPiPi=1395, prevFCN = -921593.2756 nDstarContGoodD_KsPiPi=1287, prevFCN = -921593.2685 nDstarContGoodD_KsPiPi=1341, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.2972 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921593.2492 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.699e+04, prevFCN = -921593.232 nDstarSigGoodD_KsPiPi=3.672e+04, prevFCN = -921593.3149 nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.007009, prevFCN = -921593.1991 sigC_bias_KsPiPi=-0.004904, prevFCN = -921593.3493 sigC_bias_KsPiPi=0.001053, sigC_frac_KsPiPi=0.9094, prevFCN = -921593.293 sigC_frac_KsPiPi=0.8959, prevFCN = -921593.2338 sigC_frac_KsPiPi=0.9027, sigC_scfa_KsPiPi=0.9625, prevFCN = -921593.163 sigC_scfa_KsPiPi=0.9509, prevFCN = -921593.3863 sigC_scfa_KsPiPi=0.9567, sigO_frac_KsPiPi=4.672e-06, prevFCN = -921593.5717 sigO_frac_KsPiPi=0.0001466, prevFCN = -921592.992 sigO_frac_KsPiPi=2.472e-05, sigT_scfa_KsPiPi=1.67, prevFCN = -921593.2935 sigT_scfa_KsPiPi=1.603, prevFCN = -921593.2393 sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.08589, prevFCN = -921593.2924 tErrBkgMean_KsPiPi=0.08431, prevFCN = -921593.2592 tErrBkgMean_KsPiPi=0.0851, tErrBkgWidth_KsPiPi=0.04502, prevFCN = -921593.2823 tErrBkgWidth_KsPiPi=0.04465, prevFCN = -921593.2672 tErrBkgWidth_KsPiPi=0.04483, tErrSigMean_KsPiPi=0.07109, prevFCN = -921593.5735 tErrSigMean_KsPiPi=0.0706, prevFCN = -921592.9727 tErrSigMean_KsPiPi=0.07084, tErrSigWidth_KsPiPi=0.01612, prevFCN = -921593.3401 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921593.206 tErrSigWidth_KsPiPi=0.01609, tau=0.4166, prevFCN = -921593.2133 tau=0.4132, prevFCN = -921593.3361 bkgC_bias_KsPiPi=-0.2905, bkgC_frac_KsPiPi=0.8449, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.00504, bkgT_bias_KsPiPi=0.117, bkgT_scfa_KsPiPi=2.36, bkg_tau_KsPiPi=0.2466, dmBkgSlope_KsPiPi=-0.006808, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001077, dmSigJsuDelta_KsPiPi=0.7074, dmSigJsuFrac_KsPiPi=0.9083, dmSigJsuGamma_KsPiPi=-0.09741, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003086, mDContCombC1_KsPiPi=-0.379, mDSigG1Frac_KsPiPi=0.8687, mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0138, nDstarContGoodD_KsPiPi=1345, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.0005619, sigC_frac_KsPiPi=0.9025, sigC_scfa_KsPiPi=0.9558, sigO_frac_KsPiPi=4.26e-06, sigT_scfa_KsPiPi=1.641, tErrBkgMean_KsPiPi=0.08489, tErrBkgWidth_KsPiPi=0.0449, tErrSigMean_KsPiPi=0.07095, tErrSigWidth_KsPiPi=0.01609, tau=0.415, prevFCN = -921593.8659 bkgC_bias_KsPiPi=-0.2902, bkgC_frac_KsPiPi=0.8452, bkgC_scfa_KsPiPi=1.017, bkgO_frac_KsPiPi=0.005117, bkgT_bias_KsPiPi=0.1136, bkgT_scfa_KsPiPi=2.361, bkg_tau_KsPiPi=0.2462, dmBkgSlope_KsPiPi=-0.001173, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00108, dmSigJsuDelta_KsPiPi=0.7077, dmSigJsuFrac_KsPiPi=0.9082, dmSigJsuGamma_KsPiPi=-0.09755, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003086, mDContCombC1_KsPiPi=-0.3789, mDSigG1Frac_KsPiPi=0.8691, mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005634, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01383, nDstarContGoodD_KsPiPi=1348, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.0002653, sigC_frac_KsPiPi=0.9024, sigC_scfa_KsPiPi=0.9553, sigO_frac_KsPiPi=9.389e-08, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08477, tErrBkgWidth_KsPiPi=0.04494, tErrSigMean_KsPiPi=0.07102, tErrSigWidth_KsPiPi=0.01608, tau=0.4151, prevFCN = -921593.9415 bkgC_bias_KsPiPi=-0.2902, bkgC_frac_KsPiPi=0.8453, bkgC_scfa_KsPiPi=1.017, bkgO_frac_KsPiPi=0.00513, bkgT_bias_KsPiPi=0.113, bkgT_scfa_KsPiPi=2.361, bkg_tau_KsPiPi=0.2461, dmBkgSlope_KsPiPi=-0.0006766, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00108, dmSigJsuDelta_KsPiPi=0.7077, dmSigJsuFrac_KsPiPi=0.9081, dmSigJsuGamma_KsPiPi=-0.09758, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003086, mDContCombC1_KsPiPi=-0.3789, mDSigG1Frac_KsPiPi=0.8692, mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005633, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01384, nDstarContGoodD_KsPiPi=1348, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.0002147, sigC_frac_KsPiPi=0.9024, sigC_scfa_KsPiPi=0.9552, sigO_frac_KsPiPi=4.232e-11, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08475, tErrBkgWidth_KsPiPi=0.04494, tErrSigMean_KsPiPi=0.07103, tErrSigWidth_KsPiPi=0.01608, tau=0.4151, prevFCN = -921593.9431 bkgC_bias_KsPiPi=-0.2804, prevFCN = -921593.7651 bkgC_bias_KsPiPi=-0.2999, prevFCN = -921593.6794 bkgC_bias_KsPiPi=-0.2902, bkgC_frac_KsPiPi=0.8512, prevFCN = -921593.655 bkgC_frac_KsPiPi=0.8394, prevFCN = -921593.7912 bkgC_frac_KsPiPi=0.8453, bkgC_scfa_KsPiPi=1.026, prevFCN = -921593.7934 bkgC_scfa_KsPiPi=1.008, prevFCN = -921593.65 bkgC_scfa_KsPiPi=1.017, bkgO_frac_KsPiPi=0.00615, prevFCN = -921593.6341 bkgO_frac_KsPiPi=0.004202, prevFCN = -921593.8113 bkgO_frac_KsPiPi=0.00513, bkgT_bias_KsPiPi=0.168, prevFCN = -921593.6793 bkgT_bias_KsPiPi=0.05789, prevFCN = -921593.7714 bkgT_bias_KsPiPi=0.113, bkgT_scfa_KsPiPi=2.401, prevFCN = -921593.731 bkgT_scfa_KsPiPi=2.321, prevFCN = -921593.7182 bkgT_scfa_KsPiPi=2.361, bkg_tau_KsPiPi=0.2498, prevFCN = -921593.7119 bkg_tau_KsPiPi=0.2425, prevFCN = -921593.7363 bkg_tau_KsPiPi=0.2461, dmBkgSlope_KsPiPi=-0.409, prevFCN = -921593.7456 dmBkgSlope_KsPiPi=-0.3453, prevFCN = -921593.7885 dmBkgSlope_KsPiPi=-0.0006766, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.7079 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.7407 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00111, prevFCN = -921593.7387 dmSigG1Width_KsPiPi=0.00105, prevFCN = -921593.7065 dmSigG1Width_KsPiPi=0.00108, dmSigJsuDelta_KsPiPi=0.7105, prevFCN = -921593.7526 dmSigJsuDelta_KsPiPi=0.705, prevFCN = -921593.6947 dmSigJsuDelta_KsPiPi=0.7077, dmSigJsuFrac_KsPiPi=0.9124, prevFCN = -921593.6537 dmSigJsuFrac_KsPiPi=0.9038, prevFCN = -921593.8001 dmSigJsuFrac_KsPiPi=0.9081, dmSigJsuGamma_KsPiPi=-0.093, prevFCN = -921593.7677 dmSigJsuGamma_KsPiPi=-0.1023, prevFCN = -921593.6743 dmSigJsuGamma_KsPiPi=-0.09758, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.699 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.7475 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003104, prevFCN = -921593.779 dmSigJsuWidth_KsPiPi=0.0003069, prevFCN = -921593.6676 dmSigJsuWidth_KsPiPi=0.0003086, mDContCombC1_KsPiPi=-0.3561, prevFCN = -921593.7383 mDContCombC1_KsPiPi=-0.4016, prevFCN = -921593.7133 mDContCombC1_KsPiPi=-0.3789, mDSigG1Frac_KsPiPi=0.8722, prevFCN = -921593.7597 mDSigG1Frac_KsPiPi=0.8662, prevFCN = -921593.6834 mDSigG1Frac_KsPiPi=0.8692, mDSigG1G2Frac_KsPiPi=0.9825, prevFCN = -921593.7506 mDSigG1G2Frac_KsPiPi=0.9783, prevFCN = -921593.6974 mDSigG1G2Frac_KsPiPi=0.9805, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.6747 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.7699 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005654, prevFCN = -921593.8044 mDSigG1Width_KsPiPi=0.005613, prevFCN = -921593.6393 mDSigG1Width_KsPiPi=0.005633, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.686 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.7706 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01404, prevFCN = -921593.726 mDSigG2Width_KsPiPi=0.01363, prevFCN = -921593.7294 mDSigG2Width_KsPiPi=0.01384, nDstarContGoodD_KsPiPi=1403, prevFCN = -921593.7209 nDstarContGoodD_KsPiPi=1295, prevFCN = -921593.7228 nDstarContGoodD_KsPiPi=1348, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921593.7302 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921593.7166 nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.7e+04, prevFCN = -921593.6576 nDstarSigGoodD_KsPiPi=3.673e+04, prevFCN = -921593.7891 nDstarSigGoodD_KsPiPi=3.686e+04, sigC_bias_KsPiPi=0.006182, prevFCN = -921593.7016 sigC_bias_KsPiPi=-0.005753, prevFCN = -921593.745 sigC_bias_KsPiPi=0.0002147, sigC_frac_KsPiPi=0.9089, prevFCN = -921593.7528 sigC_frac_KsPiPi=0.8957, prevFCN = -921593.683 sigC_frac_KsPiPi=0.9024, sigC_scfa_KsPiPi=0.961, prevFCN = -921593.6709 sigC_scfa_KsPiPi=0.9494, prevFCN = -921593.7756 sigC_scfa_KsPiPi=0.9552, sigO_frac_KsPiPi=5.284e-05, prevFCN = -921593.7256 sigO_frac_KsPiPi=5.303e-05, prevFCN = -921593.7248 sigO_frac_KsPiPi=4.232e-11, sigT_scfa_KsPiPi=1.677, prevFCN = -921593.6932 sigT_scfa_KsPiPi=1.611, prevFCN = -921593.7473 sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08555, prevFCN = -921593.7505 tErrBkgMean_KsPiPi=0.08396, prevFCN = -921593.7001 tErrBkgMean_KsPiPi=0.08475, tErrBkgWidth_KsPiPi=0.04512, prevFCN = -921593.6501 tErrBkgWidth_KsPiPi=0.04476, prevFCN = -921593.7983 tErrBkgWidth_KsPiPi=0.04494, tErrSigMean_KsPiPi=0.07128, prevFCN = -921593.7906 tErrSigMean_KsPiPi=0.07079, prevFCN = -921593.6521 tErrSigMean_KsPiPi=0.07103, tErrSigWidth_KsPiPi=0.01611, prevFCN = -921593.6517 tErrSigWidth_KsPiPi=0.01605, prevFCN = -921593.7948 tErrSigWidth_KsPiPi=0.01608, tau=0.4168, prevFCN = -921593.6942 tau=0.4134, prevFCN = -921593.7523 bkgC_bias_KsPiPi=-0.2892, bkgC_frac_KsPiPi=0.8443, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004975, bkgT_bias_KsPiPi=0.1039, bkgT_scfa_KsPiPi=2.362, bkg_tau_KsPiPi=0.2459, dmBkgSlope_KsPiPi=-9.442e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001082, dmSigJsuDelta_KsPiPi=0.7081, dmSigJsuFrac_KsPiPi=0.9075, dmSigJsuGamma_KsPiPi=-0.09711, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003088, mDContCombC1_KsPiPi=-0.3783, mDSigG1Frac_KsPiPi=0.8697, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01385, nDstarContGoodD_KsPiPi=1349, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.685e+04, sigC_bias_KsPiPi=-0.000215, sigC_frac_KsPiPi=0.9027, sigC_scfa_KsPiPi=0.9545, sigO_frac_KsPiPi=1.219e-06, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08488, tErrBkgWidth_KsPiPi=0.04491, tErrSigMean_KsPiPi=0.0711, tErrSigWidth_KsPiPi=0.01607, tau=0.415, prevFCN = -921594.0436 bkgC_bias_KsPiPi=-0.289, bkgC_frac_KsPiPi=0.8441, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004949, bkgT_bias_KsPiPi=0.1024, bkgT_scfa_KsPiPi=2.362, bkg_tau_KsPiPi=0.2458, dmBkgSlope_KsPiPi=-0.0002433, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001082, dmSigJsuDelta_KsPiPi=0.7081, dmSigJsuFrac_KsPiPi=0.9074, dmSigJsuGamma_KsPiPi=-0.09703, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003089, mDContCombC1_KsPiPi=-0.3782, mDSigG1Frac_KsPiPi=0.8698, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01385, nDstarContGoodD_KsPiPi=1349, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.684e+04, sigC_bias_KsPiPi=-0.0002858, sigC_frac_KsPiPi=0.9028, sigC_scfa_KsPiPi=0.9544, sigO_frac_KsPiPi=1.656e-06, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.0849, tErrBkgWidth_KsPiPi=0.0449, tErrSigMean_KsPiPi=0.07111, tErrSigWidth_KsPiPi=0.01607, tau=0.415, prevFCN = -921594.0462 bkgC_bias_KsPiPi=-0.2793, prevFCN = -921593.8914 bkgC_bias_KsPiPi=-0.2987, prevFCN = -921593.7626 bkgC_bias_KsPiPi=-0.289, bkgC_frac_KsPiPi=0.85, prevFCN = -921593.8529 bkgC_frac_KsPiPi=0.8382, prevFCN = -921593.7991 bkgC_frac_KsPiPi=0.8441, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8066 bkgC_scfa_KsPiPi=1.01, prevFCN = -921593.8477 bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.005951, prevFCN = -921593.8032 bkgO_frac_KsPiPi=0.00404, prevFCN = -921593.8506 bkgO_frac_KsPiPi=0.004949, bkgT_bias_KsPiPi=0.1577, prevFCN = -921593.8831 bkgT_bias_KsPiPi=0.04709, prevFCN = -921593.7632 bkgT_bias_KsPiPi=0.1024, bkgT_scfa_KsPiPi=2.403, prevFCN = -921593.7645 bkgT_scfa_KsPiPi=2.322, prevFCN = -921593.885 bkgT_scfa_KsPiPi=2.362, bkg_tau_KsPiPi=0.2495, prevFCN = -921593.836 bkg_tau_KsPiPi=0.2422, prevFCN = -921593.8181 bkg_tau_KsPiPi=0.2458, dmBkgSlope_KsPiPi=-0.4487, prevFCN = -921593.8049 dmBkgSlope_KsPiPi=-0.4914, prevFCN = -921593.7703 dmBkgSlope_KsPiPi=-0.0002433, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.9007 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.7473 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001113, prevFCN = -921593.8167 dmSigG1Width_KsPiPi=0.001053, prevFCN = -921593.8324 dmSigG1Width_KsPiPi=0.001082, dmSigJsuDelta_KsPiPi=0.7109, prevFCN = -921593.919 dmSigJsuDelta_KsPiPi=0.7054, prevFCN = -921593.735 dmSigJsuDelta_KsPiPi=0.7081, dmSigJsuFrac_KsPiPi=0.9117, prevFCN = -921593.8629 dmSigJsuFrac_KsPiPi=0.9031, prevFCN = -921593.7861 dmSigJsuFrac_KsPiPi=0.9074, dmSigJsuGamma_KsPiPi=-0.09249, prevFCN = -921593.7787 dmSigJsuGamma_KsPiPi=-0.1017, prevFCN = -921593.8795 dmSigJsuGamma_KsPiPi=-0.09703, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8915 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.7619 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003106, prevFCN = -921593.812 dmSigJsuWidth_KsPiPi=0.0003072, prevFCN = -921593.8416 dmSigJsuWidth_KsPiPi=0.0003089, mDContCombC1_KsPiPi=-0.3553, prevFCN = -921593.8407 mDContCombC1_KsPiPi=-0.4011, prevFCN = -921593.82 mDContCombC1_KsPiPi=-0.3782, mDSigG1Frac_KsPiPi=0.8728, prevFCN = -921593.823 mDSigG1Frac_KsPiPi=0.8668, prevFCN = -921593.8296 mDSigG1Frac_KsPiPi=0.8698, mDSigG1G2Frac_KsPiPi=0.9827, prevFCN = -921593.7935 mDSigG1G2Frac_KsPiPi=0.9785, prevFCN = -921593.8642 mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8446 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8079 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921593.9191 mDSigG1Width_KsPiPi=0.005616, prevFCN = -921593.7333 mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8238 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8329 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01406, prevFCN = -921593.8943 mDSigG2Width_KsPiPi=0.01364, prevFCN = -921593.7599 mDSigG2Width_KsPiPi=0.01385, nDstarContGoodD_KsPiPi=1403, prevFCN = -921593.8458 nDstarContGoodD_KsPiPi=1295, prevFCN = -921593.8066 nDstarContGoodD_KsPiPi=1349, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921593.8639 nDstarSigFakeD_KsPiPi=1.297e+04, prevFCN = -921593.7889 nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.698e+04, prevFCN = -921593.8163 nDstarSigGoodD_KsPiPi=3.671e+04, prevFCN = -921593.8365 nDstarSigGoodD_KsPiPi=3.684e+04, sigC_bias_KsPiPi=0.005681, prevFCN = -921593.8323 sigC_bias_KsPiPi=-0.006253, prevFCN = -921593.8199 sigC_bias_KsPiPi=-0.0002858, sigC_frac_KsPiPi=0.9092, prevFCN = -921593.8094 sigC_frac_KsPiPi=0.8962, prevFCN = -921593.8453 sigC_frac_KsPiPi=0.9028, sigC_scfa_KsPiPi=0.9602, prevFCN = -921593.8418 sigC_scfa_KsPiPi=0.9485, prevFCN = -921593.8099 sigC_scfa_KsPiPi=0.9544, sigO_frac_KsPiPi=7.384e-05, prevFCN = -921593.7478 sigO_frac_KsPiPi=3.624e-05, prevFCN = -921593.905 sigO_frac_KsPiPi=1.656e-06, sigT_scfa_KsPiPi=1.676, prevFCN = -921593.8269 sigT_scfa_KsPiPi=1.611, prevFCN = -921593.8282 sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08571, prevFCN = -921593.8366 tErrBkgMean_KsPiPi=0.0841, prevFCN = -921593.8147 tErrBkgMean_KsPiPi=0.0849, tErrBkgWidth_KsPiPi=0.04509, prevFCN = -921593.7855 tErrBkgWidth_KsPiPi=0.04472, prevFCN = -921593.8668 tErrBkgWidth_KsPiPi=0.0449, tErrSigMean_KsPiPi=0.07135, prevFCN = -921593.8406 tErrSigMean_KsPiPi=0.07087, prevFCN = -921593.8108 tErrSigMean_KsPiPi=0.07111, tErrSigWidth_KsPiPi=0.01611, prevFCN = -921593.7615 tErrSigWidth_KsPiPi=0.01604, prevFCN = -921593.8912 tErrSigWidth_KsPiPi=0.01607, tau=0.4167, prevFCN = -921593.8642 tau=0.4133, prevFCN = -921593.788 bkgC_bias_KsPiPi=-0.2877, bkgC_frac_KsPiPi=0.8439, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004846, bkgT_bias_KsPiPi=0.103, bkgT_scfa_KsPiPi=2.36, bkg_tau_KsPiPi=0.2457, dmBkgSlope_KsPiPi=-0.0008895, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001083, dmSigJsuDelta_KsPiPi=0.7086, dmSigJsuFrac_KsPiPi=0.9074, dmSigJsuGamma_KsPiPi=-0.09708, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003089, mDContCombC1_KsPiPi=-0.3777, mDSigG1Frac_KsPiPi=0.8701, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005639, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01387, nDstarContGoodD_KsPiPi=1350, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.683e+04, sigC_bias_KsPiPi=-0.0004397, sigC_frac_KsPiPi=0.9028, sigC_scfa_KsPiPi=0.9541, sigO_frac_KsPiPi=2.343e-06, sigT_scfa_KsPiPi=1.643, tErrBkgMean_KsPiPi=0.08501, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07115, tErrSigWidth_KsPiPi=0.01607, tau=0.4151, prevFCN = -921594.1018 bkgC_bias_KsPiPi=-0.287, bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00479, bkgT_bias_KsPiPi=0.1034, bkgT_scfa_KsPiPi=2.359, bkg_tau_KsPiPi=0.2457, dmBkgSlope_KsPiPi=-0.00142, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001083, dmSigJsuDelta_KsPiPi=0.7089, dmSigJsuFrac_KsPiPi=0.9074, dmSigJsuGamma_KsPiPi=-0.0971, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003089, mDContCombC1_KsPiPi=-0.3774, mDSigG1Frac_KsPiPi=0.8702, mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005641, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01388, nDstarContGoodD_KsPiPi=1351, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.683e+04, sigC_bias_KsPiPi=-0.0005248, sigC_frac_KsPiPi=0.9028, sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=2.774e-06, sigT_scfa_KsPiPi=1.643, tErrBkgMean_KsPiPi=0.08506, tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07117, tErrSigWidth_KsPiPi=0.01606, tau=0.4151, prevFCN = -921594.1107 bkgC_bias_KsPiPi=-0.2773, prevFCN = -921593.8838 bkgC_bias_KsPiPi=-0.2968, prevFCN = -921593.8977 bkgC_bias_KsPiPi=-0.287, bkgC_frac_KsPiPi=0.8496, prevFCN = -921593.9098 bkgC_frac_KsPiPi=0.8378, prevFCN = -921593.8728 bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8637 bkgC_scfa_KsPiPi=1.01, prevFCN = -921593.9184 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005777, prevFCN = -921593.9531 bkgO_frac_KsPiPi=0.003895, prevFCN = -921593.8289 bkgO_frac_KsPiPi=0.00479, bkgT_bias_KsPiPi=0.1583, prevFCN = -921593.9147 bkgT_bias_KsPiPi=0.04847, prevFCN = -921593.8641 bkgT_bias_KsPiPi=0.1034, bkgT_scfa_KsPiPi=2.399, prevFCN = -921593.8821 bkgT_scfa_KsPiPi=2.319, prevFCN = -921593.8955 bkgT_scfa_KsPiPi=2.359, bkg_tau_KsPiPi=0.2493, prevFCN = -921593.8472 bkg_tau_KsPiPi=0.242, prevFCN = -921593.9351 bkg_tau_KsPiPi=0.2457, dmBkgSlope_KsPiPi=-0.3533, prevFCN = -921593.9593 dmBkgSlope_KsPiPi=-0.4483, prevFCN = -921593.8949 dmBkgSlope_KsPiPi=-0.00142, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.8517 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.931 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001113, prevFCN = -921593.9405 dmSigG1Width_KsPiPi=0.001053, prevFCN = -921593.8397 dmSigG1Width_KsPiPi=0.001083, dmSigJsuDelta_KsPiPi=0.7117, prevFCN = -921593.8879 dmSigJsuDelta_KsPiPi=0.7061, prevFCN = -921593.8942 dmSigJsuDelta_KsPiPi=0.7089, dmSigJsuFrac_KsPiPi=0.9116, prevFCN = -921593.8166 dmSigJsuFrac_KsPiPi=0.903, prevFCN = -921593.9705 dmSigJsuFrac_KsPiPi=0.9074, dmSigJsuGamma_KsPiPi=-0.09253, prevFCN = -921593.9265 dmSigJsuGamma_KsPiPi=-0.1018, prevFCN = -921593.8534 dmSigJsuGamma_KsPiPi=-0.0971, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8909 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8908 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003107, prevFCN = -921593.9582 dmSigJsuWidth_KsPiPi=0.0003072, prevFCN = -921593.8235 dmSigJsuWidth_KsPiPi=0.0003089, mDContCombC1_KsPiPi=-0.3543, prevFCN = -921593.8987 mDContCombC1_KsPiPi=-0.4005, prevFCN = -921593.8942 mDContCombC1_KsPiPi=-0.3774, mDSigG1Frac_KsPiPi=0.8732, prevFCN = -921593.9523 mDSigG1Frac_KsPiPi=0.8673, prevFCN = -921593.829 mDSigG1Frac_KsPiPi=0.8702, mDSigG1G2Frac_KsPiPi=0.9827, prevFCN = -921593.9122 mDSigG1G2Frac_KsPiPi=0.9785, prevFCN = -921593.8681 mDSigG1G2Frac_KsPiPi=0.9806, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.9195 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8626 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005661, prevFCN = -921593.9007 mDSigG1Width_KsPiPi=0.005621, prevFCN = -921593.8814 mDSigG1Width_KsPiPi=0.005641, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9001 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8855 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01409, prevFCN = -921593.9252 mDSigG2Width_KsPiPi=0.01367, prevFCN = -921593.8611 mDSigG2Width_KsPiPi=0.01388, nDstarContGoodD_KsPiPi=1405, prevFCN = -921593.9466 nDstarContGoodD_KsPiPi=1297, prevFCN = -921593.8351 nDstarContGoodD_KsPiPi=1351, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921593.9399 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921593.842 nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.696e+04, prevFCN = -921593.9028 nDstarSigGoodD_KsPiPi=3.67e+04, prevFCN = -921593.8791 nDstarSigGoodD_KsPiPi=3.683e+04, sigC_bias_KsPiPi=0.005437, prevFCN = -921593.8845 sigC_bias_KsPiPi=-0.006487, prevFCN = -921593.8975 sigC_bias_KsPiPi=-0.0005248, sigC_frac_KsPiPi=0.9092, prevFCN = -921593.8545 sigC_frac_KsPiPi=0.8961, prevFCN = -921593.9273 sigC_frac_KsPiPi=0.9028, sigC_scfa_KsPiPi=0.9598, prevFCN = -921593.928 sigC_scfa_KsPiPi=0.9482, prevFCN = -921593.8539 sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=8.048e-05, prevFCN = -921593.7911 sigO_frac_KsPiPi=3.181e-05, prevFCN = -921593.9932 sigO_frac_KsPiPi=2.774e-06, sigT_scfa_KsPiPi=1.676, prevFCN = -921593.9037 sigT_scfa_KsPiPi=1.611, prevFCN = -921593.8775 sigT_scfa_KsPiPi=1.643, tErrBkgMean_KsPiPi=0.08586, prevFCN = -921593.8904 tErrBkgMean_KsPiPi=0.08426, prevFCN = -921593.89 tErrBkgMean_KsPiPi=0.08506, tErrBkgWidth_KsPiPi=0.04505, prevFCN = -921593.8825 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921593.8988 tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07142, prevFCN = -921593.875 tErrSigMean_KsPiPi=0.07093, prevFCN = -921593.9058 tErrSigMean_KsPiPi=0.07117, tErrSigWidth_KsPiPi=0.0161, prevFCN = -921593.8445 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921593.9372 tErrSigWidth_KsPiPi=0.01606, tau=0.4168, prevFCN = -921593.9247 tau=0.4134, prevFCN = -921593.8573 bkgC_bias_KsPiPi=-0.2863, bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004785, bkgT_bias_KsPiPi=0.1051, bkgT_scfa_KsPiPi=2.357, bkg_tau_KsPiPi=0.2454, dmBkgSlope_KsPiPi=-0.001751, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001085, dmSigJsuDelta_KsPiPi=0.7092, dmSigJsuFrac_KsPiPi=0.907, dmSigJsuGamma_KsPiPi=-0.09696, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003091, mDContCombC1_KsPiPi=-0.377, mDSigG1Frac_KsPiPi=0.8706, mDSigG1G2Frac_KsPiPi=0.9807, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005643, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01389, nDstarContGoodD_KsPiPi=1354, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=-0.0006652, sigC_frac_KsPiPi=0.9025, sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=2.238e-06, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.0851, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4152, prevFCN = -921594.1482 bkgC_bias_KsPiPi=-0.2854, bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004777, bkgT_bias_KsPiPi=0.1075, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2451, dmBkgSlope_KsPiPi=-0.002256, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001087, dmSigJsuDelta_KsPiPi=0.7097, dmSigJsuFrac_KsPiPi=0.9065, dmSigJsuGamma_KsPiPi=-0.09677, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003093, mDContCombC1_KsPiPi=-0.3765, mDSigG1Frac_KsPiPi=0.8712, mDSigG1G2Frac_KsPiPi=0.9808, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005646, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01392, nDstarContGoodD_KsPiPi=1359, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=-0.0008558, sigC_frac_KsPiPi=0.9022, sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=1.601e-06, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08516, tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07123, tErrSigWidth_KsPiPi=0.01605, tau=0.4153, prevFCN = -921594.1705 bkgC_bias_KsPiPi=-0.2852, bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004776, bkgT_bias_KsPiPi=0.1079, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.245, dmBkgSlope_KsPiPi=-0.002349, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001088, dmSigJsuDelta_KsPiPi=0.7098, dmSigJsuFrac_KsPiPi=0.9064, dmSigJsuGamma_KsPiPi=-0.09673, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003093, mDContCombC1_KsPiPi=-0.3765, mDSigG1Frac_KsPiPi=0.8713, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005646, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01392, nDstarContGoodD_KsPiPi=1360, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=-0.0008884, sigC_frac_KsPiPi=0.9021, sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=1.503e-06, sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08517, tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07124, tErrSigWidth_KsPiPi=0.01605, tau=0.4153, prevFCN = -921594.171 bkgC_bias_KsPiPi=-0.2754, prevFCN = -921593.9077 bkgC_bias_KsPiPi=-0.2949, prevFCN = -921593.9936 bkgC_bias_KsPiPi=-0.2852, bkgC_frac_KsPiPi=0.8497, prevFCN = -921593.8987 bkgC_frac_KsPiPi=0.8378, prevFCN = -921594.0048 bkgC_frac_KsPiPi=0.8438, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9776 bkgC_scfa_KsPiPi=1.01, prevFCN = -921593.9239 bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.005762, prevFCN = -921594.0423 bkgO_frac_KsPiPi=0.003882, prevFCN = -921593.8592 bkgO_frac_KsPiPi=0.004776, bkgT_bias_KsPiPi=0.1626, prevFCN = -921593.942 bkgT_bias_KsPiPi=0.05314, prevFCN = -921593.9599 bkgT_bias_KsPiPi=0.1079, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.0177 bkgT_scfa_KsPiPi=2.314, prevFCN = -921593.8821 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2487, prevFCN = -921593.9111 bkg_tau_KsPiPi=0.2414, prevFCN = -921593.9921 bkg_tau_KsPiPi=0.245, dmBkgSlope_KsPiPi=-0.4133, prevFCN = -921593.998 dmBkgSlope_KsPiPi=-0.547, prevFCN = -921593.901 dmBkgSlope_KsPiPi=-0.002349, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.9508 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.9448 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, prevFCN = -921593.9201 dmSigG1Width_KsPiPi=0.001058, prevFCN = -921593.978 dmSigG1Width_KsPiPi=0.001088, dmSigJsuDelta_KsPiPi=0.7126, prevFCN = -921594.0524 dmSigJsuDelta_KsPiPi=0.707, prevFCN = -921593.8519 dmSigJsuDelta_KsPiPi=0.7098, dmSigJsuFrac_KsPiPi=0.9107, prevFCN = -921593.9637 dmSigJsuFrac_KsPiPi=0.902, prevFCN = -921593.934 dmSigJsuFrac_KsPiPi=0.9064, dmSigJsuGamma_KsPiPi=-0.09219, prevFCN = -921593.994 dmSigJsuGamma_KsPiPi=-0.1014, prevFCN = -921593.911 dmSigJsuGamma_KsPiPi=-0.09673, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.941 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.962 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000311, prevFCN = -921593.9178 dmSigJsuWidth_KsPiPi=0.0003076, prevFCN = -921593.9857 dmSigJsuWidth_KsPiPi=0.0003093, mDContCombC1_KsPiPi=-0.353, prevFCN = -921593.9429 mDContCombC1_KsPiPi=-0.3999, prevFCN = -921593.9749 mDContCombC1_KsPiPi=-0.3765, mDSigG1Frac_KsPiPi=0.8742, prevFCN = -921593.9577 mDSigG1Frac_KsPiPi=0.8684, prevFCN = -921593.9445 mDSigG1Frac_KsPiPi=0.8713, mDSigG1G2Frac_KsPiPi=0.9829, prevFCN = -921593.9339 mDSigG1G2Frac_KsPiPi=0.9787, prevFCN = -921593.9741 mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.9513 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.9508 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005666, prevFCN = -921593.9442 mDSigG1Width_KsPiPi=0.005626, prevFCN = -921593.9577 mDSigG1Width_KsPiPi=0.005646, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9264 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9832 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, prevFCN = -921594.0222 mDSigG2Width_KsPiPi=0.01371, prevFCN = -921593.8854 mDSigG2Width_KsPiPi=0.01392, nDstarContGoodD_KsPiPi=1415, prevFCN = -921593.9345 nDstarContGoodD_KsPiPi=1306, prevFCN = -921593.965 nDstarContGoodD_KsPiPi=1360, nDstarSigFakeD_KsPiPi=1.317e+04, prevFCN = -921593.9331 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921593.9695 nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.695e+04, prevFCN = -921593.963 nDstarSigGoodD_KsPiPi=3.668e+04, prevFCN = -921593.9394 nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=0.005074, prevFCN = -921593.9474 sigC_bias_KsPiPi=-0.006851, prevFCN = -921593.9559 sigC_bias_KsPiPi=-0.0008884, sigC_frac_KsPiPi=0.9086, prevFCN = -921593.9658 sigC_frac_KsPiPi=0.8955, prevFCN = -921593.9338 sigC_frac_KsPiPi=0.9021, sigC_scfa_KsPiPi=0.9598, prevFCN = -921593.9433 sigC_scfa_KsPiPi=0.9482, prevFCN = -921593.9604 sigC_scfa_KsPiPi=0.954, sigO_frac_KsPiPi=7.312e-05, prevFCN = -921593.8757 sigO_frac_KsPiPi=3.72e-05, prevFCN = -921594.0255 sigO_frac_KsPiPi=1.503e-06, sigT_scfa_KsPiPi=1.677, prevFCN = -921593.9202 sigT_scfa_KsPiPi=1.612, prevFCN = -921593.9787 sigT_scfa_KsPiPi=1.644, tErrBkgMean_KsPiPi=0.08597, prevFCN = -921593.9343 tErrBkgMean_KsPiPi=0.08437, prevFCN = -921593.9672 tErrBkgMean_KsPiPi=0.08517, tErrBkgWidth_KsPiPi=0.04503, prevFCN = -921593.954 tErrBkgWidth_KsPiPi=0.04467, prevFCN = -921593.9481 tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07148, prevFCN = -921593.9274 tErrSigMean_KsPiPi=0.071, prevFCN = -921593.9739 tErrSigMean_KsPiPi=0.07124, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921593.9559 tErrSigWidth_KsPiPi=0.01602, prevFCN = -921593.9462 tErrSigWidth_KsPiPi=0.01605, tau=0.417, prevFCN = -921593.9421 tau=0.4136, prevFCN = -921593.9609 bkgC_bias_KsPiPi=-0.2849, bkgC_frac_KsPiPi=0.8436, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004831, bkgT_bias_KsPiPi=0.1086, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2448, dmBkgSlope_KsPiPi=-0.002053, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001088, dmSigJsuDelta_KsPiPi=0.7102, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.09652, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=-0.3764, mDSigG1Frac_KsPiPi=0.8716, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005648, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01394, nDstarContGoodD_KsPiPi=1362, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.682e+04, sigC_bias_KsPiPi=-0.001008, sigC_frac_KsPiPi=0.9021, sigC_scfa_KsPiPi=0.9539, sigO_frac_KsPiPi=8.248e-07, sigT_scfa_KsPiPi=1.643, tErrBkgMean_KsPiPi=0.08516, tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07126, tErrSigWidth_KsPiPi=0.01605, tau=0.4153, prevFCN = -921594.1988 bkgC_bias_KsPiPi=-0.2845, bkgC_frac_KsPiPi=0.8432, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004935, bkgT_bias_KsPiPi=0.1101, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2442, dmBkgSlope_KsPiPi=-0.001543, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00109, dmSigJsuDelta_KsPiPi=0.711, dmSigJsuFrac_KsPiPi=0.9057, dmSigJsuGamma_KsPiPi=-0.09612, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3762, mDSigG1Frac_KsPiPi=0.8722, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005651, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01398, nDstarContGoodD_KsPiPi=1366, nDstarSigFakeD_KsPiPi=1.309e+04, nDstarSigGoodD_KsPiPi=3.681e+04, sigC_bias_KsPiPi=-0.001238, sigC_frac_KsPiPi=0.902, sigC_scfa_KsPiPi=0.9538, sigO_frac_KsPiPi=9.076e-08, sigT_scfa_KsPiPi=1.641, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07129, tErrSigWidth_KsPiPi=0.01605, tau=0.4154, prevFCN = -921594.2257 bkgC_bias_KsPiPi=-0.2844, bkgC_frac_KsPiPi=0.8431, bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.004965, bkgT_bias_KsPiPi=0.1106, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2441, dmBkgSlope_KsPiPi=-0.001413, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00109, dmSigJsuDelta_KsPiPi=0.7113, dmSigJsuFrac_KsPiPi=0.9056, dmSigJsuGamma_KsPiPi=-0.096, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3762, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01399, nDstarContGoodD_KsPiPi=1367, nDstarSigFakeD_KsPiPi=1.309e+04, nDstarSigGoodD_KsPiPi=3.681e+04, sigC_bias_KsPiPi=-0.001302, sigC_frac_KsPiPi=0.902, sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=1.732e-08, sigT_scfa_KsPiPi=1.641, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07129, tErrSigWidth_KsPiPi=0.01604, tau=0.4155, prevFCN = -921594.2271 bkgC_bias_KsPiPi=-0.2746, prevFCN = -921594.0135 bkgC_bias_KsPiPi=-0.2941, prevFCN = -921594.0012 bkgC_bias_KsPiPi=-0.2844, bkgC_frac_KsPiPi=0.849, prevFCN = -921593.9799 bkgC_frac_KsPiPi=0.8371, prevFCN = -921594.0337 bkgC_frac_KsPiPi=0.8431, bkgC_scfa_KsPiPi=1.027, prevFCN = -921594.0343 bkgC_scfa_KsPiPi=1.01, prevFCN = -921593.98 bkgC_scfa_KsPiPi=1.018, bkgO_frac_KsPiPi=0.005968, prevFCN = -921594.0022 bkgO_frac_KsPiPi=0.004054, prevFCN = -921594.0114 bkgO_frac_KsPiPi=0.004965, bkgT_bias_KsPiPi=0.1652, prevFCN = -921594.0326 bkgT_bias_KsPiPi=0.05586, prevFCN = -921593.9802 bkgT_bias_KsPiPi=0.1106, bkgT_scfa_KsPiPi=2.395, prevFCN = -921594.0094 bkgT_scfa_KsPiPi=2.316, prevFCN = -921594.0053 bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2477, prevFCN = -921594.0188 bkg_tau_KsPiPi=0.2405, prevFCN = -921593.9978 bkg_tau_KsPiPi=0.2441, dmBkgSlope_KsPiPi=-0.4239, prevFCN = -921594.0657 dmBkgSlope_KsPiPi=-0.5272, prevFCN = -921593.9954 dmBkgSlope_KsPiPi=-0.001413, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.031 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921593.9797 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00112, prevFCN = -921594.0362 dmSigG1Width_KsPiPi=0.001061, prevFCN = -921593.9722 dmSigG1Width_KsPiPi=0.00109, dmSigJsuDelta_KsPiPi=0.714, prevFCN = -921594.0254 dmSigJsuDelta_KsPiPi=0.7085, prevFCN = -921593.9908 dmSigJsuDelta_KsPiPi=0.7113, dmSigJsuFrac_KsPiPi=0.9099, prevFCN = -921594.0068 dmSigJsuFrac_KsPiPi=0.9012, prevFCN = -921594.0059 dmSigJsuFrac_KsPiPi=0.9056, dmSigJsuGamma_KsPiPi=-0.09146, prevFCN = -921594.0045 dmSigJsuGamma_KsPiPi=-0.1007, prevFCN = -921594.0157 dmSigJsuGamma_KsPiPi=-0.096, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.025 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.9897 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -921594.0401 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -921593.9749 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3523, prevFCN = -921593.9917 mDContCombC1_KsPiPi=-0.4, prevFCN = -921594.0261 mDContCombC1_KsPiPi=-0.3762, mDSigG1Frac_KsPiPi=0.8753, prevFCN = -921594.0362 mDSigG1Frac_KsPiPi=0.8694, prevFCN = -921593.9766 mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.983, prevFCN = -921594.0343 mDSigG1G2Frac_KsPiPi=0.9788, prevFCN = -921593.9814 mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.9827 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0316 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005672, prevFCN = -921593.9655 mDSigG1Width_KsPiPi=0.005631, prevFCN = -921594.0486 mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9807 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0425 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0142, prevFCN = -921594.0275 mDSigG2Width_KsPiPi=0.01378, prevFCN = -921593.9964 mDSigG2Width_KsPiPi=0.01399, nDstarContGoodD_KsPiPi=1421, prevFCN = -921594.0203 nDstarContGoodD_KsPiPi=1313, prevFCN = -921593.9925 nDstarContGoodD_KsPiPi=1367, nDstarSigFakeD_KsPiPi=1.318e+04, prevFCN = -921593.9543 nDstarSigFakeD_KsPiPi=1.3e+04, prevFCN = -921594.0605 nDstarSigFakeD_KsPiPi=1.309e+04, nDstarSigGoodD_KsPiPi=3.694e+04, prevFCN = -921594.0031 nDstarSigGoodD_KsPiPi=3.668e+04, prevFCN = -921594.0116 nDstarSigGoodD_KsPiPi=3.681e+04, sigC_bias_KsPiPi=0.004666, prevFCN = -921594.0179 sigC_bias_KsPiPi=-0.00727, prevFCN = -921593.997 sigC_bias_KsPiPi=-0.001302, sigC_frac_KsPiPi=0.9085, prevFCN = -921593.9952 sigC_frac_KsPiPi=0.8954, prevFCN = -921594.0239 sigC_frac_KsPiPi=0.902, sigC_scfa_KsPiPi=0.9595, prevFCN = -921594.0178 sigC_scfa_KsPiPi=0.9479, prevFCN = -921593.9971 sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=5.545e-05, prevFCN = -921594.0002 sigO_frac_KsPiPi=5.16e-05, prevFCN = -921594.0163 sigO_frac_KsPiPi=1.732e-08, sigT_scfa_KsPiPi=1.673, prevFCN = -921594.0092 sigT_scfa_KsPiPi=1.608, prevFCN = -921594.0053 sigT_scfa_KsPiPi=1.641, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.0114 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.0037 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.0229 tErrBkgWidth_KsPiPi=0.04467, prevFCN = -921593.9916 tErrBkgWidth_KsPiPi=0.04485, tErrSigMean_KsPiPi=0.07154, prevFCN = -921593.9889 tErrSigMean_KsPiPi=0.07105, prevFCN = -921594.025 tErrSigMean_KsPiPi=0.07129, tErrSigWidth_KsPiPi=0.01608, prevFCN = -921594.065 tErrSigWidth_KsPiPi=0.01601, prevFCN = -921593.9495 tErrSigWidth_KsPiPi=0.01604, tau=0.4172, prevFCN = -921593.9974 tau=0.4137, prevFCN = -921594.0174 bkgC_bias_KsPiPi=-0.284, bkgC_frac_KsPiPi=0.8425, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005017, bkgT_bias_KsPiPi=0.1162, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2438, dmBkgSlope_KsPiPi=-0.0003014, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001094, dmSigJsuDelta_KsPiPi=0.7119, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09587, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003097, mDContCombC1_KsPiPi=-0.3768, mDSigG1Frac_KsPiPi=0.8729, mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01403, nDstarContGoodD_KsPiPi=1372, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001315, sigC_frac_KsPiPi=0.9018, sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=1.55e-07, sigT_scfa_KsPiPi=1.639, tErrBkgMean_KsPiPi=0.08508, tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07129, tErrSigWidth_KsPiPi=0.01604, tau=0.4154, prevFCN = -921594.253 bkgC_bias_KsPiPi=-0.2839, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005026, bkgT_bias_KsPiPi=0.1171, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2438, dmBkgSlope_KsPiPi=-0.0001949, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001095, dmSigJsuDelta_KsPiPi=0.712, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09585, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003098, mDContCombC1_KsPiPi=-0.3769, mDSigG1Frac_KsPiPi=0.873, mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01403, nDstarContGoodD_KsPiPi=1373, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001317, sigC_frac_KsPiPi=0.9018, sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=2.323e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08508, tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.0713, tErrSigWidth_KsPiPi=0.01604, tau=0.4154, prevFCN = -921594.2537 bkgC_bias_KsPiPi=-0.2741, prevFCN = -921594.0277 bkgC_bias_KsPiPi=-0.2936, prevFCN = -921594.0407 bkgC_bias_KsPiPi=-0.2839, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.0624 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.0053 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0185 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.05 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.006034, prevFCN = -921593.9974 bkgO_frac_KsPiPi=0.00411, prevFCN = -921594.0702 bkgO_frac_KsPiPi=0.005026, bkgT_bias_KsPiPi=0.1716, prevFCN = -921594.0203 bkgT_bias_KsPiPi=0.06254, prevFCN = -921594.0458 bkgT_bias_KsPiPi=0.1171, bkgT_scfa_KsPiPi=2.395, prevFCN = -921594.0026 bkgT_scfa_KsPiPi=2.316, prevFCN = -921594.0646 bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2474, prevFCN = -921594.0038 bkg_tau_KsPiPi=0.2401, prevFCN = -921594.0651 bkg_tau_KsPiPi=0.2438, dmBkgSlope_KsPiPi=-0.5098, prevFCN = -921594.0466 dmBkgSlope_KsPiPi=-0.5503, prevFCN = -921594.0174 dmBkgSlope_KsPiPi=-0.0001949, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0206 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0461 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001125, prevFCN = -921594.0249 dmSigG1Width_KsPiPi=0.001066, prevFCN = -921594.0422 dmSigG1Width_KsPiPi=0.001095, dmSigJsuDelta_KsPiPi=0.7147, prevFCN = -921594.0734 dmSigJsuDelta_KsPiPi=0.7092, prevFCN = -921593.9953 dmSigJsuDelta_KsPiPi=0.712, dmSigJsuFrac_KsPiPi=0.9096, prevFCN = -921594.032 dmSigJsuFrac_KsPiPi=0.9008, prevFCN = -921594.0354 dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09128, prevFCN = -921594.089 dmSigJsuGamma_KsPiPi=-0.1005, prevFCN = -921593.9785 dmSigJsuGamma_KsPiPi=-0.09585, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.9982 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0698 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003115, prevFCN = -921594.0413 dmSigJsuWidth_KsPiPi=0.0003081, prevFCN = -921594.0269 dmSigJsuWidth_KsPiPi=0.0003098, mDContCombC1_KsPiPi=-0.353, prevFCN = -921594.0355 mDContCombC1_KsPiPi=-0.4008, prevFCN = -921594.0166 mDContCombC1_KsPiPi=-0.3769, mDSigG1Frac_KsPiPi=0.8759, prevFCN = -921594.0103 mDSigG1Frac_KsPiPi=0.8701, prevFCN = -921594.0561 mDSigG1Frac_KsPiPi=0.873, mDSigG1G2Frac_KsPiPi=0.9831, prevFCN = -921594.0224 mDSigG1G2Frac_KsPiPi=0.9789, prevFCN = -921594.0503 mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0304 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0367 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005672, prevFCN = -921594.0581 mDSigG1Width_KsPiPi=0.005632, prevFCN = -921594.0087 mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.032 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0408 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01425, prevFCN = -921594.0653 mDSigG2Width_KsPiPi=0.01382, prevFCN = -921594.0061 mDSigG2Width_KsPiPi=0.01403, nDstarContGoodD_KsPiPi=1427, prevFCN = -921594.032 nDstarContGoodD_KsPiPi=1319, prevFCN = -921594.0342 nDstarContGoodD_KsPiPi=1373, nDstarSigFakeD_KsPiPi=1.317e+04, prevFCN = -921594.0158 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.052 nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.694e+04, prevFCN = -921594.0362 nDstarSigGoodD_KsPiPi=3.667e+04, prevFCN = -921594.0316 nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=0.004652, prevFCN = -921594.0378 sigC_bias_KsPiPi=-0.007286, prevFCN = -921594.0303 sigC_bias_KsPiPi=-0.001317, sigC_frac_KsPiPi=0.9083, prevFCN = -921594.0182 sigC_frac_KsPiPi=0.8951, prevFCN = -921594.0514 sigC_frac_KsPiPi=0.9018, sigC_scfa_KsPiPi=0.9595, prevFCN = -921594.0385 sigC_scfa_KsPiPi=0.9479, prevFCN = -921594.0296 sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=4.69e-05, prevFCN = -921594.064 sigO_frac_KsPiPi=6.102e-05, prevFCN = -921594.0054 sigO_frac_KsPiPi=2.323e-07, sigT_scfa_KsPiPi=1.671, prevFCN = -921594.0444 sigT_scfa_KsPiPi=1.606, prevFCN = -921594.0224 sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08588, prevFCN = -921594.0401 tErrBkgMean_KsPiPi=0.08428, prevFCN = -921594.0285 tErrBkgMean_KsPiPi=0.08508, tErrBkgWidth_KsPiPi=0.04506, prevFCN = -921594.0328 tErrBkgWidth_KsPiPi=0.04469, prevFCN = -921594.0354 tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07154, prevFCN = -921594.0126 tErrSigMean_KsPiPi=0.07105, prevFCN = -921594.0553 tErrSigMean_KsPiPi=0.0713, tErrSigWidth_KsPiPi=0.01608, prevFCN = -921594.0859 tErrSigWidth_KsPiPi=0.01601, prevFCN = -921593.9819 tErrSigWidth_KsPiPi=0.01604, tau=0.4172, prevFCN = -921594.0174 tau=0.4137, prevFCN = -921594.0504 bkgC_bias_KsPiPi=-0.2838, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005008, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2435, dmBkgSlope_KsPiPi=-1.321e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001096, dmSigJsuDelta_KsPiPi=0.7124, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09549, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003099, mDContCombC1_KsPiPi=-0.377, mDSigG1Frac_KsPiPi=0.8732, mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005652, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01405, nDstarContGoodD_KsPiPi=1375, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001291, sigC_frac_KsPiPi=0.9015, sigC_scfa_KsPiPi=0.9538, sigO_frac_KsPiPi=3.84e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08507, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07129, tErrSigWidth_KsPiPi=0.01605, tau=0.4154, prevFCN = -921594.2698 bkgC_bias_KsPiPi=-0.2837, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00499, bkgT_bias_KsPiPi=0.1205, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2433, dmBkgSlope_KsPiPi=-0.0001259, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001098, dmSigJsuDelta_KsPiPi=0.7127, dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.09515, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00031, mDContCombC1_KsPiPi=-0.3771, mDSigG1Frac_KsPiPi=0.8733, mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005653, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01408, nDstarContGoodD_KsPiPi=1377, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001265, sigC_frac_KsPiPi=0.9012, sigC_scfa_KsPiPi=0.9538, sigO_frac_KsPiPi=5.665e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08506, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07128, tErrSigWidth_KsPiPi=0.01605, tau=0.4154, prevFCN = -921594.2763 bkgC_bias_KsPiPi=-0.2837, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004986, bkgT_bias_KsPiPi=0.1209, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.0001968, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001098, dmSigJsuDelta_KsPiPi=0.7128, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09507, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00031, mDContCombC1_KsPiPi=-0.3771, mDSigG1Frac_KsPiPi=0.8734, mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005653, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01408, nDstarContGoodD_KsPiPi=1378, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001259, sigC_frac_KsPiPi=0.9012, sigC_scfa_KsPiPi=0.9538, sigO_frac_KsPiPi=6.128e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08505, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07128, tErrSigWidth_KsPiPi=0.01605, tau=0.4154, prevFCN = -921594.2765 bkgC_bias_KsPiPi=-0.2739, prevFCN = -921594.0743 bkgC_bias_KsPiPi=-0.2934, prevFCN = -921594.0395 bkgC_bias_KsPiPi=-0.2837, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.05 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.0647 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0453 bkgC_scfa_KsPiPi=1.011, prevFCN = -921594.0684 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00599, prevFCN = -921594.0575 bkgO_frac_KsPiPi=0.004074, prevFCN = -921594.0559 bkgO_frac_KsPiPi=0.004986, bkgT_bias_KsPiPi=0.1753, prevFCN = -921594.0383 bkgT_bias_KsPiPi=0.06641, prevFCN = -921594.0748 bkgT_bias_KsPiPi=0.1209, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.0739 bkgT_scfa_KsPiPi=2.312, prevFCN = -921594.0381 bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2469, prevFCN = -921594.0579 bkg_tau_KsPiPi=0.2396, prevFCN = -921594.057 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.5458, prevFCN = -921594.043 dmBkgSlope_KsPiPi=-0.5052, prevFCN = -921594.0722 dmBkgSlope_KsPiPi=-0.0001968, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0819 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0318 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001128, prevFCN = -921594.0724 dmSigG1Width_KsPiPi=0.001069, prevFCN = -921594.0393 dmSigG1Width_KsPiPi=0.001098, dmSigJsuDelta_KsPiPi=0.7156, prevFCN = -921594.0624 dmSigJsuDelta_KsPiPi=0.71, prevFCN = -921594.052 dmSigJsuDelta_KsPiPi=0.7128, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.0683 dmSigJsuFrac_KsPiPi=0.9005, prevFCN = -921594.0442 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09052, prevFCN = -921594.0523 dmSigJsuGamma_KsPiPi=-0.09973, prevFCN = -921594.0667 dmSigJsuGamma_KsPiPi=-0.09507, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0744 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0392 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003118, prevFCN = -921594.0877 dmSigJsuWidth_KsPiPi=0.0003083, prevFCN = -921594.0259 dmSigJsuWidth_KsPiPi=0.00031, mDContCombC1_KsPiPi=-0.3536, prevFCN = -921594.0772 mDContCombC1_KsPiPi=-0.4006, prevFCN = -921594.0305 mDContCombC1_KsPiPi=-0.3771, mDSigG1Frac_KsPiPi=0.8763, prevFCN = -921594.0493 mDSigG1Frac_KsPiPi=0.8704, prevFCN = -921594.0621 mDSigG1Frac_KsPiPi=0.8734, mDSigG1G2Frac_KsPiPi=0.9832, prevFCN = -921594.068 mDSigG1G2Frac_KsPiPi=0.979, prevFCN = -921594.0469 mDSigG1G2Frac_KsPiPi=0.9811, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0741 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0391 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005673, prevFCN = -921594.0949 mDSigG1Width_KsPiPi=0.005633, prevFCN = -921594.0181 mDSigG1Width_KsPiPi=0.005653, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0868 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0307 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0143, prevFCN = -921594.0532 mDSigG2Width_KsPiPi=0.01387, prevFCN = -921594.0648 mDSigG2Width_KsPiPi=0.01408, nDstarContGoodD_KsPiPi=1432, prevFCN = -921594.0874 nDstarContGoodD_KsPiPi=1324, prevFCN = -921594.0249 nDstarContGoodD_KsPiPi=1378, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.0748 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921594.0388 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.693e+04, prevFCN = -921594.0687 nDstarSigGoodD_KsPiPi=3.667e+04, prevFCN = -921594.0449 nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=0.004711, prevFCN = -921594.0812 sigC_bias_KsPiPi=-0.00723, prevFCN = -921594.033 sigC_bias_KsPiPi=-0.001259, sigC_frac_KsPiPi=0.9077, prevFCN = -921594.0784 sigC_frac_KsPiPi=0.8944, prevFCN = -921594.0333 sigC_frac_KsPiPi=0.9012, sigC_scfa_KsPiPi=0.9597, prevFCN = -921594.0237 sigC_scfa_KsPiPi=0.948, prevFCN = -921594.0909 sigC_scfa_KsPiPi=0.9538, sigO_frac_KsPiPi=4.304e-05, prevFCN = -921594.1048 sigO_frac_KsPiPi=6.603e-05, prevFCN = -921594.0096 sigO_frac_KsPiPi=6.128e-07, sigT_scfa_KsPiPi=1.671, prevFCN = -921594.0386 sigT_scfa_KsPiPi=1.606, prevFCN = -921594.0717 sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08585, prevFCN = -921594.0655 tErrBkgMean_KsPiPi=0.08426, prevFCN = -921594.0486 tErrBkgMean_KsPiPi=0.08505, tErrBkgWidth_KsPiPi=0.04507, prevFCN = -921594.0473 tErrBkgWidth_KsPiPi=0.0447, prevFCN = -921594.0667 tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07152, prevFCN = -921594.0246 tErrSigMean_KsPiPi=0.07103, prevFCN = -921594.0892 tErrSigMean_KsPiPi=0.07128, tErrSigWidth_KsPiPi=0.01608, prevFCN = -921594.0772 tErrSigWidth_KsPiPi=0.01602, prevFCN = -921594.0364 tErrSigWidth_KsPiPi=0.01605, tau=0.4171, prevFCN = -921594.0513 tau=0.4137, prevFCN = -921594.0622 bkgC_bias_KsPiPi=-0.2834, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004981, bkgT_bias_KsPiPi=0.1206, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.0003416, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.0011, dmSigJsuDelta_KsPiPi=0.7131, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09485, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003102, mDContCombC1_KsPiPi=-0.3768, mDSigG1Frac_KsPiPi=0.8735, mDSigG1G2Frac_KsPiPi=0.9812, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005654, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0141, nDstarContGoodD_KsPiPi=1381, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.001116, sigC_frac_KsPiPi=0.9011, sigC_scfa_KsPiPi=0.9537, sigO_frac_KsPiPi=4.968e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08508, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07127, tErrSigWidth_KsPiPi=0.01605, tau=0.4153, prevFCN = -921594.2865 bkgC_bias_KsPiPi=-0.2831, bkgC_frac_KsPiPi=0.8421, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1203, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.0005848, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001102, dmSigJsuDelta_KsPiPi=0.7135, dmSigJsuFrac_KsPiPi=0.9048, dmSigJsuGamma_KsPiPi=-0.09457, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003103, mDContCombC1_KsPiPi=-0.3763, mDSigG1Frac_KsPiPi=0.8736, mDSigG1G2Frac_KsPiPi=0.9812, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01411, nDstarContGoodD_KsPiPi=1385, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.0009321, sigC_frac_KsPiPi=0.9009, sigC_scfa_KsPiPi=0.9536, sigO_frac_KsPiPi=3.661e-07, sigT_scfa_KsPiPi=1.638, tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04488, tErrSigMean_KsPiPi=0.07125, tErrSigWidth_KsPiPi=0.01605, tau=0.4153, prevFCN = -921594.2955 bkgC_bias_KsPiPi=-0.2826, bkgC_frac_KsPiPi=0.8418, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004962, bkgT_bias_KsPiPi=0.1197, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.001124, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001105, dmSigJsuDelta_KsPiPi=0.7141, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09411, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003106, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8739, mDSigG1G2Frac_KsPiPi=0.9813, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005658, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, nDstarContGoodD_KsPiPi=1392, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.0006311, sigC_frac_KsPiPi=0.9008, sigC_scfa_KsPiPi=0.9534, sigO_frac_KsPiPi=1.949e-07, sigT_scfa_KsPiPi=1.637, tErrBkgMean_KsPiPi=0.08516, tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07123, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3012 bkgC_bias_KsPiPi=-0.2728, prevFCN = -921594.0914 bkgC_bias_KsPiPi=-0.2923, prevFCN = -921594.0717 bkgC_bias_KsPiPi=-0.2826, bkgC_frac_KsPiPi=0.8477, prevFCN = -921594.0896 bkgC_frac_KsPiPi=0.8358, prevFCN = -921594.0728 bkgC_frac_KsPiPi=0.8418, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0698 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.0933 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005962, prevFCN = -921594.0914 bkgO_frac_KsPiPi=0.004052, prevFCN = -921594.0718 bkgO_frac_KsPiPi=0.004962, bkgT_bias_KsPiPi=0.1741, prevFCN = -921594.0877 bkgT_bias_KsPiPi=0.06529, prevFCN = -921594.0726 bkgT_bias_KsPiPi=0.1197, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.0797 bkgT_scfa_KsPiPi=2.313, prevFCN = -921594.0814 bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2462, prevFCN = -921594.0916 bkg_tau_KsPiPi=0.239, prevFCN = -921594.0732 bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.5769, prevFCN = -921594.08 dmBkgSlope_KsPiPi=-0.4798, prevFCN = -921594.1446 dmBkgSlope_KsPiPi=-0.001124, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0836 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0816 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001134, prevFCN = -921594.0852 dmSigG1Width_KsPiPi=0.001075, prevFCN = -921594.0776 dmSigG1Width_KsPiPi=0.001105, dmSigJsuDelta_KsPiPi=0.7169, prevFCN = -921594.0957 dmSigJsuDelta_KsPiPi=0.7113, prevFCN = -921594.0683 dmSigJsuDelta_KsPiPi=0.7141, dmSigJsuFrac_KsPiPi=0.9091, prevFCN = -921594.0861 dmSigJsuFrac_KsPiPi=0.9003, prevFCN = -921594.0785 dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.08955, prevFCN = -921594.0907 dmSigJsuGamma_KsPiPi=-0.09877, prevFCN = -921594.0766 dmSigJsuGamma_KsPiPi=-0.09411, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1022 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0609 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003123, prevFCN = -921594.0986 dmSigJsuWidth_KsPiPi=0.0003088, prevFCN = -921594.0644 dmSigJsuWidth_KsPiPi=0.0003106, mDContCombC1_KsPiPi=-0.3523, prevFCN = -921594.0895 mDContCombC1_KsPiPi=-0.399, prevFCN = -921594.0973 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8768, prevFCN = -921594.0732 mDSigG1Frac_KsPiPi=0.871, prevFCN = -921594.0876 mDSigG1Frac_KsPiPi=0.8739, mDSigG1G2Frac_KsPiPi=0.9834, prevFCN = -921594.1029 mDSigG1G2Frac_KsPiPi=0.9792, prevFCN = -921594.065 mDSigG1G2Frac_KsPiPi=0.9813, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0765 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0862 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005678, prevFCN = -921594.0853 mDSigG1Width_KsPiPi=0.005637, prevFCN = -921594.0773 mDSigG1Width_KsPiPi=0.005658, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0888 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0788 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01436, prevFCN = -921594.0683 mDSigG2Width_KsPiPi=0.01392, prevFCN = -921594.099 mDSigG2Width_KsPiPi=0.01414, nDstarContGoodD_KsPiPi=1446, prevFCN = -921594.0658 nDstarContGoodD_KsPiPi=1338, prevFCN = -921594.0936 nDstarContGoodD_KsPiPi=1392, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921594.1 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921594.063 nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.694e+04, prevFCN = -921594.0639 nDstarSigGoodD_KsPiPi=3.667e+04, prevFCN = -921594.0991 nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=0.005344, prevFCN = -921594.0658 sigC_bias_KsPiPi=-0.006606, prevFCN = -921594.0972 sigC_bias_KsPiPi=-0.0006311, sigC_frac_KsPiPi=0.9073, prevFCN = -921594.0774 sigC_frac_KsPiPi=0.8941, prevFCN = -921594.0857 sigC_frac_KsPiPi=0.9008, sigC_scfa_KsPiPi=0.9592, prevFCN = -921594.0866 sigC_scfa_KsPiPi=0.9476, prevFCN = -921594.0762 sigC_scfa_KsPiPi=0.9534, sigO_frac_KsPiPi=4.772e-05, prevFCN = -921594.1088 sigO_frac_KsPiPi=6.07e-05, prevFCN = -921594.0551 sigO_frac_KsPiPi=1.949e-07, sigT_scfa_KsPiPi=1.67, prevFCN = -921594.076 sigT_scfa_KsPiPi=1.605, prevFCN = -921594.0839 sigT_scfa_KsPiPi=1.637, tErrBkgMean_KsPiPi=0.08596, prevFCN = -921594.079 tErrBkgMean_KsPiPi=0.08436, prevFCN = -921594.0834 tErrBkgMean_KsPiPi=0.08516, tErrBkgWidth_KsPiPi=0.04505, prevFCN = -921594.0801 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.083 tErrBkgWidth_KsPiPi=0.04487, tErrSigMean_KsPiPi=0.07147, prevFCN = -921594.0586 tErrSigMean_KsPiPi=0.07099, prevFCN = -921594.105 tErrSigMean_KsPiPi=0.07123, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.0753 tErrSigWidth_KsPiPi=0.01602, prevFCN = -921594.0877 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.076 tau=0.4136, prevFCN = -921594.0866 bkgC_bias_KsPiPi=-0.282, bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004982, bkgT_bias_KsPiPi=0.1208, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2425, dmBkgSlope_KsPiPi=-0.000633, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001107, dmSigJsuDelta_KsPiPi=0.7146, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.0937, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003108, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9815, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005659, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01415, nDstarContGoodD_KsPiPi=1393, nDstarSigFakeD_KsPiPi=1.306e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.0007174, sigC_frac_KsPiPi=0.9005, sigC_scfa_KsPiPi=0.9534, sigO_frac_KsPiPi=1.678e-08, sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.08518, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4152, prevFCN = -921594.3079 bkgC_bias_KsPiPi=-0.282, bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004984, bkgT_bias_KsPiPi=0.1209, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-0.0005932, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001107, dmSigJsuDelta_KsPiPi=0.7146, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09366, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003108, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9815, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005659, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01415, nDstarContGoodD_KsPiPi=1393, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.0007257, sigC_frac_KsPiPi=0.9005, sigC_scfa_KsPiPi=0.9534, sigO_frac_KsPiPi=9.913e-09, sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.08519, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4152, prevFCN = -921594.3082 bkgC_bias_KsPiPi=-0.2818, bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004992, bkgT_bias_KsPiPi=0.1213, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-0.000457, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001108, dmSigJsuDelta_KsPiPi=0.7148, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09352, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003109, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9815, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00566, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1394, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=-0.0007564, sigC_frac_KsPiPi=0.9004, sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=1.323e-10, sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.0852, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4152, prevFCN = -921594.3086 bkgC_bias_KsPiPi=-0.272, prevFCN = -921594.0782 bkgC_bias_KsPiPi=-0.2915, prevFCN = -921594.0991 bkgC_bias_KsPiPi=-0.2818, bkgC_frac_KsPiPi=0.8476, prevFCN = -921594.0894 bkgC_frac_KsPiPi=0.8357, prevFCN = -921594.088 bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.027, prevFCN = -921594.0986 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.0789 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005996, prevFCN = -921594.0851 bkgO_frac_KsPiPi=0.004079, prevFCN = -921594.0925 bkgO_frac_KsPiPi=0.004992, bkgT_bias_KsPiPi=0.1755, prevFCN = -921594.0863 bkgT_bias_KsPiPi=0.06704, prevFCN = -921594.0912 bkgT_bias_KsPiPi=0.1213, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.0867 bkgT_scfa_KsPiPi=2.313, prevFCN = -921594.0907 bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2461, prevFCN = -921594.0926 bkg_tau_KsPiPi=0.2388, prevFCN = -921594.0854 bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-0.647, prevFCN = -921594.0351 dmBkgSlope_KsPiPi=-0.5803, prevFCN = -921594.0862 dmBkgSlope_KsPiPi=-0.000457, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0856 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0934 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001138, prevFCN = -921594.0843 dmSigG1Width_KsPiPi=0.001078, prevFCN = -921594.094 dmSigG1Width_KsPiPi=0.001108, dmSigJsuDelta_KsPiPi=0.7176, prevFCN = -921594.1049 dmSigJsuDelta_KsPiPi=0.712, prevFCN = -921594.0734 dmSigJsuDelta_KsPiPi=0.7148, dmSigJsuFrac_KsPiPi=0.909, prevFCN = -921594.0965 dmSigJsuFrac_KsPiPi=0.9003, prevFCN = -921594.0816 dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.08896, prevFCN = -921594.1051 dmSigJsuGamma_KsPiPi=-0.09819, prevFCN = -921594.0753 dmSigJsuGamma_KsPiPi=-0.09352, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0966 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0813 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003126, prevFCN = -921594.0965 dmSigJsuWidth_KsPiPi=0.0003092, prevFCN = -921594.0814 dmSigJsuWidth_KsPiPi=0.0003109, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.0881 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.091 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8769, prevFCN = -921594.085 mDSigG1Frac_KsPiPi=0.8711, prevFCN = -921594.0919 mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9836, prevFCN = -921594.1075 mDSigG1G2Frac_KsPiPi=0.9794, prevFCN = -921594.0747 mDSigG1G2Frac_KsPiPi=0.9815, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0896 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0882 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00568, prevFCN = -921594.0679 mDSigG1Width_KsPiPi=0.00564, prevFCN = -921594.1099 mDSigG1Width_KsPiPi=0.00566, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0957 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0832 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01437, prevFCN = -921594.0824 mDSigG2Width_KsPiPi=0.01394, prevFCN = -921594.096 mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1448, prevFCN = -921594.0837 nDstarContGoodD_KsPiPi=1340, prevFCN = -921594.0934 nDstarContGoodD_KsPiPi=1394, nDstarSigFakeD_KsPiPi=1.315e+04, prevFCN = -921594.1027 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921594.0751 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.693e+04, prevFCN = -921594.0879 nDstarSigGoodD_KsPiPi=3.666e+04, prevFCN = -921594.0898 nDstarSigGoodD_KsPiPi=3.68e+04, sigC_bias_KsPiPi=0.005219, prevFCN = -921594.0915 sigC_bias_KsPiPi=-0.006731, prevFCN = -921594.0866 sigC_bias_KsPiPi=-0.0007564, sigC_frac_KsPiPi=0.9069, prevFCN = -921594.0851 sigC_frac_KsPiPi=0.8937, prevFCN = -921594.0932 sigC_frac_KsPiPi=0.9004, sigC_scfa_KsPiPi=0.9592, prevFCN = -921594.0936 sigC_scfa_KsPiPi=0.9475, prevFCN = -921594.0846 sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=5.431e-05, prevFCN = -921594.0886 sigO_frac_KsPiPi=5.397e-05, prevFCN = -921594.09 sigO_frac_KsPiPi=1.323e-10, sigT_scfa_KsPiPi=1.669, prevFCN = -921594.085 sigT_scfa_KsPiPi=1.604, prevFCN = -921594.091 sigT_scfa_KsPiPi=1.636, tErrBkgMean_KsPiPi=0.086, prevFCN = -921594.0785 tErrBkgMean_KsPiPi=0.0844, prevFCN = -921594.0987 tErrBkgMean_KsPiPi=0.0852, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.0871 tErrBkgWidth_KsPiPi=0.04467, prevFCN = -921594.0905 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07144, prevFCN = -921594.0946 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.0838 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.091 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.0868 tErrSigWidth_KsPiPi=0.01606, tau=0.4169, prevFCN = -921594.1036 tau=0.4135, prevFCN = -921594.0741 bkgC_bias_KsPiPi=-0.2817, bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004991, bkgT_bias_KsPiPi=0.1216, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-5.125e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001109, dmSigJsuDelta_KsPiPi=0.7152, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09313, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9817, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00566, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1394, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=-0.000738, sigC_frac_KsPiPi=0.9003, sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=3.713e-08, sigT_scfa_KsPiPi=1.635, tErrBkgMean_KsPiPi=0.08518, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07119, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3122 bkgC_bias_KsPiPi=-0.2719, prevFCN = -921594.0838 bkgC_bias_KsPiPi=-0.2915, prevFCN = -921594.1012 bkgC_bias_KsPiPi=-0.2817, bkgC_frac_KsPiPi=0.8476, prevFCN = -921594.0925 bkgC_frac_KsPiPi=0.8357, prevFCN = -921594.0925 bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0984 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.0865 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005994, prevFCN = -921594.0902 bkgO_frac_KsPiPi=0.004078, prevFCN = -921594.0947 bkgO_frac_KsPiPi=0.004991, bkgT_bias_KsPiPi=0.1758, prevFCN = -921594.089 bkgT_bias_KsPiPi=0.06734, prevFCN = -921594.0958 bkgT_bias_KsPiPi=0.1216, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.094 bkgT_scfa_KsPiPi=2.313, prevFCN = -921594.0908 bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.246, prevFCN = -921594.0979 bkg_tau_KsPiPi=0.2387, prevFCN = -921594.087 bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-0.5541, prevFCN = -921594.1089 dmBkgSlope_KsPiPi=-0.533, prevFCN = -921594.1233 dmBkgSlope_KsPiPi=-5.125e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0916 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0947 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001139, prevFCN = -921594.0922 dmSigG1Width_KsPiPi=0.001079, prevFCN = -921594.0935 dmSigG1Width_KsPiPi=0.001109, dmSigJsuDelta_KsPiPi=0.718, prevFCN = -921594.1026 dmSigJsuDelta_KsPiPi=0.7124, prevFCN = -921594.0826 dmSigJsuDelta_KsPiPi=0.7152, dmSigJsuFrac_KsPiPi=0.9091, prevFCN = -921594.0987 dmSigJsuFrac_KsPiPi=0.9003, prevFCN = -921594.0868 dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.08857, prevFCN = -921594.1059 dmSigJsuGamma_KsPiPi=-0.09781, prevFCN = -921594.081 dmSigJsuGamma_KsPiPi=-0.09313, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0953 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0898 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003128, prevFCN = -921594.1012 dmSigJsuWidth_KsPiPi=0.0003094, prevFCN = -921594.0838 dmSigJsuWidth_KsPiPi=0.0003111, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.0903 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.0958 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8769, prevFCN = -921594.0813 mDSigG1Frac_KsPiPi=0.8711, prevFCN = -921594.1032 mDSigG1Frac_KsPiPi=0.874, mDSigG1G2Frac_KsPiPi=0.9837, prevFCN = -921594.103 mDSigG1G2Frac_KsPiPi=0.9795, prevFCN = -921594.0853 mDSigG1G2Frac_KsPiPi=0.9817, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0944 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0905 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00568, prevFCN = -921594.077 mDSigG1Width_KsPiPi=0.00564, prevFCN = -921594.1079 mDSigG1Width_KsPiPi=0.00566, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0982 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0865 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01438, prevFCN = -921594.0906 mDSigG2Width_KsPiPi=0.01394, prevFCN = -921594.0938 mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1449, prevFCN = -921594.091 nDstarContGoodD_KsPiPi=1341, prevFCN = -921594.0938 nDstarContGoodD_KsPiPi=1394, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.0927 nDstarSigFakeD_KsPiPi=1.298e+04, prevFCN = -921594.0923 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.693e+04, prevFCN = -921594.0925 nDstarSigGoodD_KsPiPi=3.666e+04, prevFCN = -921594.0925 nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=0.005239, prevFCN = -921594.0903 sigC_bias_KsPiPi=-0.006715, prevFCN = -921594.0949 sigC_bias_KsPiPi=-0.000738, sigC_frac_KsPiPi=0.9068, prevFCN = -921594.0889 sigC_frac_KsPiPi=0.8935, prevFCN = -921594.0971 sigC_frac_KsPiPi=0.9003, sigC_scfa_KsPiPi=0.9592, prevFCN = -921594.0927 sigC_scfa_KsPiPi=0.9475, prevFCN = -921594.0926 sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=5.711e-05, prevFCN = -921594.0813 sigO_frac_KsPiPi=5.143e-05, prevFCN = -921594.1047 sigO_frac_KsPiPi=3.713e-08, sigT_scfa_KsPiPi=1.667, prevFCN = -921594.0933 sigT_scfa_KsPiPi=1.603, prevFCN = -921594.0911 sigT_scfa_KsPiPi=1.635, tErrBkgMean_KsPiPi=0.08598, prevFCN = -921594.0861 tErrBkgMean_KsPiPi=0.08438, prevFCN = -921594.0988 tErrBkgMean_KsPiPi=0.08518, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.0922 tErrBkgWidth_KsPiPi=0.04467, prevFCN = -921594.0927 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07143, prevFCN = -921594.1047 tErrSigMean_KsPiPi=0.07094, prevFCN = -921594.0806 tErrSigMean_KsPiPi=0.07119, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.0913 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.0938 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.0986 tau=0.4136, prevFCN = -921594.0865 bkgC_bias_KsPiPi=-0.2818, bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004987, bkgT_bias_KsPiPi=0.1215, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-8.441e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00111, dmSigJsuDelta_KsPiPi=0.7156, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09257, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003113, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8738, mDSigG1G2Frac_KsPiPi=0.9819, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005659, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1395, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=-0.0008139, sigC_frac_KsPiPi=0.9, sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=6.178e-08, sigT_scfa_KsPiPi=1.634, tErrBkgMean_KsPiPi=0.08515, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3161 bkgC_bias_KsPiPi=-0.272, prevFCN = -921594.0916 bkgC_bias_KsPiPi=-0.2916, prevFCN = -921594.1011 bkgC_bias_KsPiPi=-0.2818, bkgC_frac_KsPiPi=0.8476, prevFCN = -921594.0983 bkgC_frac_KsPiPi=0.8357, prevFCN = -921594.0944 bkgC_frac_KsPiPi=0.8417, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0953 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.0974 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00599, prevFCN = -921594.0953 bkgO_frac_KsPiPi=0.004076, prevFCN = -921594.0974 bkgO_frac_KsPiPi=0.004987, bkgT_bias_KsPiPi=0.1757, prevFCN = -921594.0934 bkgT_bias_KsPiPi=0.06723, prevFCN = -921594.0994 bkgT_bias_KsPiPi=0.1215, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.0994 bkgT_scfa_KsPiPi=2.313, prevFCN = -921594.0934 bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2461, prevFCN = -921594.103 bkg_tau_KsPiPi=0.2388, prevFCN = -921594.0894 bkg_tau_KsPiPi=0.2424, dmBkgSlope_KsPiPi=-0.5945, prevFCN = -921594.0819 dmBkgSlope_KsPiPi=-0.6231, prevFCN = -921594.0601 dmBkgSlope_KsPiPi=-8.441e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1009 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0942 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.00114, prevFCN = -921594.1016 dmSigG1Width_KsPiPi=0.00108, prevFCN = -921594.0926 dmSigG1Width_KsPiPi=0.00111, dmSigJsuDelta_KsPiPi=0.7184, prevFCN = -921594.0999 dmSigJsuDelta_KsPiPi=0.7128, prevFCN = -921594.093 dmSigJsuDelta_KsPiPi=0.7156, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.1018 dmSigJsuFrac_KsPiPi=0.9005, prevFCN = -921594.0917 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08801, prevFCN = -921594.1042 dmSigJsuGamma_KsPiPi=-0.09725, prevFCN = -921594.0912 dmSigJsuGamma_KsPiPi=-0.09257, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0946 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0981 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003131, prevFCN = -921594.105 dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -921594.0876 dmSigJsuWidth_KsPiPi=0.0003113, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.0944 mDContCombC1_KsPiPi=-0.3995, prevFCN = -921594.0968 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8767, prevFCN = -921594.0789 mDSigG1Frac_KsPiPi=0.8709, prevFCN = -921594.113 mDSigG1Frac_KsPiPi=0.8738, mDSigG1G2Frac_KsPiPi=0.9839, prevFCN = -921594.1015 mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -921594.0959 mDSigG1G2Frac_KsPiPi=0.9819, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0964 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0963 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005679, prevFCN = -921594.0922 mDSigG1Width_KsPiPi=0.005639, prevFCN = -921594.1005 mDSigG1Width_KsPiPi=0.005659, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1005 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0908 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01438, prevFCN = -921594.0956 mDSigG2Width_KsPiPi=0.01395, prevFCN = -921594.0955 mDSigG2Width_KsPiPi=0.01416, nDstarContGoodD_KsPiPi=1449, prevFCN = -921594.102 nDstarContGoodD_KsPiPi=1341, prevFCN = -921594.0905 nDstarContGoodD_KsPiPi=1395, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.0857 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.107 nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.0997 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.093 nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=0.005165, prevFCN = -921594.0952 sigC_bias_KsPiPi=-0.006793, prevFCN = -921594.0978 sigC_bias_KsPiPi=-0.0008139, sigC_frac_KsPiPi=0.9066, prevFCN = -921594.0951 sigC_frac_KsPiPi=0.8933, prevFCN = -921594.0985 sigC_frac_KsPiPi=0.9, sigC_scfa_KsPiPi=0.9591, prevFCN = -921594.0904 sigC_scfa_KsPiPi=0.9475, prevFCN = -921594.1027 sigC_scfa_KsPiPi=0.9533, sigO_frac_KsPiPi=5.809e-05, prevFCN = -921594.0818 sigO_frac_KsPiPi=5.076e-05, prevFCN = -921594.1119 sigO_frac_KsPiPi=6.178e-08, sigT_scfa_KsPiPi=1.666, prevFCN = -921594.0988 sigT_scfa_KsPiPi=1.601, prevFCN = -921594.0929 sigT_scfa_KsPiPi=1.634, tErrBkgMean_KsPiPi=0.08595, prevFCN = -921594.0995 tErrBkgMean_KsPiPi=0.08435, prevFCN = -921594.0933 tErrBkgMean_KsPiPi=0.08515, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.0997 tErrBkgWidth_KsPiPi=0.04467, prevFCN = -921594.0929 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07142, prevFCN = -921594.1088 tErrSigMean_KsPiPi=0.07094, prevFCN = -921594.0841 tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.0882 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1046 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.096 tau=0.4136, prevFCN = -921594.0968 bkgC_bias_KsPiPi=-0.282, bkgC_frac_KsPiPi=0.8418, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004982, bkgT_bias_KsPiPi=0.1208, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.000435, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001112, dmSigJsuDelta_KsPiPi=0.7161, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09194, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003116, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.8735, mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005658, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1396, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008986, sigC_frac_KsPiPi=0.8998, sigC_scfa_KsPiPi=0.9531, sigO_frac_KsPiPi=3.969e-08, sigT_scfa_KsPiPi=1.633, tErrBkgMean_KsPiPi=0.08512, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3196 bkgC_bias_KsPiPi=-0.282, bkgC_frac_KsPiPi=0.8418, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004981, bkgT_bias_KsPiPi=0.1208, bkgT_scfa_KsPiPi=2.352, bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.0004834, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001112, dmSigJsuDelta_KsPiPi=0.7162, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09188, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003117, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.8735, mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005658, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1396, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009069, sigC_frac_KsPiPi=0.8997, sigC_scfa_KsPiPi=0.9531, sigO_frac_KsPiPi=3.781e-08, sigT_scfa_KsPiPi=1.633, tErrBkgMean_KsPiPi=0.08512, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3197 bkgC_bias_KsPiPi=-0.2822, bkgC_frac_KsPiPi=0.8419, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004978, bkgT_bias_KsPiPi=0.1204, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.000849, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001113, dmSigJsuDelta_KsPiPi=0.7165, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.0915, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003119, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8733, mDSigG1G2Frac_KsPiPi=0.9822, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1397, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009588, sigC_frac_KsPiPi=0.8996, sigC_scfa_KsPiPi=0.953, sigO_frac_KsPiPi=2.697e-08, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3203 bkgC_bias_KsPiPi=-0.2724, prevFCN = -921594.1009 bkgC_bias_KsPiPi=-0.2919, prevFCN = -921594.1002 bkgC_bias_KsPiPi=-0.2822, bkgC_frac_KsPiPi=0.8478, prevFCN = -921594.1042 bkgC_frac_KsPiPi=0.8359, prevFCN = -921594.097 bkgC_frac_KsPiPi=0.8419, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0936 bkgC_scfa_KsPiPi=1.011, prevFCN = -921594.1075 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00598, prevFCN = -921594.1015 bkgO_frac_KsPiPi=0.004067, prevFCN = -921594.0997 bkgO_frac_KsPiPi=0.004978, bkgT_bias_KsPiPi=0.1746, prevFCN = -921594.1011 bkgT_bias_KsPiPi=0.06613, prevFCN = -921594.1006 bkgT_bias_KsPiPi=0.1204, bkgT_scfa_KsPiPi=2.392, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.313, prevFCN = -921594.0979 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2463, prevFCN = -921594.1077 bkg_tau_KsPiPi=0.239, prevFCN = -921594.0928 bkg_tau_KsPiPi=0.2426, dmBkgSlope_KsPiPi=-0.5036, prevFCN = -921594.1486 dmBkgSlope_KsPiPi=-0.5895, prevFCN = -921594.0893 dmBkgSlope_KsPiPi=-0.000849, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1105 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0959 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001143, prevFCN = -921594.1108 dmSigG1Width_KsPiPi=0.001084, prevFCN = -921594.0937 dmSigG1Width_KsPiPi=0.001113, dmSigJsuDelta_KsPiPi=0.7193, prevFCN = -921594.098 dmSigJsuDelta_KsPiPi=0.7137, prevFCN = -921594.1033 dmSigJsuDelta_KsPiPi=0.7165, dmSigJsuFrac_KsPiPi=0.9096, prevFCN = -921594.1029 dmSigJsuFrac_KsPiPi=0.9008, prevFCN = -921594.1003 dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.08695, prevFCN = -921594.1008 dmSigJsuGamma_KsPiPi=-0.09616, prevFCN = -921594.1052 dmSigJsuGamma_KsPiPi=-0.0915, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.095 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1061 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003136, prevFCN = -921594.1051 dmSigJsuWidth_KsPiPi=0.0003101, prevFCN = -921594.0958 dmSigJsuWidth_KsPiPi=0.0003119, mDContCombC1_KsPiPi=-0.3515, prevFCN = -921594.1022 mDContCombC1_KsPiPi=-0.3996, prevFCN = -921594.0956 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8762, prevFCN = -921594.0844 mDSigG1Frac_KsPiPi=0.8704, prevFCN = -921594.115 mDSigG1Frac_KsPiPi=0.8733, mDSigG1G2Frac_KsPiPi=0.9843, prevFCN = -921594.1031 mDSigG1G2Frac_KsPiPi=0.9801, prevFCN = -921594.1068 mDSigG1G2Frac_KsPiPi=0.9822, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1028 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.0983 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005678, prevFCN = -921594.1077 mDSigG1Width_KsPiPi=0.005637, prevFCN = -921594.0934 mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1065 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0909 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1007 mDSigG2Width_KsPiPi=0.01395, prevFCN = -921594.0965 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1452, prevFCN = -921594.11 nDstarContGoodD_KsPiPi=1344, prevFCN = -921594.0904 nDstarContGoodD_KsPiPi=1397, nDstarSigFakeD_KsPiPi=1.317e+04, prevFCN = -921594.0834 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1177 nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1046 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.0965 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005022, prevFCN = -921594.0978 sigC_bias_KsPiPi=-0.00694, prevFCN = -921594.1037 sigC_bias_KsPiPi=-0.0009588, sigC_frac_KsPiPi=0.9061, prevFCN = -921594.1019 sigC_frac_KsPiPi=0.8928, prevFCN = -921594.0997 sigC_frac_KsPiPi=0.8996, sigC_scfa_KsPiPi=0.9589, prevFCN = -921594.092 sigC_scfa_KsPiPi=0.9472, prevFCN = -921594.1097 sigC_scfa_KsPiPi=0.953, sigO_frac_KsPiPi=5.692e-05, prevFCN = -921594.0909 sigO_frac_KsPiPi=5.208e-05, prevFCN = -921594.1108 sigO_frac_KsPiPi=2.697e-08, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.1011 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.0976 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08591, prevFCN = -921594.1135 tErrBkgMean_KsPiPi=0.08431, prevFCN = -921594.0878 tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1071 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.0939 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07142, prevFCN = -921594.1094 tErrSigMean_KsPiPi=0.07094, prevFCN = -921594.0917 tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.0887 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1124 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.0884 tau=0.4137, prevFCN = -921594.1129 bkgC_bias_KsPiPi=-0.2824, bkgC_frac_KsPiPi=0.842, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004974, bkgT_bias_KsPiPi=0.1198, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2428, dmBkgSlope_KsPiPi=-0.0007163, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7168, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.0911, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.873, mDSigG1G2Frac_KsPiPi=0.9824, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1400, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001051, sigC_frac_KsPiPi=0.8994, sigC_scfa_KsPiPi=0.9528, sigO_frac_KsPiPi=3.225e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07119, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3226 bkgC_bias_KsPiPi=-0.2726, prevFCN = -921594.1029 bkgC_bias_KsPiPi=-0.2921, prevFCN = -921594.103 bkgC_bias_KsPiPi=-0.2824, bkgC_frac_KsPiPi=0.8479, prevFCN = -921594.1064 bkgC_frac_KsPiPi=0.836, prevFCN = -921594.0994 bkgC_frac_KsPiPi=0.842, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.0972 bkgC_scfa_KsPiPi=1.011, prevFCN = -921594.1086 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005976, prevFCN = -921594.1043 bkgO_frac_KsPiPi=0.004064, prevFCN = -921594.1017 bkgO_frac_KsPiPi=0.004974, bkgT_bias_KsPiPi=0.1741, prevFCN = -921594.1034 bkgT_bias_KsPiPi=0.06553, prevFCN = -921594.103 bkgT_bias_KsPiPi=0.1198, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1052 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1011 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2464, prevFCN = -921594.1077 bkg_tau_KsPiPi=0.2391, prevFCN = -921594.0979 bkg_tau_KsPiPi=0.2428, dmBkgSlope_KsPiPi=-0.5551, prevFCN = -921594.1182 dmBkgSlope_KsPiPi=-0.6375, prevFCN = -921594.0565 dmBkgSlope_KsPiPi=-0.0007163, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1094 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0988 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921594.1098 dmSigG1Width_KsPiPi=0.001085, prevFCN = -921594.0974 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7196, prevFCN = -921594.1011 dmSigJsuDelta_KsPiPi=0.714, prevFCN = -921594.1048 dmSigJsuDelta_KsPiPi=0.7168, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1019 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.1049 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08654, prevFCN = -921594.1004 dmSigJsuGamma_KsPiPi=-0.09578, prevFCN = -921594.1072 dmSigJsuGamma_KsPiPi=-0.0911, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0987 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1071 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1042 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1015 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3516, prevFCN = -921594.1052 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1019 mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.8759, prevFCN = -921594.0917 mDSigG1Frac_KsPiPi=0.8701, prevFCN = -921594.1134 mDSigG1Frac_KsPiPi=0.873, mDSigG1G2Frac_KsPiPi=0.9844, prevFCN = -921594.1046 mDSigG1G2Frac_KsPiPi=0.9802, prevFCN = -921594.1048 mDSigG1G2Frac_KsPiPi=0.9824, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1019 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005677, prevFCN = -921594.1094 mDSigG1Width_KsPiPi=0.005637, prevFCN = -921594.0965 mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1054 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.0985 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1032 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1008 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1454, prevFCN = -921594.1089 nDstarContGoodD_KsPiPi=1346, prevFCN = -921594.0963 nDstarContGoodD_KsPiPi=1400, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.0924 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1135 nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1051 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1008 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.004933, prevFCN = -921594.105 sigC_bias_KsPiPi=-0.007034, prevFCN = -921594.101 sigC_bias_KsPiPi=-0.001051, sigC_frac_KsPiPi=0.906, prevFCN = -921594.1034 sigC_frac_KsPiPi=0.8926, prevFCN = -921594.1021 sigC_frac_KsPiPi=0.8994, sigC_scfa_KsPiPi=0.9587, prevFCN = -921594.0975 sigC_scfa_KsPiPi=0.947, prevFCN = -921594.1085 sigC_scfa_KsPiPi=0.9528, sigO_frac_KsPiPi=5.538e-05, prevFCN = -921594.0994 sigO_frac_KsPiPi=5.37e-05, prevFCN = -921594.1063 sigO_frac_KsPiPi=3.225e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.1026 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.102 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08591, prevFCN = -921594.1123 tErrBkgMean_KsPiPi=0.08432, prevFCN = -921594.0935 tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1077 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.0982 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07143, prevFCN = -921594.1069 tErrSigMean_KsPiPi=0.07095, prevFCN = -921594.0987 tErrSigMean_KsPiPi=0.07119, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.0938 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.112 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.0951 tau=0.4137, prevFCN = -921594.1107 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-7.537e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.09076, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001039, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=8.132e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3237 bkgC_bias_KsPiPi=-0.2826, bkgC_frac_KsPiPi=0.8421, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004974, bkgT_bias_KsPiPi=0.1193, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.0002335, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09089, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1401, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001043, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.335e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2826, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004974, bkgT_bias_KsPiPi=0.1192, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.0001755, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.09085, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001042, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.817e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2729, prevFCN = -921594.1041 bkgC_bias_KsPiPi=-0.2924, prevFCN = -921594.1042 bkgC_bias_KsPiPi=-0.2826, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1058 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1024 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1025 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1057 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005976, prevFCN = -921594.1045 bkgO_frac_KsPiPi=0.004063, prevFCN = -921594.1039 bkgO_frac_KsPiPi=0.004974, bkgT_bias_KsPiPi=0.1735, prevFCN = -921594.1053 bkgT_bias_KsPiPi=0.06488, prevFCN = -921594.1036 bkgT_bias_KsPiPi=0.1192, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1051 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1037 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2466, prevFCN = -921594.1074 bkg_tau_KsPiPi=0.2393, prevFCN = -921594.1007 bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.5367, prevFCN = -921594.134 dmBkgSlope_KsPiPi=-0.5761, prevFCN = -921594.1065 dmBkgSlope_KsPiPi=-0.0001755, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1066 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1032 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1062 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.103 dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1048 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1035 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9098, prevFCN = -921594.1007 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.1082 dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.08628, prevFCN = -921594.1022 dmSigJsuGamma_KsPiPi=-0.09553, prevFCN = -921594.1072 dmSigJsuGamma_KsPiPi=-0.09085, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1021 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1062 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1023 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1059 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3515, prevFCN = -921594.106 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1029 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8756, prevFCN = -921594.1007 mDSigG1Frac_KsPiPi=0.8698, prevFCN = -921594.107 mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9845, prevFCN = -921594.1081 mDSigG1G2Frac_KsPiPi=0.9803, prevFCN = -921594.1029 mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1047 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1036 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005677, prevFCN = -921594.1057 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1027 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.106 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1005 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1048 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1018 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1456, prevFCN = -921594.1054 nDstarContGoodD_KsPiPi=1348, prevFCN = -921594.1023 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1032 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.105 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1041 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1042 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.004943, prevFCN = -921594.1057 sigC_bias_KsPiPi=-0.007026, prevFCN = -921594.1026 sigC_bias_KsPiPi=-0.001042, sigC_frac_KsPiPi=0.9058, prevFCN = -921594.1033 sigC_frac_KsPiPi=0.8924, prevFCN = -921594.1044 sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1036 sigC_scfa_KsPiPi=0.9469, prevFCN = -921594.1047 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.374e-05, prevFCN = -921594.1072 sigO_frac_KsPiPi=5.531e-05, prevFCN = -921594.1007 sigO_frac_KsPiPi=2.817e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.102 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.1051 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08593, prevFCN = -921594.1057 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1025 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1048 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1035 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07144, prevFCN = -921594.1049 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1031 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1011 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1071 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.0988 tau=0.4137, prevFCN = -921594.1095 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.334e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09079, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001023, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.854e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1191, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-8.948e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001033, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.833e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1191, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.000112, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.09083, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001036, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.829e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2729, prevFCN = -921594.1038 bkgC_bias_KsPiPi=-0.2924, prevFCN = -921594.1045 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1057 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1026 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1031 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1053 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005976, prevFCN = -921594.1043 bkgO_frac_KsPiPi=0.004063, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1735, prevFCN = -921594.1048 bkgT_bias_KsPiPi=0.06479, prevFCN = -921594.1037 bkgT_bias_KsPiPi=0.1191, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1048 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1036 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2466, prevFCN = -921594.1069 bkg_tau_KsPiPi=0.2393, prevFCN = -921594.1014 bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.5839, prevFCN = -921594.1013 dmBkgSlope_KsPiPi=-0.6166, prevFCN = -921594.0767 dmBkgSlope_KsPiPi=-0.000112, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1054 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.103 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1052 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1032 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1051 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1033 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9098, prevFCN = -921594.1003 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.1081 dmSigJsuFrac_KsPiPi=0.9055, dmSigJsuGamma_KsPiPi=-0.08626, prevFCN = -921594.1019 dmSigJsuGamma_KsPiPi=-0.09552, prevFCN = -921594.1065 dmSigJsuGamma_KsPiPi=-0.09083, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1025 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1058 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1021 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1062 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1055 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1033 