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_On+Off.C... RooDKFitMaster: configFile = './results/dstar_kspipi_data_On+Off.config' RooDKFitMaster: Basic Configuration read from ./results/dstar_kspipi_data_On+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 = out 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 = 3GSigEffBkgGlobalError 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_On+Off.config RooArgSet::: (Owning contents) 1) RooAbsString: blindString_rb = : "Blinding String rb" 2) RooRealVar::0x95a54e8::blindSigma_rb : 0.00000e+00 C L(-INF - +INF) 3) RooAbsString: blindString_phaseW = : "Blinding String phaseW" 4) RooRealVar::0x95a5a80::blindSigma_phaseW : 0.00000e+00 C L(-INF - +INF) 5) RooAbsString: blindString_phaseS = : "Blinding String phaseS" 6) RooRealVar::0x95a6810::blindSigma_phaseS : 0.00000e+00 C L(-INF - +INF) 7) RooAbsString: blindString_phaseM = : "Blinding String phaseM" 8) RooRealVar::0x95a71b8::blindSigma_phaseM : 0.00000e+00 C L(-INF - +INF) 9) RooAbsString: blindString_phaseP = : "Blinding String phaseP" 10) RooRealVar::0x95a7b60::blindSigma_phaseP : 0.00000e+00 C L(-INF - +INF) 11) RooAbsString: blindString_reM = : "Blinding String reM" 12) RooRealVar::0x95a8500::blindSigma_reM : 0.00000e+00 C L(-INF - +INF) 13) RooAbsString: blindString_imM = : "Blinding String imM" 14) RooRealVar::0x95a8e98::blindSigma_imM : 0.00000e+00 C L(-INF - +INF) 15) RooAbsString: blindString_reP = : "Blinding String reP" 16) RooRealVar::0x95a9830::blindSigma_reP : 0.00000e+00 C L(-INF - +INF) 17) RooAbsString: blindString_imP = : "Blinding String imP" 18) RooRealVar::0x95aa1c8::blindSigma_imP : 0.00000e+00 C L(-INF - +INF) 19) RooAbsString: blindString_absqOverp = : "Blinding String absqOverp" 20) RooRealVar::0x95aab70::blindSigma_absqOverp : 0.00000e+00 C L(-INF - +INF) 21) RooAbsString: blindString_argqOverp = : "Blinding String argqOverp" 22) RooRealVar::0x95ab528::blindSigma_argqOverp : 0.00000e+00 C L(-INF - +INF) 23) RooAbsString: blindString_x = : "Blinding String x" 24) RooRealVar::0x95abed0::blindSigma_x : 0.00000e+00 C L(-INF - +INF) 25) RooAbsString: blindString_y = : "Blinding String y" 26) RooRealVar::0x95ac868::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::0xa74f7c8::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::0xa9732b0::toyMcRandomizePhysParams : No 5) RooAbsString: toyMcSeed = -1 : "Toy MC random seed" Load datasets RooDKFitMaster::load_datasets: reading events from ASCII files RooDKFitProto: Reading ascii data files RooDataSet::read: reading file d0mixDalitz_kspipi_On_Bbest_Cut112_Nentries_0.dat RooDataSet::read: reading file d0mixDalitz_kspipi_Off_Bbest_Cut112_Nentries_0.dat RooDataSet::read: read 553180 events (ignored 161914 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 553180 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 553180 entries RooDKFitMaster::load_datasets: removing events outside phase space. RooDKFitMaster::load_datasets: rejected 1 events, which represent a 0.000180773% 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 553179 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+--------+ | {Dstar;KsPiPi} | 553179 | +-------------------+--------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+--------+ | {Dstar;KsPiPi;Bplus} | 277730 | | {Dstar;KsPiPi;Bminus} | 275449 | +--------------------------+--------+ RooDKFitMaster::load_datasets: fitData has 434401 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+--------+ | {Dstar;KsPiPi} | 434401 | +-------------------+--------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+--------+ | {Dstar;KsPiPi;Bplus} | 218235 | | {Dstar;KsPiPi;Bminus} | 216166 | +--------------------------+--------+ 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 tBkgJsuMean is split by DdecayMode_split tBkgJsuWidth is split by DdecayMode_split tBkgJsuGamma is split by DdecayMode_split tBkgJsuDelta is split by DdecayMode_split tBkgGMean is split by DdecayMode_split tBkgGWidth is split by DdecayMode_split tBkgGoutMean is split by DdecayMode_split tBkgGoutWidth is split by DdecayMode_split tBkgJsuFrac is split by DdecayMode_split tBkgJsuGFrac is split by DdecayMode_split tBkgKsKsJsuMean is split by DdecayMode_split tBkgKsKsJsuWidth is split by DdecayMode_split tBkgKsKsJsuGamma is split by DdecayMode_split tBkgKsKsJsuDelta is split by DdecayMode_split tBkgKsKsGWidth is split by DdecayMode_split tBkgKsKsJsuFrac is split by DdecayMode_split tBkgKsKsJsuGFrac 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::0x960d968::DdecayMode_split : KsKK 2) RooCategory::0x95c8190::BdecayMode : Dstar 3) RooRealVar::0x95babd0::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8f50::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba390::tReco : 1.69901e+00 L(-10 - 10) // [ps] Selection PDF configuration: parameter values from './results/dstar_kspipi_data_On+Off.config' : Initial parameters configured RooArgSet::parameters_selection: 1) RooRealVar::0x33904a90::dmBkgKsKsGWidth_KsPiPi : 2.93496e-04 +/- 8.758e-05 C L(0.0001 - 0.01) // [GeV] 2) RooRealVar::0x33903c60::dmBkgKsKsJsuDelta_KsPiPi : 9.71309e-01 +/- 2.409e-01 C L(0 - 10) 3) RooRealVar::0x33904378::dmBkgKsKsJsuFrac_KsPiPi : 7.36453e-01 +/- 1.273e-01 C L(0 - 1) 4) RooRealVar::0x33903548::dmBkgKsKsJsuGamma_KsPiPi : -1.64100e-11 +/- 5.639e-03 C L(-10 - 0) 5) RooRealVar::0x33902770::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.668e-05 C L(0.14 - 0.15) // [GeV] 6) RooRealVar::0x33902e30::dmBkgKsKsJsuWidth_KsPiPi : 1.14342e-03 +/- 5.400e-04 C L(0.0001 - 0.01) // [GeV] 7) RooRealVar::0x3390a7d8::dmBkgSlope_KsPiPi : -1.95628e+00 +/- 7.499e-01 L(-100 - 0) 8) RooRealVar::0x338f1f80::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 9) RooRealVar::0x338fad58::dmSigFakeDArgFrac_KsPiPi : 9.49833e-01 +/- 9.696e-03 C L(0 - 1) 10) RooRealVar::0x338fbc08::dmSigFakeDG1Frac_KsPiPi : 3.87293e-01 +/- 6.898e-02 C L(0 - 1) 11) RooRealVar::0x338fb488::dmSigFakeDG1Width_KsPiPi : 7.50203e-04 +/- 8.218e-05 C L(0.0001 - 0.01) // [GeV] 12) RooRealVar::0x338fc368::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 13) RooRealVar::0x338fa5e8::dmSigFakeDSlope_KsPiPi : -4.17382e+00 +/- 7.423e-02 C L(-100 - 0) 14) RooRealVar::0x338f0970::dmSigG1Mean_KsPiPi : 1.45537e-01 +/- 3.775e-05 L(0.14 - 0.15) // [GeV] 15) RooRealVar::0x338f10a8::dmSigG1Width_KsPiPi : 1.39259e-03 +/- 3.683e-05 L(0.0001 - 0.01) // [GeV] 16) RooRealVar::0x338efb48::dmSigJsuDelta_KsPiPi : 7.68707e-01 +/- 1.747e-02 L(0 - 10) 17) RooRealVar::0x338f0260::dmSigJsuFrac_KsPiPi : 9.09030e-01 +/- 1.198e-02 L(0 - 1) 18) RooRealVar::0x338f1878::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 19) RooRealVar::0x338ef438::dmSigJsuGamma_KsPiPi : -2.22873e-02 +/- 5.847e-03 L(-10 - 0) 20) RooRealVar::0x338ee618::dmSigJsuMean_KsPiPi : 1.45406e-01 +/- 1.809e-06 L(0.14 - 0.15) // [GeV] 21) RooRealVar::0x338eed28::dmSigJsuWidth_KsPiPi : 3.39000e-04 +/- 4.464e-06 L(0.0001 - 0.01) // [GeV] 22) RooRealVar::0x338f2650::dmSigSlope_KsPiPi : -6.43415e+00 +/- 7.546e-01 C L(-100 - 0) 23) RooRealVar::0x33906650::mDBkgKsKsG1Frac_KsPiPi : 2.65695e-01 +/- 1.069e-01 C L(0 - 1) 24) RooRealVar::0x33905820::mDBkgKsKsG1Width_KsPiPi : 1.54562e-02 +/- 2.707e-03 C L(0.0001 - 0.1) // [GeV] 25) RooRealVar::0x33905f38::mDBkgKsKsG2Width_KsPiPi : 5.81631e-03 +/- 6.940e-04 C L(0.0001 - 0.1) // [GeV] 26) RooRealVar::0x33905188::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.253e-04 C L(1.7 - 2) // [GeV] 27) RooRealVar::0x338fca78::mDContCombC1_KsPiPi : -4.22959e-01 +/- 5.686e-03 L(-100 - 100) 28) RooRealVar::0x338f49e8::mDSigG1Frac_KsPiPi : 8.39825e-01 +/- 6.035e-03 L(0 - 1) 29) RooRealVar::0x338f5f88::mDSigG1G2Frac_KsPiPi : 9.61514e-01 +/- 3.250e-03 L(0 - 1) 30) RooRealVar::0x338f2d88::mDSigG1Mean_KsPiPi : 1.86453e+00 +/- 1.590e-05 L(1.7 - 2) // [GeV] 31) RooRealVar::0x338f3498::mDSigG1Width_KsPiPi : 5.49452e-03 +/- 2.312e-05 L(0.0001 - 0.1) // [GeV] 32) RooRealVar::0x338f3bd0::mDSigG2Mean_KsPiPi : 1.86206e+00 +/- 1.331e-04 L(1.7 - 2) // [GeV] 33) RooRealVar::0x338f4308::mDSigG2Width_KsPiPi : 1.14515e-02 +/- 2.943e-04 L(0.0001 - 0.1) // [GeV] 34) RooRealVar::0x338f50f8::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.649e-04 C L(1.7 - 2) // [GeV] 35) RooRealVar::0x338f5830::mDSigG3Width_KsPiPi : 2.17347e-02 +/- 5.760e-04 C L(0.0001 - 0.1) // [GeV] 36) RooRealVar::0x3390b618::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 37) RooRealVar::0x3390aee8::nDstarContGoodD_KsPiPi : 2.04930e+04 +/- 1.650e+03 L(0 - 1e+08) 38) RooRealVar::0x339020f0::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 39) RooRealVar::0x3390a0a8::nDstarSigFakeDKsKs_KsPiPi : 2.22000e+02 C L(0 - 1e+08) 40) RooRealVar::0x33901a00::nDstarSigFakeD_KsPiPi : 1.42321e+05 +/- 5.272e+02 L(0 - 1e+08) 41) RooRealVar::0x338f9f00::nDstarSigGoodD_KsPiPi : 3.89990e+05 +/- 1.740e+03 L(0 - 1e+08) 42) RooRealVar::0x338f66b8::sigC_bias_KsPiPi : 2.17497e-03 +/- 1.212e-03 L(-1 - 1) 43) RooRealVar::0x338f90f8::sigC_frac_KsPiPi : 7.26280e-01 +/- 1.212e-02 L(0 - 1) 44) RooRealVar::0x338f6de8::sigC_scfa_KsPiPi : 2.21398e-01 +/- 2.543e-03 L(0.001 - 