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8756, prevFCN = -921594.1017 mDSigG1Frac_KsPiPi=0.8698, prevFCN = -921594.1066 mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9846, prevFCN = -921594.1074 mDSigG1G2Frac_KsPiPi=0.9803, prevFCN = -921594.1013 mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1042 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1041 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005677, prevFCN = -921594.1051 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1033 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1059 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1022 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1054 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1027 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1051 nDstarContGoodD_KsPiPi=1348, prevFCN = -921594.1032 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1042 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1041 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1037 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1046 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.004949, prevFCN = -921594.1063 sigC_bias_KsPiPi=-0.007021, prevFCN = -921594.102 sigC_bias_KsPiPi=-0.001036, sigC_frac_KsPiPi=0.9058, prevFCN = -921594.1034 sigC_frac_KsPiPi=0.8924, prevFCN = -921594.1049 sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1041 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1042 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.369e-05, prevFCN = -921594.1074 sigO_frac_KsPiPi=5.526e-05, prevFCN = -921594.101 sigO_frac_KsPiPi=2.829e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.1026 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.1056 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1048 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1035 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1044 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.104 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1045 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1038 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.102 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1064 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.1003 tau=0.4136, prevFCN = -921594.108 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.159e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09077, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009541, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.753e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3237 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.137e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001001, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.339e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1191, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-5.666e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.001018, sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.572e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2729, prevFCN = -921594.1037 bkgC_bias_KsPiPi=-0.2924, prevFCN = -921594.1046 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1055 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1029 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1035 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1049 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005976, prevFCN = -921594.1042 bkgO_frac_KsPiPi=0.004063, prevFCN = -921594.1041 bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1734, prevFCN = -921594.1046 bkgT_bias_KsPiPi=0.06472, prevFCN = -921594.1038 bkgT_bias_KsPiPi=0.1191, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1048 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1037 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2466, prevFCN = -921594.1066 bkg_tau_KsPiPi=0.2393, prevFCN = -921594.1017 bkg_tau_KsPiPi=0.2429, dmBkgSlope_KsPiPi=-0.5503, prevFCN = -921594.1256 dmBkgSlope_KsPiPi=-0.5728, prevFCN = -921594.1098 dmBkgSlope_KsPiPi=-5.666e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.105 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1033 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1047 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1036 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1052 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1032 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9098, prevFCN = -921594.1003 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.108 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08625, prevFCN = -921594.1021 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1063 dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1028 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1056 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.102 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1064 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1051 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1036 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8755, prevFCN = -921594.1023 mDSigG1Frac_KsPiPi=0.8698, prevFCN = -921594.1059 mDSigG1Frac_KsPiPi=0.8727, mDSigG1G2Frac_KsPiPi=0.9846, prevFCN = -921594.1077 mDSigG1G2Frac_KsPiPi=0.9803, prevFCN = -921594.1011 mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1042 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1041 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1037 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1055 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1026 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1055 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1027 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1047 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1036 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1049 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1035 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1036 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1048 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.004967, prevFCN = -921594.1062 sigC_bias_KsPiPi=-0.007003, prevFCN = -921594.1022 sigC_bias_KsPiPi=-0.001018, sigC_frac_KsPiPi=0.9057, prevFCN = -921594.1033 sigC_frac_KsPiPi=0.8924, prevFCN = -921594.1051 sigC_frac_KsPiPi=0.8992, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1044 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.104 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.374e-05, prevFCN = -921594.1073 sigO_frac_KsPiPi=5.523e-05, prevFCN = -921594.1011 sigO_frac_KsPiPi=2.572e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.1027 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.1055 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1041 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1042 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.104 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1043 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1042 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1042 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1027 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1056 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.1012 tau=0.4136, prevFCN = -921594.1072 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-9.977e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09079, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000934, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.697e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-8.414e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.0908, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009816, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.183e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.486e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009979, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.743e-09, sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.273, prevFCN = -921594.1036 bkgC_bias_KsPiPi=-0.2925, prevFCN = -921594.1048 bkgC_bias_KsPiPi=-0.2827, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1053 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1031 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1039 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1045 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005975, prevFCN = -921594.1041 bkgO_frac_KsPiPi=0.004062, prevFCN = -921594.1043 bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1734, prevFCN = -921594.1045 bkgT_bias_KsPiPi=0.06465, prevFCN = -921594.104 bkgT_bias_KsPiPi=0.119, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1048 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1037 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2466, prevFCN = -921594.1062 bkg_tau_KsPiPi=0.2393, prevFCN = -921594.1022 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5905, prevFCN = -921594.0974 dmBkgSlope_KsPiPi=-0.6059, prevFCN = -921594.086 dmBkgSlope_KsPiPi=-2.486e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1047 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1036 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1042 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.104 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1053 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1032 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9098, prevFCN = -921594.1004 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.1079 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1023 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1061 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1031 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1053 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1019 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1065 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1048 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1039 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8755, prevFCN = -921594.1029 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1054 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9846, prevFCN = -921594.1079 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.101 mDSigG1G2Frac_KsPiPi=0.9825, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1041 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1043 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1043 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1041 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1051 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1031 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1055 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1027 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1039 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1053 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1031 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1035 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.004987, prevFCN = -921594.1061 sigC_bias_KsPiPi=-0.006983, prevFCN = -921594.1023 sigC_bias_KsPiPi=-0.0009979, sigC_frac_KsPiPi=0.9057, prevFCN = -921594.1032 sigC_frac_KsPiPi=0.8924, prevFCN = -921594.1052 sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1046 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1038 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.387e-05, prevFCN = -921594.1068 sigO_frac_KsPiPi=5.511e-05, prevFCN = -921594.1017 sigO_frac_KsPiPi=1.743e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.1028 sigT_scfa_KsPiPi=1.6, prevFCN = -921594.1054 sigT_scfa_KsPiPi=1.632, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1037 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1046 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1038 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1046 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1039 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1044 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1034 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1049 tErrSigWidth_KsPiPi=0.01606, tau=0.4171, prevFCN = -921594.1021 tau=0.4136, prevFCN = -921594.1062 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-5.715e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.0908, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008846, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.346e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.886e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000949, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=7.055e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.2e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009691, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.075e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.273, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2925, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.105 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1033 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1042 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1042 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005975, prevFCN = -921594.1041 bkgO_frac_KsPiPi=0.004062, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1733, prevFCN = -921594.1043 bkgT_bias_KsPiPi=0.06457, prevFCN = -921594.1042 bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1047 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2466, prevFCN = -921594.1057 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1026 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5634, prevFCN = -921594.1178 dmBkgSlope_KsPiPi=-0.5688, prevFCN = -921594.114 dmBkgSlope_KsPiPi=-3.2e-06, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1043 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1039 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1038 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1044 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.1052 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1032 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1007 dmSigJsuFrac_KsPiPi=0.901, prevFCN = -921594.1076 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1026 dmSigJsuGamma_KsPiPi=-0.09549, prevFCN = -921594.1059 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1033 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1051 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1019 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1065 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1045 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8755, prevFCN = -921594.1034 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1049 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9846, prevFCN = -921594.1081 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.101 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.104 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1044 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1047 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1035 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1055 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1027 mDSigG2Width_KsPiPi=0.01417, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1042 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1042 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1055 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1035 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005016, prevFCN = -921594.1057 sigC_bias_KsPiPi=-0.006954, prevFCN = -921594.1027 sigC_bias_KsPiPi=-0.0009691, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8923, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1047 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1038 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.402e-05, prevFCN = -921594.1063 sigO_frac_KsPiPi=5.499e-05, prevFCN = -921594.1023 sigO_frac_KsPiPi=1.075e-09, sigT_scfa_KsPiPi=1.664, prevFCN = -921594.103 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1051 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1034 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.105 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1048 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1037 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1047 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1041 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1043 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1031 tau=0.4136, prevFCN = -921594.1053 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-5.401e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008687, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.344e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.771e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009281, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.793e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-4.233e-10, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009492, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=6.246e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.242e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009533, sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=7.076e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.273, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2925, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1049 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1035 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1044 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.104 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005975, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004062, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1733, prevFCN = -921594.1042 bkgT_bias_KsPiPi=0.06452, prevFCN = -921594.1043 bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1047 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1055 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1029 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5972, prevFCN = -921594.0938 dmBkgSlope_KsPiPi=-0.5983, prevFCN = -921594.093 dmBkgSlope_KsPiPi=-1.242e-07, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.104 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1037 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1046 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.1051 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1033 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.101 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.1074 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1027 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1057 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1035 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.105 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.102 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1065 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1043 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8755, prevFCN = -921594.1037 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1046 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9846, prevFCN = -921594.108 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1009 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1045 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1045 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1038 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1055 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1041 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1043 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1056 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1028 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1035 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005032, prevFCN = -921594.1055 sigC_bias_KsPiPi=-0.006939, prevFCN = -921594.1029 sigC_bias_KsPiPi=-0.0009533, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8923, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.8991, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1047 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1038 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.412e-05, prevFCN = -921594.1059 sigO_frac_KsPiPi=5.491e-05, prevFCN = -921594.1026 sigO_frac_KsPiPi=7.076e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1032 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1051 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1051 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1048 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1045 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.104 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1036 tau=0.4136, prevFCN = -921594.1048 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1186, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-7.076e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09083, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008449, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.578e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3237 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-8.882e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009121, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.371e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.384e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009344, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.908e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.605e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000944, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.399e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-5.324e-08, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009461, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.757e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.273, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1049 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1035 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1044 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.104 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005975, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1041 bkgT_bias_KsPiPi=0.06449, prevFCN = -921594.1043 bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1047 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1054 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.103 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5701, prevFCN = -921594.1137 dmBkgSlope_KsPiPi=-0.5694, prevFCN = -921594.1142 dmBkgSlope_KsPiPi=-5.324e-08, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1041 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1037 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1046 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.1051 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1034 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1011 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.1073 dmSigJsuFrac_KsPiPi=0.9054, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1028 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1057 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1035 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1049 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.102 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1064 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1043 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8755, prevFCN = -921594.1038 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1046 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1079 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1008 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1045 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1039 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.104 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1056 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1035 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.00504, prevFCN = -921594.1054 sigC_bias_KsPiPi=-0.006932, prevFCN = -921594.103 sigC_bias_KsPiPi=-0.0009461, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8923, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1046 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1038 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.417e-05, prevFCN = -921594.1057 sigO_frac_KsPiPi=5.488e-05, prevFCN = -921594.1028 sigO_frac_KsPiPi=5.757e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1033 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1051 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1052 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1048 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1046 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1038 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1038 tau=0.4136, prevFCN = -921594.1046 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004969, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-6.87e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09084, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008317, sigC_frac_KsPiPi=0.8988, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=3.409e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3237 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-1.016e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009041, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=7.084e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.427e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009272, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.89e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-7.609e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000937, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.249e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.038e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009415, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.976e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1049 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1036 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1045 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.104 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1041 bkgT_bias_KsPiPi=0.06447, prevFCN = -921594.1043 bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1046 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1054 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.103 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.597, prevFCN = -921594.0943 dmBkgSlope_KsPiPi=-0.5953, prevFCN = -921594.0956 dmBkgSlope_KsPiPi=-3.038e-07, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1037 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1047 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.105 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1034 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1012 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.1072 dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1028 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1056 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1049 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.102 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1064 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1039 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1045 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1078 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1008 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1045 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1039 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.104 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1056 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1035 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005044, prevFCN = -921594.1053 sigC_bias_KsPiPi=-0.006927, prevFCN = -921594.1031 sigC_bias_KsPiPi=-0.0009415, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8923, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1046 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1038 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.42e-05, prevFCN = -921594.1056 sigO_frac_KsPiPi=5.486e-05, prevFCN = -921594.1029 sigO_frac_KsPiPi=4.976e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1033 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.105 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1032 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1052 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1035 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1048 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1047 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1038 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1039 tau=0.4136, prevFCN = -921594.1045 bkgC_bias_KsPiPi=-0.2831, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004969, bkgT_bias_KsPiPi=0.1184, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.168e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09086, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3752, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9828, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000824, sigC_frac_KsPiPi=0.8988, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.804e-10, sigT_scfa_KsPiPi=1.63, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3236 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-1.016e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09083, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008991, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.024e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.994e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009225, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=2.3e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.257e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009323, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.555e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-7.012e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009369, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.232e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1048 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1036 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1045 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1039 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1041 bkgT_bias_KsPiPi=0.06446, prevFCN = -921594.1044 bkgT_bias_KsPiPi=0.1189, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1046 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1053 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1031 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5734, prevFCN = -921594.1117 dmBkgSlope_KsPiPi=-0.5709, prevFCN = -921594.1135 dmBkgSlope_KsPiPi=-7.012e-07, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1037 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1047 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.105 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1034 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1013 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.1071 dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1028 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1056 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1048 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1021 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1064 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1043 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1039 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1045 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1078 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1008 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1044 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.104 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.104 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1055 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1036 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1049 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005049, prevFCN = -921594.1052 sigC_bias_KsPiPi=-0.006923, prevFCN = -921594.1032 sigC_bias_KsPiPi=-0.0009369, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1046 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1039 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.423e-05, prevFCN = -921594.1055 sigO_frac_KsPiPi=5.484e-05, prevFCN = -921594.103 sigO_frac_KsPiPi=4.232e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1034 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.105 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1032 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1052 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1048 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1047 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1037 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.104 tau=0.4136, prevFCN = -921594.1044 bkgC_bias_KsPiPi=-0.2831, bkgC_frac_KsPiPi=0.8425, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004968, bkgT_bias_KsPiPi=0.1184, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.184e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09087, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3752, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9828, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008182, sigC_frac_KsPiPi=0.8987, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.207e-10, sigT_scfa_KsPiPi=1.63, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3236 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-1.12e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09083, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008945, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=3.486e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.837e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000918, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.964e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.907e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009277, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=3.026e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.305e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009318, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.53e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1048 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1036 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1045 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1039 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1041 bkgT_bias_KsPiPi=0.06443, prevFCN = -921594.1044 bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1046 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1052 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1032 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5966, prevFCN = -921594.0951 dmBkgSlope_KsPiPi=-0.5931, prevFCN = -921594.0977 dmBkgSlope_KsPiPi=-1.305e-06, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1041 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1036 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1047 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.1049 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1035 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1014 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.107 dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1029 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1055 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1048 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1021 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1063 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1043 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1039 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1044 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1078 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1008 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1044 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.104 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1458, prevFCN = -921594.104 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1055 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1036 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1048 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005054, prevFCN = -921594.1052 sigC_bias_KsPiPi=-0.006918, prevFCN = -921594.1033 sigC_bias_KsPiPi=-0.0009318, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1045 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1039 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.426e-05, prevFCN = -921594.1054 sigO_frac_KsPiPi=5.481e-05, prevFCN = -921594.1031 sigO_frac_KsPiPi=3.53e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1034 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.105 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1052 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1049 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1048 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1037 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1041 tau=0.4136, prevFCN = -921594.1043 bkgC_bias_KsPiPi=-0.2831, bkgC_frac_KsPiPi=0.8425, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004968, bkgT_bias_KsPiPi=0.1184, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.64e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001118, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09088, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3752, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9828, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01419, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008197, sigC_frac_KsPiPi=0.8987, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.821e-10, sigT_scfa_KsPiPi=1.63, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3236 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-9.561e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09084, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008932, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.625e-11, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.932e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009152, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.544e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-2.355e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000924, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=2.503e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.773e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000928, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=3.013e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.526e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009299, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.271e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.412e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09082, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009309, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.401e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.358e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009313, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.466e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.331e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009315, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.498e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.318e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009316, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.514e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-1.312e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009317, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=3.522e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1035 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1049 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1048 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1036 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1045 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1039 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1041 bkgT_bias_KsPiPi=0.06443, prevFCN = -921594.1044 bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1046 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1052 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1032 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5761, prevFCN = -921594.11 dmBkgSlope_KsPiPi=-0.5727, prevFCN = -921594.1125 dmBkgSlope_KsPiPi=-1.312e-06, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1042 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1037 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1047 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.1049 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1035 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.1014 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.107 dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.08624, prevFCN = -921594.1029 dmSigJsuGamma_KsPiPi=-0.0955, prevFCN = -921594.1055 dmSigJsuGamma_KsPiPi=-0.09081, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1048 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1021 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.1063 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1043 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.104 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1045 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1077 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.1007 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.104 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1039 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1046 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1044 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.104 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1028 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1458, prevFCN = -921594.104 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1044 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1055 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1029 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1036 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1048 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005054, prevFCN = -921594.1051 sigC_bias_KsPiPi=-0.006918, prevFCN = -921594.1033 sigC_bias_KsPiPi=-0.0009317, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1031 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1053 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1045 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1039 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.426e-05, prevFCN = -921594.1054 sigO_frac_KsPiPi=5.482e-05, prevFCN = -921594.1031 sigO_frac_KsPiPi=3.522e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1034 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.105 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1052 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1049 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1036 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1049 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1048 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1037 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1041 tau=0.4136, prevFCN = -921594.1043 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-2.818e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7175, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09128, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003117, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008629, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.629e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.295 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-6.768e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09084, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009283, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.31e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.324 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1038 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1047 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.105 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1035 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1043 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1041 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.104 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.1042 bkgT_bias_KsPiPi=0.06443, prevFCN = -921594.1043 bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1045 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1039 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1054 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.103 bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-0.5945, prevFCN = -921594.0977 dmBkgSlope_KsPiPi=-0.592, prevFCN = -921594.0995 dmBkgSlope_KsPiPi=-6.768e-07, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.102 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1064 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1078 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1005 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.72, prevFCN = -921594.0973 dmSigJsuDelta_KsPiPi=0.7144, prevFCN = -921594.1112 dmSigJsuDelta_KsPiPi=0.7172, dmSigJsuFrac_KsPiPi=0.9097, prevFCN = -921594.0953 dmSigJsuFrac_KsPiPi=0.9009, prevFCN = -921594.1132 dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.08627, prevFCN = -921594.1036 dmSigJsuGamma_KsPiPi=-0.09553, prevFCN = -921594.1047 dmSigJsuGamma_KsPiPi=-0.09084, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1027 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1057 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003139, prevFCN = -921594.1099 dmSigJsuWidth_KsPiPi=0.0003105, prevFCN = -921594.0985 dmSigJsuWidth_KsPiPi=0.0003122, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1042 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1041 mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1049 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1035 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.109 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.0995 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1039 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1046 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1037 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1047 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1046 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1039 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1043 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1042 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1066 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1019 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1066 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1018 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1028 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1057 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005058, prevFCN = -921594.1051 sigC_bias_KsPiPi=-0.006914, prevFCN = -921594.1034 sigC_bias_KsPiPi=-0.0009283, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1034 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1051 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1043 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1042 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.437e-05, prevFCN = -921594.1049 sigO_frac_KsPiPi=5.471e-05, prevFCN = -921594.1035 sigO_frac_KsPiPi=1.31e-10, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1033 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1051 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1042 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1043 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1043 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1042 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1035 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1049 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1045 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.104 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.104 tau=0.4136, prevFCN = -921594.1044 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-2.942e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7169, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09125, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.308e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008619, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.512e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08511, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3232 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-6.861e-07, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9053, dmSigJsuGamma_KsPiPi=-0.09095, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009107, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.795e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3242 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-1.629e-06, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09098, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000906, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.137e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3242 bkgC_bias_KsPiPi=-0.2731, prevFCN = -921594.1027 bkgC_bias_KsPiPi=-0.2926, prevFCN = -921594.1063 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.1063 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1027 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1033 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1057 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005973, prevFCN = -921594.1045 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1046 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1732, prevFCN = -921594.103 bkgT_bias_KsPiPi=0.0644, prevFCN = -921594.1061 bkgT_bias_KsPiPi=0.1188, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1049 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1042 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1032 bkg_tau_KsPiPi=0.2394, prevFCN = -921594.1057 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5766, prevFCN = -921594.1132 dmBkgSlope_KsPiPi=-0.5804, prevFCN = -921594.1104 dmBkgSlope_KsPiPi=-1.629e-06, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1008 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1073 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.0998 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1087 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9096, prevFCN = -921594.0974 dmSigJsuFrac_KsPiPi=0.9008, prevFCN = -921594.1111 dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.0864, prevFCN = -921594.1098 dmSigJsuGamma_KsPiPi=-0.09567, prevFCN = -921594.0984 dmSigJsuGamma_KsPiPi=-0.09098, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.0984 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1106 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1067 dmSigJsuWidth_KsPiPi=0.0003104, prevFCN = -921594.1024 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3513, prevFCN = -921594.1049 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1034 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1056 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1033 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1117 mDSigG1G2Frac_KsPiPi=0.9804, prevFCN = -921594.0976 mDSigG1G2Frac_KsPiPi=0.9826, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1038 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1052 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1067 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1023 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.105 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.104 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01439, prevFCN = -921594.1007 mDSigG2Width_KsPiPi=0.01396, prevFCN = -921594.1085 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1008 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1083 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1026 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1064 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1051 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1039 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.00508, prevFCN = -921594.1039 sigC_bias_KsPiPi=-0.006892, prevFCN = -921594.1051 sigC_bias_KsPiPi=-0.000906, sigC_frac_KsPiPi=0.9056, prevFCN = -921594.1047 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1044 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1031 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1059 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.504e-05, prevFCN = -921594.1025 sigO_frac_KsPiPi=5.404e-05, prevFCN = -921594.1066 sigO_frac_KsPiPi=1.137e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1031 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1058 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08593, prevFCN = -921594.1115 tErrBkgMean_KsPiPi=0.08433, prevFCN = -921594.0976 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1112 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.0978 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1055 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1035 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1058 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1032 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1028 tau=0.4136, prevFCN = -921594.1063 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004969, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.258e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09106, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008662, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.209e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3241 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-1.191e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09101, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008895, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.265e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3244 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1041 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1053 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8482, prevFCN = -921594.106 bkgC_frac_KsPiPi=0.8363, prevFCN = -921594.1035 bkgC_frac_KsPiPi=0.8423, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1033 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1061 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005972, prevFCN = -921594.105 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1045 bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1731, prevFCN = -921594.1038 bkgT_bias_KsPiPi=0.06428, prevFCN = -921594.1057 bkgT_bias_KsPiPi=0.1187, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1055 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.104 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2467, prevFCN = -921594.1043 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1051 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.593, prevFCN = -921594.1 dmBkgSlope_KsPiPi=-0.6037, prevFCN = -921594.0921 dmBkgSlope_KsPiPi=-1.191e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1093 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.0993 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1016 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1072 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1048 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1047 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9095, prevFCN = -921594.1034 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1055 dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.08644, prevFCN = -921594.1014 dmSigJsuGamma_KsPiPi=-0.0957, prevFCN = -921594.1082 dmSigJsuGamma_KsPiPi=-0.09101, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1064 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1031 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1073 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1022 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1056 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1034 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1015 mDSigG1Frac_KsPiPi=0.8697, prevFCN = -921594.1079 mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1077 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.1024 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.105 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1096 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.0998 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1046 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1049 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1043 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.105 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1034 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1061 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1018 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1076 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1064 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1031 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005097, prevFCN = -921594.1037 sigC_bias_KsPiPi=-0.006876, prevFCN = -921594.1058 sigC_bias_KsPiPi=-0.0008895, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1047 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1048 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.103 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1064 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.551e-05, prevFCN = -921594.1008 sigO_frac_KsPiPi=5.358e-05, prevFCN = -921594.1088 sigO_frac_KsPiPi=4.265e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.104 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1054 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08593, prevFCN = -921594.1066 tErrBkgMean_KsPiPi=0.08433, prevFCN = -921594.1028 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1058 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1046 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1048 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1033 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1061 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1027 tau=0.4136, prevFCN = -921594.1067 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1183, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-6.649e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.09126, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008772, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.06e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3244 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.083e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09112, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000884, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=4.173e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1058 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1041 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1049 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.105 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1044 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1055 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005972, prevFCN = -921594.1053 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1046 bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1729, prevFCN = -921594.1051 bkgT_bias_KsPiPi=0.06413, prevFCN = -921594.1048 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1062 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1037 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1061 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1038 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5673, prevFCN = -921594.1188 dmBkgSlope_KsPiPi=-0.5841, prevFCN = -921594.1069 dmBkgSlope_KsPiPi=-3.083e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1036 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1055 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001146, prevFCN = -921594.1048 dmSigG1Width_KsPiPi=0.001086, prevFCN = -921594.1046 dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1055 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.1049 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.105 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08655, prevFCN = -921594.1067 dmSigJsuGamma_KsPiPi=-0.09582, prevFCN = -921594.1026 dmSigJsuGamma_KsPiPi=-0.09112, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1031 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1068 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1047 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1052 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1066 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.103 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1072 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.1026 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1106 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.0997 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1056 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1031 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1069 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1064 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1032 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1042 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1056 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1067 nDstarContGoodD_KsPiPi=1348, prevFCN = -921594.1033 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.101 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1089 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.108 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1019 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005102, prevFCN = -921594.1041 sigC_bias_KsPiPi=-0.00687, prevFCN = -921594.1058 sigC_bias_KsPiPi=-0.000884, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1032 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1068 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1044 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1055 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.552e-05, prevFCN = -921594.1011 sigO_frac_KsPiPi=5.361e-05, prevFCN = -921594.109 sigO_frac_KsPiPi=4.173e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1059 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1039 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.102 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1079 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.101 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1089 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1057 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1042 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1034 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1065 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.104 tau=0.4136, prevFCN = -921594.1058 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1183, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-9.004e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.09115, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009076, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.75e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08512, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3239 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.991e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008886, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=1.928e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.954e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1057 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1042 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1048 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.1051 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1046 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1054 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005972, prevFCN = -921594.1052 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1047 bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1729, prevFCN = -921594.1052 bkgT_bias_KsPiPi=0.0641, prevFCN = -921594.1047 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1061 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1061 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1038 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.588, prevFCN = -921594.1042 dmBkgSlope_KsPiPi=-0.6063, prevFCN = -921594.0908 dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1038 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.106 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001146, prevFCN = -921594.1059 dmSigG1Width_KsPiPi=0.001086, prevFCN = -921594.1039 dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1054 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.1053 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1046 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08655, prevFCN = -921594.1067 dmSigJsuGamma_KsPiPi=-0.09582, prevFCN = -921594.1032 dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1063 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1044 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1055 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1066 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1035 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.106 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.1039 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1092 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.1009 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1054 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1033 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1066 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1061 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1038 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1054 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1044 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1065 nDstarContGoodD_KsPiPi=1348, prevFCN = -921594.1034 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1022 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1078 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1072 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1027 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0051, prevFCN = -921594.1044 sigC_bias_KsPiPi=-0.006873, prevFCN = -921594.1055 sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1033 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1066 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1045 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1054 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.54e-05, prevFCN = -921594.1017 sigO_frac_KsPiPi=5.379e-05, prevFCN = -921594.1082 sigO_frac_KsPiPi=2.954e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1058 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1041 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08593, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1066 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1024 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1075 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1062 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1037 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1043 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1056 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1044 tau=0.4136, prevFCN = -921594.1055 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.0001053, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09105, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3753, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01419, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009179, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.106e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.379e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09111, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008913, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=8.453e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3246 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.743e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09112, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008877, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.253e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.585e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09112, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008867, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.732e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.539e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008864, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.884e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.525e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.932e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.52e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.947e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.519e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.951e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.953e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.953e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=2.954e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1057 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1042 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1048 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.1051 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1046 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1054 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005972, prevFCN = -921594.1052 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1047 bkgO_frac_KsPiPi=0.00497, bkgT_bias_KsPiPi=0.1729, prevFCN = -921594.1052 bkgT_bias_KsPiPi=0.0641, prevFCN = -921594.1047 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1061 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1038 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1061 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1038 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5686, prevFCN = -921594.1181 dmBkgSlope_KsPiPi=-0.5866, prevFCN = -921594.1053 dmBkgSlope_KsPiPi=-3.518e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1038 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1061 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001146, prevFCN = -921594.1059 dmSigG1Width_KsPiPi=0.001086, prevFCN = -921594.104 dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1054 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.1053 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1046 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08655, prevFCN = -921594.1067 dmSigJsuGamma_KsPiPi=-0.09582, prevFCN = -921594.1032 dmSigJsuGamma_KsPiPi=-0.09113, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1036 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1063 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1044 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1055 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3514, prevFCN = -921594.1066 mDContCombC1_KsPiPi=-0.3994, prevFCN = -921594.1033 mDContCombC1_KsPiPi=-0.3754, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.106 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.1039 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.1091 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.1008 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1054 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1045 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1033 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1066 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1061 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1039 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1055 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1044 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1065 nDstarContGoodD_KsPiPi=1348, prevFCN = -921594.1034 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1022 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1078 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1072 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1027 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0051, prevFCN = -921594.1044 sigC_bias_KsPiPi=-0.006873, prevFCN = -921594.1055 sigC_bias_KsPiPi=-0.0008863, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1033 sigC_frac_KsPiPi=0.8922, prevFCN = -921594.1066 sigC_frac_KsPiPi=0.899, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1045 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1054 sigC_scfa_KsPiPi=0.9527, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921594.1017 sigO_frac_KsPiPi=5.379e-05, prevFCN = -921594.1083 sigO_frac_KsPiPi=2.954e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1058 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1041 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08593, prevFCN = -921594.1033 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1066 tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1024 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1075 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1062 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1037 tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1043 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1056 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1044 tau=0.4136, prevFCN = -921594.1055 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.878e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09105, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3757, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009263, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.391e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.325 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004975, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.355, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-7.617e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09092, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3762, mDSigG1Frac_KsPiPi=0.8724, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005657, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01419, nDstarContGoodD_KsPiPi=1404, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=-0.0009925, sigC_frac_KsPiPi=0.8988, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.626e-07, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07122, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3221 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.43e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09107, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009138, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=4.127e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.325 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1012 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1094 bkgC_bias_KsPiPi=-0.2829, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1077 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.1029 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1055 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1052 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.1041 bkgO_frac_KsPiPi=0.004061, prevFCN = -921594.1065 bkgO_frac_KsPiPi=0.004972, bkgT_bias_KsPiPi=0.1729, prevFCN = -921594.103 bkgT_bias_KsPiPi=0.0641, prevFCN = -921594.1077 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1042 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1066 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1011 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1095 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5856, prevFCN = -921594.1055 dmBkgSlope_KsPiPi=-0.6061, prevFCN = -921594.0904 dmBkgSlope_KsPiPi=-4.43e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.1093 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1015 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1057 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1049 dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1061 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1045 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.108 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1025 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.0865, prevFCN = -921594.101 dmSigJsuGamma_KsPiPi=-0.09576, prevFCN = -921594.11 dmSigJsuGamma_KsPiPi=-0.09107, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1097 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.101 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1047 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1059 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3516, prevFCN = -921594.1098 mDContCombC1_KsPiPi=-0.3996, prevFCN = -921594.0971 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.113 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.0974 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9847, prevFCN = -921594.116 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.0948 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1046 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.106 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005677, prevFCN = -921594.1 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1106 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1076 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1029 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.0998 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1108 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1054 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1052 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1049 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1057 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1034 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1072 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005073, prevFCN = -921594.1059 sigC_bias_KsPiPi=-0.0069, prevFCN = -921594.1047 sigC_bias_KsPiPi=-0.0009138, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1052 sigC_frac_KsPiPi=0.8921, prevFCN = -921594.1051 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1047 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.106 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.364e-05, prevFCN = -921594.109 sigO_frac_KsPiPi=5.554e-05, prevFCN = -921594.1012 sigO_frac_KsPiPi=4.127e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1035 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1068 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1064 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1043 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.107 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1009 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1096 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1019 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1087 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1056 tau=0.4136, prevFCN = -921594.105 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1184, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.635e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09112, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3757, mDSigG1Frac_KsPiPi=0.8726, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009323, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.434e-08, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08515, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1029 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1079 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1069 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.104 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1062 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1046 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1064 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921594.1045 bkgT_bias_KsPiPi=0.06404, prevFCN = -921594.1064 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1044 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1064 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1033 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1076 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921594.1194 dmBkgSlope_KsPiPi=-0.5868, prevFCN = -921594.1049 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.106 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.105 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1038 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1073 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1061 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1048 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.1058 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1051 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921594.1054 dmSigJsuGamma_KsPiPi=-0.09578, prevFCN = -921594.1052 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1059 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1049 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1054 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1055 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921594.1114 mDContCombC1_KsPiPi=-0.3995, prevFCN = -921594.0994 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1062 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.1047 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921594.1099 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.1014 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1065 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1052 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1057 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.106 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1049 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1046 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1062 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1048 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.106 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1068 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1041 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1025 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1084 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921594.1067 sigC_bias_KsPiPi=-0.006906, prevFCN = -921594.1042 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1056 sigC_frac_KsPiPi=0.8921, prevFCN = -921594.1052 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1049 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1059 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921594.1104 sigO_frac_KsPiPi=5.577e-05, prevFCN = -921594.1004 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1034 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1074 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1026 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1082 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1073 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.101 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1099 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1021 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1088 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1061 tau=0.4136, prevFCN = -921594.1048 bkgC_bias_KsPiPi=-0.2831, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004967, bkgT_bias_KsPiPi=0.1183, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.243, dmBkgSlope_KsPiPi=-3.902e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9052, dmSigJsuGamma_KsPiPi=-0.09096, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3755, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009173, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=3.196e-10, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0712, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3241 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1184, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.408e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09107, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009195, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.348e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3251 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.472e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09108, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009198, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.378e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3251 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.489e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.669e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.495e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.761e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.496e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.792e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.802e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.805e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.806e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 MIGRAD FAILS TO FIND IMPROVEMENT MACHINE ACCURACY LIMITS FURTHER IMPROVEMENT. MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.2732, prevFCN = -921594.1029 bkgC_bias_KsPiPi=-0.2927, prevFCN = -921594.1079 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1069 bkgC_frac_KsPiPi=0.8364, prevFCN = -921594.104 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921594.1062 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1046 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921594.1044 bkgO_frac_KsPiPi=0.00406, prevFCN = -921594.1064 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921594.1045 bkgT_bias_KsPiPi=0.06404, prevFCN = -921594.1064 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921594.1044 bkgT_scfa_KsPiPi=2.315, prevFCN = -921594.1064 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921594.1033 bkg_tau_KsPiPi=0.2395, prevFCN = -921594.1076 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921594.1194 dmBkgSlope_KsPiPi=-0.5868, prevFCN = -921594.1049 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.106 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.105 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1038 dmSigG1Width_KsPiPi=0.001087, prevFCN = -921594.1073 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.1061 dmSigJsuDelta_KsPiPi=0.7143, prevFCN = -921594.1048 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.1058 dmSigJsuFrac_KsPiPi=0.9007, prevFCN = -921594.1051 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921594.1054 dmSigJsuGamma_KsPiPi=-0.09578, prevFCN = -921594.1052 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1059 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1049 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921594.1054 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1055 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921594.1114 mDContCombC1_KsPiPi=-0.3995, prevFCN = -921594.0994 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1062 mDSigG1Frac_KsPiPi=0.8696, prevFCN = -921594.1047 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921594.1099 mDSigG1G2Frac_KsPiPi=0.9805, prevFCN = -921594.1014 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1044 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1065 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921594.1052 mDSigG1Width_KsPiPi=0.005636, prevFCN = -921594.1057 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.106 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1049 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921594.1046 mDSigG2Width_KsPiPi=0.01397, prevFCN = -921594.1062 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.1048 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.106 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1068 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1041 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921594.1025 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1084 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921594.1067 sigC_bias_KsPiPi=-0.006906, prevFCN = -921594.1042 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.1056 sigC_frac_KsPiPi=0.8921, prevFCN = -921594.1052 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921594.1049 sigC_scfa_KsPiPi=0.9468, prevFCN = -921594.1059 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921594.1104 sigO_frac_KsPiPi=5.577e-05, prevFCN = -921594.1004 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921594.1034 sigT_scfa_KsPiPi=1.599, prevFCN = -921594.1074 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1026 tErrBkgMean_KsPiPi=0.08434, prevFCN = -921594.1082 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1036 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1073 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.101 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1099 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1021 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1088 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1061 tau=0.4136, prevFCN = -921594.1048 bkgC_bias_KsPiPi=-0.281, tau=0.4153, prevFCN = -921594.316 bkgC_bias_KsPiPi=-0.2849, prevFCN = -921594.3167 bkgC_bias_KsPiPi=-0.2826, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2833, prevFCN = -921594.3249 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8436, prevFCN = -921594.3166 bkgC_frac_KsPiPi=0.8412, prevFCN = -921594.3162 bkgC_frac_KsPiPi=0.8426, prevFCN = -921594.3248 bkgC_frac_KsPiPi=0.8421, prevFCN = -921594.3248 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.021, prevFCN = -921594.3164 bkgC_scfa_KsPiPi=1.017, prevFCN = -921594.3163 bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3248 bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3248 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005164, prevFCN = -921594.3163 bkgO_frac_KsPiPi=0.004782, prevFCN = -921594.3164 bkgO_frac_KsPiPi=0.00501, prevFCN = -921594.3248 bkgO_frac_KsPiPi=0.004933, prevFCN = -921594.3248 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1293, prevFCN = -921594.3161 bkgT_bias_KsPiPi=0.1076, prevFCN = -921594.3167 bkgT_bias_KsPiPi=0.1206, prevFCN = -921594.3247 bkgT_bias_KsPiPi=0.1163, prevFCN = -921594.3249 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.362, prevFCN = -921594.3158 bkgT_scfa_KsPiPi=2.346, prevFCN = -921594.3169 bkgT_scfa_KsPiPi=2.356, prevFCN = -921594.3247 bkgT_scfa_KsPiPi=2.353, prevFCN = -921594.3249 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2438, prevFCN = -921594.3162 bkg_tau_KsPiPi=0.2424, prevFCN = -921594.3166 bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3248 bkg_tau_KsPiPi=0.243, prevFCN = -921594.3248 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.02111, prevFCN = -921594.3243 dmBkgSlope_KsPiPi=-0.02519, prevFCN = -921594.3241 dmBkgSlope_KsPiPi=-0.0005615, prevFCN = -921594.3251 dmBkgSlope_KsPiPi=-0.001377, prevFCN = -921594.3251 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3164 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3164 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3248 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3248 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001123, prevFCN = -921594.3157 dmSigG1Width_KsPiPi=0.001111, prevFCN = -921594.317 dmSigG1Width_KsPiPi=0.001118, prevFCN = -921594.3247 dmSigG1Width_KsPiPi=0.001115, prevFCN = -921594.3249 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7176, prevFCN = -921594.3165 dmSigJsuDelta_KsPiPi=0.7165, prevFCN = -921594.3162 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.906, prevFCN = -921594.3157 dmSigJsuFrac_KsPiPi=0.9042, prevFCN = -921594.317 dmSigJsuFrac_KsPiPi=0.9053, prevFCN = -921594.3247 dmSigJsuFrac_KsPiPi=0.9049, prevFCN = -921594.3249 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09016, prevFCN = -921594.3153 dmSigJsuGamma_KsPiPi=-0.09202, prevFCN = -921594.3174 dmSigJsuGamma_KsPiPi=-0.0909, prevFCN = -921594.3246 dmSigJsuGamma_KsPiPi=-0.09127, prevFCN = -921594.325 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3165 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3163 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003124, prevFCN = -921594.3163 dmSigJsuWidth_KsPiPi=0.0003117, prevFCN = -921594.3165 dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3248 dmSigJsuWidth_KsPiPi=0.000312, prevFCN = -921594.3248 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3709, prevFCN = -921594.3056 mDContCombC1_KsPiPi=-0.3804, prevFCN = -921594.3283 mDContCombC1_KsPiPi=-0.3747, prevFCN = -921594.3225 mDContCombC1_KsPiPi=-0.3766, prevFCN = -921594.3272 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8731, prevFCN = -921594.3164 mDSigG1Frac_KsPiPi=0.8719, prevFCN = -921594.3164 mDSigG1Frac_KsPiPi=0.8726, prevFCN = -921594.3248 mDSigG1Frac_KsPiPi=0.8724, prevFCN = -921594.3248 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9831, prevFCN = -921594.3151 mDSigG1G2Frac_KsPiPi=0.9823, prevFCN = -921594.3176 mDSigG1G2Frac_KsPiPi=0.9828, prevFCN = -921594.3245 mDSigG1G2Frac_KsPiPi=0.9826, prevFCN = -921594.3251 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3162 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3166 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.00566, prevFCN = -921594.3162 mDSigG1Width_KsPiPi=0.005652, prevFCN = -921594.3165 mDSigG1Width_KsPiPi=0.005657, prevFCN = -921594.3248 mDSigG1Width_KsPiPi=0.005655, prevFCN = -921594.3248 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3166 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3162 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3248 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3248 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01423, prevFCN = -921594.3156 mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3171 mDSigG2Width_KsPiPi=0.01419, prevFCN = -921594.3247 mDSigG2Width_KsPiPi=0.01417, prevFCN = -921594.325 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1413, prevFCN = -921594.3166 nDstarContGoodD_KsPiPi=1392, prevFCN = -921594.3161 nDstarContGoodD_KsPiPi=1405, prevFCN = -921594.3249 nDstarContGoodD_KsPiPi=1400, prevFCN = -921594.3248 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.309e+04, prevFCN = -921594.3166 nDstarSigFakeD_KsPiPi=1.306e+04, prevFCN = -921594.3161 nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3249 nDstarSigFakeD_KsPiPi=1.307e+04, prevFCN = -921594.3248 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.681e+04, prevFCN = -921594.3158 nDstarSigGoodD_KsPiPi=3.676e+04, prevFCN = -921594.317 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0002774, prevFCN = -921594.3166 sigC_bias_KsPiPi=-0.002117, prevFCN = -921594.3161 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9002, prevFCN = -921594.3158 sigC_frac_KsPiPi=0.8976, prevFCN = -921594.3169 sigC_frac_KsPiPi=0.8992, prevFCN = -921594.3247 sigC_frac_KsPiPi=0.8986, prevFCN = -921594.3249 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9538, prevFCN = -921594.3161 sigC_scfa_KsPiPi=0.9515, prevFCN = -921594.3166 sigC_scfa_KsPiPi=0.9529, prevFCN = -921594.3248 sigC_scfa_KsPiPi=0.9524, prevFCN = -921594.3249 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=1.945e-06, prevFCN = -921594.3175 sigO_frac_KsPiPi=2.432e-06, prevFCN = -921594.3156 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.637, prevFCN = -921594.316 sigT_scfa_KsPiPi=1.625, prevFCN = -921594.3167 sigT_scfa_KsPiPi=1.632, prevFCN = -921594.3247 sigT_scfa_KsPiPi=1.63, prevFCN = -921594.3249 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.0853, prevFCN = -921594.3161 tErrBkgMean_KsPiPi=0.08498, prevFCN = -921594.3167 tErrBkgMean_KsPiPi=0.08517, prevFCN = -921594.3247 tErrBkgMean_KsPiPi=0.08511, prevFCN = -921594.3249 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.0449, prevFCN = -921594.3159 tErrBkgWidth_KsPiPi=0.04482, prevFCN = -921594.3169 tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3247 tErrBkgWidth_KsPiPi=0.04485, prevFCN = -921594.3249 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07126, prevFCN = -921594.3157 tErrSigMean_KsPiPi=0.07116, prevFCN = -921594.3171 tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3247 tErrSigMean_KsPiPi=0.0712, prevFCN = -921594.3249 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3157 tErrSigWidth_KsPiPi=0.01605, prevFCN = -921594.3171 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3247 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3249 tErrSigWidth_KsPiPi=0.01606, tau=0.4157, prevFCN = -921594.3164 tau=0.415, prevFCN = -921594.3164 tau=0.4154, prevFCN = -921594.3248 tau=0.4152, prevFCN = -921594.3248 bkgC_bias_KsPiPi=-0.2732, bkgC_frac_KsPiPi=0.8483, tau=0.4153, prevFCN = -921593.9021 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.9539 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.1624 bkgC_bias_KsPiPi=-0.2732, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8838 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.9553 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8887 bkgC_bias_KsPiPi=-0.2732, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.7073 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8911 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.9384 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8928 bkgC_bias_KsPiPi=-0.2732, bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.9163 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.2223 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8049 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.7122 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9893 bkgC_bias_KsPiPi=-0.2732, bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.5448 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921594.0607 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.7926 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8604 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.6219 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8372 bkgC_bias_KsPiPi=-0.2732, bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9046 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8987 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8991 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8982 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9064 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8979 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.9076 bkgC_bias_KsPiPi=-0.2732, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.891 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8862 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8873 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8855 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8905 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8841 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8924 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9561 bkgC_bias_KsPiPi=-0.2732, dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8653 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8878 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.885 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.883 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8711 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8857 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8626 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8126 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9651 bkgC_bias_KsPiPi=-0.2732, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.9077 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8843 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8874 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8835 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9035 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8807 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.9135 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9315 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8107 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.1646 bkgC_bias_KsPiPi=-0.2732, dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8902 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8866 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8872 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8851 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8905 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8833 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8913 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9572 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.6644 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921594.0373 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.5917 bkgC_bias_KsPiPi=-0.2732, dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8837 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8871 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8864 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.884 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8858 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8844 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8847 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8285 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.219 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.9732 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8574 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.0339 bkgC_bias_KsPiPi=-0.2732, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8844 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8878 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.887 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8854 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8855 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8848 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8846 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9115 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.7156 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8039 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8857 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8013 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921594.2316 bkgC_bias_KsPiPi=-0.2732, dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8676 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8895 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.886 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8859 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8728 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8878 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8646 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8649 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9325 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.7007 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.2825 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921594.2077 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.9177 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8747 bkgC_bias_KsPiPi=-0.2732, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8958 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8915 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8929 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8916 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8948 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8906 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8965 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9043 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8944 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8906 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8907 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8919 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8893 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8929 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8934 bkgC_bias_KsPiPi=-0.2732, dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.9003 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8764 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8926 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8855 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9022 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8893 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.914 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8976 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8897 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.871 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.9104 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.9043 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8897 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8856 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8637 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8671 bkgC_bias_KsPiPi=-0.2732, mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.9132 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8777 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8945 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.891 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9152 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8946 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.9338 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9007 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.894 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8765 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.9114 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.908 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8922 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8895 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.869 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.9123 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.5307 bkgC_bias_KsPiPi=-0.2732, mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8667 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8909 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8838 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8826 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.874 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8834 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.865 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9019 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8791 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8843 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8839 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8822 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8901 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.883 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8851 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8682 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.842 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.9009 bkgC_bias_KsPiPi=-0.2732, mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8758 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8932 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8811 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8843 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8779 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8833 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8715 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9012 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8823 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8965 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.867 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8744 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8842 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.886 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.9014 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8908 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1469 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921594.0558 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8717 bkgC_bias_KsPiPi=-0.2732, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8741 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8895 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8868 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8838 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8793 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8861 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.875 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9002 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8842 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.885 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8887 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.888 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8886 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8859 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.883 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.7948 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.7478 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8872 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.7371 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8769 bkgC_bias_KsPiPi=-0.2732, mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8549 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8998 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8846 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8831 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8558 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8788 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.834 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9022 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8822 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8914 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8699 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.87 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8846 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8855 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.9022 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8913 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921594.1515 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921594.2688 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8099 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8576 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8735 bkgC_bias_KsPiPi=-0.2732, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8498 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8935 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8867 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8874 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8574 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8891 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8408 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921594.1478 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8984 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.7833 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921594.0853 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.9025 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.9461 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8768 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.7653 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8941 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8585 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8628 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8836 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.9045 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8824 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.906 bkgC_bias_KsPiPi=-0.2732, mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9087 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8821 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8902 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8832 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9061 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8825 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.9157 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9359 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9046 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8219 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.9833 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.9196 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8999 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8855 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8199 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8859 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.974 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.9879 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8875 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8456 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9057 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.7979 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.7496 bkgC_bias_KsPiPi=-0.2732, nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8703 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8869 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8823 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8831 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8736 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8833 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.868 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8552 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8729 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.9249 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8127 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8641 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.87 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8851 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.9303 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8922 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8393 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8372 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8809 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.903 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8739 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.928 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8015 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8194 bkgC_bias_KsPiPi=-0.2732, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8041 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.9182 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8753 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8819 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8447 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8788 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.7982 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9045 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8872 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8793 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8969 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8915 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8899 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8864 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8795 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8866 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8981 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8978 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8969 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8812 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8988 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8831 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8729 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9097 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8737 bkgC_bias_KsPiPi=-0.2732, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.8399 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.806 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.962 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.892 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8444 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.9417 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8758 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9003 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8854 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8832 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.888 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8877 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8873 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8855 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8839 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8875 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8973 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8953 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8912 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8783 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8951 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8846 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8823 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8994 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8765 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8121 bkgC_bias_KsPiPi=-0.2732, sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.9337 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.9351 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8065 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8833 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.893 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8655 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.888 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8992 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8866 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8844 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8842 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8841 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8839 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8862 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8871 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8946 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8788 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8866 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8783 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8906 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8796 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8838 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8867 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8774 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8871 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.994 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.2361 bkgC_bias_KsPiPi=-0.2732, sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8885 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8971 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8909 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8826 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8953 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.88 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8891 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9048 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8913 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8889 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8914 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.891 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8908 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8911 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8907 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8968 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8911 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8949 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8892 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8908 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8911 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8899 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.89 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8913 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8881 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.891 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.9033 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.8881 bkgC_bias_KsPiPi=-0.2732, sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.9077 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.9733 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8347 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.867 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.9414 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.7984 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8896 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8975 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8853 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8826 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8837 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8832 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8828 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8849 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8848 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8935 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8741 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8828 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8772 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8902 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8763 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.884 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8853 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8739 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8867 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.9137 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921594.2672 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.6821 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8633 bkgC_bias_KsPiPi=-0.2732, sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8833 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8876 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8833 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8826 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8803 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8771 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8669 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8668 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8826 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8915 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8573 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8846 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8764 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8847 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8976 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8914 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8365 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8201 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8813 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8956 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8737 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.9506 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9414 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8525 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8916 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8773 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.8775 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.8855 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8882 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.8869 bkgC_bias_KsPiPi=-0.2732, sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8853 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8892 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.885 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8828 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8791 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8773 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8702 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.869 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8827 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8967 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8529 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8835 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8769 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8856 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.9023 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8928 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8403 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8289 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8819 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8976 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8746 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.9431 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9462 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8497 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8942 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8758 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.8788 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.8867 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8894 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.8875 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.5421 bkgC_bias_KsPiPi=-0.2732, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.8731 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8835 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8817 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8808 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8761 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8819 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8749 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8926 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8782 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8921 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8649 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8743 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8795 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8819 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8937 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8884 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8711 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8761 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8799 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.888 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8795 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.888 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9012 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8563 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8908 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8788 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.8797 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.8823 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8863 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.8807 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8393 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8616 bkgC_bias_KsPiPi=-0.2732, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921593.8671 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.8846 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.882 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8827 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8744 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8858 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8725 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.8953 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8762 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.9019 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8559 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8687 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8801 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8831 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.9031 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.89 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.867 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8737 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8811 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8935 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8799 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8907 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9115 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8376 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.9018 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.8787 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.8796 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.8843 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8874 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.8826 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8128 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8168 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.5353 bkgC_bias_KsPiPi=-0.2732, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921593.8555 bkgC_bias_KsPiPi=-0.283, bkgC_frac_KsPiPi=0.8483, prevFCN = -921593.9309 bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.028, prevFCN = -921593.8661 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005974, prevFCN = -921593.8617 bkgO_frac_KsPiPi=0.004971, bkgT_bias_KsPiPi=0.1728, prevFCN = -921593.8413 bkgT_bias_KsPiPi=0.1185, bkgT_scfa_KsPiPi=2.394, prevFCN = -921593.8563 bkgT_scfa_KsPiPi=2.354, bkg_tau_KsPiPi=0.2468, prevFCN = -921593.8167 bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-0.5665, prevFCN = -921593.9038 dmBkgSlope_KsPiPi=-4.497e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8871 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001147, prevFCN = -921593.8803 dmSigG1Width_KsPiPi=0.001117, dmSigJsuDelta_KsPiPi=0.7199, prevFCN = -921593.8944 dmSigJsuDelta_KsPiPi=0.7171, dmSigJsuFrac_KsPiPi=0.9094, prevFCN = -921593.8892 dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.08651, prevFCN = -921593.8883 dmSigJsuGamma_KsPiPi=-0.09109, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8864 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003138, prevFCN = -921593.8809 dmSigJsuWidth_KsPiPi=0.0003121, mDContCombC1_KsPiPi=-0.3517, prevFCN = -921593.8892 mDContCombC1_KsPiPi=-0.3756, mDSigG1Frac_KsPiPi=0.8754, prevFCN = -921593.8928 mDSigG1Frac_KsPiPi=0.8725, mDSigG1G2Frac_KsPiPi=0.9848, prevFCN = -921593.8944 mDSigG1G2Frac_KsPiPi=0.9827, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8907 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005676, prevFCN = -921593.8834 mDSigG1Width_KsPiPi=0.005656, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8929 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0144, prevFCN = -921593.8836 mDSigG2Width_KsPiPi=0.01418, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8746 nDstarContGoodD_KsPiPi=1403, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9014 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.692e+04, prevFCN = -921593.8773 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005067, prevFCN = -921593.625 sigC_bias_KsPiPi=-0.0009199, sigC_frac_KsPiPi=0.9055, prevFCN = -921593.9837 sigC_frac_KsPiPi=0.8989, sigC_scfa_KsPiPi=0.9585, prevFCN = -921593.795 sigC_scfa_KsPiPi=0.9526, sigO_frac_KsPiPi=5.333e-05, prevFCN = -921593.8847 sigO_frac_KsPiPi=6.807e-09, sigT_scfa_KsPiPi=1.663, prevFCN = -921593.8032 sigT_scfa_KsPiPi=1.631, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8749 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.875 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.8804 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921593.8819 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-921594 FROM HESSE STATUS=OK 794 CALLS 3865 TOTAL EDM=0.00760526 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgC_bias_KsPiPi -2.82956e-01 3.03420e-02 1.01678e-02 1.77543e-01 2 bkgC_frac_KsPiPi 8.42364e-01 3.04933e-02 1.63164e-02 -5.83335e-02 3 bkgC_scfa_KsPiPi 1.01895e+00 2.79712e-02 1.96354e-03 -8.22226e-02 4 bkgO_frac_KsPiPi 4.97122e-03 1.71856e-03 1.36009e-02 1.41045e-02 5 bkgT_bias_KsPiPi 1.18464e-01 1.37926e-01 1.81485e-02 8.15299e-02 6 bkgT_scfa_KsPiPi 2.35431e+00 1.73032e-01 6.15345e-03 4.75187e-01 7 bkg_tau_KsPiPi 2.43111e-01 1.44757e-02 1.10769e-02 8.78983e-02 8 dmBkgSlope_KsPiPi -4.49724e-05 5.41205e+00 1.52014e-01 -1.93509e-03 9 dmSigG1Mean_KsPiPi 1.45124e-01 1.18916e-04 6.51247e-03 -5.61232e-03 10 dmSigG1Width_KsPiPi 1.11666e-03 8.62742e-05 9.98473e-03 3.27060e-01 11 dmSigJsuDelta_KsPiPi 7.17057e-01 2.24650e-02 1.08778e-03 -5.93424e-01 12 dmSigJsuFrac_KsPiPi 9.05112e-01 1.56412e-02 1.49500e-02 2.26798e-01 13 dmSigJsuGamma_KsPiPi -9.10883e-02 2.44173e-02 4.87578e-03 1.11243e+00 14 dmSigJsuMean_KsPiPi 1.45396e-01 6.32815e-06 3.95749e-04 -1.25700e+00 15 dmSigJsuWidth_KsPiPi 3.12073e-04 9.31658e-06 1.20771e-03 3.50024e-01 16 mDContCombC1_KsPiPi -3.75640e-01 3.73461e-02 2.39075e-04 2.48045e+02 17 mDSigG1Frac_KsPiPi 8.72516e-01 1.20062e-02 8.64191e-03 1.60642e-03 18 mDSigG1G2Frac_KsPiPi 9.82699e-01 1.07880e-02 1.62575e-02 4.11731e-01 19 mDSigG1Mean_KsPiPi 1.86446e+00 4.25135e-05 1.65854e-04 6.48521e+00 20 mDSigG1Width_KsPiPi 5.65629e-03 5.00342e-05 8.78914e-04 9.25063e-01 21 mDSigG2Mean_KsPiPi 1.86097e+00 4.98099e-04 1.59418e-03 -6.02416e-01 22 mDSigG2Width_KsPiPi 1.41827e-02 8.49233e-04 6.18468e-03 6.35519e-01 23 nDstarContGoodD_KsPiPi 1.40258e+03 2.30224e+02 1.44499e-04 -9.74235e+00 24 nDstarSigFakeD_KsPiPi 1.30726e+04 1.54192e+02 7.63549e-05 -1.64433e+01 25 nDstarSigGoodD_KsPiPi 3.67820e+04 3.02040e+02 6.94682e-05 4.42100e+01 26 sigC_bias_KsPiPi -9.19904e-04 1.30049e-02 5.98662e-03 -2.11892e-01 27 sigC_frac_KsPiPi 8.98909e-01 5.21741e-02 2.21479e-02 1.33341e-01 28 sigC_scfa_KsPiPi 9.52625e-01 2.55103e-02 5.84738e-03 2.04215e-01 29 sigO_frac_KsPiPi 6.80701e-09 1.25045e-04 1.47710e-02** at limit ** 30 sigT_scfa_KsPiPi 1.63096e+00 1.71011e-01 1.36672e-02 1.30306e-01 31 tErrBkgMean_KsPiPi 8.51406e-02 1.91790e-03 1.97878e-03 7.53769e-01 32 tErrBkgWidth_KsPiPi 4.48607e-02 4.38895e-04 6.16418e-04 4.14211e+00 33 tErrSigMean_KsPiPi 7.12078e-02 5.91854e-04 6.56290e-04 5.39740e+00 34 tErrSigWidth_KsPiPi 1.60572e-02 7.86396e-05 1.78559e-04 1.98737e+01 35 tau 4.15311e-01 3.68098e-03 3.98915e-03 7.32967e-03 ERR DEF= 0.5 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.002412, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09191, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, nDstarContGoodD_KsPiPi=1407, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008527, sigC_frac_KsPiPi=0.897, sigC_scfa_KsPiPi=0.9518, sigO_frac_KsPiPi=5.878e-10, sigT_scfa_KsPiPi=1.625, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.333 bkgC_bias_KsPiPi=-0.2793, prevFCN = -921594.2974 bkgC_bias_KsPiPi=-0.2871, prevFCN = -921594.2983 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8446, prevFCN = -921594.2979 bkgC_frac_KsPiPi=0.8398, prevFCN = -921594.2979 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.022, prevFCN = -921594.2981 bkgC_scfa_KsPiPi=1.015, prevFCN = -921594.2977 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005367, prevFCN = -921594.298 bkgO_frac_KsPiPi=0.004601, prevFCN = -921594.2978 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1392, prevFCN = -921594.2974 bkgT_bias_KsPiPi=0.09566, prevFCN = -921594.2982 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.369, prevFCN = -921594.2981 bkgT_scfa_KsPiPi=2.337, prevFCN = -921594.2975 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2446, prevFCN = -921594.2973 bkg_tau_KsPiPi=0.2417, prevFCN = -921594.2984 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.1247, prevFCN = -921594.3273 dmBkgSlope_KsPiPi=-0.06497, prevFCN = -921594.3323 dmBkgSlope_KsPiPi=-0.002412, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.297 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.2981 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001127, prevFCN = -921594.3004 dmSigG1Width_KsPiPi=0.001103, prevFCN = -921594.2948 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7201, prevFCN = -921594.1113 dmSigJsuDelta_KsPiPi=0.7145, prevFCN = -921594.1159 dmSigJsuDelta_KsPiPi=0.7173, dmSigJsuFrac_KsPiPi=0.9065, prevFCN = -921594.297 dmSigJsuFrac_KsPiPi=0.9029, prevFCN = -921594.2983 dmSigJsuFrac_KsPiPi=0.9047, dmSigJsuGamma_KsPiPi=-0.09006, prevFCN = -921594.2996 dmSigJsuGamma_KsPiPi=-0.09378, prevFCN = -921594.2956 dmSigJsuGamma_KsPiPi=-0.09191, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1117 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1151 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003127, prevFCN = -921594.2988 dmSigJsuWidth_KsPiPi=0.0003114, prevFCN = -921594.297 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3698, prevFCN = -921594.299 mDContCombC1_KsPiPi=-0.3889, prevFCN = -921594.2912 mDContCombC1_KsPiPi=-0.3563, prevFCN = -921594.1661 mDContCombC1_KsPiPi=-0.4023, prevFCN = -921594.0362 mDContCombC1_KsPiPi=-0.3793, mDSigG1Frac_KsPiPi=0.8739, prevFCN = -921594.2992 mDSigG1Frac_KsPiPi=0.8716, prevFCN = -921594.2972 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9829, prevFCN = -921594.2964 mDSigG1G2Frac_KsPiPi=0.9812, prevFCN = -921594.2969 mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.114 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1128 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005663, prevFCN = -921594.2973 mDSigG1Width_KsPiPi=0.005647, prevFCN = -921594.2985 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.2988 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.2971 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01422, prevFCN = -921594.2962 mDSigG2Width_KsPiPi=0.01405, prevFCN = -921594.2998 mDSigG2Width_KsPiPi=0.01414, nDstarContGoodD_KsPiPi=1428, prevFCN = -921594.2907 nDstarContGoodD_KsPiPi=1385, prevFCN = -921594.3049 nDstarContGoodD_KsPiPi=1407, nDstarSigFakeD_KsPiPi=1.311e+04, prevFCN = -921594.2968 nDstarSigFakeD_KsPiPi=1.304e+04, prevFCN = -921594.299 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1165 nDstarSigGoodD_KsPiPi=3.664e+04, prevFCN = -921594.1101 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005134, prevFCN = -921594.1123 sigC_bias_KsPiPi=-0.006839, prevFCN = -921594.1159 sigC_bias_KsPiPi=-0.0008527, sigC_frac_KsPiPi=0.8997, prevFCN = -921594.2975 sigC_frac_KsPiPi=0.8943, prevFCN = -921594.2986 sigC_frac_KsPiPi=0.897, sigC_scfa_KsPiPi=0.9541, prevFCN = -921594.2982 sigC_scfa_KsPiPi=0.9495, prevFCN = -921594.2979 sigC_scfa_KsPiPi=0.9518, sigO_frac_KsPiPi=5.49e-05, prevFCN = -921594.1138 sigO_frac_KsPiPi=5.418e-05, prevFCN = -921594.1167 sigO_frac_KsPiPi=5.878e-10, sigT_scfa_KsPiPi=1.638, prevFCN = -921594.2973 sigT_scfa_KsPiPi=1.612, prevFCN = -921594.2967 sigT_scfa_KsPiPi=1.625, tErrBkgMean_KsPiPi=0.08546, prevFCN = -921594.2987 tErrBkgMean_KsPiPi=0.08482, prevFCN = -921594.2971 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04493, prevFCN = -921594.2988 tErrBkgWidth_KsPiPi=0.04479, prevFCN = -921594.297 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.0713, prevFCN = -921594.2979 tErrSigMean_KsPiPi=0.07111, prevFCN = -921594.2979 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01607, prevFCN = -921594.298 tErrSigWidth_KsPiPi=0.01604, prevFCN = -921594.2978 tErrSigWidth_KsPiPi=0.01606, tau=0.416, prevFCN = -921594.2978 tau=0.4146, prevFCN = -921594.298 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004976, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.001841, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7167, dmSigJsuFrac_KsPiPi=0.9051, dmSigJsuGamma_KsPiPi=-0.09167, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003119, mDContCombC1_KsPiPi=-0.3781, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1397, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, sigC_bias_KsPiPi=-0.0008705, sigC_frac_KsPiPi=0.8967, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=7.079e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3325 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2734, prevFCN = -921594.1132 bkgC_bias_KsPiPi=-0.2929, prevFCN = -921594.1151 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1144 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1139 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921594.115 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1133 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921594.1137 bkgO_frac_KsPiPi=0.004066, prevFCN = -921594.1146 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921594.1143 bkgT_bias_KsPiPi=0.06303, prevFCN = -921594.1141 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1165 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1119 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921594.1127 bkg_tau_KsPiPi=0.2396, prevFCN = -921594.1156 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.103, prevFCN = -921570.8856 dmBkgSlope_KsPiPi=-6.045, prevFCN = -921571.3363 dmBkgSlope_KsPiPi=-0.06507, prevFCN = -921594.3306 dmBkgSlope_KsPiPi=-0.05899, prevFCN = -921594.3311 dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.3666 dmBkgSlope_KsPiPi=-4.33, prevFCN = -921582.6417 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.116 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1138 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921594.1171 dmSigG1Width_KsPiPi=0.001086, prevFCN = -921594.1128 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1138 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1142 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.1194 dmSigJsuFrac_KsPiPi=0.9005, prevFCN = -921594.1097 