2) 45) RooRealVar::0x338f74f0::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 46) RooRealVar::0x338f9828::sigO_frac_KsPiPi : 4.79093e-03 +/- 7.341e-04 L(0 - 1) 47) RooRealVar::0x338f7c48::sigO_scfa_KsPiPi : 1.25314e+00 +/- 3.370e-02 C L(0.001 - 5) 48) RooRealVar::0x338f8318::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0x338f89f0::sigT_scfa_KsPiPi : 5.01096e-01 +/- 8.179e-03 L(0.001 - 5) 50) RooRealVar::0x338ff608::tBkgGMean_KsPiPi : -3.25333e-02 +/- 1.837e-02 L(-5 - 5) // [ps] 51) RooRealVar::0x338ffd10::tBkgGWidth_KsPiPi : 2.40725e-01 +/- 1.042e-02 L(0.0001 - 10) // [ps] 52) RooRealVar::0x33900b80::tBkgGoutMean_KsPiPi : 0.00000e+00 C L(-5 - 5) // [ps] 53) RooRealVar::0x339012f8::tBkgGoutWidth_KsPiPi : 7.00000e-01 C L(0.0001 - 10) // [ps] 54) RooRealVar::0x338fe758::tBkgJsuDelta_KsPiPi : 1.28583e+00 +/- 1.300e-02 L(0 - 10) 55) RooRealVar::0x338feeb0::tBkgJsuFrac_KsPiPi : 9.23584e-01 +/- 1.344e-02 L(0 - 1) 56) RooRealVar::0x33900518::tBkgJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 57) RooRealVar::0x338fe000::tBkgJsuGamma_KsPiPi : -1.54618e-01 +/- 1.349e-02 L(-10 - 0) 58) RooRealVar::0x338fd1a8::tBkgJsuMean_KsPiPi : 6.69339e-02 +/- 1.121e-02 L(-5 - 5) // [ps] 59) RooRealVar::0x338fd8a8::tBkgJsuWidth_KsPiPi : 6.28511e-01 +/- 1.249e-02 L(0.0001 - 5) // [ps] 60) RooRealVar::0x339091e8::tBkgKsKsGWidth_KsPiPi : 5.65163e-01 +/- 5.602e-02 C L(0.0001 - 10) // [ps] 61) RooRealVar::0x339083c0::tBkgKsKsJsuDelta_KsPiPi : 1.00927e+00 +/- 1.435e-01 C L(0 - 10) 62) RooRealVar::0x33908b38::tBkgKsKsJsuFrac_KsPiPi : 5.50153e-01 +/- 1.589e-01 C L(0 - 1) 63) RooRealVar::0x33909a18::tBkgKsKsJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 64) RooRealVar::0x33907c60::tBkgKsKsJsuGamma_KsPiPi : -4.01148e-01 +/- 8.790e-02 C L(-10 - 0) 65) RooRealVar::0x33906df8::tBkgKsKsJsuMean_KsPiPi : 6.26470e-01 +/- 6.985e-02 C L(-5 - 5) // [ps] 66) RooRealVar::0x33907550::tBkgKsKsJsuWidth_KsPiPi : 9.84422e-01 +/- 3.084e-01 C L(0.0001 - 5) // [ps] 67) RooRealVar::0x9629048::tau : 4.15178e-01 +/- 1.186e-03 L(0.1 - 1) // [ps] Initial parameters NOT configured RooArgSet::parameters_selection: RooDKFitMaster: PDF parameters before fitting RooArgSet::parameters: 1) RooRealVar::0x33904a90::dmBkgKsKsGWidth_KsPiPi : 2.93496e-04 +/- 8.758e-05 C L(0.0001 - 0.01) // [GeV] 2) RooRealVar::0x33903c60::dmBkgKsKsJsuDelta_KsPiPi : 9.71309e-01 +/- 2.409e-01 C L(0 - 10) 3) RooRealVar::0x33904378::dmBkgKsKsJsuFrac_KsPiPi : 7.36453e-01 +/- 1.273e-01 C L(0 - 1) 4) RooRealVar::0x33903548::dmBkgKsKsJsuGamma_KsPiPi : -1.64100e-11 +/- 5.639e-03 C L(-10 - 0) 5) RooRealVar::0x33902770::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.668e-05 C L(0.14 - 0.15) // [GeV] 6) RooRealVar::0x33902e30::dmBkgKsKsJsuWidth_KsPiPi : 1.14342e-03 +/- 5.400e-04 C L(0.0001 - 0.01) // [GeV] 7) RooRealVar::0x3390a7d8::dmBkgSlope_KsPiPi : -1.95628e+00 +/- 7.499e-01 L(-100 - 0) 8) RooRealVar::0x338f1f80::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 9) RooRealVar::0x338fad58::dmSigFakeDArgFrac_KsPiPi : 9.49833e-01 +/- 9.696e-03 C L(0 - 1) 10) RooRealVar::0x338fbc08::dmSigFakeDG1Frac_KsPiPi : 3.87293e-01 +/- 6.898e-02 C L(0 - 1) 11) RooRealVar::0x338fb488::dmSigFakeDG1Width_KsPiPi : 7.50203e-04 +/- 8.218e-05 C L(0.0001 - 0.01) // [GeV] 12) RooRealVar::0x338fc368::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 13) RooRealVar::0x338fa5e8::dmSigFakeDSlope_KsPiPi : -4.17382e+00 +/- 7.423e-02 C L(-100 - 0) 14) RooRealVar::0x338f0970::dmSigG1Mean_KsPiPi : 1.45537e-01 +/- 3.775e-05 L(0.14 - 0.15) // [GeV] 15) RooRealVar::0x338f10a8::dmSigG1Width_KsPiPi : 1.39259e-03 +/- 3.683e-05 L(0.0001 - 0.01) // [GeV] 16) RooRealVar::0x338efb48::dmSigJsuDelta_KsPiPi : 7.68707e-01 +/- 1.747e-02 L(0 - 10) 17) RooRealVar::0x338f0260::dmSigJsuFrac_KsPiPi : 9.09030e-01 +/- 1.198e-02 L(0 - 1) 18) RooRealVar::0x338f1878::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 19) RooRealVar::0x338ef438::dmSigJsuGamma_KsPiPi : -2.22873e-02 +/- 5.847e-03 L(-10 - 0) 20) RooRealVar::0x338ee618::dmSigJsuMean_KsPiPi : 1.45406e-01 +/- 1.809e-06 L(0.14 - 0.15) // [GeV] 21) RooRealVar::0x338eed28::dmSigJsuWidth_KsPiPi : 3.39000e-04 +/- 4.464e-06 L(0.0001 - 0.01) // [GeV] 22) RooRealVar::0x338f2650::dmSigSlope_KsPiPi : -6.43415e+00 +/- 7.546e-01 C L(-100 - 0) 23) RooRealVar::0x33906650::mDBkgKsKsG1Frac_KsPiPi : 2.65695e-01 +/- 1.069e-01 C L(0 - 1) 24) RooRealVar::0x33905820::mDBkgKsKsG1Width_KsPiPi : 1.54562e-02 +/- 2.707e-03 C L(0.0001 - 0.1) // [GeV] 25) RooRealVar::0x33905f38::mDBkgKsKsG2Width_KsPiPi : 5.81631e-03 +/- 6.940e-04 C L(0.0001 - 0.1) // [GeV] 26) RooRealVar::0x33905188::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.253e-04 C L(1.7 - 2) // [GeV] 27) RooRealVar::0x338fca78::mDContCombC1_KsPiPi : -4.22959e-01 +/- 5.686e-03 L(-100 - 100) 28) RooRealVar::0x338f49e8::mDSigG1Frac_KsPiPi : 8.39825e-01 +/- 6.035e-03 L(0 - 1) 29) RooRealVar::0x338f5f88::mDSigG1G2Frac_KsPiPi : 9.61514e-01 +/- 3.250e-03 L(0 - 1) 30) RooRealVar::0x338f2d88::mDSigG1Mean_KsPiPi : 1.86453e+00 +/- 1.590e-05 L(1.7 - 2) // [GeV] 31) RooRealVar::0x338f3498::mDSigG1Width_KsPiPi : 5.49452e-03 +/- 2.312e-05 L(0.0001 - 0.1) // [GeV] 32) RooRealVar::0x338f3bd0::mDSigG2Mean_KsPiPi : 1.86206e+00 +/- 1.331e-04 L(1.7 - 2) // [GeV] 33) RooRealVar::0x338f4308::mDSigG2Width_KsPiPi : 1.14515e-02 +/- 2.943e-04 L(0.0001 - 0.1) // [GeV] 34) RooRealVar::0x338f50f8::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.649e-04 C L(1.7 - 2) // [GeV] 35) RooRealVar::0x338f5830::mDSigG3Width_KsPiPi : 2.17347e-02 +/- 5.760e-04 C L(0.0001 - 0.1) // [GeV] 36) RooRealVar::0x3390b618::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 37) RooRealVar::0x3390aee8::nDstarContGoodD_KsPiPi : 2.04930e+04 +/- 1.650e+03 L(0 - 1e+08) 38) RooRealVar::0x339020f0::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 39) RooRealVar::0x3390a0a8::nDstarSigFakeDKsKs_KsPiPi : 2.22000e+02 C L(0 - 1e+08) 40) RooRealVar::0x33901a00::nDstarSigFakeD_KsPiPi : 1.42321e+05 +/- 5.272e+02 L(0 - 1e+08) 41) RooRealVar::0x338f9f00::nDstarSigGoodD_KsPiPi : 3.89990e+05 +/- 1.740e+03 L(0 - 1e+08) 42) RooRealVar::0x338f66b8::sigC_bias_KsPiPi : 2.17497e-03 +/- 1.212e-03 L(-1 - 1) 43) RooRealVar::0x338f90f8::sigC_frac_KsPiPi : 7.26280e-01 +/- 1.212e-02 L(0 - 1) 44) RooRealVar::0x338f6de8::sigC_scfa_KsPiPi : 2.21398e-01 +/- 2.543e-03 L(0.001 - 2) 45) RooRealVar::0x338f74f0::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 46) RooRealVar::0x338f9828::sigO_frac_KsPiPi : 4.79093e-03 +/- 7.341e-04 L(0 - 1) 47) RooRealVar::0x338f7c48::sigO_scfa_KsPiPi : 1.25314e+00 +/- 3.370e-02 C L(0.001 - 5) 48) RooRealVar::0x338f8318::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0x338f89f0::sigT_scfa_KsPiPi : 5.01096e-01 +/- 8.179e-03 L(0.001 - 5) 50) RooRealVar::0x338ff608::tBkgGMean_KsPiPi : -3.25333e-02 +/- 1.837e-02 L(-5 - 5) // [ps] 51) RooRealVar::0x338ffd10::tBkgGWidth_KsPiPi : 2.40725e-01 +/- 1.042e-02 L(0.0001 - 10) // [ps] 52) RooRealVar::0x33900b80::tBkgGoutMean_KsPiPi : 0.00000e+00 C L(-5 - 5) // [ps] 53) RooRealVar::0x339012f8::tBkgGoutWidth_KsPiPi : 7.00000e-01 C L(0.0001 - 10) // [ps] 54) RooRealVar::0x338fe758::tBkgJsuDelta_KsPiPi : 1.28583e+00 +/- 1.300e-02 L(0 - 10) 55) RooRealVar::0x338feeb0::tBkgJsuFrac_KsPiPi : 9.23584e-01 +/- 1.344e-02 L(0 - 1) 56) RooRealVar::0x33900518::tBkgJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 57) RooRealVar::0x338fe000::tBkgJsuGamma_KsPiPi : -1.54618e-01 +/- 1.349e-02 L(-10 - 0) 58) RooRealVar::0x338fd1a8::tBkgJsuMean_KsPiPi : 6.69339e-02 +/- 1.121e-02 L(-5 - 5) // [ps] 59) RooRealVar::0x338fd8a8::tBkgJsuWidth_KsPiPi : 6.28511e-01 +/- 1.249e-02 L(0.0001 - 5) // [ps] 60) RooRealVar::0x339091e8::tBkgKsKsGWidth_KsPiPi : 5.65163e-01 +/- 5.602e-02 C L(0.0001 - 10) // [ps] 61) RooRealVar::0x339083c0::tBkgKsKsJsuDelta_KsPiPi : 1.00927e+00 +/- 1.435e-01 C L(0 - 10) 62) RooRealVar::0x33908b38::tBkgKsKsJsuFrac_KsPiPi : 5.50153e-01 +/- 1.589e-01 C L(0 - 1) 63) RooRealVar::0x33909a18::tBkgKsKsJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 64) RooRealVar::0x33907c60::tBkgKsKsJsuGamma_KsPiPi : -4.01148e-01 +/- 8.790e-02 C L(-10 - 0) 65) RooRealVar::0x33906df8::tBkgKsKsJsuMean_KsPiPi : 6.26470e-01 +/- 6.985e-02 C L(-5 - 5) // [ps] 66) RooRealVar::0x33907550::tBkgKsKsJsuWidth_KsPiPi : 9.84422e-01 +/- 3.084e-01 C L(0.0001 - 5) // [ps] 67) RooRealVar::0x9629048::tau : 4.15178e-01 +/- 1.186e-03 L(0.1 - 1) // [ps] RooDKFitMaster: PDF dependents for fitting RooArgSet::dependents: 1) RooCategory::0x960d968::DdecayMode_split : KsKK 2) RooCategory::0x95c8190::BdecayMode : Dstar 3) RooRealVar::0x95babd0::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8f50::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba390::tReco : 1.69901e+00 L(-10 - 10) // [ps] ********************************** * * * PERFORMING RooDKDalitz FIT * * * ********************************** RooDataSet::dataSel: "dataSel" Contains 553179 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(095b9760),CloneOf(2299d818),CloneOf(0a9813d0),CloneOf(1a680b50)] 16) RooAbsString: tstampl = -585820109 : "time stamp lower ID" [CloneOf(095b9d78),CloneOf(21b86ff8),CloneOf(0a980a98),CloneOf(1a6810c8)] 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} (553179 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 tBkgGoutPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component selDstarSigFakeDKsKsTDPdf_{Dstar;KsPiPi} will be cached ********** ** 10 **SET STR 1 ********** NOW USING STRATEGY 1: TRY TO BALANCE SPEED AGAINST RELIABILITY ********** ** 15 **MIGRAD 1.55e+04 1 ********** FIRST CALL TO USER FUNCTION AT NEW START POINT, WITH IFLAG=4. prevFCN = -10821057.34 START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 dmBkgSlope_KsPiPi=-1.265, dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuGamma_KsPiPi=-0.02229, dmSigJsuWidth_KsPiPi=0.000339, mDSigG1Width_KsPiPi=0.005495, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.9e+05, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004791, sigT_scfa_KsPiPi=0.5011, tBkgGWidth_KsPiPi=0.2407, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuGamma_KsPiPi=-0.1546, tBkgJsuWidth_KsPiPi=0.6285, prevFCN = -10821052.09 dmBkgSlope_KsPiPi=-2.794, prevFCN = -10821051.01 dmBkgSlope_KsPiPi=-1.478, prevFCN = -10821054.7 dmBkgSlope_KsPiPi=-2.499, prevFCN = -10821054.84 dmBkgSlope_KsPiPi=-1.956, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821055.33 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821055.4 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.00143, prevFCN = -10821055.3 dmSigG1Width_KsPiPi=0.001356, prevFCN = -10821055.17 dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7863, prevFCN = -10820980.31 dmSigJsuDelta_KsPiPi=0.7513, prevFCN = -10820980.31 dmSigJsuDelta_KsPiPi=0.7719, prevFCN = -10821054.72 dmSigJsuDelta_KsPiPi=0.7655, prevFCN = -10821054.79 dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -10821038.62 dmSigJsuFrac_KsPiPi=0.8967, prevFCN = -10821037.32 dmSigJsuFrac_KsPiPi=0.9134, prevFCN = -10821054.67 dmSigJsuFrac_KsPiPi=0.9046, prevFCN = -10821054.84 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01678, prevFCN = -10821053.72 dmSigJsuGamma_KsPiPi=-0.02858, prevFCN = -10821053.4 dmSigJsuGamma_KsPiPi=-0.02229, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.46 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.38 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003435, prevFCN = -10821043.74 dmSigJsuWidth_KsPiPi=0.0003346, prevFCN = -10821043.15 dmSigJsuWidth_KsPiPi=0.0003409, prevFCN = -10821054.86 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.65 dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4173, prevFCN = -10821056.59 mDContCombC1_KsPiPi=-0.4286, prevFCN = -10821057.01 mDContCombC1_KsPiPi=-0.4105, prevFCN = -10821054.69 mDContCombC1_KsPiPi=-0.4354, prevFCN = -10821054.67 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8458, prevFCN = -10821051.56 mDSigG1Frac_KsPiPi=0.8337, prevFCN = -10821051.62 mDSigG1Frac_KsPiPi=0.8438, prevFCN = -10821054.72 mDSigG1Frac_KsPiPi=0.8358, prevFCN = -10821054.79 mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9647, prevFCN = -10821052.53 mDSigG1G2Frac_KsPiPi=0.9582, prevFCN = -10821052.44 mDSigG1G2Frac_KsPiPi=0.9639, prevFCN = -10821054.74 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.77 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821056.25 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821056.63 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.43 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.08 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005518, prevFCN = -10821054.59 mDSigG1Width_KsPiPi=0.005471, prevFCN = -10821054.44 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821056.08 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821056.2 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.67 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.85 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01175, prevFCN = -10821049.89 mDSigG2Width_KsPiPi=0.01116, prevFCN = -10821049.79 mDSigG2Width_KsPiPi=0.01162, prevFCN = -10821054.74 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.78 mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.218e+04, prevFCN = -10821043.49 nDstarContGoodD_KsPiPi=1.887e+04, prevFCN = -10821043.22 nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.92 nDstarContGoodD_KsPiPi=1.979e+04, prevFCN = -10821054.59 nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.428e+05, prevFCN = -10821056.69 nDstarSigFakeD_KsPiPi=1.418e+05, prevFCN = -10821056.54 nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.91 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.6 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.917e+05, prevFCN = -10821054.36 nDstarSigGoodD_KsPiPi=3.883e+05, prevFCN = -10821053.29 nDstarSigGoodD_KsPiPi=3.9e+05, sigC_bias_KsPiPi=0.003387, prevFCN = -10821056.5 sigC_bias_KsPiPi=0.000963, prevFCN = -10821056.26 sigC_bias_KsPiPi=0.004166, prevFCN = -10821054.96 sigC_bias_KsPiPi=0.0001843, prevFCN = -10821054.55 sigC_bias_KsPiPi=0.002175, sigC_frac_KsPiPi=0.7383, prevFCN = -10821047.02 sigC_frac_KsPiPi=0.7141, prevFCN = -10821047.8 sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.55 sigC_frac_KsPiPi=0.7201, prevFCN = -10821054.96 sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2239, prevFCN = -10821053.92 sigC_scfa_KsPiPi=0.2189, prevFCN = -10821053.67 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.005555, prevFCN = -10821056.72 sigO_frac_KsPiPi=0.004083, prevFCN = -10821056.09 sigO_frac_KsPiPi=0.006092, prevFCN = -10821055.18 sigO_frac_KsPiPi=0.003645, prevFCN = -10821054.34 sigO_frac_KsPiPi=0.004791, sigT_scfa_KsPiPi=0.5093, prevFCN = -10821051.97 sigT_scfa_KsPiPi=0.4929, prevFCN = -10821051.19 sigT_scfa_KsPiPi=0.5066, prevFCN = -10821055.01 sigT_scfa_KsPiPi=0.4956, prevFCN = -10821054.5 sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.01416, prevFCN = -10821055.48 tBkgGMean_KsPiPi=-0.0509, prevFCN = -10821055.45 tBkgGMean_KsPiPi=-0.03253, tBkgGWidth_KsPiPi=0.2513, prevFCN = -10821056.51 tBkgGWidth_KsPiPi=0.2304, prevFCN = -10821056.57 tBkgGWidth_KsPiPi=0.2599, prevFCN = -10821054.79 tBkgGWidth_KsPiPi=0.2223, prevFCN = -10821054.73 tBkgGWidth_KsPiPi=0.2407, tBkgJsuDelta_KsPiPi=1.299, prevFCN = -10821046.41 tBkgJsuDelta_KsPiPi=1.273, prevFCN = -10821047.44 tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.49 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821055.02 tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9365, prevFCN = -10821050.97 tBkgJsuFrac_KsPiPi=0.9096, prevFCN = -10821050 tBkgJsuFrac_KsPiPi=0.9317, prevFCN = -10821054.84 tBkgJsuFrac_KsPiPi=0.9151, prevFCN = -10821054.67 tBkgJsuFrac_KsPiPi=0.9236, tBkgJsuGamma_KsPiPi=-0.1414, prevFCN = -10821048.47 tBkgJsuGamma_KsPiPi=-0.1684, prevFCN = -10821048.37 tBkgJsuGamma_KsPiPi=-0.1474, prevFCN = -10821054.64 tBkgJsuGamma_KsPiPi=-0.162, prevFCN = -10821054.88 tBkgJsuGamma_KsPiPi=-0.1546, tBkgJsuMean_KsPiPi=0.07814, prevFCN = -10821038.47 tBkgJsuMean_KsPiPi=0.05572, prevFCN = -10821038.01 tBkgJsuMean_KsPiPi=0.07105, prevFCN = -10821054.84 tBkgJsuMean_KsPiPi=0.06281, prevFCN = -10821054.68 tBkgJsuMean_KsPiPi=0.06693, tBkgJsuWidth_KsPiPi=0.6411, prevFCN = -10821037.84 tBkgJsuWidth_KsPiPi=0.6161, prevFCN = -10821036.41 tBkgJsuWidth_KsPiPi=0.633, prevFCN = -10821054.93 tBkgJsuWidth_KsPiPi=0.6241, prevFCN = -10821054.59 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4164, prevFCN = -10821056.64 tau=0.414, prevFCN = -10821055.97 tau=0.4171, prevFCN = -10821055.29 tau=0.4133, prevFCN = -10821054.22 FCN=-1.08211e+07 FROM MIGRAD STATUS=INITIATE 108 CALLS 109 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -1.95628e+00 7.49900e-01 5.51985e-02 1.96432e+00 2 dmSigG1Mean_KsPiPi 1.45537e-01 3.77500e-05 7.59400e-03 5.13095e+00 3 dmSigG1Width_KsPiPi 1.39259e-03 3.68300e-05 1.10427e-02 -6.05946e+00 4 dmSigJsuDelta_KsPiPi 7.68707e-01 1.74700e-02 6.55855e-03 2.91319e+01 5 dmSigJsuFrac_KsPiPi 9.09030e-01 1.19800e-02 4.17458e-02 5.64816e+00 6 dmSigJsuGamma_KsPiPi -2.22873e-02 5.84700e-03 1.25089e-02 -1.27077e+01 7 dmSigJsuMean_KsPiPi 1.45406e-01 1.80900e-06 3.62999e-04 -1.14168e+02 8 dmSigJsuWidth_KsPiPi 3.39000e-04 4.46400e-06 2.93787e-03 -8.42808e+01 9 mDContCombC1_KsPiPi -4.22959e-01 5.68600e-03 5.68605e-05 -4.50964e+01 10 mDSigG1Frac_KsPiPi 8.39825e-01 6.03500e-03 1.64572e-02 3.22363e+00 11 mDSigG1G2Frac_KsPiPi 9.61514e-01 3.25000e-03 1.69096e-02 1.23842e+00 12 mDSigG1Mean_KsPiPi 1.86453e+00 1.59000e-05 1.06501e-04 1.78971e+03 13 mDSigG1Width_KsPiPi 5.49452e-03 2.31200e-05 1.02396e-03 -7.26364e+01 14 mDSigG2Mean_KsPiPi 1.86206e+00 1.33100e-04 8.90215e-04 6.83722e+01 15 mDSigG2Width_KsPiPi 1.14515e-02 2.94300e-04 9.28340e-03 3.91549e+00 16 nDstarContGoodD_KsPiPi 2.04930e+04 1.65000e+03 1.15366e-03 -3.29572e+02 17 nDstarSigFakeD_KsPiPi 1.42321e+05 5.27200e+02 1.39846e-04 -5.73669e+02 18 nDstarSigGoodD_KsPiPi 3.89990e+05 1.74000e+03 2.79172e-04 -1.92408e+03 19 sigC_bias_KsPiPi 2.17497e-03 1.21200e-03 1.21200e-03 -1.02299e+02 20 sigC_frac_KsPiPi 7.26280e-01 1.21200e-02 2.71889e-02 1.49328e+01 21 sigC_scfa_KsPiPi 2.21398e-01 2.54300e-03 4.06172e-03 -3.07181e+01 22 sigO_frac_KsPiPi 4.79093e-03 