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921594.1196 dmSigJsuGamma_KsPiPi=-0.09649, prevFCN = -921594.1091 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1135 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1148 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921594.1146 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1136 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921594.1672 mDContCombC1_KsPiPi=-0.4011, prevFCN = -921594.0726 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921594.117 mDSigG1Frac_KsPiPi=0.8699, prevFCN = -921594.1116 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921594.122 mDSigG1G2Frac_KsPiPi=0.9799, prevFCN = -921594.1051 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1148 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1136 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921594.1135 mDSigG1Width_KsPiPi=0.005635, prevFCN = -921594.1149 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.115 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1134 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921594.1132 mDSigG2Width_KsPiPi=0.01392, prevFCN = -921594.1153 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.112 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1173 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1138 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1146 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1147 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1136 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921594.1127 sigC_bias_KsPiPi=-0.006859, prevFCN = -921594.1157 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921594.1157 sigC_frac_KsPiPi=0.89, prevFCN = -921594.1128 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921594.1153 sigC_scfa_KsPiPi=0.9459, prevFCN = -921594.1132 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921594.1128 sigO_frac_KsPiPi=5.464e-05, prevFCN = -921594.1158 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921594.1144 sigT_scfa_KsPiPi=1.593, prevFCN = -921594.1132 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1132 tErrBkgMean_KsPiPi=0.08435, prevFCN = -921594.1151 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1152 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1131 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1135 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1148 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1146 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1137 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1148 tau=0.4136, prevFCN = -921594.1136 bkgC_bias_KsPiPi=-0.3335, bkgC_frac_KsPiPi=0.8455, bkgC_scfa_KsPiPi=2.365, bkgO_frac_KsPiPi=0.003726, bkgT_bias_KsPiPi=0.1283, bkgT_scfa_KsPiPi=3.894, bkg_tau_KsPiPi=0.2202, dmBkgSlope_KsPiPi=-0.3855, dmSigG1Mean_KsPiPi=0.1456, dmSigG1Width_KsPiPi=0.001511, dmSigJsuDelta_KsPiPi=0.4819, dmSigJsuFrac_KsPiPi=0.9508, dmSigJsuGamma_KsPiPi=-0.423, dmSigJsuMean_KsPiPi=0.1414, dmSigJsuWidth_KsPiPi=0.0007508, mDContCombC1_KsPiPi=-10.09, mDSigG1Frac_KsPiPi=0.9252, mDSigG1G2Frac_KsPiPi=0.9998, mDSigG1Mean_KsPiPi=1.977, mDSigG1Width_KsPiPi=0.0001162, mDSigG2Mean_KsPiPi=1.902, mDSigG2Width_KsPiPi=0.01105, nDstarContGoodD_KsPiPi=8.061e+07, nDstarSigFakeD_KsPiPi=9.909e+07, nDstarSigGoodD_KsPiPi=6.727e+07, sigC_bias_KsPiPi=-0.1423, sigC_frac_KsPiPi=0.9088, sigC_scfa_KsPiPi=1.057, sigO_frac_KsPiPi=0.0008464, sigT_scfa_KsPiPi=1.685, tErrBkgMean_KsPiPi=0.01061, tErrBkgWidth_KsPiPi=0.6667, tErrSigMean_KsPiPi=0.01207, tErrSigWidth_KsPiPi=1.061, tau=0.4527, prevFCN = 245856540.9 bkgC_bias_KsPiPi=-0.2857, bkgC_frac_KsPiPi=0.8424, bkgC_scfa_KsPiPi=1.074, bkgO_frac_KsPiPi=0.00491, bkgT_bias_KsPiPi=0.1179, bkgT_scfa_KsPiPi=2.423, bkg_tau_KsPiPi=0.242, dmBkgSlope_KsPiPi=-0.0006382, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001134, dmSigJsuDelta_KsPiPi=0.7042, dmSigJsuFrac_KsPiPi=0.9075, dmSigJsuGamma_KsPiPi=-0.06515, dmSigJsuMean_KsPiPi=0.1452, dmSigJsuWidth_KsPiPi=0.0003284, mDContCombC1_KsPiPi=-31.72, mDSigG1Frac_KsPiPi=0.8757, mDSigG1G2Frac_KsPiPi=0.984, mDSigG1Mean_KsPiPi=1.88, mDSigG1Width_KsPiPi=0.005151, mDSigG2Mean_KsPiPi=1.863, mDSigG2Width_KsPiPi=0.01397, nDstarContGoodD_KsPiPi=6.356e+06, nDstarSigFakeD_KsPiPi=3.953e+05, nDstarSigGoodD_KsPiPi=1.61e+06, sigC_bias_KsPiPi=-0.007955, sigC_frac_KsPiPi=0.8975, sigC_scfa_KsPiPi=0.957, sigO_frac_KsPiPi=2.047e-06, sigT_scfa_KsPiPi=1.628, tErrBkgMean_KsPiPi=0.07978, tErrBkgWidth_KsPiPi=0.05965, tErrSigMean_KsPiPi=0.06162, tErrSigWidth_KsPiPi=0.03157, tau=0.4172, prevFCN = 7240209.593 bkgC_bias_KsPiPi=-0.2833, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.021, bkgO_frac_KsPiPi=0.004973, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.357, bkg_tau_KsPiPi=0.2431, dmBkgSlope_KsPiPi=-2.06e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, dmSigJsuDelta_KsPiPi=0.7164, dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.09036, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003128, mDContCombC1_KsPiPi=29.02, mDSigG1Frac_KsPiPi=0.8729, mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005629, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=8437, nDstarSigFakeD_KsPiPi=5955, nDstarSigGoodD_KsPiPi=6.041e+04, sigC_bias_KsPiPi=-0.001216, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, sigO_frac_KsPiPi=2.252e-09, sigT_scfa_KsPiPi=1.625, tErrBkgMean_KsPiPi=0.08487, tErrBkgWidth_KsPiPi=0.04555, tErrSigMean_KsPiPi=0.07071, tErrSigWidth_KsPiPi=0.01671, tau=0.4154, prevFCN = -913408.4142 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004976, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.634e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09173, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=1.112, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005654, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=959.8, nDstarSigFakeD_KsPiPi=1.265e+04, nDstarSigGoodD_KsPiPi=3.782e+04, sigC_bias_KsPiPi=-0.0008787, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9518, sigO_frac_KsPiPi=4.712e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08513, tErrBkgWidth_KsPiPi=0.04489, tErrSigMean_KsPiPi=0.07118, tErrSigWidth_KsPiPi=0.01609, tau=0.4153, prevFCN = -921552.7767 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.724e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3042, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1378, nDstarSigFakeD_KsPiPi=1.305e+04, nDstarSigGoodD_KsPiPi=3.683e+04, sigC_bias_KsPiPi=-0.0008619, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.334e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921593.1838 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3742, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1401, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0008611, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.42e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3233 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3777, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.424e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3328 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3784, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3336 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3786, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3338 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3339 MIGRAD FAILS TO FIND IMPROVEMENT MACHINE ACCURACY LIMITS FURTHER IMPROVEMENT. MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2734, prevFCN = -921594.1132 bkgC_bias_KsPiPi=-0.2929, prevFCN = -921594.1151 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.1144 bkgC_frac_KsPiPi=0.8362, prevFCN = -921594.1139 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921594.115 bkgC_scfa_KsPiPi=1.01, prevFCN = -921594.1133 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921594.1137 bkgO_frac_KsPiPi=0.004066, prevFCN = -921594.1146 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921594.1143 bkgT_bias_KsPiPi=0.06303, prevFCN = -921594.1141 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921594.1165 bkgT_scfa_KsPiPi=2.314, prevFCN = -921594.1119 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921594.1127 bkg_tau_KsPiPi=0.2396, prevFCN = -921594.1156 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.3666 dmBkgSlope_KsPiPi=-4.33, prevFCN = -921582.6417 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.116 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.1138 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921594.1171 dmSigG1Width_KsPiPi=0.001086, prevFCN = -921594.1128 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.1138 dmSigJsuDelta_KsPiPi=0.7142, prevFCN = -921594.1142 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.1194 dmSigJsuFrac_KsPiPi=0.9005, prevFCN = -921594.1097 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921594.1196 dmSigJsuGamma_KsPiPi=-0.09649, prevFCN = -921594.1091 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1135 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.1148 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921594.1146 dmSigJsuWidth_KsPiPi=0.0003103, prevFCN = -921594.1136 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921594.1672 mDContCombC1_KsPiPi=-0.4011, prevFCN = -921594.0726 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921594.117 mDSigG1Frac_KsPiPi=0.8699, prevFCN = -921594.1116 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921594.122 mDSigG1G2Frac_KsPiPi=0.9799, prevFCN = -921594.1051 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1148 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.1136 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921594.1135 mDSigG1Width_KsPiPi=0.005635, prevFCN = -921594.1149 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.115 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.1134 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921594.1132 mDSigG2Width_KsPiPi=0.01392, prevFCN = -921594.1153 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921594.112 nDstarContGoodD_KsPiPi=1349, prevFCN = -921594.1173 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921594.1138 nDstarSigFakeD_KsPiPi=1.299e+04, prevFCN = -921594.1146 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921594.1147 nDstarSigGoodD_KsPiPi=3.665e+04, prevFCN = -921594.1136 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921594.1127 sigC_bias_KsPiPi=-0.006859, prevFCN = -921594.1157 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921594.1157 sigC_frac_KsPiPi=0.89, prevFCN = -921594.1128 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921594.1153 sigC_scfa_KsPiPi=0.9459, prevFCN = -921594.1132 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921594.1128 sigO_frac_KsPiPi=5.464e-05, prevFCN = -921594.1158 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921594.1144 sigT_scfa_KsPiPi=1.593, prevFCN = -921594.1132 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921594.1132 tErrBkgMean_KsPiPi=0.08435, prevFCN = -921594.1151 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921594.1152 tErrBkgWidth_KsPiPi=0.04468, prevFCN = -921594.1131 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921594.1135 tErrSigMean_KsPiPi=0.07096, prevFCN = -921594.1148 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921594.1146 tErrSigWidth_KsPiPi=0.01603, prevFCN = -921594.1137 tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921594.1148 tau=0.4136, prevFCN = -921594.1136 bkgC_bias_KsPiPi=-0.2812, tau=0.4153, prevFCN = -921594.325 bkgC_bias_KsPiPi=-0.2851, prevFCN = -921594.3252 bkgC_bias_KsPiPi=-0.2828, prevFCN = -921594.3335 bkgC_bias_KsPiPi=-0.2836, prevFCN = -921594.3336 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8434, prevFCN = -921594.3251 bkgC_frac_KsPiPi=0.841, prevFCN = -921594.3252 bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3335 bkgC_frac_KsPiPi=0.842, prevFCN = -921594.3336 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.02, prevFCN = -921594.3252 bkgC_scfa_KsPiPi=1.017, prevFCN = -921594.3251 bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3336 bkgC_scfa_KsPiPi=1.018, prevFCN = -921594.3335 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.00517, prevFCN = -921594.3252 bkgO_frac_KsPiPi=0.004787, prevFCN = -921594.325 bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3336 bkgO_frac_KsPiPi=0.004938, prevFCN = -921594.3335 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1283, prevFCN = -921594.325 bkgT_bias_KsPiPi=0.1065, prevFCN = -921594.3252 bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3335 bkgT_bias_KsPiPi=0.1152, prevFCN = -921594.3336 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.361, prevFCN = -921594.3252 bkgT_scfa_KsPiPi=2.345, prevFCN = -921594.325 bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3336 bkgT_scfa_KsPiPi=2.352, prevFCN = -921594.3335 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2439, prevFCN = -921594.325 bkg_tau_KsPiPi=0.2425, prevFCN = -921594.3252 bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3335 bkg_tau_KsPiPi=0.243, prevFCN = -921594.3336 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.04355, prevFCN = -921594.3322 dmBkgSlope_KsPiPi=-0.0386, prevFCN = -921594.3325 dmBkgSlope_KsPiPi=-0.002174, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-0.001184, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3253 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.325 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3336 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3335 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001121, prevFCN = -921594.3253 dmSigG1Width_KsPiPi=0.001109, prevFCN = -921594.325 dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3336 dmSigG1Width_KsPiPi=0.001114, prevFCN = -921594.3335 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7176, prevFCN = -921594.3251 dmSigJsuDelta_KsPiPi=0.7165, prevFCN = -921594.3251 dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3335 dmSigJsuDelta_KsPiPi=0.7169, prevFCN = -921594.3336 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9058, prevFCN = -921594.3254 dmSigJsuFrac_KsPiPi=0.904, prevFCN = -921594.3249 dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3336 dmSigJsuFrac_KsPiPi=0.9047, prevFCN = -921594.3335 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09088, prevFCN = -921594.3251 dmSigJsuGamma_KsPiPi=-0.09273, prevFCN = -921594.3251 dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3335 dmSigJsuGamma_KsPiPi=-0.09198, prevFCN = -921594.3336 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.325 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3252 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003123, prevFCN = -921594.3251 dmSigJsuWidth_KsPiPi=0.0003116, prevFCN = -921594.3251 dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3336 dmSigJsuWidth_KsPiPi=0.0003119, prevFCN = -921594.3335 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3743, prevFCN = -921594.3238 mDContCombC1_KsPiPi=-0.3832, prevFCN = -921594.3279 mDContCombC1_KsPiPi=-0.3779, prevFCN = -921594.3331 mDContCombC1_KsPiPi=-0.3796, prevFCN = -921594.3341 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8734, prevFCN = -921594.3255 mDSigG1Frac_KsPiPi=0.8722, prevFCN = -921594.3247 mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3336 mDSigG1Frac_KsPiPi=0.8727, prevFCN = -921594.3335 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9825, prevFCN = -921594.3248 mDSigG1G2Frac_KsPiPi=0.9816, prevFCN = -921594.3254 mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3335 mDSigG1G2Frac_KsPiPi=0.982, prevFCN = -921594.3336 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3252 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.325 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005659, prevFCN = -921594.3249 mDSigG1Width_KsPiPi=0.005651, prevFCN = -921594.3254 mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3335 mDSigG1Width_KsPiPi=0.005654, prevFCN = -921594.3336 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3253 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3249 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3336 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3335 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01418, prevFCN = -921594.3243 mDSigG2Width_KsPiPi=0.01409, prevFCN = -921594.3259 mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3334 mDSigG2Width_KsPiPi=0.01413, prevFCN = -921594.3337 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1413, prevFCN = -921594.325 nDstarContGoodD_KsPiPi=1391, prevFCN = -921594.3253 nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3335 nDstarContGoodD_KsPiPi=1400, prevFCN = -921594.3336 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.309e+04, prevFCN = -921594.325 nDstarSigFakeD_KsPiPi=1.306e+04, prevFCN = -921594.3252 nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3335 nDstarSigFakeD_KsPiPi=1.307e+04, prevFCN = -921594.3336 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.681e+04, prevFCN = -921594.3252 nDstarSigGoodD_KsPiPi=3.675e+04, prevFCN = -921594.325 nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3336 nDstarSigGoodD_KsPiPi=3.678e+04, prevFCN = -921594.3335 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3248 sigC_bias_KsPiPi=-0.002061, prevFCN = -921594.3254 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8982, prevFCN = -921594.3248 sigC_frac_KsPiPi=0.8955, prevFCN = -921594.3254 sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3335 sigC_frac_KsPiPi=0.8966, prevFCN = -921594.3336 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9529, prevFCN = -921594.3252 sigC_scfa_KsPiPi=0.9506, prevFCN = -921594.325 sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3336 sigC_scfa_KsPiPi=0.9515, prevFCN = -921594.3335 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.325 sigO_frac_KsPiPi=2.126e-06, prevFCN = -921594.3256 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.631, prevFCN = -921594.3252 sigT_scfa_KsPiPi=1.618, prevFCN = -921594.3249 sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3336 sigT_scfa_KsPiPi=1.623, prevFCN = -921594.3335 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.0853, prevFCN = -921594.3252 tErrBkgMean_KsPiPi=0.08498, prevFCN = -921594.325 tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3336 tErrBkgMean_KsPiPi=0.08511, prevFCN = -921594.3335 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04489, prevFCN = -921594.3252 tErrBkgWidth_KsPiPi=0.04482, prevFCN = -921594.325 tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3336 tErrBkgWidth_KsPiPi=0.04485, prevFCN = -921594.3335 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07125, prevFCN = -921594.3252 tErrSigMean_KsPiPi=0.07116, prevFCN = -921594.3251 tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3336 tErrSigMean_KsPiPi=0.0712, prevFCN = -921594.3335 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3252 tErrSigWidth_KsPiPi=0.01605, prevFCN = -921594.3251 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3336 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3335 tErrSigWidth_KsPiPi=0.01606, tau=0.4156, prevFCN = -921594.3251 tau=0.415, prevFCN = -921594.3251 tau=0.4154, prevFCN = -921594.3335 tau=0.4152, prevFCN = -921594.3335 bkgC_bias_KsPiPi=-0.2734, bkgC_frac_KsPiPi=0.8481, tau=0.4153, prevFCN = -921593.9112 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9642 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.17 bkgC_bias_KsPiPi=-0.2734, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8946 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9635 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.898 bkgC_bias_KsPiPi=-0.2734, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.7186 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8994 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9482 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.9032 bkgC_bias_KsPiPi=-0.2734, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9299 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.2332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.817 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.7247 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921594.0026 bkgC_bias_KsPiPi=-0.2734, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.5558 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921594.0689 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8021 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8703 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.6324 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8499 bkgC_bias_KsPiPi=-0.2734, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.2181 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921582.1215 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921582.1391 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921582.1429 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921582.2195 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921582.1436 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921582.2484 bkgC_bias_KsPiPi=-0.2734, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9025 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.895 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8973 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.896 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9015 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8974 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9031 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.6356 bkgC_bias_KsPiPi=-0.2734, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8802 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8999 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8984 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8969 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8856 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9024 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8767 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.4947 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9794 bkgC_bias_KsPiPi=-0.2734, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.917 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8908 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8951 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8917 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9123 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8918 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.922 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.3059 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.819 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921594.1763 bkgC_bias_KsPiPi=-0.2734, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9053 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8989 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9009 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8992 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9052 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9003 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9056 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.6197 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.678 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921594.054 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.6053 bkgC_bias_KsPiPi=-0.2734, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8994 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9001 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9006 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8987 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9011 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9019 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8996 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.4986 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921594.2333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9925 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8702 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.0537 bkgC_bias_KsPiPi=-0.2734, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8936 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8942 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8947 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8935 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8942 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8958 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8929 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.2542 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.7247 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8155 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8923 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8132 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921594.2444 bkgC_bias_KsPiPi=-0.2734, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8784 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8975 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8953 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8957 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8831 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9004 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8745 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.9251 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9433 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.715 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.2909 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921594.2207 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9327 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8827 bkgC_bias_KsPiPi=-0.2734, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.953 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9462 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9488 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.9479 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9517 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9498 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.953 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1884 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9515 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.951 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.9456 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9527 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9506 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.9477 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9497 bkgC_bias_KsPiPi=-0.2734, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.9125 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8861 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9035 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8968 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.914 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9034 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9253 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1212 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9017 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8865 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.9201 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9199 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9059 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8953 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.875 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9255 bkgC_bias_KsPiPi=-0.2734, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9269 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8886 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9067 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.9036 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9284 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.91 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9467 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1225 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9073 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8932 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.9226 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.925 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9097 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.9005 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8815 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9712 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.5447 bkgC_bias_KsPiPi=-0.2734, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8787 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9002 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8942 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8936 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8855 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8972 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8761 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.175 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8907 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8994 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8933 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8974 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9059 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8923 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8961 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9262 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.854 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9147 bkgC_bias_KsPiPi=-0.2734, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8856 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9003 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8895 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8931 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8873 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.895 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8805 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1647 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8917 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9094 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8743 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8876 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8979 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8932 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9102 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9463 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921594.1577 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921594.0679 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8816 bkgC_bias_KsPiPi=-0.2734, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8846 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8972 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8959 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8933 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8894 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8985 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8847 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.147 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8943 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8987 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8966 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9018 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.903 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8938 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8925 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.8532 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.7577 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8983 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.747 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8856 bkgC_bias_KsPiPi=-0.2734, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.865 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9071 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8932 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8922 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8655 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8908 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8433 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1767 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8919 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9046 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8774 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8834 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8986 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8929 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9113 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9472 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921594.162 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921594.2819 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8197 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.865 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8828 bkgC_bias_KsPiPi=-0.2734, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8586 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8994 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8939 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8951 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8657 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8996 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8487 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921583.535 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.907 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.7955 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921594.0914 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9143 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9586 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8828 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.7731 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9483 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8678 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8732 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8925 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9112 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8898 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.913 bkgC_bias_KsPiPi=-0.2734, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9172 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8878 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8972 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8907 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9142 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8929 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9234 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.4545 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.9129 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8337 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.9893 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9312 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9123 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8914 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8274 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9402 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.9828 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9985 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8962 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8522 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9131 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.8047 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.7551 bkgC_bias_KsPiPi=-0.2734, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.8841 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.898 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8946 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8959 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8869 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8989 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.881 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.8545 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8863 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9417 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8239 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8813 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8877 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8962 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9431 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9515 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8537 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8526 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8949 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9148 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8863 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.9401 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8122 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8298 bkgC_bias_KsPiPi=-0.2734, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8118 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9231 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8814 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8885 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.852 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8882 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.805 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1722 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8945 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.89 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.9019 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9024 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9014 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8913 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8861 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9399 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.9062 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9073 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.9047 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8869 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9051 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.889 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8774 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.914 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.8833 bkgC_bias_KsPiPi=-0.2734, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.8514 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8151 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.9724 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.9026 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8559 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9549 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8867 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.151 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8967 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.898 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8971 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9026 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9028 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8945 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8946 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9448 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.9095 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9088 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.903 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.888 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9055 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.8946 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8909 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9077 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.8901 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8194 bkgC_bias_KsPiPi=-0.2734, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.9456 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9442 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8171 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8943 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9045 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8793 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8991 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1485 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8982 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8994 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8936 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8993 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8997 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8955 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.898 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9521 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8912 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9003 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8904 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9006 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8903 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.8941 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8955 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8861 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.901 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921594.0016 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921594.2487 bkgC_bias_KsPiPi=-0.2734, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8924 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8985 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8933 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8852 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.899 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8852 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8922 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1467 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8948 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8959 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8927 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8982 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8986 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8923 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8935 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9463 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8954 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9006 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8932 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8928 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8937 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.892 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8908 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8919 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.894 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8906 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.9075 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.892 bkgC_bias_KsPiPi=-0.2734, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.9205 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9833 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8452 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8786 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.9535 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8129 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.9013 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1467 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8975 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8982 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8937 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.899 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8992 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8948 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8963 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9515 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8871 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8971 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8898 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9008 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8875 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.8948 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8948 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.883 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.9012 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.9223 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921594.2802 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.6928 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8668 bkgC_bias_KsPiPi=-0.2734, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8954 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.897 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8939 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8937 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.892 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.891 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8782 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.8734 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8943 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9067 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8668 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8924 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8942 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9087 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9491 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8493 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8338 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8936 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9058 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8843 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.9608 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9504 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8613 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.9056 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8852 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.8894 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.8977 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8925 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.8997 bkgC_bias_KsPiPi=-0.2734, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8984 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8996 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8967 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.895 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8919 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8923 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8825 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921581.8889 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8954 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9129 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8634 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8999 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8939 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8961 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9145 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9514 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8542 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8437 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8952 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9088 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8863 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.9544 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9562 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8595 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.9093 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8847 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.8918 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.9 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8946 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.9013 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.5555 bkgC_bias_KsPiPi=-0.2734, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.8872 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.8949 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8943 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8939 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8898 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8978 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8882 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1241 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8919 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9093 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8764 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8917 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.8974 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8934 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9068 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.948 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8857 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.892 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8942 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9001 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8923 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.9005 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9122 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8671 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.9068 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8887 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.8936 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.8965 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8925 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.8955 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8537 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.877 bkgC_bias_KsPiPi=-0.2734, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921593.8812 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.896 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8946 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8958 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8881 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.9018 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8858 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1401 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.8899 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.9191 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.8675 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.8861 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.898 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8945 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.9162 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.9496 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.8816 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.8896 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.8953 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.9056 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.8927 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.9031 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.9225 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.8484 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.9179 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.8886 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.8936 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.8986 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8936 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.8974 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8272 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8323 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.5517 bkgC_bias_KsPiPi=-0.2734, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.417, prevFCN = -921593.8657 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8481, prevFCN = -921593.9384 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.027, prevFCN = -921593.8748 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005979, prevFCN = -921593.8709 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1717, prevFCN = -921593.8511 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.393, prevFCN = -921593.8683 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2469, prevFCN = -921593.8261 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-4.38, prevFCN = -921582.1742 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -921593.897 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001145, prevFCN = -921593.8937 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7198, prevFCN = -921593.902 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9092, prevFCN = -921593.9027 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.08723, prevFCN = -921593.9024 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921593.8939 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003137, prevFCN = -921593.8901 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3564, prevFCN = -921593.945 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8757, prevFCN = -921593.9036 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9841, prevFCN = -921593.9064 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921593.901 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005675, prevFCN = -921593.8917 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921593.9018 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01435, prevFCN = -921593.8921 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1457, prevFCN = -921593.8818 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.316e+04, prevFCN = -921593.9083 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.691e+04, prevFCN = -921593.8894 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.005137, prevFCN = -921593.6311 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.9035, prevFCN = -921593.9939 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9576, prevFCN = -921593.8054 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=5.539e-05, prevFCN = -921593.8867 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.656, prevFCN = -921593.8137 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08594, prevFCN = -921593.8855 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04504, prevFCN = -921593.8865 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07145, prevFCN = -921593.8929 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01609, prevFCN = -921593.8944 COVARIANCE MATRIX CALCULATED SUCCESSFULLY MIGRAD TERMINATED WITHOUT CONVERGENCE. FCN=-921594 FROM MIGRAD STATUS=FAILED 4822 CALLS 4823 TOTAL EDM=0.00146226 STRATEGY= 1 ERR MATRIX APPROXIMATE EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 bkgC_bias_KsPiPi -2.83175e-01 3.03339e-02 1.01691e-02 2.63502e-02 2 bkgC_frac_KsPiPi 8.42225e-01 3.04622e-02 1.63204e-02 1.53852e-02 3 bkgC_scfa_KsPiPi 1.01876e+00 2.79410e-02 1.96389e-03 -1.08396e-01 4 bkgO_frac_KsPiPi 4.97659e-03 1.71874e-03 1.35981e-02 -2.57760e-02 5 bkgT_bias_KsPiPi 1.17401e-01 1.37744e-01 1.81310e-02 2.30703e-02 6 bkgT_scfa_KsPiPi 2.35327e+00 1.72616e-01 6.14847e-03 -6.86330e-02 7 bkg_tau_KsPiPi 2.43195e-01 1.44772e-02 1.10741e-02 2.29748e-02 8 dmBkgSlope_KsPiPi -3.72927e-05 3.59257e-01 4.20458e-01 9.29469e-04 9 dmSigG1Mean_KsPiPi 1.45122e-01 1.19985e-04 6.48181e-03 -9.61012e-02 10 dmSigG1Width_KsPiPi 1.11527e-03 8.79208e-05 9.94487e-03 -6.56929e-02 11 dmSigJsuDelta_KsPiPi 7.17018e-01 1.84617e-02 1.08839e-03 1.94915e-01 12 dmSigJsuFrac_KsPiPi 9.04889e-01 1.40507e-02 1.48985e-02 -7.34168e-02 13 dmSigJsuGamma_KsPiPi -9.17991e-02 2.53782e-02 4.85474e-03 4.82750e-02 14 dmSigJsuMean_KsPiPi 1.45396e-01 6.44059e-06 3.95780e-04 1.53529e+00 15 dmSigJsuWidth_KsPiPi 3.11982e-04 8.93415e-06 1.20804e-03 -1.07556e-01 16 mDContCombC1_KsPiPi -3.78747e-01 3.54378e-02 2.23926e-04 5.60947e+01 17 mDSigG1Frac_KsPiPi 8.72783e-01 1.20418e-02 8.67892e-03 -2.17304e-01 18 mDSigG1G2Frac_KsPiPi 9.82042e-01 1.08033e-02 1.59875e-02 1.28027e-01 19 mDSigG1Mean_KsPiPi 1.86446e+00 4.26137e-05 1.65882e-04 -3.54262e+00 20 mDSigG1Width_KsPiPi 5.65521e-03 5.02076e-05 8.79128e-04 1.44714e+00 21 mDSigG2Mean_KsPiPi 1.86097e+00 4.99046e-04 1.59623e-03 -7.54269e-01 22 mDSigG2Width_KsPiPi 1.41337e-02 8.55230e-04 6.19581e-03 6.71830e-01 23 nDstarContGoodD_KsPiPi 1.40221e+03 1.49927e+02 1.44361e-04 4.48051e+00 24 nDstarSigFakeD_KsPiPi 1.30738e+04 1.54505e+02 7.63555e-05 6.78919e+00 25 nDstarSigGoodD_KsPiPi 3.67805e+04 2.51367e+02 6.94684e-05 -6.20297e+00 26 sigC_bias_KsPiPi -8.61013e-04 1.30249e-02 5.99761e-03 2.43081e-01 27 sigC_frac_KsPiPi 8.96875e-01 5.34347e-02 2.21885e-02 7.36277e-02 28 sigC_scfa_KsPiPi 9.51742e-01 2.58510e-02 5.86076e-03 -6.73389e-02 29 sigO_frac_KsPiPi 6.42547e-10 1.26297e-04 1.48343e-02** at limit ** 30 sigT_scfa_KsPiPi 1.62449e+00 1.70521e-01 1.35051e-02 -5.88151e-02 31 tErrBkgMean_KsPiPi 8.51439e-02 1.91843e-03 1.97866e-03 -1.73436e-01 32 tErrBkgWidth_KsPiPi 4.48582e-02 4.38914e-04 6.16393e-04 -5.64034e-01 33 tErrSigMean_KsPiPi 7.12063e-02 5.91904e-04 6.56316e-04 -4.34727e-01 34 tErrSigWidth_KsPiPi 1.60570e-02 7.86410e-05 1.78559e-04 -1.51047e+00 35 tau 4.15307e-01 3.67936e-03 3.98914e-03 2.36288e-02 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 70 NPAR= 35 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 9.205e-04 4.979e-05 9.301e-04 3.445e-04 6.609e-04 7.807e-04 -2.215e-06 -2.049e-05 -1.348e-05 2.955e-06 1.696e-03 1.608e-03 2.128e-03 -5.009e-05 1.899e-02 9.851e-04 4.729e-03 3.525e-03 -1.498e-04 1.220e-02 2.980e-02 -3.618e-04 5.086e-05 -1.227e-04 -3.646e-07 -1.152e-03 -1.784e-04 2.097e-04 -3.038e-06 -9.663e-07 -2.409e-06 3.440e-08 -8.874e-06 -8.462e-06 2.523e-06 5.366e-05 1.540e-08 -3.214e-09 9.435e-09 -1.014e-10 2.882e-08 -3.651e-08 -7.143e-09 -1.511e-07 1.440e-08 -2.137e-10 7.015e-09 9.696e-09 -6.829e-10 -7.037e-09 1.495e-08 -1.392e-09 -1.450e-07 4.911e-09 7.732e-09 -6.762e-06 2.757e-06 -1.896e-06 -1.461e-07 -2.677e-05 -7.332e-06 8.540e-06 2.439e-05 2.935e-07 1.040e-06 3.408e-04 4.406e-06 -2.004e-06 1.461e-06 6.243e-08 1.816e-05 4.487e-07 -5.436e-06 -2.509e-05 -4.044e-07 2.282e-08 -4.480e-05 4.406e-06 -2.004e-06 1.461e-06 6.243e-08 1.816e-05 4.487e-07 -5.436e-06 -2.509e-05 -4.044e-07 2.282e-08 -4.480e-05 1.976e-04 7.707e-06 -3.104e-07 5.479e-06 -3.475e-08 2.633e-05 4.544e-06 -7.211e-06 -6.508e-05 2.460e-06 1.065e-06 3.841e-05 7.707e-06 -3.104e-07 5.479e-06 -3.475e-08 2.633e-05 4.544e-06 -7.211e-06 -6.508e-05 2.460e-06 1.065e-06 3.841e-05 5.281e-05 6.442e-04 1.927e-09 2.056e-11 1.334e-09 -5.433e-13 6.613e-09 1.837e-09 -1.753e-09 -1.368e-08 4.506e-10 1.235e-10 -8.425e-09 1.927e-09 2.056e-11 1.334e-09 -5.433e-13 6.613e-09 1.837e-09 -1.753e-09 -1.368e-08 4.506e-10 1.235e-10 -8.425e-09 8.594e-09 1.370e-07 4.148e-11 -8.188e-10 6.269e-10 3.611e-11 -3.699e-11 -3.906e-09 -1.166e-09 1.145e-09 -2.403e-10 3.407e-11 4.227e-10 1.347e-07 -8.188e-10 6.269e-10 3.611e-11 -3.699e-11 -3.906e-09 -1.166e-09 1.145e-09 -2.403e-10 3.407e-11 4.227e-10 1.347e-07 4.015e-08 3.958e-08 7.524e-13 7.982e-11 8.270e-06 3.674e-06 3.479e-06 1.910e-07 1.303e-05 1.273e-05 1.554e-06 -1.006e-06 6.292e-09 1.441e-09 -1.526e-06 8.270e-06 3.674e-06 3.479e-06 1.910e-07 1.303e-05 1.273e-05 1.554e-06 -1.006e-06 6.292e-09 1.441e-09 -1.526e-06 1.081e-06 -4.621e-07 -2.393e-10 6.506e-10 1.256e-03 1.249e-05 -6.794e-06 2.201e-06 7.489e-08 1.812e-05 -2.417e-05 -7.494e-06 -3.736e-07 9.213e-10 1.315e-10 1.985e-07 1.249e-05 -6.794e-06 2.201e-06 7.489e-08 1.812e-05 -2.417e-05 -7.494e-06 -3.736e-07 9.213e-10 1.315e-10 1.985e-07 4.227e-07 9.228e-07 1.781e-10 5.821e-12 -1.637e-05 1.451e-04 -7.157e-06 6.154e-06 7.942e-07 -2.088e-08 -1.104e-05 2.444e-05 5.919e-06 3.817e-07 4.138e-10 2.589e-10 1.503e-06 -7.157e-06 6.154e-06 7.942e-07 -2.088e-08 -1.104e-05 2.444e-05 5.919e-06 3.817e-07 4.138e-10 2.589e-10 1.503e-06 -3.289e-07 -5.112e-07 -2.422e-10 3.786e-10 4.633e-05 -7.327e-05 1.170e-04 -2.091e-08 3.843e-10 -7.649e-09 -2.384e-10 -1.525e-08 7.435e-11 2.913e-09 1.947e-09 -9.355e-12 -3.712e-12 -2.912e-10 -2.091e-08 3.843e-10 -7.649e-09 -2.384e-10 -1.525e-08 7.435e-11 2.913e-09 1.947e-09 -9.355e-12 -3.712e-12 -2.912e-10 5.862e-11 3.261e-09 1.020e-12 -5.893e-13 -2.278e-08 -2.920e-08 -1.050e-07 1.816e-09 3.868e-08 -2.231e-09 1.653e-08 2.506e-10 7.511e-08 2.336e-08 -2.420e-08 -1.674e-09 9.702e-13 1.679e-12 -1.117e-08 3.868e-08 -2.231e-09 1.653e-08 2.506e-10 7.511e-08 2.336e-08 -2.420e-08 -1.674e-09 9.702e-13 1.679e-12 -1.117e-08 5.735e-09 6.163e-09 1.116e-12 -1.146e-12 8.817e-08 3.445e-07 7.116e-08 -4.603e-10 2.521e-09 -4.778e-07 1.426e-07 -1.154e-07 -4.825e-09 -8.784e-07 4.816e-07 2.371e-07 1.928e-08 -9.004e-11 -2.835e-12 3.319e-08 -4.778e-07 1.426e-07 -1.154e-07 -4.825e-09 -8.784e-07 4.816e-07 2.371e-07 1.928e-08 -9.004e-11 -2.835e-12 3.319e-08 -3.555e-08 -4.532e-08 -9.017e-12 -1.059e-11 -2.626e-06 -3.694e-06 1.826e-06 -4.452e-09 -9.195e-09 2.490e-07 9.274e-07 1.114e-07 5.901e-07 9.403e-09 2.036e-06 1.281e-06 -6.017e-07 -5.794e-08 2.179e-10 1.703e-10 -1.266e-07 9.274e-07 1.114e-07 5.901e-07 9.403e-09 2.036e-06 1.281e-06 -6.017e-07 -5.794e-08 2.179e-10 1.703e-10 -1.266e-07 9.257e-08 1.448e-07 2.427e-11 2.218e-11 3.518e-06 4.550e-08 6.922e-06 -1.289e-08 2.143e-08 -3.866e-09 7.316e-07 8.387e-02 2.532e-02 7.192e-02 5.876e-04 2.253e-01 2.151e-01 -7.604e-02 5.383e-01 3.838e-03 3.579e-03 1.700e+00 8.387e-02 2.532e-02 7.192e-02 5.876e-04 2.253e-01 2.151e-01 -7.604e-02 5.383e-01 3.838e-03 3.579e-03 1.700e+00 -7.859e-01 3.049e-01 1.384e-05 4.344e-04 2.959e-02 3.789e-03 -1.496e-02 -1.437e-05 9.153e-05 -7.077e-04 1.902e-03 8.387e-02 2.532e-02 7.192e-02 5.876e-04 2.253e-01 2.151e-01 -7.604e-02 5.383e-01 3.838e-03 3.579e-03 1.700e+00 -7.859e-01 3.049e-01 1.384e-05 4.344e-04 2.959e-02 3.789e-03 -1.496e-02 -1.437e-05 9.153e-05 -7.077e-04 1.902e-03 2.248e+04 -2.467e-01 -2.011e-02 -1.492e-01 -2.387e-03 -7.143e-01 -4.901e-01 2.588e-01 7.358e-02 -1.116e-04 -2.131e-04 2.702e-01 -2.467e-01 -2.011e-02 -1.492e-01 -2.387e-03 -7.143e-01 -4.901e-01 2.588e-01 7.358e-02 -1.116e-04 -2.131e-04 2.702e-01 -1.273e-01 -1.564e-01 -3.769e-05 3.435e-05 -1.748e-01 -1.073e-02 8.755e-02 1.059e-04 -4.336e-04 4.020e-03 -9.793e-03 -2.467e-01 -2.011e-02 -1.492e-01 -2.387e-03 -7.143e-01 -4.901e-01 2.588e-01 7.358e-02 -1.116e-04 -2.131e-04 2.702e-01 -1.273e-01 -1.564e-01 -3.769e-05 3.435e-05 -1.748e-01 -1.073e-02 8.755e-02 1.059e-04 -4.336e-04 4.020e-03 -9.793e-03 -2.755e+03 2.387e+04 1.630e-01 -5.009e-03 7.763e-02 1.850e-03 4.938e-01 2.783e-01 -1.827e-01 -6.100e-01 -3.748e-03 -3.387e-03 -1.974e+00 1.630e-01 -5.009e-03 7.763e-02 1.850e-03 4.938e-01 2.783e-01 -1.827e-01 -6.100e-01 -3.748e-03 -3.387e-03 -1.974e+00 9.138e-01 -1.536e-01 2.292e-05 -4.701e-04 1.453e-01 6.950e-03 -7.274e-02 -9.055e-05 3.424e-04 -3.311e-03 7.896e-03 1.630e-01 -5.009e-03 7.763e-02 1.850e-03 4.938e-01 2.783e-01 -1.827e-01 -6.100e-01 -3.748e-03 -3.387e-03 -1.974e+00 9.138e-01 -1.536e-01 2.292e-05 -4.701e-04 1.453e-01 6.950e-03 -7.274e-02 -9.055e-05 3.424e-04 -3.311e-03 7.896e-03 -1.834e+04 -8.031e+03 6.319e+04 -3.381e-05 8.259e-06 -1.605e-05 3.485e-07 4.265e-05 5.598e-05 2.032e-06 2.262e-07 -4.466e-09 -3.561e-09 2.574e-07 -3.381e-05 8.259e-06 -1.605e-05 3.485e-07 4.265e-05 5.598e-05 2.032e-06 2.262e-07 -4.466e-09 -3.561e-09 2.574e-07 4.716e-07 -1.839e-07 -2.506e-11 -3.787e-11 -7.755e-06 -6.551e-07 1.964e-07 9.933e-09 -4.765e-09 1.057e-07 -7.652e-08 -3.381e-05 8.259e-06 -1.605e-05 3.485e-07 4.265e-05 5.598e-05 2.032e-06 2.262e-07 -4.466e-09 -3.561e-09 2.574e-07 4.716e-07 -1.839e-07 -2.506e-11 -3.787e-11 -7.755e-06 -6.551e-07 1.964e-07 9.933e-09 -4.765e-09 1.057e-07 -7.652e-08 -1.487e-02 6.298e-02 -4.785e-02 1.697e-04 -6.107e-06 -1.962e-04 -9.357e-05 3.833e-06 -2.569e-04 -1.273e-03 -1.545e-05 1.062e-06 6.000e-09 -4.680e-09 4.066e-07 -6.107e-06 -1.962e-04 -9.357e-05 3.833e-06 -2.569e-04 -1.273e-03 -1.545e-05 1.062e-06 6.000e-09 -4.680e-09 4.066e-07 4.371e-07 9.696e-07 5.871e-11 2.524e-10 -5.049e-06 3.521e-06 -2.846e-06 -4.279e-09 -6.395e-10 2.060e-08 -7.883e-08 -6.107e-06 -1.962e-04 -9.357e-05 3.833e-06 -2.569e-04 -1.273e-03 -1.545e-05 1.062e-06 6.000e-09 -4.680e-09 4.066e-07 4.371e-07 9.696e-07 5.871e-11 2.524e-10 -5.049e-06 3.521e-06 -2.846e-06 -4.279e-09 -6.395e-10 2.060e-08 -7.883e-08 -2.566e-02 5.841e-02 -3.246e-02 -2.733e-05 2.885e-03 4.079e-06 -1.016e-04 -7.980e-05 2.077e-06 -1.946e-04 -5.813e-04 -7.674e-06 5.346e-07 -2.465e-09 -6.678e-09 -7.256e-07 4.079e-06 -1.016e-04 -7.980e-05 2.077e-06 -1.946e-04 -5.813e-04 -7.674e-06 5.346e-07 -2.465e-09 -6.678e-09 -7.256e-07 2.876e-07 -8.464e-07 -2.146e-10 -1.586e-10 -1.546e-06 9.521e-07 -1.332e-06 -1.917e-09 1.637e-10 1.579e-08 -7.110e-08 4.079e-06 -1.016e-04 -7.980e-05 2.077e-06 -1.946e-04 -5.813e-04 -7.674e-06 5.346e-07 -2.465e-09 -6.678e-09 -7.256e-07 2.876e-07 -8.464e-07 -2.146e-10 -1.586e-10 -1.546e-06 9.521e-07 -1.332e-06 -1.917e-09 1.637e-10 1.579e-08 -7.110e-08 -1.490e-02 1.501e-02 2.883e-04 4.999e-05 1.248e-03 6.684e-04 -4.690e-11 -9.656e-11 -8.843e-11 -7.080e-12 -3.542e-11 -5.070e-10 6.534e-12 -3.351e-13 8.375e-15 -6.841e-15 -2.288e-12 -4.690e-11 -9.656e-11 -8.843e-11 -7.080e-12 -3.542e-11 -5.070e-10 6.534e-12 -3.351e-13 8.375e-15 -6.841e-15 -2.288e-12 5.888e-13 2.843e-12 4.295e-16 -2.681e-16 5.997e-13 1.546e-12 -1.357e-12 -1.205e-14 9.136e-15 3.431e-14 -8.210e-14 -4.690e-11 -9.656e-11 -8.843e-11 -7.080e-12 -3.542e-11 -5.070e-10 6.534e-12 -3.351e-13 8.375e-15 -6.841e-15 -2.288e-12 5.888e-13 2.843e-12 4.295e-16 -2.681e-16 5.997e-13 1.546e-12 -1.357e-12 -1.205e-14 9.136e-15 3.431e-14 -8.210e-14 -1.829e-08 -4.538e-08 6.506e-08 6.982e-11 -1.809e-09 -6.137e-10 3.246e-13 -6.159e-05 -3.726e-04 -1.298e-04 1.009e-05 1.603e-04 -3.343e-03 -2.808e-05 1.758e-06 4.997e-08 9.984e-09 3.423e-06 -6.159e-05 -3.726e-04 -1.298e-04 1.009e-05 1.603e-04 -3.343e-03 -2.808e-05 1.758e-06 4.997e-08 9.984e-09 3.423e-06 9.760e-07 9.564e-06 1.601e-09 2.409e-09 8.804e-06 1.885e-06 -8.223e-06 -1.836e-08 -6.738e-09 -1.207e-07 -3.835e-07 -6.159e-05 -3.726e-04 -1.298e-04 1.009e-05 1.603e-04 -3.343e-03 -2.808e-05 1.758e-06 4.997e-08 9.984e-09 3.423e-06 9.760e-07 9.564e-06 1.601e-09 2.409e-09 8.804e-06 1.885e-06 -8.223e-06 -1.836e-08 -6.738e-09 -1.207e-07 -3.835e-07 -2.167e-02 -6.295e-02 8.726e-02 -6.446e-05 8.659e-03 3.498e-03 -7.384e-09 2.913e-02 2.862e-06 -6.080e-07 8.519e-07 2.356e-08 9.581e-06 6.313e-08 -1.900e-06 -3.540e-07 1.558e-09 4.553e-10 -2.437e-07 2.862e-06 -6.080e-07 8.519e-07 2.356e-08 9.581e-06 6.313e-08 -1.900e-06 -3.540e-07 1.558e-09 4.553e-10 -2.437e-07 2.515e-07 6.738e-07 1.601e-10 1.154e-11 1.196e-07 8.328e-07 -7.780e-07 -6.278e-10 1.668e-09 -2.931e-08 3.979e-08 2.862e-06 -6.080e-07 8.519e-07 2.356e-08 9.581e-06 6.313e-08 -1.900e-06 -3.540e-07 1.558e-09 4.553e-10 -2.437e-07 2.515e-07 6.738e-07 1.601e-10 1.154e-11 1.196e-07 8.328e-07 -7.780e-07 -6.278e-10 1.668e-09 -2.931e-08 3.979e-08 7.400e-03 -1.809e-02 1.065e-02 1.268e-07 -3.887e-07 -9.887e-08 -2.508e-13 -3.345e-07 3.680e-06 3.501e-07 -2.103e-08 1.395e-07 2.928e-09 1.268e-07 -1.495e-07 -1.810e-07 -5.569e-08 1.985e-10 -3.929e-11 -2.057e-07 3.501e-07 -2.103e-08 1.395e-07 2.928e-09 1.268e-07 -1.495e-07 -1.810e-07 -5.569e-08 1.985e-10 -3.929e-11 -2.057e-07 1.137e-07 1.374e-07 3.309e-11 -3.491e-11 1.474e-07 -1.636e-08 -6.506e-09 -1.192e-10 2.796e-10 -2.156e-09 7.973e-09 3.501e-07 -2.103e-08 1.395e-07 2.928e-09 1.268e-07 -1.495e-07 -1.810e-07 -5.569e-08 1.985e-10 -3.929e-11 -2.057e-07 1.137e-07 1.374e-07 3.309e-11 -3.491e-11 1.474e-07 -1.636e-08 -6.506e-09 -1.192e-10 2.796e-10 -2.156e-09 7.973e-09 1.871e-03 -5.492e-03 3.613e-03 -8.023e-08 1.190e-07 5.208e-08 1.604e-13 4.987e-07 -6.262e-07 1.926e-07 4.224e-07 -1.063e-07 8.799e-08 3.152e-09 4.201e-07 -6.397e-07 -1.336e-07 -2.352e-08 2.587e-10 -2.049e-10 2.356e-08 4.224e-07 -1.063e-07 8.799e-08 3.152e-09 4.201e-07 -6.397e-07 -1.336e-07 -2.352e-08 2.587e-10 -2.049e-10 2.356e-08 2.078e-08 6.042e-08 1.441e-11 -1.804e-12 -4.544e-09 5.932e-08 -2.172e-09 -8.883e-11 4.221e-11 -1.374e-09 2.924e-09 4.224e-07 -1.063e-07 8.799e-08 3.152e-09 4.201e-07 -6.397e-07 -1.336e-07 -2.352e-08 2.587e-10 -2.049e-10 2.356e-08 2.078e-08 6.042e-08 1.441e-11 -1.804e-12 -4.544e-09 5.932e-08 -2.172e-09 -8.883e-11 4.221e-11 -1.374e-09 2.924e-09 3.641e-05 2.914e-03 -2.980e-03 -9.679e-09 1.436e-07 5.946e-08 9.692e-14 4.293e-07 -7.289e-08 3.190e-08 3.504e-07 -8.937e-08 2.898e-08 -1.199e-08 -6.327e-10 -1.130e-07 1.716e-07 2.139e-08 1.228e-09 -5.661e-11 5.577e-11 -2.766e-08 -8.937e-08 2.898e-08 -1.199e-08 -6.327e-10 -1.130e-07 1.716e-07 2.139e-08 1.228e-09 -5.661e-11 5.577e-11 -2.766e-08 5.368e-09 -4.024e-09 -9.136e-13 -2.999e-12 1.617e-08 -1.908e-08 1.820e-11 1.383e-11 1.566e-11 1.887e-10 -5.383e-11 -8.937e-08 2.898e-08 -1.199e-08 -6.327e-10 -1.130e-07 1.716e-07 2.139e-08 1.228e-09 -5.661e-11 5.577e-11 -2.766e-08 5.368e-09 -4.024e-09 -9.136e-13 -2.999e-12 1.617e-08 -1.908e-08 1.820e-11 1.383e-11 1.566e-11 1.887e-10 -5.383e-11 1.781e-04 -1.409e-03 1.238e-03 -5.282e-09 -2.966e-08 -1.204e-08 -1.202e-14 -7.464e-08 2.357e-09 -3.875e-09 -3.626e-08 -8.937e-08 2.898e-08 -1.199e-08 -6.327e-10 -1.130e-07 1.716e-07 2.139e-08 1.228e-09 -5.661e-11 5.577e-11 -2.766e-08 5.368e-09 -4.024e-09 -9.136e-13 -2.999e-12 1.617e-08 -1.908e-08 1.820e-11 1.383e-11 1.566e-11 1.887e-10 -5.383e-11 1.781e-04 -1.409e-03 1.238e-03 -5.282e-09 -2.966e-08 -1.204e-08 -1.202e-14 -7.464e-08 2.357e-09 -3.875e-09 -3.626e-08 6.184e-09 1.107e-05 -3.462e-06 3.982e-06 -1.718e-07 -1.416e-05 -2.076e-05 -4.241e-06 2.874e-08 4.480e-10 7.630e-10 2.454e-07 1.107e-05 -3.462e-06 3.982e-06 -1.718e-07 -1.416e-05 -2.076e-05 -4.241e-06 2.874e-08 4.480e-10 7.630e-10 2.454e-07 -1.006e-07 5.144e-08 3.443e-12 5.477e-11 -3.438e-07 4.575e-07 -1.258e-07 -3.998e-10 6.916e-10 -5.237e-09 1.848e-08 1.107e-05 -3.462e-06 3.982e-06 -1.718e-07 -1.416e-05 -2.076e-05 -4.241e-06 2.874e-08 4.480e-10 7.630e-10 2.454e-07 -1.006e-07 5.144e-08 3.443e-12 5.477e-11 -3.438e-07 4.575e-07 -1.258e-07 -3.998e-10 6.916e-10 -5.237e-09 1.848e-08 -8.345e-04 5.214e-03 -4.273e-03 -3.246e-05 4.964e-06 -1.349e-05 -2.524e-11 -5.318e-06 -3.942e-08 -1.943e-09 -1.182e-09 1.107e-05 -3.462e-06 3.982e-06 -1.718e-07 -1.416e-05 -2.076e-05 -4.241e-06 2.874e-08 4.480e-10 7.630e-10 2.454e-07 -1.006e-07 5.144e-08 3.443e-12 5.477e-11 -3.438e-07 4.575e-07 -1.258e-07 -3.998e-10 6.916e-10 -5.237e-09 1.848e-08 -8.345e-04 5.214e-03 -4.273e-03 -3.246e-05 4.964e-06 -1.349e-05 -2.524e-11 -5.318e-06 -3.942e-08 -1.943e-09 -1.182e-09 1.397e-10 1.354e-05 ERR MATRIX APPROXIMATE PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.87456 1.000 0.054 0.406 -0.042 0.406 0.188 -0.823 -0.014 0.004 -0.000 -0.012 0.010 0.010 0.010 -0.003 0.008 2 0.95572 0.054 1.000 0.776 -0.391 0.383 0.898 0.115 -0.004 -0.001 0.003 0.005 -0.005 -0.000 0.000 0.002 0.003 3 0.88478 0.406 0.776 1.000 -0.281 0.553 0.731 -0.303 -0.012 0.003 0.004 -0.004 0.004 0.008 0.007 0.000 0.004 4 0.54300 -0.042 -0.391 -0.281 1.000 -0.211 -0.505 -0.015 0.003 -0.000 -0.005 -0.005 0.003 -0.001 -0.000 -0.002 0.003 5 0.80366 0.406 0.383 0.553 -0.211 1.000 0.513 -0.577 -0.009 0.002 -0.001 -0.011 0.009 0.008 0.007 -0.003 0.003 6 0.93817 0.188 0.898 0.731 -0.505 0.513 1.000 -0.071 -0.007 -0.002 0.001 -0.002 0.000 0.001 0.002 -0.001 0.002 7 0.92509 -0.823 0.115 -0.303 -0.015 -0.577 -0.071 1.000 0.024 -0.004 -0.001 0.032 -0.027 -0.020 -0.019 0.009 0.003 8 0.69330 -0.014 -0.004 -0.012 0.003 -0.009 -0.007 0.024 1.000 -0.172 -0.225 0.180 -0.244 -0.350 -0.290 -0.004 -0.004 9 0.91301 0.004 -0.001 0.003 -0.000 0.002 -0.002 -0.004 -0.172 1.000 0.465 0.132 -0.240 0.808 0.583 0.032 0.001 10 0.85819 -0.000 0.003 0.004 -0.005 -0.001 0.001 -0.001 -0.225 0.465 1.000 0.641 0.018 0.477 0.218 0.538 0.000 11 0.97334 -0.012 0.005 -0.004 -0.005 -0.011 -0.002 0.032 0.180 0.132 0.641 1.000 -0.173 0.082 -0.071 0.817 -0.002 12 0.88293 0.010 -0.005 0.004 0.003 0.009 0.000 -0.027 -0.244 -0.240 0.018 -0.173 1.000 0.148 0.095 0.320 0.002 13 0.96136 0.010 -0.000 0.008 -0.001 0.008 0.001 -0.020 -0.350 0.808 0.477 0.082 0.148 1.000 0.838 0.175 -0.001 14 0.88687 0.010 0.000 0.007 -0.000 0.007 0.002 -0.019 -0.290 0.583 0.218 -0.071 0.095 0.838 1.000 0.013 -0.001 15 0.95634 -0.003 0.002 0.000 -0.002 -0.003 -0.001 0.009 -0.004 0.032 0.538 0.817 0.320 0.175 0.013 1.000 0.002 16 0.25893 0.008 0.003 0.004 0.003 0.003 0.002 0.003 -0.004 0.001 0.000 -0.002 0.002 -0.001 -0.001 0.002 1.000 17 0.93205 0.034 -0.018 0.007 0.004 0.011 -0.012 -0.043 -0.004 0.001 0.000 0.001 0.002 0.003 0.002 0.000 -0.038 1.000 -0.562 -0.057 0.570 -0.615 0.004 0.002 -0.006 0.002 -0.004 0.005 0.003 0.000 0.001 0.036 -0.003 18 0.95529 -0.022 0.019 0.003 -0.001 -0.007 0.013 0.038 0.005 0.000 0.000 0.008 -0.002 -0.002 -0.003 0.004 0.121 -0.562 1.000 -0.228 0.131 0.338 0.748 -0.009 0.052 -0.027 0.001 -0.005 -0.005 -0.000 -0.004 -0.037 -0.001 19 0.48098 -0.016 0.000 -0.006 -0.003 -0.003 0.000 0.005 0.006 -0.002 -0.001 -0.000 0.000 0.003 0.004 -0.002 -0.015 -0.057 -0.228 1.000 -0.215 -0.209 -0.354 -0.002 0.016 -0.008 0.018 -0.002 -0.002 -0.000 -0.003 -0.008 -0.006 20 0.79645 0.025 -0.001 0.012 0.003 0.011 0.003 -0.033 -0.005 0.000 0.000 -0.012 0.008 0.005 0.003 -0.003 0.050 0.570 0.131 -0.215 1.000 -0.367 0.499 0.012 -0.056 0.027 -0.007 -0.000 0.000 0.000 -0.001 0.017 0.013 21 0.69200 -0.032 0.009 -0.008 -0.006 -0.013 0.006 0.033 0.005 -0.002 -0.000 0.004 -0.005 -0.004 -0.003 -0.002 -0.148 -0.615 0.338 -0.209 -0.367 1.000 -0.009 -0.009 0.052 -0.026 0.016 0.001 0.001 0.000 -0.001 -0.031 -0.010 22 0.92524 0.036 0.004 0.025 0.006 0.017 0.009 -0.049 -0.009 0.002 0.002 -0.008 0.008 0.007 0.004 0.003 0.116 0.004 0.748 -0.354 0.499 -0.009 1.000 0.015 -0.074 0.037 -0.007 -0.002 -0.003 -0.000 -0.003 0.024 0.021 23 0.83877 0.018 0.006 0.017 0.002 0.011 0.008 -0.035 0.490 0.213 0.271 0.614 -0.373 0.080 0.014 0.324 0.006 0.002 -0.009 -0.002 0.012 -0.009 0.015 1.000 -0.119 -0.487 -0.008 -0.003 -0.004 -0.000 -0.001 0.026 0.028 24 0.52300 -0.053 -0.004 -0.035 -0.009 -0.034 -0.018 0.116 0.065 -0.006 -0.016 0.095 -0.059 -0.040 -0.038 0.025 -0.032 -0.006 0.052 0.016 -0.056 0.052 -0.074 -0.119 1.000 -0.207 0.031 0.007 0.004 -0.001 -0.002 -0.061 -0.081 25 0.60083 0.021 -0.001 0.011 0.004 0.014 0.006 -0.050 -0.331 -0.124 -0.153 -0.425 0.259 -0.024 0.014 -0.209 0.016 0.002 -0.027 -0.008 0.027 -0.026 0.037 -0.487 -0.207 1.000 -0.015 -0.002 0.000 0.000 0.002 0.022 0.033 26 0.71929 -0.086 0.021 -0.044 0.016 0.024 0.025 0.011 0.002 -0.003 -0.003 0.001 0.003 -0.001 -0.000 -0.000 -0.017 -0.004 0.001 0.018 -0.007 0.016 -0.007 -0.008 0.031 -0.015 1.000 -0.039 0.148 0.009 -0.029 0.005 -0.014 27 0.98187 -0.004 -0.120 -0.062 0.042 -0.035 -0.137 -0.020 0.003 0.001 -0.001 0.000 0.001 0.001 0.000 0.001 -0.003 0.005 -0.005 -0.002 -0.000 0.001 -0.002 -0.003 0.007 -0.002 -0.039 1.000 0.899 -0.059 0.944 -0.004 0.005 28 0.93990 0.005 -0.129 -0.110 0.047 -0.055 -0.130 -0.020 0.003 -0.001 -0.003 -0.002 0.001 -0.001 -0.001 -0.001 -0.002 0.003 -0.005 -0.002 0.000 0.001 -0.003 -0.004 0.004 0.000 0.148 0.899 1.000 -0.042 0.793 -0.002 0.005 29 0.09107 -0.003 -0.006 -0.006 -0.007 -0.000 -0.005 0.001 -0.000 0.000 -0.000 -0.000 0.000 0.000 0.000 -0.000 0.000 0.000 -0.000 -0.000 0.000 0.000 -0.000 -0.000 -0.001 0.000 0.009 -0.059 -0.042 1.000 -0.076 -0.000 0.001 30 0.96023 -0.012 -0.072 -0.027 0.034 0.007 -0.113 -0.011 0.001 0.002 0.001 0.001 0.000 0.002 0.001 0.002 0.001 0.001 -0.004 -0.003 -0.001 -0.001 -0.003 -0.001 -0.002 0.002 -0.029 0.944 0.793 -0.076 1.000 -0.001 0.007 31 0.77806 0.049 -0.010 0.016 0.007 0.036 0.000 -0.068 -0.025 0.007 0.003 -0.007 0.009 0.014 0.013 0.001 0.002 0.036 -0.037 -0.008 0.017 -0.031 0.024 0.026 -0.061 0.022 0.005 -0.004 -0.002 -0.000 -0.001 1.000 -0.744 32 0.77928 0.026 -0.002 0.011 0.004 0.002 -0.002 -0.028 -0.017 0.004 -0.001 -0.025 0.018 0.012 0.012 -0.009 0.009 -0.003 -0.001 -0.006 0.013 -0.010 0.021 0.028 -0.081 0.033 -0.014 0.005 0.005 0.001 0.007 -0.744 1.000 33 0.78470 0.024 -0.006 0.005 0.003 0.005 -0.006 -0.016 -0.005 0.004 -0.004 0.002 0.002 0.004 0.004 -0.000 -0.000 0.008 -0.000 -0.004 0.001 -0.005 0.006 0.000 0.032 -0.020 -0.001 0.005 0.004 0.000 0.004 -0.064 0.123 0.008 -0.000 -0.004 0.001 -0.005 0.006 0.000 0.032 -0.020 -0.001 0.005 0.004 0.000 0.004 -0.064 0.123 1.000 -0.779 -0.001 34 0.79285 -0.037 0.012 -0.005 -0.005 -0.010 0.013 0.019 0.002 -0.006 0.008 -0.019 0.005 -0.002 -0.002 -0.004 0.006 -0.020 0.000 0.004 0.004 0.005 -0.001 0.015 -0.116 0.063 -0.005 -0.007 -0.006 -0.000 -0.006 0.016 -0.112 -0.020 0.000 0.004 0.004 0.005 -0.001 0.015 -0.116 0.063 -0.005 -0.007 -0.006 -0.000 -0.006 0.016 -0.112 -0.779 1.000 0.000 35 0.71195 0.099 -0.031 0.039 -0.027 -0.028 -0.033 -0.080 0.001 0.001 0.002 0.004 -0.002 0.001 0.000 0.002 -0.003 0.010 -0.003 -0.003 0.004 -0.003 0.006 -0.002 0.009 -0.005 -0.677 0.025 -0.142 -0.012 -0.008 -0.006 -0.001 0.010 -0.003 -0.003 0.004 -0.003 0.006 -0.002 0.009 -0.005 -0.677 0.025 -0.142 -0.012 -0.008 -0.006 -0.001 -0.001 0.000 1.000 ERR MATRIX APPROXIMATE Command timer: Real time 1:09:58, CP time 4198.430 Session timer: Real time 1:10:01, CP time 4201.700, 2 slices ********** ** 20 **HESSE 1.75e+04 ********** prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2828, prevFCN = -921594.3335 bkgC_bias_KsPiPi=-0.2836, prevFCN = -921594.3336 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3335 bkgC_frac_KsPiPi=0.842, prevFCN = -921594.3336 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3336 bkgC_scfa_KsPiPi=1.018, prevFCN = -921594.3335 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3336 bkgO_frac_KsPiPi=0.004938, prevFCN = -921594.3335 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3335 bkgT_bias_KsPiPi=0.1152, prevFCN = -921594.3336 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3336 bkgT_scfa_KsPiPi=2.352, prevFCN = -921594.3335 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3335 bkg_tau_KsPiPi=0.243, prevFCN = -921594.3336 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.002174, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-0.001184, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.518 dmBkgSlope_KsPiPi=-6.092, prevFCN = -921570.9738 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3336 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3335 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3336 dmSigG1Width_KsPiPi=0.001114, prevFCN = -921594.3335 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3335 dmSigJsuDelta_KsPiPi=0.7169, prevFCN = -921594.3336 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3336 dmSigJsuFrac_KsPiPi=0.9047, prevFCN = -921594.3335 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3335 dmSigJsuGamma_KsPiPi=-0.09198, prevFCN = -921594.3336 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.325 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3252 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3336 dmSigJsuWidth_KsPiPi=0.0003119, prevFCN = -921594.3335 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3779, prevFCN = -921594.3331 mDContCombC1_KsPiPi=-0.3796, prevFCN = -921594.3341 mDContCombC1_KsPiPi=-0.2874, prevFCN = -921592.9488 mDContCombC1_KsPiPi=-0.4701, prevFCN = -921575.149 mDContCombC1_KsPiPi=0.04857, prevFCN = -921588.9146 mDContCombC1_KsPiPi=-0.8061, prevFCN = -921569.0337 mDContCombC1_KsPiPi=1.257, prevFCN = -921585.9098 mDContCombC1_KsPiPi=-2.014, prevFCN = -921581.9576 mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6228 mDContCombC1_KsPiPi=-7.977, prevFCN = -921583.7873 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3336 mDSigG1Frac_KsPiPi=0.8727, prevFCN = -921594.3335 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3335 mDSigG1G2Frac_KsPiPi=0.982, prevFCN = -921594.3336 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3252 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.325 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3335 mDSigG1Width_KsPiPi=0.005654, prevFCN = -921594.3336 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3336 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3335 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3334 mDSigG2Width_KsPiPi=0.01413, prevFCN = -921594.3337 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3335 nDstarContGoodD_KsPiPi=1400, prevFCN = -921594.3336 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3335 nDstarSigFakeD_KsPiPi=1.307e+04, prevFCN = -921594.3336 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3336 nDstarSigGoodD_KsPiPi=3.678e+04, prevFCN = -921594.3335 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3248 sigC_bias_KsPiPi=-0.002061, prevFCN = -921594.3254 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3335 sigC_frac_KsPiPi=0.8966, prevFCN = -921594.3336 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3336 sigC_scfa_KsPiPi=0.9515, prevFCN = -921594.3335 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.325 sigO_frac_KsPiPi=2.126e-06, prevFCN = -921594.3256 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3336 sigT_scfa_KsPiPi=1.623, prevFCN = -921594.3335 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3336 tErrBkgMean_KsPiPi=0.08511, prevFCN = -921594.3335 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3336 tErrBkgWidth_KsPiPi=0.04485, prevFCN = -921594.3335 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3336 tErrSigMean_KsPiPi=0.0712, prevFCN = -921594.3335 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3336 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3335 tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3335 tau=0.4152, prevFCN = -921594.3335 bkgC_bias_KsPiPi=-0.2831, tau=0.4153, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2833, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8423, prevFCN = -921594.3339 bkgC_frac_KsPiPi=0.8422, prevFCN = -921594.3339 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3339 bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3339 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004984, prevFCN = -921594.3339 bkgO_frac_KsPiPi=0.004969, prevFCN = -921594.3339 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1178, prevFCN = -921594.3339 bkgT_bias_KsPiPi=0.117, prevFCN = -921594.3339 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.354, prevFCN = -921594.3339 bkgT_scfa_KsPiPi=2.353, prevFCN = -921594.3339 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, prevFCN = -921594.3339 bkg_tau_KsPiPi=0.2432, prevFCN = -921594.3339 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-0.03123, prevFCN = -921594.3329 dmBkgSlope_KsPiPi=-0.02706, prevFCN = -921594.3331 dmBkgSlope_KsPiPi=-0.001618, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-0.0007849, prevFCN = -921594.3339 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3339 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3339 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3339 dmSigG1Width_KsPiPi=0.001115, prevFCN = -921594.3339 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, prevFCN = -921594.3339 dmSigJsuDelta_KsPiPi=0.717, prevFCN = -921594.3339 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, prevFCN = -921594.3339 dmSigJsuFrac_KsPiPi=0.9049, prevFCN = -921594.3339 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09176, prevFCN = -921594.3339 dmSigJsuGamma_KsPiPi=-0.09184, prevFCN = -921594.3339 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3335 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3336 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, prevFCN = -921594.3339 dmSigJsuWidth_KsPiPi=0.000312, prevFCN = -921594.3339 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=0.4135, prevFCN = -921587.2821 mDContCombC1_KsPiPi=-1.171, prevFCN = -921578.6019 mDContCombC1_KsPiPi=-0.2203, prevFCN = -921591.7662 mDContCombC1_KsPiPi=-0.5372, RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-728.3) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.45034e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.85072e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : -6.72208e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 4.82807e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-727.6) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.44890e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.85240e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : 9.61570e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 9.25426e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-1614) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.54721e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.83851e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : -2.82224e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 3.68911e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-285.5) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.48857e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.85716e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : 8.49565e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 5.18183e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-2413) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.46670e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.83095e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : -6.09957e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 6.30354e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-198.4) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.45660e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.84194e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : 7.05829e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 1.92277e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-2326) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.43069e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.82592e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : -1.06265e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 4.51420e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-2291) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.53277e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.82999e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : 5.15342e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 1.85104e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-2223) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.54053e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.83036e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : 4.87769e-01 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 2.53947e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] RooAbsPdf::getLogVal(selDstarTDExtendPdf_{Dstar;KsPiPi}) WARNING: PDF evaluates to zero or negative value (-293.6) Current values of PDF dependents:RooArgSet::dependents: 1) RooRealVar::0x10c923b0::deltam : 1.54567e-01 L(0.1396 - 0.155) // [GeV] 2) RooRealVar::0x10c92830::mD : 1.85577e+00 L(1.825 - 1.905) B(1) // [GeV/c^{2}] 3) RooRealVar::0x10c90658::tReco : -5.66108e-02 L(-10 - 10) // [ps] 4) RooRealVar::0x10c90f40::tErr : 3.25728e-01 L(0 - 1) // [ps] Current values of PDF parameters:RooArgSet::parameters: 1) RooRealVar::0xe408ff8::bkgC_bias_KsPiPi : -2.83175e-01 +/- 3.033e-02 L(-1 - 1) 2) RooRealVar::0xe40baf0::bkgC_frac_KsPiPi : 8.42225e-01 +/- 3.046e-02 L(0 - 1) 3) RooRealVar::0xe409778::bkgC_scfa_KsPiPi : 1.01876e+00 +/- 2.794e-02 L(0.001 - 20) 4) RooRealVar::0xe4140d8::bkgKsKsC_bias_KsPiPi : 9.99996e-01 +/- 1.309e-01 C L(-1 - 1) 5) RooRealVar::0xe415cb0::bkgKsKsC_frac_KsPiPi : 8.68294e-01 +/- 4.829e-02 C L(0 - 1) 6) RooRealVar::0xe4147b0::bkgKsKsC_scfa_KsPiPi : 1.61638e+00 +/- 1.094e-01 C L(0.001 - 20) 7) RooRealVar::0xe416368::bkgKsKsO_frac_KsPiPi : 0.00000e+00 C L(0 - 1) 8) RooRealVar::0xe414e78::bkgKsKsT_bias_KsPiPi : 2.99997e+00 +/- 7.534e-01 C L(-3 - 3) 9) RooRealVar::0xe4155a8::bkgKsKsT_scfa_KsPiPi : 5.29013e+00 +/- 7.730e-01 C L(0.001 - 20) 10) RooRealVar::0xe4139d0::bkgKsKs_tau_KsPiPi : 4.03012e-01 +/- 4.844e-02 C L(0.1 - 1) // [ps] 11) RooRealVar::0xe409ea0::bkgO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 12) RooRealVar::0xe40c1e8::bkgO_frac_KsPiPi : 4.97659e-03 +/- 1.719e-03 L(0 - 1) 13) RooRealVar::0xe40a5a0::bkgO_scfa_KsPiPi : 2.55950e+00 +/- 1.200e-01 C L(0 - 20) 14) RooRealVar::0xe40ac78::bkgT_bias_KsPiPi : 1.17401e-01 +/- 1.377e-01 L(-3 - 3) 15) RooRealVar::0xe40b3c8::bkgT_scfa_KsPiPi : 2.35327e+00 +/- 1.726e-01 L(0.001 - 20) 16) RooRealVar::0xe408948::bkg_tau_KsPiPi : 2.43195e-01 +/- 1.448e-02 L(0.1 - 1) // [ps] 17) RooRealVar::0xe411648::dmBkgKsKsGWidth_KsPiPi : 2.93162e-04 +/- 9.524e-05 C L(0.0001 - 0.01) // [GeV] 18) RooRealVar::0xe410890::dmBkgKsKsJsuDelta_KsPiPi : 9.69680e-01 +/- 2.698e-01 C L(0 - 10) 19) RooRealVar::0xe410f58::dmBkgKsKsJsuFrac_KsPiPi : 7.37040e-01 +/- 1.408e-01 C L(0 - 1) 20) RooRealVar::0xe410178::dmBkgKsKsJsuGamma_KsPiPi : -3.30722e-11 +/- 5.636e-03 C L(-10 - 0) 21) RooRealVar::0xe40f328::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.742e-05 C L(0.14 - 0.15) // [GeV] 22) RooRealVar::0xe40fa38::dmBkgKsKsJsuWidth_KsPiPi : 1.14004e-03 +/- 6.057e-04 C L(0.0001 - 0.01) // [GeV] 23) RooRealVar::0xe417188::dmBkgSlope_KsPiPi : -3.72927e-05 +/- 3.593e-01 L(-100 - 0) 24) RooRealVar::0xe3fbac0::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 25) RooRealVar::0xe406588::dmSigFakeDArgFrac_KsPiPi : 9.49255e-01 +/- 9.305e-03 C L(0 - 1) 26) RooRealVar::0xe407440::dmSigFakeDG1Frac_KsPiPi : 3.73181e-01 +/- 6.928e-02 C L(0 - 1) 27) RooRealVar::0xe406cc0::dmSigFakeDG1Width_KsPiPi : 7.63643e-04 +/- 8.072e-05 C L(0.0001 - 0.01) // [GeV] 28) RooRealVar::0xe407b78::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 29) RooRealVar::0xe405dc0::dmSigFakeDSlope_KsPiPi : -4.17448e+00 +/- 7.419e-02 C L(-100 - 0) 30) RooRealVar::0xe3fa4b0::dmSigG1Mean_KsPiPi : 1.45122e-01 +/- 1.200e-04 L(0.14 - 0.15) // [GeV] 31) RooRealVar::0xe3fabe8::dmSigG1Width_KsPiPi : 1.11527e-03 +/- 8.792e-05 L(0.0001 - 0.01) // [GeV] 32) RooRealVar::0xe3f9660::dmSigJsuDelta_KsPiPi : 7.17018e-01 +/- 1.846e-02 L(0 - 10) 33) RooRealVar::0xe3f9d78::dmSigJsuFrac_KsPiPi : 9.04889e-01 +/- 1.405e-02 L(0 - 1) 34) RooRealVar::0xe3fb3b8::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 35) RooRealVar::0xe3f8f28::dmSigJsuGamma_KsPiPi : -9.17991e-02 +/- 2.538e-02 L(-10 - 0) 36) RooRealVar::0xe3f8110::dmSigJsuMean_KsPiPi : 1.45396e-01 +/- 6.441e-06 L(0.14 - 0.15) // [GeV] 37) RooRealVar::0xe3f8848::dmSigJsuWidth_KsPiPi : 3.11982e-04 +/- 8.934e-06 L(0.0001 - 0.01) // [GeV] 38) RooRealVar::0xe3fc190::dmSigSlope_KsPiPi : -6.24976e+00 +/- 8.603e-01 C L(-100 - 0) 39) RooRealVar::0xe4131e0::mDBkgKsKsG1Frac_KsPiPi : 2.65380e-01 +/- 1.090e-01 C L(0 - 1) 40) RooRealVar::0xe4123d8::mDBkgKsKsG1Width_KsPiPi : 1.54670e-02 +/- 2.760e-03 C L(0.0001 - 0.1) // [GeV] 41) RooRealVar::0xe412af0::mDBkgKsKsG2Width_KsPiPi : 5.81843e-03 +/- 7.081e-04 C L(0.0001 - 0.1) // [GeV] 42) RooRealVar::0xe411d18::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.254e-04 C L(1.7 - 2) // [GeV] 43) RooRealVar::0xe408260::mDContCombC1_KsPiPi : -5.37196e-01 +/- 3.544e-02 L(-100 - 100) 44) RooRealVar::0xe3fe550::mDSigG1Frac_KsPiPi : 8.72783e-01 +/- 1.204e-02 L(0 - 1) 45) RooRealVar::0xe3ffaf0::mDSigG1G2Frac_KsPiPi : 9.82042e-01 +/- 1.080e-02 L(0 - 1) 46) RooRealVar::0xe3fc8a0::mDSigG1Mean_KsPiPi : 1.86446e+00 +/- 4.261e-05 L(1.7 - 2) // [GeV] 47) RooRealVar::0xe3fcfd8::mDSigG1Width_KsPiPi : 5.65521e-03 +/- 5.021e-05 L(0.0001 - 0.1) // [GeV] 48) RooRealVar::0xe3fd710::mDSigG2Mean_KsPiPi : 1.86097e+00 +/- 4.990e-04 L(1.7 - 2) // [GeV] 49) RooRealVar::0xe3fde48::mDSigG2Width_KsPiPi : 1.41337e-02 +/- 8.552e-04 L(0.0001 - 0.1) // [GeV] 50) RooRealVar::0xe3fec90::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.659e-04 C L(1.7 - 2) // [GeV] 51) RooRealVar::0xe3ff3c8::mDSigG3Width_KsPiPi : 2.17928e-02 +/- 4.786e-04 C L(0.0001 - 0.1) // [GeV] 52) RooRealVar::0xe417f70::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 53) RooRealVar::0xe417898::nDstarContGoodD_KsPiPi : 1.40221e+03 +/- 1.499e+02 L(0 - 1e+08) 54) RooRealVar::0xe40ec40::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 55) RooRealVar::0xe416a80::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 56) RooRealVar::0xe40e538::nDstarSigFakeD_KsPiPi : 1.30738e+04 +/- 1.545e+02 L(0 - 1e+08) 57) RooRealVar::0xe405708::nDstarSigGoodD_KsPiPi : 3.67805e+04 +/- 2.514e+02 L(0 - 1e+08) 58) RooRealVar::0xe4001f8::sigC_bias_KsPiPi : -8.61013e-04 +/- 1.302e-02 L(-1 - 1) 59) RooRealVar::0xe402cd8::sigC_frac_KsPiPi : 8.96875e-01 +/- 5.343e-02 L(0 - 1) 60) RooRealVar::0xe400928::sigC_scfa_KsPiPi : 9.51742e-01 +/- 2.585e-02 L(0.001 - 2) 61) RooRealVar::0xe401058::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 62) RooRealVar::0xe403408::sigO_frac_KsPiPi : 6.42547e-10 +/- 1.263e-04 L(0 - 1) 63) RooRealVar::0xe4017b0::sigO_scfa_KsPiPi : 1.71678e+00 +/- 1.494e-01 C L(0 - 20) 64) RooRealVar::0xe401ea8::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 65) RooRealVar::0xe4025a8::sigT_scfa_KsPiPi : 1.62449e+00 +/- 1.705e-01 L(0.001 - 5) 66) RooRealVar::0xe40dde8::tErrBkgDelta_KsPiPi : 1.80000e+00 C L(0 - 10) 67) RooRealVar::0xe40d6e8::tErrBkgGamma_KsPiPi : -4.65822e+00 +/- 8.283e-02 C L(-100 - 0) 68) RooRealVar::0xe40c8c0::tErrBkgMean_KsPiPi : 8.51439e-02 +/- 1.918e-03 L(0 - 2) 69) RooRealVar::0xe40cfe8::tErrBkgWidth_KsPiPi : 4.48582e-02 +/- 4.389e-04 L(0.0001 - 2) 70) RooRealVar::0xe404fb8::tErrSigDelta_KsPiPi : 1.84350e+00 +/- 5.154e-03 C L(0 - 10) 71) RooRealVar::0xe4048b8::tErrSigGamma_KsPiPi : -5.87840e+00 +/- 5.575e-02 C L(-100 - 0) 72) RooRealVar::0xe403a90::tErrSigMean_KsPiPi : 7.12063e-02 +/- 5.919e-04 L(0 - 2) 73) RooRealVar::0xe404190::tErrSigWidth_KsPiPi : 1.60570e-02 +/- 7.864e-05 L(0.0001 - 2) 74) RooRealVar::0x9629048::tau : 4.15307e-01 +/- 3.679e-03 L(0.1 - 1) // [ps] (no more such warnings will be printed) prevFCN = -892554.3706 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, prevFCN = -921594.3339 mDSigG1Frac_KsPiPi=0.8728, prevFCN = -921594.3339 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3339 mDSigG1G2Frac_KsPiPi=0.982, prevFCN = -921594.3339 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3336 mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3335 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, prevFCN = -921594.3339 mDSigG1Width_KsPiPi=0.005655, prevFCN = -921594.3339 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3339 mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3339 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3338 mDSigG2Width_KsPiPi=0.01413, prevFCN = -921594.3339 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1403, prevFCN = -921594.3339 nDstarContGoodD_KsPiPi=1402, prevFCN = -921594.3339 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, prevFCN = -921594.3339 nDstarSigFakeD_KsPiPi=1.307e+04, prevFCN = -921594.3339 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, prevFCN = -921594.3339 nDstarSigGoodD_KsPiPi=3.678e+04, prevFCN = -921594.3339 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.0006211, prevFCN = -921594.3335 sigC_bias_KsPiPi=-0.001101, prevFCN = -921594.3336 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, prevFCN = -921594.3339 sigC_frac_KsPiPi=0.8968, prevFCN = -921594.3339 