7.34100e-04 1.06628e-02 -2.36641e+01 23 sigT_scfa_KsPiPi 5.01096e-01 8.17900e-03 5.45298e-03 -6.94585e+01 24 tBkgGMean_KsPiPi -3.25333e-02 1.83700e-02 3.67409e-03 -4.65099e+00 25 tBkgGWidth_KsPiPi 2.40725e-01 1.04200e-02 6.80125e-03 -2.35128e+00 26 tBkgJsuDelta_KsPiPi 1.28583e+00 1.30000e-02 3.88368e-03 1.35584e+02 27 tBkgJsuFrac_KsPiPi 9.23584e-01 1.34400e-02 5.07792e-02 -2.78826e+00 28 tBkgJsuGamma_KsPiPi -1.54618e-01 1.34900e-02 1.09440e-02 2.01760e+01 29 tBkgJsuMean_KsPiPi 6.69339e-02 1.12100e-02 2.24220e-03 -9.79418e+01 30 tBkgJsuWidth_KsPiPi 6.28511e-01 1.24900e-02 7.53608e-03 -6.29440e+01 31 tau 4.15178e-01 1.18600e-03 2.76246e-03 -1.22812e+02 ERR DEF= 0.5 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02216, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.052e+04, nDstarSigFakeD_KsPiPi=1.424e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002254, sigC_frac_KsPiPi=0.726, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004891, sigT_scfa_KsPiPi=0.5014, tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.2408, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9237, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.067, tBkgJsuWidth_KsPiPi=0.6287, tau=0.4154, prevFCN = -10821057.34 dmBkgSlope_KsPiPi=-1.96, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002214, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004841, sigT_scfa_KsPiPi=0.5012, tBkgGMean_KsPiPi=-0.03249, tBkgGWidth_KsPiPi=0.2408, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9237, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06697, tBkgJsuWidth_KsPiPi=0.6286, tau=0.4153, prevFCN = -10821057.4 dmBkgSlope_KsPiPi=-1.48, prevFCN = -10821054.78 dmBkgSlope_KsPiPi=-2.505, prevFCN = -10821054.83 dmBkgSlope_KsPiPi=-1.96, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.84 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.79 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001434, prevFCN = -10821054.78 dmSigG1Width_KsPiPi=0.001352, prevFCN = -10821054.85 dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7719, prevFCN = -10821054.93 dmSigJsuDelta_KsPiPi=0.7655, prevFCN = -10821054.7 dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.85 dmSigJsuFrac_KsPiPi=0.9046, prevFCN = -10821054.78 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01762, prevFCN = -10821054.76 dmSigJsuGamma_KsPiPi=-0.02736, prevFCN = -10821054.9 dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.9 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.73 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003409, prevFCN = -10821054.79 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.84 dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.83 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.81 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8438, prevFCN = -10821054.83 mDSigG1Frac_KsPiPi=0.8357, prevFCN = -10821054.8 mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.8 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.67 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.96 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.86 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.77 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.84 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.79 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01162, prevFCN = -10821054.82 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.81 mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.122e+04, prevFCN = -10821054.79 nDstarContGoodD_KsPiPi=1.98e+04, prevFCN = -10821054.83 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.79 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.84 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.915e+05, prevFCN = -10821055.04 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.59 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004205, prevFCN = -10821054.72 sigC_bias_KsPiPi=0.0002235, prevFCN = -10821054.91 sigC_bias_KsPiPi=0.002214, sigC_frac_KsPiPi=0.7323, prevFCN = -10821054.99 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.64 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.71 sigC_scfa_KsPiPi=0.2193, prevFCN = -10821054.92 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.006149, prevFCN = -10821054.82 sigO_frac_KsPiPi=0.003688, prevFCN = -10821054.76 sigO_frac_KsPiPi=0.004841, sigT_scfa_KsPiPi=0.5067, prevFCN = -10821054.63 sigT_scfa_KsPiPi=0.4958, prevFCN = -10821055.01 sigT_scfa_KsPiPi=0.5012, tBkgGMean_KsPiPi=-0.01093, prevFCN = -10821054.82 tBkgGMean_KsPiPi=-0.05405, prevFCN = -10821054.81 tBkgGMean_KsPiPi=-0.03249, tBkgGWidth_KsPiPi=0.2599, prevFCN = -10821054.7 tBkgGWidth_KsPiPi=0.2223, prevFCN = -10821054.93 tBkgGWidth_KsPiPi=0.2408, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.91 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.73 tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9317, prevFCN = -10821054.59 tBkgJsuFrac_KsPiPi=0.9152, prevFCN = -10821055.06 tBkgJsuFrac_KsPiPi=0.9237, tBkgJsuGamma_KsPiPi=-0.1475, prevFCN = -10821054.83 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.8 tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.07109, prevFCN = -10821054.77 tBkgJsuMean_KsPiPi=0.06285, prevFCN = -10821054.86 tBkgJsuMean_KsPiPi=0.06697, tBkgJsuWidth_KsPiPi=0.6331, prevFCN = -10821054.63 tBkgJsuWidth_KsPiPi=0.6241, prevFCN = -10821055.01 tBkgJsuWidth_KsPiPi=0.6286, tau=0.4172, prevFCN = -10821054.84 tau=0.4134, prevFCN = -10821054.79 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02225, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.051e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002201, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004866, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.2405, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.42 dmBkgSlope_KsPiPi=-1.964, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02226, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.051e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.902e+05, sigC_bias_KsPiPi=0.002196, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004876, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03243, tBkgGWidth_KsPiPi=0.2404, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4153, prevFCN = -10821057.42 dmBkgSlope_KsPiPi=-1.484, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02225, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.051e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002201, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004866, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.2405, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821054.84 dmBkgSlope_KsPiPi=-2.508, prevFCN = -10821054.83 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.82 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.87 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001434, prevFCN = -10821054.9 dmSigG1Width_KsPiPi=0.001352, prevFCN = -10821054.78 dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7719, prevFCN = -10821054.83 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.85 dmSigJsuDelta_KsPiPi=0.7687, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.79 dmSigJsuFrac_KsPiPi=0.9046, prevFCN = -10821054.9 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01763, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.0274, prevFCN = -10821054.81 dmSigJsuGamma_KsPiPi=-0.02225, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.83 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003409, prevFCN = -10821054.92 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.76 dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.84 mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8438, prevFCN = -10821054.9 mDSigG1Frac_KsPiPi=0.8358, prevFCN = -10821054.78 mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.82 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.88 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.81 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.85 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.95 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.73 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01162, prevFCN = -10821054.9 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.79 mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.122e+04, prevFCN = -10821054.8 nDstarContGoodD_KsPiPi=1.98e+04, prevFCN = -10821054.89 nDstarContGoodD_KsPiPi=2.051e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.78 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.9 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.78 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.91 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004192, prevFCN = -10821054.72 sigC_bias_KsPiPi=0.0002106, prevFCN = -10821054.96 sigC_bias_KsPiPi=0.002201, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.82 sigC_frac_KsPiPi=0.7201, prevFCN = -10821054.87 sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.88 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.8 