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9518, prevFCN = -921594.3339 sigC_scfa_KsPiPi=0.9517, prevFCN = -921594.3339 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=1.037e-07, prevFCN = -921594.3335 sigO_frac_KsPiPi=7.362e-08, prevFCN = -921594.3336 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.625, prevFCN = -921594.3339 sigT_scfa_KsPiPi=1.624, prevFCN = -921594.3339 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08515, prevFCN = -921594.3339 tErrBkgMean_KsPiPi=0.08514, prevFCN = -921594.3339 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, prevFCN = -921594.3339 tErrBkgWidth_KsPiPi=0.04486, prevFCN = -921594.3339 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, prevFCN = -921594.3339 tErrSigMean_KsPiPi=0.0712, prevFCN = -921594.3339 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3339 tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3339 tErrSigWidth_KsPiPi=0.01606, tau=0.4153, prevFCN = -921594.3339 tau=0.4153, prevFCN = -921594.3339 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8425, tau=0.4153, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3336 bkgC_bias_KsPiPi=-0.2828, bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3333 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2828, bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3329 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3333 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2828, bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3337 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3331 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3329 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3334 bkgC_bias_KsPiPi=-0.2828, bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3326 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3335 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.333 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3327 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2828, bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5221 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921570.5161 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921570.5173 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921570.5175 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921570.5221 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921570.5174 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921570.5242 bkgC_bias_KsPiPi=-0.2828, bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5465 bkgC_bias_KsPiPi=-0.2828, dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.4814 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3334 bkgC_bias_KsPiPi=-0.2828, dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.524 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3331 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3337 bkgC_bias_KsPiPi=-0.2828, dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3333 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3333 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5445 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3329 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3335 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3328 bkgC_bias_KsPiPi=-0.2828, dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.478 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3337 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3334 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3335 bkgC_bias_KsPiPi=-0.2828, dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3246 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3246 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3246 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3246 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3246 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3246 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5417 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3233 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.324 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3246 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.324 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3274 bkgC_bias_KsPiPi=-0.2828, dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5065 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3329 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3338 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3338 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3245 bkgC_bias_KsPiPi=-0.2828, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6244 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921584.6219 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921584.6225 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921584.6227 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921584.6236 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921584.6224 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921584.6245 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921560.6664 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921584.6231 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921584.6227 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921584.6218 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921584.6224 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921584.6217 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921584.6151 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921584.6231 bkgC_bias_KsPiPi=-0.2828, dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3333 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3333 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3333 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3333 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3333 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.516 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3333 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3333 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6141 bkgC_bias_KsPiPi=-0.2828, mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3331 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3331 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3331 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3331 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3331 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5156 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3331 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3331 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3331 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3245 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3331 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6264 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3326 bkgC_bias_KsPiPi=-0.2828, mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3249 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3249 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3249 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3248 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3249 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3247 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5173 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3249 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3249 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3249 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3249 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3249 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3162 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3249 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.5796 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3246 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3249 bkgC_bias_KsPiPi=-0.2828, mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3331 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3331 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3331 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3331 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5188 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3332 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3331 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6223 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3336 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3333 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2828, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3333 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3333 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5177 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.5924 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3331 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3332 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3237 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2828, mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.333 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.333 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.333 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.333 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.333 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3329 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5194 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3331 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.333 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.333 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3245 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3331 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6237 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3335 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3336 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3241 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3329 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2828, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3331 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3331 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5775 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3335 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3333 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3245 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.333 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6235 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3332 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.333 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3248 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3331 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.333 bkgC_bias_KsPiPi=-0.2828, mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5359 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3331 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3333 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3331 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.62 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3334 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3332 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3331 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3333 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3329 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3329 bkgC_bias_KsPiPi=-0.2828, nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5022 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3333 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6237 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3332 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.333 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3331 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3331 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2828, nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3247 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3244 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3244 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3241 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3244 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3238 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5162 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3245 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3244 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3245 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3245 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3245 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3159 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3244 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6038 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3246 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3244 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3166 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3244 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3246 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3243 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3243 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3246 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3244 bkgC_bias_KsPiPi=-0.2828, nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.333 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3333 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.333 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3331 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5177 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3332 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3331 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3331 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.621 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3332 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3331 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.333 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3331 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3331 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3238 bkgC_bias_KsPiPi=-0.2828, sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3333 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3331 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5177 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3332 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6235 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3248 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.333 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3332 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3332 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3253 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3337 bkgC_bias_KsPiPi=-0.2828, sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3246 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3246 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3246 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3246 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3246 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3246 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3246 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5092 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3247 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3247 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3246 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3247 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3246 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3161 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3246 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6139 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3247 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3246 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3163 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3246 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3247 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3245 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3246 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3246 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3247 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3159 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3246 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3247 bkgC_bias_KsPiPi=-0.2828, sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3333 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3334 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3333 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3331 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5177 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3333 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6237 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3333 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3331 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3332 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3332 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3333 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3247 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3338 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3329 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3246 bkgC_bias_KsPiPi=-0.2828, sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5015 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6233 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3332 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.333 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3332 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3333 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3244 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3331 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3332 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3247 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2828, sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5023 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3331 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3333 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3247 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6234 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3332 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.333 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3331 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3333 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3244 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3331 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3332 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3247 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3332 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3327 bkgC_bias_KsPiPi=-0.2828, tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5164 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6228 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3331 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3332 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3244 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3331 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3332 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3247 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3332 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3332 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2828, tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3332 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3332 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3332 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5173 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3333 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.623 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3332 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.3331 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3332 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3331 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3333 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3244 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3331 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3332 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3247 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3332 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3331 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3331 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3327 bkgC_bias_KsPiPi=-0.2828, tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, tau=0.4154, prevFCN = -921594.3331 bkgC_bias_KsPiPi=-0.2832, bkgC_frac_KsPiPi=0.8425, prevFCN = -921594.3332 bkgC_frac_KsPiPi=0.8422, bkgC_scfa_KsPiPi=1.019, prevFCN = -921594.3332 bkgC_scfa_KsPiPi=1.019, bkgO_frac_KsPiPi=0.005015, prevFCN = -921594.3332 bkgO_frac_KsPiPi=0.004977, bkgT_bias_KsPiPi=0.1196, prevFCN = -921594.3331 bkgT_bias_KsPiPi=0.1174, bkgT_scfa_KsPiPi=2.355, prevFCN = -921594.3332 bkgT_scfa_KsPiPi=2.353, bkg_tau_KsPiPi=0.2433, prevFCN = -921594.3331 bkg_tau_KsPiPi=0.2432, dmBkgSlope_KsPiPi=-6.15, prevFCN = -921570.5191 dmBkgSlope_KsPiPi=-3.729e-05, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -921594.3332 dmSigG1Mean_KsPiPi=0.1451, dmSigG1Width_KsPiPi=0.001116, prevFCN = -921594.3332 dmSigG1Width_KsPiPi=0.001115, dmSigJsuDelta_KsPiPi=0.7171, prevFCN = -921594.3332 dmSigJsuDelta_KsPiPi=0.717, dmSigJsuFrac_KsPiPi=0.9051, prevFCN = -921594.3332 dmSigJsuFrac_KsPiPi=0.9049, dmSigJsuGamma_KsPiPi=-0.09161, prevFCN = -921594.3332 dmSigJsuGamma_KsPiPi=-0.0918, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -921594.3246 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003121, prevFCN = -921594.3332 dmSigJsuWidth_KsPiPi=0.000312, mDContCombC1_KsPiPi=7.222, prevFCN = -921584.6214 mDContCombC1_KsPiPi=-0.3787, mDSigG1Frac_KsPiPi=0.8729, prevFCN = -921594.3333 mDSigG1Frac_KsPiPi=0.8728, mDSigG1G2Frac_KsPiPi=0.9821, prevFCN = -921594.3331 mDSigG1G2Frac_KsPiPi=0.982, mDSigG1Mean_KsPiPi=1.864, prevFCN = -921594.3249 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005656, prevFCN = -921594.3331 mDSigG1Width_KsPiPi=0.005655, mDSigG2Mean_KsPiPi=1.861, prevFCN = -921594.3332 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01414, prevFCN = -921594.333 mDSigG2Width_KsPiPi=0.01413, nDstarContGoodD_KsPiPi=1404, prevFCN = -921594.3331 nDstarContGoodD_KsPiPi=1402, nDstarSigFakeD_KsPiPi=1.308e+04, prevFCN = -921594.3332 nDstarSigFakeD_KsPiPi=1.307e+04, nDstarSigGoodD_KsPiPi=3.679e+04, prevFCN = -921594.3332 nDstarSigGoodD_KsPiPi=3.678e+04, sigC_bias_KsPiPi=0.0003385, prevFCN = -921594.3224 sigC_bias_KsPiPi=-0.000861, sigC_frac_KsPiPi=0.8971, prevFCN = -921594.3333 sigC_frac_KsPiPi=0.8969, sigC_scfa_KsPiPi=0.952, prevFCN = -921594.3331 sigC_scfa_KsPiPi=0.9517, sigO_frac_KsPiPi=2.276e-06, prevFCN = -921594.3246 sigO_frac_KsPiPi=6.425e-10, sigT_scfa_KsPiPi=1.626, prevFCN = -921594.3331 sigT_scfa_KsPiPi=1.624, tErrBkgMean_KsPiPi=0.08518, prevFCN = -921594.3332 tErrBkgMean_KsPiPi=0.08514, tErrBkgWidth_KsPiPi=0.04487, prevFCN = -921594.3332 tErrBkgWidth_KsPiPi=0.04486, tErrSigMean_KsPiPi=0.07122, prevFCN = -921594.3332 tErrSigMean_KsPiPi=0.07121, tErrSigWidth_KsPiPi=0.01606, prevFCN = -921594.3332 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-921594 FROM HESSE STATUS=OK 750 CALLS 5573 TOTAL EDM=96.0482 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 bkgC_bias_KsPiPi -2.83175e-01 3.07355e-02 4.06764e-04 -2.87103e-01 2 bkgC_frac_KsPiPi 8.42225e-01 3.07032e-02 6.52817e-04 7.53848e-01 3 bkgC_scfa_KsPiPi 1.01876e+00 2.78777e-02 7.85554e-05 -1.11570e+00 4 bkgO_frac_KsPiPi 4.97659e-03 1.79235e-03 5.43923e-04 -1.42959e+00 5 bkgT_bias_KsPiPi 1.17401e-01 1.36384e-01 7.25242e-04 3.91435e-02 6 bkgT_scfa_KsPiPi 2.35327e+00 1.76851e-01 2.45939e-04 -8.70671e-01 7 bkg_tau_KsPiPi 2.43195e-01 1.47498e-02 4.42966e-04 -7.50204e-01 8 dmBkgSlope_KsPiPi -3.72927e-05 2.19345e-01 5.00000e-01 1.57202e+00 9 dmSigG1Mean_KsPiPi 1.45122e-01 1.55244e-04 2.59272e-04 2.43892e-02 10 dmSigG1Width_KsPiPi 1.11527e-03 9.33553e-05 3.97795e-04 -9.18835e-01 11 dmSigJsuDelta_KsPiPi 7.17018e-01 1.81791e-02 4.35356e-05 -1.02864e+00 12 dmSigJsuFrac_KsPiPi 9.04889e-01 1.65842e-02 5.95941e-04 9.43775e-01 13 dmSigJsuGamma_KsPiPi -9.17991e-02 2.96669e-02 1.94190e-04 1.37888e+00 14 dmSigJsuMean_KsPiPi 1.45396e-01 7.36957e-06 7.91559e-05 7.92132e-02 15 dmSigJsuWidth_KsPiPi 3.11982e-04 9.32329e-06 4.83217e-05 -1.27708e+00 16 mDContCombC1_KsPiPi -3.78747e-01 1.79049e+00 7.60711e-02 -3.78748e-03 17 mDSigG1Frac_KsPiPi 8.72783e-01 1.36540e-02 3.47157e-04 8.41382e-01 18 mDSigG1G2Frac_KsPiPi 9.82042e-01 1.53447e-02 6.39500e-04 1.30197e+00 19 mDSigG1Mean_KsPiPi 1.86446e+00 4.45969e-05 3.31764e-05 9.65347e-02 20 mDSigG1Width_KsPiPi 5.65521e-03 5.39176e-05 3.51651e-05 -1.09469e+00 21 mDSigG2Mean_KsPiPi 1.86097e+00 5.46882e-04 6.38493e-05 7.32240e-02 22 mDSigG2Width_KsPiPi 1.41337e-02 1.16705e-03 2.47832e-04 -8.02428e-01 23 nDstarContGoodD_KsPiPi 1.40221e+03 1.40347e+02 5.77445e-06 -1.56331e+00 24 nDstarSigFakeD_KsPiPi 1.30738e+04 1.55253e+02 3.05422e-06 -1.54793e+00 25 nDstarSigGoodD_KsPiPi 3.67805e+04 2.45031e+02 2.77873e-06 -1.53244e+00 26 sigC_bias_KsPiPi -8.61013e-04 1.30682e-02 1.19952e-03 -8.61013e-04 27 sigC_frac_KsPiPi 8.96875e-01 6.21028e-02 8.87540e-04 9.16948e-01 28 sigC_scfa_KsPiPi 9.51742e-01 2.96205e-02 2.34430e-04 -4.88017e-02 29 sigO_frac_KsPiPi 6.42547e-10 1.27839e-04 2.96685e-03 -1.57075e+00 WARNING - - ABOVE PARAMETER IS AT LIMIT. 30 sigT_scfa_KsPiPi 1.62449e+00 1.96822e-01 5.40205e-04 -3.58077e-01 31 tErrBkgMean_KsPiPi 8.51439e-02 1.92463e-03 7.91465e-05 -1.15515e+00 32 tErrBkgWidth_KsPiPi 4.48582e-02 4.40537e-04 2.46557e-05 -1.27047e+00 33 tErrSigMean_KsPiPi 7.12063e-02 5.90968e-04 2.62526e-05 -1.19114e+00 34 tErrSigWidth_KsPiPi 1.60570e-02 7.85328e-05 7.14234e-06 -1.39191e+00 35 tau 4.15307e-01 3.69211e-03 1.59565e-04 -3.03978e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 70 NPAR= 35 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 9.450e-04 7.829e-05 9.449e-04 3.723e-04 6.604e-04 7.772e-04 -4.200e-06 -2.467e-05 -1.645e-05 3.213e-06 1.825e-03 1.355e-03 1.975e-03 -5.621e-05 1.861e-02 1.209e-03 4.883e-03 3.596e-03 -1.785e-04 1.132e-02 3.128e-02 -3.728e-04 5.344e-05 -1.272e-04 -2.901e-09 -1.223e-03 -2.000e-04 2.177e-04 -4.011e-06 -7.508e-07 -2.765e-06 3.008e-08 -1.041e-05 -8.062e-06 3.224e-06 3.274e-05 3.452e-08 7.281e-09 2.760e-08 -4.072e-10 5.360e-08 6.298e-10 -1.448e-08 -2.409e-07 2.411e-08 1.405e-08 1.237e-08 2.101e-08 -8.422e-10 1.906e-08 4.658e-08 -1.068e-08 -1.844e-07 7.477e-09 8.718e-09 -4.813e-06 4.795e-06 5.372e-07 -1.853e-07 -2.133e-05 4.385e-06 7.172e-06 -2.598e-06 4.490e-07 1.145e-06 3.305e-04 3.811e-06 -3.432e-06 1.175e-07 1.041e-07 1.892e-05 -4.262e-06 -5.715e-06 -4.677e-06 -1.395e-06 -2.383e-07 -3.800e-05 3.811e-06 -3.432e-06 1.175e-07 1.041e-07 1.892e-05 -4.262e-06 -5.715e-06 -4.677e-06 -1.395e-06 -2.383e-07 -3.800e-05 2.753e-04 1.306e-05 6.517e-07 9.198e-06 -7.488e-08 3.656e-05 1.014e-05 -1.051e-05 -7.140e-05 3.895e-06 1.502e-06 8.550e-05 1.306e-05 6.517e-07 9.198e-06 -7.488e-08 3.656e-05 1.014e-05 -1.051e-05 -7.140e-05 3.895e-06 1.502e-06 8.550e-05 -8.847e-05 8.804e-04 3.119e-09 1.195e-10 2.098e-09 -7.709e-12 8.989e-09 2.610e-09 -2.526e-09 -1.503e-08 7.744e-10 2.230e-10 1.531e-09 3.119e-09 1.195e-10 2.098e-09 -7.709e-12 8.989e-09 2.610e-09 -2.526e-09 -1.503e-08 7.744e-10 2.230e-10 1.531e-09 -1.966e-08 1.923e-07 5.431e-11 -5.649e-11 8.253e-10 5.655e-10 -3.715e-11 -1.354e-09 1.281e-09 3.579e-10 -4.584e-09 -1.840e-10 3.903e-10 1.333e-07 -5.649e-11 8.253e-10 5.655e-10 -3.715e-11 -1.354e-09 1.281e-09 3.579e-10 -4.584e-09 -1.840e-10 3.903e-10 1.333e-07 6.539e-08 1.942e-08 -2.986e-12 8.692e-11 6.256e-04 1.663e-04 2.423e-04 1.516e-05 8.189e-04 5.589e-04 -6.259e-06 -7.059e-05 4.207e-07 2.351e-07 -7.633e-05 6.256e-04 1.663e-04 2.423e-04 1.516e-05 8.189e-04 5.589e-04 -6.259e-06 -7.059e-05 4.207e-07 2.351e-07 -7.633e-05 7.537e-05 1.729e-05 -7.069e-09 5.720e-08 3.206e+00 1.538e-05 -9.237e-06 2.126e-06 9.172e-08 2.843e-05 -3.266e-05 -9.953e-06 -5.935e-07 3.402e-09 2.167e-09 -1.162e-07 1.538e-05 -9.237e-06 2.126e-06 9.172e-08 2.843e-05 -3.266e-05 -9.953e-06 -5.935e-07 3.402e-09 2.167e-09 -1.162e-07 4.456e-07 1.830e-06 4.326e-10 -2.596e-11 -1.711e-03 1.865e-04 -7.223e-06 1.148e-05 4.186e-06 -3.492e-08 -1.304e-05 4.926e-05 7.452e-06 5.485e-07 -1.885e-09 -1.575e-09 2.080e-06 -7.223e-06 1.148e-05 4.186e-06 -3.492e-08 -1.304e-05 4.926e-05 7.452e-06 5.485e-07 -1.885e-09 -1.575e-09 2.080e-06 8.550e-08 -1.087e-06 -4.945e-10 7.248e-10 5.340e-03 -1.322e-04 2.365e-04 -2.232e-08 -4.920e-09 -1.180e-08 -2.745e-10 -1.998e-08 -2.554e-08 2.414e-09 1.602e-09 -1.249e-11 -5.966e-12 -1.972e-09 -2.232e-08 -4.920e-09 -1.180e-08 -2.745e-10 -1.998e-08 -2.554e-08 2.414e-09 1.602e-09 -1.249e-11 -5.966e-12 -1.972e-09 4.478e-10 3.054e-09 1.175e-12 -1.245e-12 -5.221e-06 4.118e-08 -2.526e-07 1.989e-09 4.931e-08 1.402e-09 2.419e-08 3.139e-10 1.018e-07 4.929e-08 -2.904e-08 -2.461e-09 -5.790e-13 6.797e-12 -9.795e-09 4.931e-08 1.402e-09 2.419e-08 3.139e-10 1.018e-07 4.929e-08 -2.904e-08 -2.461e-09 -5.790e-13 6.797e-12 -9.795e-09 7.582e-09 8.355e-09 1.470e-12 3.610e-13 1.074e-05 3.198e-07 2.216e-07 -6.557e-10 2.907e-09 -6.029e-07 2.607e-07 -1.002e-07 -6.575e-09 -1.167e-06 9.519e-07 3.325e-07 3.112e-08 -1.707e-10 -9.791e-11 3.915e-08 -6.029e-07 2.607e-07 -1.002e-07 -6.575e-09 -1.167e-06 9.519e-07 3.325e-07 3.112e-08 -1.707e-10 -9.791e-11 3.915e-08 -4.088e-08 -8.214e-08 -1.850e-11 -1.427e-11 -1.337e-04 -5.136e-06 3.448e-06 -6.074e-09 -9.741e-09 2.991e-07 1.093e-06 4.119e-07 8.690e-07 9.898e-09 2.448e-06 2.856e-06 -6.123e-07 -6.787e-08 4.095e-10 3.782e-10 -4.163e-08 1.093e-06 4.119e-07 8.690e-07 9.898e-09 2.448e-06 2.856e-06 -6.123e-07 -6.787e-08 4.095e-10 3.782e-10 -4.163e-08 1.225e-07 2.218e-07 3.194e-11 7.262e-11 4.276e-04 -3.578e-06 1.543e-05 -2.346e-08 3.436e-08 8.056e-08 1.363e-06 1.025e-01 1.487e-02 7.451e-02 3.977e-04 2.422e-01 1.738e-01 -8.998e-02 1.560e-01 8.299e-03 5.132e-03 1.480e+00 1.025e-01 1.487e-02 7.451e-02 3.977e-04 2.422e-01 1.738e-01 -8.998e-02 1.560e-01 8.299e-03 5.132e-03 1.480e+00 -9.446e-01 1.190e+00 2.037e-04 3.137e-04 2.344e+00 1.291e-02 -2.167e-02 -2.178e-05 1.044e-04 -1.056e-03 2.021e-03 1.025e-01 1.487e-02 7.451e-02 3.977e-04 2.422e-01 1.738e-01 -8.998e-02 1.560e-01 8.299e-03 5.132e-03 1.480e+00 -9.446e-01 1.190e+00 2.037e-04 3.137e-04 2.344e+00 1.291e-02 -2.167e-02 -2.178e-05 1.044e-04 -1.056e-03 2.021e-03 1.970e+04 -2.597e-01 4.043e-02 -1.146e-01 -3.130e-03 -6.741e-01 -1.969e-01 2.764e-01 8.600e-02 -2.840e-04 -4.470e-04 2.269e-01 -2.597e-01 4.043e-02 -1.146e-01 -3.130e-03 -6.741e-01 -1.969e-01 2.764e-01 8.600e-02 -2.840e-04 -4.470e-04 2.269e-01 -1.232e-01 -2.246e-01 -5.331e-05 1.489e-05 -1.183e+01 -5.039e-02 1.232e-01 8.496e-05 -4.759e-04 5.512e-03 -8.623e-03 -2.597e-01 4.043e-02 -1.146e-01 -3.130e-03 -6.741e-01 -1.969e-01 2.764e-01 8.600e-02 -2.840e-04 -4.470e-04 2.269e-01 -1.232e-01 -2.246e-01 -5.331e-05 1.489e-05 -1.183e+01 -5.039e-02 1.232e-01 8.496e-05 -4.759e-04 5.512e-03 -8.623e-03 -3.044e+03 2.410e+04 1.579e-01 -5.508e-02 4.070e-02 2.780e-03 4.386e-01 2.709e-02 -1.869e-01 -2.419e-01 -8.018e-03 -4.686e-03 -1.708e+00 1.579e-01 -5.508e-02 4.070e-02 2.780e-03 4.386e-01 2.709e-02 -1.869e-01 -2.419e-01 -8.018e-03 -4.686e-03 -1.708e+00 1.068e+00 -9.658e-01 -1.505e-04 -3.286e-04 9.487e+00 3.744e-02 -1.016e-01 -6.209e-05 3.715e-04 -4.451e-03 6.594e-03 1.579e-01 -5.508e-02 4.070e-02 2.780e-03 4.386e-01 2.709e-02 -1.869e-01 -2.419e-01 -8.018e-03 -4.686e-03 -1.708e+00 1.068e+00 -9.658e-01 -1.505e-04 -3.286e-04 9.487e+00 3.744e-02 -1.016e-01 -6.209e-05 3.715e-04 -4.451e-03 6.594e-03 -1.525e+04 -7.984e+03 6.004e+04 -3.423e-05 1.617e-06 -2.005e-05 4.989e-07 3.201e-05 1.557e-05 1.720e-06 3.117e-07 -9.122e-09 -5.298e-09 1.043e-07 -3.423e-05 1.617e-06 -2.005e-05 4.989e-07 3.201e-05 1.557e-05 1.720e-06 3.117e-07 -9.122e-09 -5.298e-09 1.043e-07 9.651e-07 -8.572e-07 -1.657e-10 4.719e-11 -4.691e-04 -8.384e-07 -2.156e-08 1.013e-08 -6.150e-09 1.219e-07 -1.040e-07 -3.423e-05 1.617e-06 -2.005e-05 4.989e-07 3.201e-05 1.557e-05 1.720e-06 3.117e-07 -9.122e-09 -5.298e-09 1.043e-07 9.651e-07 -8.572e-07 -1.657e-10 4.719e-11 -4.691e-04 -8.384e-07 -2.156e-08 1.013e-08 -6.150e-09 1.219e-07 -1.040e-07 -1.708e-02 6.262e-02 -4.521e-02 1.708e-04 -3.964e-05 -2.637e-04 -1.343e-04 7.199e-06 -1.772e-04 -1.776e-03 -1.926e-05 1.011e-06 2.302e-10 -7.030e-09 -1.088e-06 -3.964e-05 -2.637e-04 -1.343e-04 7.199e-06 -1.772e-04 -1.776e-03 -1.926e-05 1.011e-06 2.302e-10 -7.030e-09 -1.088e-06 2.006e-06 1.053e-06 1.329e-10 4.796e-10 -3.649e-04 5.612e-06 -7.767e-06 -1.241e-09 -1.088e-09 -2.720e-08 -3.531e-07 -3.964e-05 -2.637e-04 -1.343e-04 7.199e-06 -1.772e-04 -1.776e-03 -1.926e-05 1.011e-06 2.302e-10 -7.030e-09 -1.088e-06 2.006e-06 1.053e-06 1.329e-10 4.796e-10 -3.649e-04 5.612e-06 -7.767e-06 -1.241e-09 -1.088e-09 -2.720e-08 -3.531e-07 -2.025e-02 -2.426e-02 4.547e-02 3.368e-05 3.912e-03 -1.063e-05 -1.290e-04 -9.632e-05 3.493e-06 -1.548e-04 -7.873e-04 -9.142e-06 5.629e-07 -8.483e-09 -8.839e-09 -1.500e-06 -1.063e-05 -1.290e-04 -9.632e-05 3.493e-06 -1.548e-04 -7.873e-04 -9.142e-06 5.629e-07 -8.483e-09 -8.839e-09 -1.500e-06 1.273e-06 -1.402e-06 -3.174e-10 -1.575e-11 -1.283e-04 1.900e-06 -3.651e-06 -4.600e-10 -3.786e-10 -4.079e-09 -2.043e-07 -1.063e-05 -1.290e-04 -9.632e-05 3.493e-06 -1.548e-04 -7.873e-04 -9.142e-06 5.629e-07 -8.483e-09 -8.839e-09 -1.500e-06 1.273e-06 -1.402e-06 -3.174e-10 -1.575e-11 -1.283e-04 1.900e-06 -3.651e-06 -4.600e-10 -3.786e-10 -4.079e-09 -2.043e-07 -1.376e-02 -2.233e-02 3.677e-02 7.722e-05 1.710e-03 8.776e-04 -5.691e-12 -9.241e-12 -1.283e-11 -1.928e-12 -1.251e-11 -1.433e-11 2.070e-12 -4.396e-14 2.467e-15 -2.080e-15 -4.639e-13 -5.691e-12 -9.241e-12 -1.283e-11 -1.928e-12 -1.251e-11 -1.433e-11 2.070e-12 -4.396e-14 2.467e-15 -2.080e-15 -4.639e-13 -1.844e-13 5.266e-13 8.256e-17 -1.865e-16 1.003e-11 2.616e-13 -3.618e-14 -2.269e-15 1.378e-15 6.073e-15 -9.830e-15 -5.691e-12 -9.241e-12 -1.283e-11 -1.928e-12 -1.251e-11 -1.433e-11 2.070e-12 -4.396e-14 2.467e-15 -2.080e-15 -4.639e-13 -1.844e-13 5.266e-13 8.256e-17 -1.865e-16 1.003e-11 2.616e-13 -3.618e-14 -2.269e-15 1.378e-15 6.073e-15 -9.830e-15 -3.372e-09 1.275e-09 2.230e-09 5.833e-12 -6.423e-10 -2.412e-10 3.286e-13 -1.693e-04 -6.292e-04 -2.915e-04 2.148e-05 2.494e-04 -5.179e-03 -3.858e-05 1.368e-06 5.668e-08 1.250e-08 2.215e-07 -1.693e-04 -6.292e-04 -2.915e-04 2.148e-05 2.494e-04 -5.179e-03 -3.858e-05 1.368e-06 5.668e-08 1.250e-08 2.215e-07 3.581e-06 1.381e-05 2.694e-09 3.039e-09 2.786e-04 9.072e-06 -2.406e-05 -9.530e-09 -7.867e-09 -2.877e-07 -1.260e-06 -1.693e-04 -6.292e-04 -2.915e-04 2.148e-05 2.494e-04 -5.179e-03 -3.858e-05 1.368e-06 5.668e-08 1.250e-08 2.215e-07 3.581e-06 1.381e-05 2.694e-09 3.039e-09 2.786e-04 9.072e-06 -2.406e-05 -9.530e-09 -7.867e-09 -2.877e-07 -1.260e-06 4.546e-03 -3.107e-01 3.108e-01 1.193e-04 1.181e-02 4.906e-03 -2.384e-09 3.883e-02 2.973e-06 -7.338e-07 8.401e-07 2.355e-08 1.022e-05 -3.000e-07 -1.999e-06 -3.971e-07 3.783e-09 1.906e-09 -5.822e-09 2.973e-06 -7.338e-07 8.401e-07 2.355e-08 1.022e-05 -3.000e-07 -1.999e-06 -3.971e-07 3.783e-09 1.906e-09 -5.822e-09 1.121e-07 1.166e-06 2.651e-10 7.631e-11 9.808e-06 1.102e-06 -1.069e-06 -3.089e-10 1.731e-09 -3.898e-08 2.363e-08 2.973e-06 -7.338e-07 8.401e-07 2.355e-08 1.022e-05 -3.000e-07 -1.999e-06 -3.971e-07 3.783e-09 1.906e-09 -5.822e-09 1.121e-07 1.166e-06 2.651e-10 7.631e-11 9.808e-06 1.102e-06 -1.069e-06 -3.089e-10 1.731e-09 -3.898e-08 2.363e-08 9.096e-03 -1.828e-02 9.187e-03 1.272e-07 -1.077e-07 1.336e-08 -9.085e-14 5.450e-07 3.704e-06 3.799e-07 -2.913e-08 1.497e-07 2.899e-09 2.241e-07 -1.652e-07 -2.018e-07 -6.449e-08 3.185e-10 1.124e-10 -1.760e-07 3.799e-07 -2.913e-08 1.497e-07 2.899e-09 2.241e-07 -1.652e-07 -2.018e-07 -6.449e-08 3.185e-10 1.124e-10 -1.760e-07 1.113e-07 1.886e-07 4.549e-11 -2.103e-11 1.026e-05 -4.870e-09 2.097e-09 -1.510e-10 3.580e-10 -2.762e-09 9.835e-09 3.799e-07 -2.913e-08 1.497e-07 2.899e-09 2.241e-07 -1.652e-07 -2.018e-07 -6.449e-08 3.185e-10 1.124e-10 -1.760e-07 1.113e-07 1.886e-07 4.549e-11 -2.103e-11 1.026e-05 -4.870e-09 2.097e-09 -1.510e-10 3.580e-10 -2.762e-09 9.835e-09 2.142e-03 -5.723e-03 3.579e-03 -7.855e-08 1.687e-07 7.409e-08 2.318e-14 6.584e-07 -6.310e-07 1.941e-07 4.489e-07 -6.598e-08 1.319e-07 2.325e-09 6.270e-07 -3.944e-07 -1.468e-07 -2.490e-08 4.437e-10 -1.170e-10 3.832e-08 4.489e-07 -6.598e-08 1.319e-07 2.325e-09 6.270e-07 -3.944e-07 -1.468e-07 -2.490e-08 4.437e-10 -1.170e-10 3.832e-08 8.369e-09 9.856e-08 2.291e-11 1.226e-12 2.036e-07 5.982e-08 1.236e-08 -1.097e-10 9.045e-11 -1.537e-09 4.372e-09 4.489e-07 -6.598e-08 1.319e-07 2.325e-09 6.270e-07 -3.944e-07 -1.468e-07 -2.490e-08 4.437e-10 -1.170e-10 3.832e-08 8.369e-09 9.856e-08 2.291e-11 1.226e-12 2.036e-07 5.982e-08 1.236e-08 -1.097e-10 9.045e-11 -1.537e-09 4.372e-09 2.158e-04 2.881e-03 -3.117e-03 -8.226e-09 1.478e-07 5.921e-08 1.539e-14 4.588e-07 -7.370e-08 3.219e-08 3.492e-07 -9.478e-08 1.681e-08 -2.375e-08 -4.062e-10 -1.639e-07 1.004e-07 2.347e-08 8.369e-10 -9.990e-11 4.615e-11 -2.864e-08 -9.478e-08 1.681e-08 -2.375e-08 -4.062e-10 -1.639e-07 1.004e-07 2.347e-08 8.369e-10 -9.990e-11 4.615e-11 -2.864e-08 8.787e-09 -1.030e-08 -2.234e-12 -2.339e-12 9.744e-07 -1.832e-08 -3.061e-09 1.668e-11 9.374e-12 1.840e-10 -2.863e-10 -9.478e-08 1.681e-08 -2.375e-08 -4.062e-10 -1.639e-07 1.004e-07 2.347e-08 8.369e-10 -9.990e-11 4.615e-11 -2.864e-08 8.787e-09 -1.030e-08 -2.234e-12 -2.339e-12 9.744e-07 -1.832e-08 -3.061e-09 1.668e-11 9.374e-12 1.840e-10 -2.863e-10 1.515e-04 -1.419e-03 1.273e-03 -5.488e-09 -2.499e-08 -9.382e-09 -2.274e-15 -6.436e-08 2.543e-09 -3.922e-09 -3.612e-08 -9.478e-08 1.681e-08 -2.375e-08 -4.062e-10 -1.639e-07 1.004e-07 2.347e-08 8.369e-10 -9.990e-11 4.615e-11 -2.864e-08 8.787e-09 -1.030e-08 -2.234e-12 -2.339e-12 9.744e-07 -1.832e-08 -3.061e-09 1.668e-11 9.374e-12 1.840e-10 -2.863e-10 1.515e-04 -1.419e-03 1.273e-03 -5.488e-09 -2.499e-08 -9.382e-09 -2.274e-15 -6.436e-08 2.543e-09 -3.922e-09 -3.612e-08 6.167e-09 1.137e-05 -1.198e-06 5.638e-06 -2.239e-07 -9.071e-06 -7.579e-06 -4.243e-06 7.230e-09 1.038e-09 9.918e-10 2.481e-07 1.137e-05 -1.198e-06 5.638e-06 -2.239e-07 -9.071e-06 -7.579e-06 -4.243e-06 7.230e-09 1.038e-09 9.918e-10 2.481e-07 -1.419e-07 1.524e-07 2.465e-11 4.298e-11 -1.569e-05 4.567e-07 -6.100e-08 -4.356e-10 8.917e-10 -6.568e-09 2.462e-08 1.137e-05 -1.198e-06 5.638e-06 -2.239e-07 -9.071e-06 -7.579e-06 -4.243e-06 7.230e-09 1.038e-09 9.918e-10 2.481e-07 -1.419e-07 1.524e-07 2.465e-11 4.298e-11 -1.569e-05 4.567e-07 -6.100e-08 -4.356e-10 8.917e-10 -6.568e-09 2.462e-08 -5.237e-04 5.063e-03 -4.426e-03 -3.281e-05 -5.505e-06 -1.828e-05 -3.760e-12 -3.655e-05 -3.744e-08 -2.208e-09 -1.353e-09 1.137e-05 -1.198e-06 5.638e-06 -2.239e-07 -9.071e-06 -7.579e-06 -4.243e-06 7.230e-09 1.038e-09 9.918e-10 2.481e-07 -1.419e-07 1.524e-07 2.465e-11 4.298e-11 -1.569e-05 4.567e-07 -6.100e-08 -4.356e-10 8.917e-10 -6.568e-09 2.462e-08 -5.237e-04 5.063e-03 -4.426e-03 -3.281e-05 -5.505e-06 -1.828e-05 -3.760e-12 -3.655e-05 -3.744e-08 -2.208e-09 -1.353e-09 1.731e-10 1.363e-05 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.87807 1.000 0.083 0.434 -0.076 0.435 0.222 -0.822 -0.023 0.007 0.005 -0.009 0.007 0.014 0.014 -0.000 0.011 2 0.95644 0.083 1.000 0.771 -0.448 0.323 0.898 0.118 -0.004 0.002 0.004 0.009 -0.007 0.001 0.001 0.003 0.003 3 0.88425 0.434 0.771 1.000 -0.329 0.519 0.729 -0.309 -0.017 0.006 0.008 0.001 0.000 0.011 0.010 0.002 0.005 4 0.59291 -0.076 -0.448 -0.329 1.000 -0.230 -0.563 -0.000 0.003 -0.001 -0.005 -0.006 0.003 -0.001 -0.001 -0.002 0.005 5 0.79928 0.435 0.323 0.519 -0.230 1.000 0.469 -0.608 -0.013 0.003 0.001 -0.009 0.008 0.009 0.009 -0.001 0.003 6 0.94120 0.222 0.898 0.729 -0.563 0.469 1.000 -0.077 -0.008 0.000 0.003 0.001 -0.001 0.002 0.002 0.001 0.002 7 0.92797 -0.822 0.118 -0.309 -0.000 -0.608 -0.077 1.000 0.038 -0.006 -0.008 0.027 -0.023 -0.024 -0.023 0.003 -0.000 8 0.62964 -0.023 -0.004 -0.017 0.003 -0.013 -0.008 0.038 1.000 -0.271 -0.345 -0.025 -0.049 -0.421 -0.356 -0.086 -0.007 9 0.94900 0.007 0.002 0.006 -0.001 0.003 0.000 -0.006 -0.271 1.000 0.516 0.159 -0.542 0.845 0.677 -0.127 0.002 10 0.87542 0.005 0.004 0.008 -0.005 0.001 0.003 -0.008 -0.345 0.516 1.000 0.674 -0.154 0.542 0.324 0.448 0.001 11 0.97250 -0.009 0.009 0.001 -0.006 -0.009 0.001 0.027 -0.025 0.159 0.674 1.000 -0.126 0.159 0.011 0.787 -0.002 12 0.91751 0.007 -0.007 0.000 0.003 0.008 -0.001 -0.023 -0.049 -0.542 -0.154 -0.126 1.000 -0.180 -0.161 0.423 0.003 13 0.97188 0.014 0.001 0.011 -0.001 0.009 0.002 -0.024 -0.421 0.845 0.542 0.159 -0.180 1.000 0.880 0.070 0.000 14 0.91486 0.014 0.001 0.010 -0.001 0.009 0.002 -0.023 -0.356 0.677 0.324 0.011 -0.161 0.880 1.000 -0.043 -0.001 15 0.95998 -0.000 0.003 0.002 -0.002 -0.001 0.001 0.003 -0.086 -0.127 0.448 0.787 0.423 0.070 -0.043 1.000 0.003 16 0.33023 0.011 0.003 0.005 0.005 0.003 0.002 -0.000 -0.007 0.002 0.001 -0.002 0.003 0.000 -0.001 0.003 1.000 17 0.94758 0.037 -0.022 0.006 0.004 0.015 -0.014 -0.049 -0.008 0.002 0.002 -0.000 0.002 0.005 0.004 -0.000 -0.070 1.000 -0.629 0.068 0.434 -0.688 -0.224 0.007 -0.024 0.011 -0.005 0.007 0.005 0.000 0.003 0.042 -0.001 18 0.97814 -0.015 0.024 0.010 -0.001 -0.006 0.018 0.033 0.006 -0.001 -0.001 0.007 0.000 -0.002 -0.004 0.005 0.194 -0.629 1.000 -0.368 0.267 0.410 0.860 -0.010 0.052 -0.027 -0.000 -0.008 -0.008 -0.000 -0.008 -0.036 0.000 19 0.54606 -0.016 -0.004 -0.009 -0.003 -0.003 -0.003 0.004 0.006 -0.002 -0.001 -0.002 0.001 0.002 0.004 -0.003 -0.065 0.068 -0.368 1.000 -0.273 -0.249 -0.451 -0.003 0.012 -0.006 0.017 -0.000 -0.000 -0.000 -0.001 -0.004 -0.008 20 0.82639 0.030 0.001 0.016 0.003 0.014 0.005 -0.037 -0.008 -0.000 0.001 -0.010 0.008 0.005 0.004 0.001 0.111 0.434 0.267 -0.273 1.000 -0.330 0.546 0.014 -0.057 0.028 -0.009 -0.000 -0.000 0.000 -0.001 0.017 0.015 21 0.75238 -0.036 0.016 -0.007 -0.007 -0.016 0.010 0.041 0.010 -0.002 -0.002 0.004 -0.005 -0.005 -0.005 -0.003 -0.136 -0.688 0.410 -0.249 -0.330 1.000 0.126 -0.014 0.065 -0.033 0.017 -0.001 -0.000 0.000 -0.003 -0.037 -0.011 22 0.96059 0.030 0.011 0.027 0.005 0.015 0.014 -0.036 -0.010 0.002 0.003 -0.002 0.006 0.006 0.004 0.007 0.205 -0.224 0.860 -0.451 0.546 0.126 1.000 0.012 -0.048 0.023 -0.007 -0.005 -0.006 -0.000 -0.005 0.011 0.019 23 0.81345 0.024 0.003 0.019 0.002 0.013 0.007 -0.043 0.194 0.381 0.392 0.580 -0.406 0.286 0.197 0.240 0.009 0.007 -0.010 -0.003 0.014 -0.014 0.012 1.000 -0.140 -0.444 -0.009 -0.002 -0.003 -0.000 0.000 0.034 0.035 24 0.52963 -0.054 0.008 -0.026 -0.011 -0.032 -0.007 0.121 0.097 -0.012 -0.031 0.080 -0.048 -0.049 -0.047 0.010 -0.043 -0.024 0.052 0.012 -0.057 0.065 -0.048 -0.140 1.000 -0.210 0.031 -0.002 -0.005 0.000 -0.010 -0.061 -0.084 25 0.57230 0.021 -0.007 0.006 0.006 0.013 0.001 -0.052 -0.173 -0.211 -0.205 -0.383 0.263 -0.133 -0.083 -0.144 0.022 0.011 -0.027 -0.006 0.028 -0.033 0.023 -0.444 -0.210 1.000 -0.014 0.003 0.005 0.000 0.006 0.019 0.033 26 0.72151 -0.085 0.004 -0.055 0.021 0.018 0.007 0.009 0.004 -0.004 -0.004 0.000 0.004 -0.002 -0.002 0.000 -0.020 -0.005 -0.000 0.017 -0.009 0.017 -0.007 -0.009 0.031 -0.014 1.000 0.041 0.199 0.001 0.046 0.005 -0.014 27 0.98666 -0.021 -0.137 -0.077 0.064 -0.021 -0.161 -0.021 0.003 0.000 -0.001 -0.001 0.002 0.001 0.000 0.001 -0.003 0.007 -0.008 -0.000 -0.000 -0.001 -0.005 -0.002 -0.002 0.003 0.041 1.000 0.923 -0.018 0.958 -0.001 0.006 28 0.95457 -0.012 -0.142 -0.117 0.066 -0.038 -0.150 -0.021 0.003 -0.002 -0.003 -0.003 0.003 -0.002 -0.001 -0.000 -0.002 0.005 -0.008 -0.000 -0.000 -0.000 -0.006 -0.003 -0.005 0.005 0.199 0.923 1.000 -0.014 0.840 0.000 0.006 29 0.02371 -0.000 -0.001 -0.001 -0.002 -0.000 -0.000 0.000 -0.000 0.000 -0.000 -0.000 -0.000 0.000 0.000 -0.000 0.000 0.000 -0.000 -0.000 0.000 0.000 -0.000 -0.000 0.000 0.000 0.001 -0.018 -0.014 1.000 -0.021 -0.000 0.000 30 0.97033 -0.028 -0.104 -0.053 0.061 0.009 -0.149 -0.013 0.001 0.002 0.001 0.000 0.001 0.002 0.002 0.002 0.001 0.003 -0.008 -0.001 -0.001 -0.003 -0.005 0.000 -0.010 0.006 0.046 0.958 0.840 -0.021 1.000 0.001 0.008 31 0.77969 0.050 -0.012 0.016 0.007 0.039 -0.001 -0.070 -0.036 0.013 0.011 -0.000 0.004 0.020 0.019 0.004 0.003 0.042 -0.036 -0.004 0.017 -0.037 0.011 0.034 -0.061 0.019 0.005 -0.001 0.000 -0.000 0.001 1.000 -0.744 32 0.78113 0.028 -0.002 0.012 0.004 0.004 -0.002 -0.031 -0.026 0.005 0.003 -0.022 0.015 0.014 0.014 -0.005 0.013 -0.001 0.000 -0.008 0.015 -0.011 0.019 0.035 -0.084 0.033 -0.014 0.006 0.006 0.000 0.008 -0.744 1.000 33 0.78392 0.025 -0.004 0.008 0.002 0.008 -0.004 -0.017 -0.007 0.005 -0.002 0.004 0.001 0.006 0.005 0.000 0.000 0.007 0.001 -0.004 0.003 -0.005 0.006 0.003 0.031 -0.022 -0.001 0.004 0.003 0.000 0.004 -0.065 0.124 0.007 0.001 -0.004 0.003 -0.005 0.006 0.003 0.031 -0.022 -0.001 0.004 0.003 0.000 0.004 -0.065 0.124 1.000 -0.778 -0.001 34 0.79220 -0.039 0.007 -0.011 -0.003 -0.015 0.007 0.020 0.002 -0.008 0.006 -0.020 0.007 -0.004 -0.004 -0.003 0.007 -0.017 -0.003 0.005 0.002 0.004 -0.003 0.014 -0.116 0.066 -0.005 -0.005 -0.004 -0.000 -0.004 0.017 -0.113 -0.017 -0.003 0.005 0.002 0.004 -0.003 0.014 -0.116 0.066 -0.005 -0.005 -0.004 -0.000 -0.004 0.017 -0.113 -0.778 1.000 0.001 35 0.71440 0.100 -0.011 0.055 -0.034 -0.018 -0.012 -0.078 0.000 0.002 0.003 0.004 -0.002 0.001 0.001 0.001 -0.002 0.009 -0.001 -0.003 0.004 -0.003 0.006 -0.001 0.009 -0.005 -0.680 -0.024 -0.167 -0.002 -0.050 -0.005 -0.001 0.009 -0.001 -0.003 0.004 -0.003 0.006 -0.001 0.009 -0.005 -0.680 -0.024 -0.167 -0.002 -0.050 -0.005 -0.001 -0.001 0.001 1.000 Command timer: Real time 0:10:57, CP time 657.390 Session timer: Real time 1:20:59, CP time 4859.090, 3 slices Fractions after extended likelihood fit: fDstarContFakeD_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarContGoodD_KsPiPi = 0.02735 +/- 0.002737 C L(0 - 1) fDstarSigFakeD4uds_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeDKsKs_KsPiPi = 0.0004095 +/- 0 C L(0 - 1) fDstarSigFakeD_KsPiPi = 0.255 +/- 0.003028 C L(0 - 1) fDstarSigGoodD_KsPiPi = 0.7173 +/- 0.004779 C L(0 - 1) RooDKFitMaster: Persisting in ROOT format available fit results to file : ./results/dstar_kspipi_data_EventError_Off.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 = 192.1 for ndof = 200. Reduced total chi2 = 0.9606 Info in : eps file ./results/dstar_kspipi_data_EventError_Off_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 = 235.3 for ndof = 200. Reduced total chi2 = 1.176 Info in : eps file ./results/dstar_kspipi_data_EventError_Off_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 = 169.6 for ndof = 200. Reduced total chi2 = 0.8481 Info in : eps file ./results/dstar_kspipi_data_EventError_Off_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 = 262.3 for ndof = 200. Reduced total chi2 = 1.312 Info in : eps file ./results/dstar_kspipi_data_EventError_Off_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 ------------------------------------------------------------ Sender: LSF System Subject: Job 923096: Done Job was submitted from host by user . Job was executed on host(s) , in queue , as user . was used as the home directory. was used as the working directory. Started at Wed Apr 16 02:04:34 2008 Results reported at Wed Apr 16 03:26:29 2008 Your job looked like: ------------------------------------------------------------ # LSBATCH: User input #! /bin/csh #BSUB -q xlong #BSUB -J dstar_kspipi_data_EventError_Off #BSUB -o ./results/dstar_kspipi_data_EventError_Off.log ./bbrroot -l -b -q ./results/dstar_kspipi_data_EventError_Off.C ------------------------------------------------------------ Successfully completed. Resource usage summary: CPU time : 4912.04 sec. Max Memory : 159 MB Max Swap : 295 MB Max Processes : 5 Max Threads : 5 The output (if any) is above this job summary.