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00617, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003716, prevFCN = -10821054.83 sigO_frac_KsPiPi=0.004866, sigT_scfa_KsPiPi=0.5066, prevFCN = -10821054.81 sigT_scfa_KsPiPi=0.4957, prevFCN = -10821054.88 sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.01089, prevFCN = -10821054.82 tBkgGMean_KsPiPi=-0.054, prevFCN = -10821054.85 tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.2596, prevFCN = -10821054.97 tBkgGWidth_KsPiPi=0.222, prevFCN = -10821054.68 tBkgGWidth_KsPiPi=0.2405, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.7 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.99 tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9315, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9149, prevFCN = -10821054.74 tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1475, prevFCN = -10821054.83 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.86 tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.07107, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06283, prevFCN = -10821054.84 tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.633, prevFCN = -10821054.94 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.75 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4172, prevFCN = -10821054.84 tau=0.4134, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02224, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002167, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004869, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03248, tBkgGWidth_KsPiPi=0.2407, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02225, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002171, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004869, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03248, tBkgGWidth_KsPiPi=0.2407, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02224, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002163, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004869, sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.03248, tBkgGWidth_KsPiPi=0.2408, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.485, prevFCN = -10821054.89 dmBkgSlope_KsPiPi=-2.507, prevFCN = -10821054.8 dmBkgSlope_KsPiPi=-1.963, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.84 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.85 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001434, prevFCN = -10821054.87 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.83 dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.9 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.8 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.86 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.84 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01764, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02739, prevFCN = -10821054.84 dmSigJsuGamma_KsPiPi=-0.02224, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.84 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.87 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.83 dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.83 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.87 mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8439, prevFCN = -10821054.88 mDSigG1Frac_KsPiPi=0.8358, prevFCN = -10821054.82 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.86 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.83 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.87 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.86 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.86 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.84 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.89 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.81 mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.122e+04, prevFCN = -10821054.84 nDstarContGoodD_KsPiPi=1.98e+04, prevFCN = -10821054.86 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.82 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.87 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.81 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.88 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004154, prevFCN = -10821054.81 sigC_bias_KsPiPi=0.0001723, prevFCN = -10821054.89 sigC_bias_KsPiPi=0.002163, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.81 sigC_frac_KsPiPi=0.7201, prevFCN = -10821054.89 sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.87 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.83 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.006172, prevFCN = -10821054.86 sigO_frac_KsPiPi=0.00372, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.004869, sigT_scfa_KsPiPi=0.5066, prevFCN = -10821054.85 sigT_scfa_KsPiPi=0.4956, prevFCN = -10821054.85 sigT_scfa_KsPiPi=0.5011, tBkgGMean_KsPiPi=-0.01097, prevFCN = -10821054.87 tBkgGMean_KsPiPi=-0.05399, prevFCN = -10821054.84 tBkgGMean_KsPiPi=-0.03248, tBkgGWidth_KsPiPi=0.2599, prevFCN = -10821054.89 tBkgGWidth_KsPiPi=0.2224, prevFCN = -10821054.82 tBkgGWidth_KsPiPi=0.2408, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.83 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.87 tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9315, prevFCN = -10821054.82 tBkgJsuFrac_KsPiPi=0.9149, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.84 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.86 tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.07107, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06695, tBkgJsuWidth_KsPiPi=0.633, prevFCN = -10821054.8 tBkgJsuWidth_KsPiPi=0.6241, prevFCN = -10821054.9 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4172, prevFCN = -10821054.9 tau=0.4134, prevFCN = -10821054.8 dmBkgSlope_KsPiPi=-1.96, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002135, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004874, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.961, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02224, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000339, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002143, sigC_frac_KsPiPi=0.7263, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004873, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03246, tBkgGWidth_KsPiPi=0.2409, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.482, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002135, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004874, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4153, prevFCN = -10821054.89 dmBkgSlope_KsPiPi=-2.503, prevFCN = -10821054.83 dmBkgSlope_KsPiPi=-1.96, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.86 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.84 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001434, prevFCN = -10821054.88 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.82 dmSigG1Width_KsPiPi=0.001393, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.88 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.82 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.85 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.85 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01762, prevFCN = -10821054.85 dmSigJsuGamma_KsPiPi=-0.02738, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.85 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.85 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.88 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.82 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.84 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.86 mDContCombC1_KsPiPi=-0.4229, mDSigG1Frac_KsPiPi=0.8439, prevFCN = -10821054.88 mDSigG1Frac_KsPiPi=0.8358, prevFCN = -10821054.82 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.82 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.88 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.86 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.84 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.82 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.88 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.86 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01145, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.87 nDstarContGoodD_KsPiPi=1.98e+04, prevFCN = -10821054.84 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.86 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.85 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.85 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.85 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004126, prevFCN = -10821054.86 sigC_bias_KsPiPi=0.0001449, prevFCN = -10821054.84 sigC_bias_KsPiPi=0.002135, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.86 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.82 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.89 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.006177, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003725, prevFCN = -10821054.86 sigO_frac_KsPiPi=0.004874, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821054.83 sigT_scfa_KsPiPi=0.4956, prevFCN = -10821054.88 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01093, prevFCN = -10821054.87 tBkgGMean_KsPiPi=-0.05397, prevFCN = -10821054.83 tBkgGMean_KsPiPi=-0.03245, tBkgGWidth_KsPiPi=0.2601, prevFCN = -10821054.86 tBkgGWidth_KsPiPi=0.2226, prevFCN = -10821054.84 tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.86 tBkgJsuDelta_KsPiPi=1.286, tBkgJsuFrac_KsPiPi=0.9314, prevFCN = -10821054.8 tBkgJsuFrac_KsPiPi=0.9149, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9234, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.84 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.86 tBkgJsuGamma_KsPiPi=-0.1547, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.633, prevFCN = -10821054.79 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.91 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4172, prevFCN = -10821054.88 tau=0.4135, prevFCN = -10821054.82 dmBkgSlope_KsPiPi=-1.955, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002109, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.957, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002121, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004876, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03241, tBkgGWidth_KsPiPi=0.2411, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.957, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002119, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004876, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.0324, tBkgGWidth_KsPiPi=0.2411, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.479, prevFCN = -10821054.87 dmBkgSlope_KsPiPi=-2.5, prevFCN = -10821054.84 dmBkgSlope_KsPiPi=-1.957, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.87 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.83 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821054.86 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.84 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.9 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.8 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.87 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.83 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01762, prevFCN = -10821054.85 dmSigJsuGamma_KsPiPi=-0.02737, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02223, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.84 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.86 dmSigJsuWidth_KsPiPi=0.0003371, prevFCN = -10821054.84 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.84 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8439, prevFCN = -10821054.87 mDSigG1Frac_KsPiPi=0.8359, prevFCN = -10821054.83 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.84 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.83 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.87 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.87 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.81 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.9 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.86 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.86 nDstarContGoodD_KsPiPi=1.979e+04, prevFCN = -10821054.85 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.87 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.83 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.87 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.83 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.00411, prevFCN = -10821054.88 sigC_bias_KsPiPi=0.0001285, prevFCN = -10821054.83 sigC_bias_KsPiPi=0.002119, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.86 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.81 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.9 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.006179, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003727, prevFCN = -10821054.86 sigO_frac_KsPiPi=0.004876, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821054.84 sigT_scfa_KsPiPi=0.4955, prevFCN = -10821054.87 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01088, prevFCN = -10821054.86 tBkgGMean_KsPiPi=-0.05392, prevFCN = -10821054.84 tBkgGMean_KsPiPi=-0.0324, tBkgGWidth_KsPiPi=0.2603, prevFCN = -10821054.85 tBkgGWidth_KsPiPi=0.2227, prevFCN = -10821054.86 tBkgGWidth_KsPiPi=0.2411, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.86 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9314, prevFCN = -10821054.8 tBkgJsuFrac_KsPiPi=0.9148, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.86 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821054.8 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.9 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4172, prevFCN = -10821054.87 tau=0.4135, prevFCN = -10821054.83 dmBkgSlope_KsPiPi=-1.951, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7689, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02221, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002091, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004881, sigT_scfa_KsPiPi=0.5009, tBkgGMean_KsPiPi=-0.03233, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06693, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002107, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.955, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002112, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004877, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03238, tBkgGWidth_KsPiPi=0.2412, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.477, prevFCN = -10821054.86 dmBkgSlope_KsPiPi=-2.499, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.955, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.87 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.83 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821054.86 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.84 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.9 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.81 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.86 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.84 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821054.85 dmSigJsuGamma_KsPiPi=-0.02737, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.84 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.87 dmSigJsuWidth_KsPiPi=0.0003372, prevFCN = -10821054.84 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821054.87 mDSigG1Frac_KsPiPi=0.8359, prevFCN = -10821054.83 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.84 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.87 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.87 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.8 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.9 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.86 nDstarContGoodD_KsPiPi=1.979e+04, prevFCN = -10821054.84 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.87 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.83 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.87 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.83 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004103, prevFCN = -10821054.88 sigC_bias_KsPiPi=0.0001216, prevFCN = -10821054.82 sigC_bias_KsPiPi=0.002112, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.8 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.9 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003728, prevFCN = -10821054.86 sigO_frac_KsPiPi=0.004877, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821054.84 sigT_scfa_KsPiPi=0.4955, prevFCN = -10821054.86 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01086, prevFCN = -10821054.86 tBkgGMean_KsPiPi=-0.05391, prevFCN = -10821054.84 tBkgGMean_KsPiPi=-0.03238, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821054.84 tBkgGWidth_KsPiPi=0.2228, prevFCN = -10821054.86 tBkgGWidth_KsPiPi=0.2412, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9314, prevFCN = -10821054.8 tBkgJsuFrac_KsPiPi=0.9148, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9233, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.86 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821054.8 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.9 tBkgJsuWidth_KsPiPi=0.6284, tau=0.4172, prevFCN = -10821054.86 tau=0.4135, prevFCN = -10821054.84 dmBkgSlope_KsPiPi=-1.949, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7689, dmSigJsuFrac_KsPiPi=0.9089, dmSigJsuGamma_KsPiPi=-0.0222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002078, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004881, sigT_scfa_KsPiPi=0.5009, tBkgGMean_KsPiPi=-0.03227, tBkgGWidth_KsPiPi=0.2417, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9231, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06693, tBkgJsuWidth_KsPiPi=0.6283, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.953, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7689, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02221, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002099, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004879, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03234, tBkgGWidth_KsPiPi=0.2414, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03236, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.476, prevFCN = -10821054.86 dmBkgSlope_KsPiPi=-2.498, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.87 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.83 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821054.86 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.84 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.9 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.81 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.87 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.83 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821054.85 dmSigJsuGamma_KsPiPi=-0.02736, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.84 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.86 dmSigJsuWidth_KsPiPi=0.0003372, prevFCN = -10821054.84 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821054.87 mDSigG1Frac_KsPiPi=0.8359, prevFCN = -10821054.83 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.84 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.86 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.87 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.8 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.9 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.86 nDstarContGoodD_KsPiPi=1.979e+04, prevFCN = -10821054.84 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.88 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.83 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.88 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.82 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821054.89 sigC_bias_KsPiPi=0.0001156, prevFCN = -10821054.82 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.8 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.9 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003729, prevFCN = -10821054.87 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821054.84 sigT_scfa_KsPiPi=0.4955, prevFCN = -10821054.86 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821054.86 tBkgGMean_KsPiPi=-0.05389, prevFCN = -10821054.84 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821054.83 tBkgGWidth_KsPiPi=0.2229, prevFCN = -10821054.87 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.86 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821054.81 tBkgJsuFrac_KsPiPi=0.9147, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821054.8 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.9 tBkgJsuWidth_KsPiPi=0.6284, tau=0.4173, prevFCN = -10821054.86 tau=0.4135, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.947, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001395, dmSigJsuDelta_KsPiPi=0.769, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02219, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8401, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005496, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002072, sigC_frac_KsPiPi=0.7261, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004881, sigT_scfa_KsPiPi=0.5009, tBkgGMean_KsPiPi=-0.03224, tBkgGWidth_KsPiPi=0.2418, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.923, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6283, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.952, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7689, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02221, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.049e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002095, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004879, sigT_scfa_KsPiPi=0.5009, tBkgGMean_KsPiPi=-0.03232, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.953, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7689, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002101, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03235, tBkgGWidth_KsPiPi=0.2414, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002104, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03236, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.84, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002105, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03236, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03236, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03236, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 MIGRAD FAILS TO FIND IMPROVEMENT MACHINE ACCURACY LIMITS FURTHER IMPROVEMENT. MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4154, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.476, prevFCN = -10821054.86 dmBkgSlope_KsPiPi=-2.498, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821054.87 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821054.83 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821054.86 dmSigG1Width_KsPiPi=0.001353, prevFCN = -10821054.84 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.9 dmSigJsuDelta_KsPiPi=0.7656, prevFCN = -10821054.81 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821054.87 dmSigJsuFrac_KsPiPi=0.9045, prevFCN = -10821054.83 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821054.85 dmSigJsuGamma_KsPiPi=-0.02736, prevFCN = -10821054.86 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.86 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821054.84 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821054.86 dmSigJsuWidth_KsPiPi=0.0003372, prevFCN = -10821054.84 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.4352, prevFCN = -10821054.85 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821054.87 mDSigG1Frac_KsPiPi=0.8359, prevFCN = -10821054.83 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.87 mDSigG1G2Frac_KsPiPi=0.9591, prevFCN = -10821054.83 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.84 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821054.86 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821054.87 mDSigG1Width_KsPiPi=0.005473, prevFCN = -10821054.83 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.8 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821054.9 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01128, prevFCN = -10821054.85 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821054.86 nDstarContGoodD_KsPiPi=1.979e+04, prevFCN = -10821054.84 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821054.88 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821054.83 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821054.88 nDstarSigGoodD_KsPiPi=3.886e+05, prevFCN = -10821054.82 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821054.89 sigC_bias_KsPiPi=0.0001156, prevFCN = -10821054.82 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.72, prevFCN = -10821054.85 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821054.8 sigC_scfa_KsPiPi=0.2192, prevFCN = -10821054.9 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821054.84 sigO_frac_KsPiPi=0.003729, prevFCN = -10821054.87 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821054.84 sigT_scfa_KsPiPi=0.4955, prevFCN = -10821054.86 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821054.86 tBkgGMean_KsPiPi=-0.05389, prevFCN = -10821054.84 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821054.83 tBkgGWidth_KsPiPi=0.2229, prevFCN = -10821054.87 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821054.85 tBkgJsuDelta_KsPiPi=1.279, prevFCN = -10821054.86 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821054.81 tBkgJsuFrac_KsPiPi=0.9147, prevFCN = -10821054.9 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1621, prevFCN = -10821054.85 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06282, prevFCN = -10821054.85 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821054.8 tBkgJsuWidth_KsPiPi=0.624, prevFCN = -10821054.9 tBkgJsuWidth_KsPiPi=0.6284, tau=0.4173, prevFCN = -10821054.86 tau=0.4135, prevFCN = -10821054.85 dmBkgSlope_KsPiPi=-1.853, tau=0.4154, prevFCN = -10821057.26 dmBkgSlope_KsPiPi=-2.058, prevFCN = -10821057.39 dmBkgSlope_KsPiPi=-1.934, prevFCN = -10821057.41 dmBkgSlope_KsPiPi=-1.975, prevFCN = -10821057.44 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.33 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.33 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.43 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.43 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001402, prevFCN = -10821057.32 dmSigG1Width_KsPiPi=0.001386, prevFCN = -10821057.33 dmSigG1Width_KsPiPi=0.001395, prevFCN = -10821057.43 dmSigG1Width_KsPiPi=0.001392, prevFCN = -10821057.43 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7695, prevFCN = -10821057.34 dmSigJsuDelta_KsPiPi=0.7682, prevFCN = -10821057.32 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9098, prevFCN = -10821057.32 dmSigJsuFrac_KsPiPi=0.9081, prevFCN = -10821057.33 dmSigJsuFrac_KsPiPi=0.9091, prevFCN = -10821057.43 dmSigJsuFrac_KsPiPi=0.9088, prevFCN = -10821057.43 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02125, prevFCN = -10821057.27 dmSigJsuGamma_KsPiPi=-0.02321, prevFCN = -10821057.38 dmSigJsuGamma_KsPiPi=-0.02202, prevFCN = -10821057.42 dmSigJsuGamma_KsPiPi=-0.02241, prevFCN = -10821057.44 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.33 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.33 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003395, prevFCN = -10821057.33 dmSigJsuWidth_KsPiPi=0.0003387, prevFCN = -10821057.33 dmSigJsuWidth_KsPiPi=0.0003392, prevFCN = -10821057.43 dmSigJsuWidth_KsPiPi=0.000339, prevFCN = -10821057.43 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4205, prevFCN = -10821057.22 mDContCombC1_KsPiPi=-0.4254, prevFCN = -10821057.44 mDContCombC1_KsPiPi=-0.4225, prevFCN = -10821057.4 mDContCombC1_KsPiPi=-0.4235, prevFCN = -10821057.45 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8408, prevFCN = -10821057.33 mDSigG1Frac_KsPiPi=0.8391, prevFCN = -10821057.33 mDSigG1Frac_KsPiPi=0.8401, prevFCN = -10821057.43 mDSigG1Frac_KsPiPi=0.8398, prevFCN = -10821057.43 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.962, prevFCN = -10821057.32 mDSigG1G2Frac_KsPiPi=0.961, prevFCN = -10821057.33 mDSigG1G2Frac_KsPiPi=0.9616, prevFCN = -10821057.43 mDSigG1G2Frac_KsPiPi=0.9614, prevFCN = -10821057.43 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.33 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.33 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.0055, prevFCN = -10821057.33 mDSigG1Width_KsPiPi=0.005491, prevFCN = -10821057.33 mDSigG1Width_KsPiPi=0.005496, prevFCN = -10821057.43 mDSigG1Width_KsPiPi=0.005494, prevFCN = -10821057.43 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.32 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.34 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.43 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.43 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01149, prevFCN = -10821057.32 mDSigG2Width_KsPiPi=0.01142, prevFCN = -10821057.33 mDSigG2Width_KsPiPi=0.01146, prevFCN = -10821057.43 mDSigG2Width_KsPiPi=0.01145, prevFCN = -10821057.43 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.064e+04, prevFCN = -10821057.33 nDstarContGoodD_KsPiPi=2.035e+04, prevFCN = -10821057.32 nDstarContGoodD_KsPiPi=2.052e+04, prevFCN = -10821057.43 nDstarContGoodD_KsPiPi=2.047e+04, prevFCN = -10821057.43 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.425e+05, prevFCN = -10821057.33 nDstarSigFakeD_KsPiPi=1.421e+05, prevFCN = -10821057.32 nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.43 nDstarSigFakeD_KsPiPi=1.423e+05, prevFCN = -10821057.43 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.904e+05, prevFCN = -10821057.33 nDstarSigGoodD_KsPiPi=3.898e+05, prevFCN = -10821057.32 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002505, prevFCN = -10821057.34 sigC_bias_KsPiPi=0.001708, prevFCN = -10821057.32 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7275, prevFCN = -10821057.33 sigC_frac_KsPiPi=0.725, prevFCN = -10821057.33 sigC_frac_KsPiPi=0.7265, prevFCN = -10821057.43 sigC_frac_KsPiPi=0.726, prevFCN = -10821057.43 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2218, prevFCN = -10821057.32 sigC_scfa_KsPiPi=0.221, prevFCN = -10821057.34 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.005126, prevFCN = -10821057.36 sigO_frac_KsPiPi=0.004636, prevFCN = -10821057.3 sigO_frac_KsPiPi=0.004927, prevFCN = -10821057.43 sigO_frac_KsPiPi=0.004829, prevFCN = -10821057.42 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5021, prevFCN = -10821057.32 sigT_scfa_KsPiPi=0.4999, prevFCN = -10821057.33 sigT_scfa_KsPiPi=0.5012, prevFCN = -10821057.43 sigT_scfa_KsPiPi=0.5008, prevFCN = -10821057.43 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.02806, prevFCN = -10821057.33 tBkgGMean_KsPiPi=-0.03667, prevFCN = -10821057.33 tBkgGMean_KsPiPi=-0.0315, prevFCN = -10821057.43 tBkgGMean_KsPiPi=-0.03323, prevFCN = -10821057.43 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2451, prevFCN = -10821057.3 tBkgGWidth_KsPiPi=0.2376, prevFCN = -10821057.35 tBkgGWidth_KsPiPi=0.2421, prevFCN = -10821057.42 tBkgGWidth_KsPiPi=0.2406, prevFCN = -10821057.43 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.287, prevFCN = -10821057.33 tBkgJsuDelta_KsPiPi=1.284, prevFCN = -10821057.33 tBkgJsuDelta_KsPiPi=1.286, prevFCN = -10821057.43 tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.43 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9249, prevFCN = -10821057.29 tBkgJsuFrac_KsPiPi=0.9216, prevFCN = -10821057.36 tBkgJsuFrac_KsPiPi=0.9236, prevFCN = -10821057.42 tBkgJsuFrac_KsPiPi=0.9229, prevFCN = -10821057.43 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1533, prevFCN = -10821057.32 tBkgJsuGamma_KsPiPi=-0.1562, prevFCN = -10821057.34 tBkgJsuGamma_KsPiPi=-0.1545, prevFCN = -10821057.42 tBkgJsuGamma_KsPiPi=-0.1551, prevFCN = -10821057.43 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06776, prevFCN = -10821057.33 tBkgJsuMean_KsPiPi=0.06611, prevFCN = -10821057.33 tBkgJsuMean_KsPiPi=0.0671, prevFCN = -10821057.43 tBkgJsuMean_KsPiPi=0.06677, prevFCN = -10821057.43 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6293, prevFCN = -10821057.32 tBkgJsuWidth_KsPiPi=0.6275, prevFCN = -10821057.34 tBkgJsuWidth_KsPiPi=0.6286, prevFCN = -10821057.42 tBkgJsuWidth_KsPiPi=0.6282, prevFCN = -10821057.43 tBkgJsuWidth_KsPiPi=0.6284, tau=0.4157, prevFCN = -10821057.33 tau=0.415, prevFCN = -10821057.33 tau=0.4154, prevFCN = -10821057.43 tau=0.4153, prevFCN = -10821057.43 dmBkgSlope_KsPiPi=-1.476, dmSigG1Mean_KsPiPi=0.1456, tau=0.4154, prevFCN = -10821051.53 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821053.27 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821053.18 dmBkgSlope_KsPiPi=-1.476, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821051.64 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.47 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821055.44 dmBkgSlope_KsPiPi=-1.476, dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821051.65 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821053.16 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821054.85 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821047.69 dmBkgSlope_KsPiPi=-1.476, dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821053.09 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821055.93 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821051.86 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.43 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821051.89 dmBkgSlope_KsPiPi=-1.476, dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.12 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821050.56 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.56 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.28 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.46 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821056.32 dmBkgSlope_KsPiPi=-1.476, dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.85 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.26 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821050.6 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821057.04 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821056.66 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.23 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.3 dmBkgSlope_KsPiPi=-1.476, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.29 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.33 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.27 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.31 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.28 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.24 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.29 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.29 dmBkgSlope_KsPiPi=-1.476, dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.33 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.27 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.09 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.66 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.61 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.31 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.29 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.01 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.01 dmBkgSlope_KsPiPi=-1.476, mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.36 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.31 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.16 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.62 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.6 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.29 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.3 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.01 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.45 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821048.48 dmBkgSlope_KsPiPi=-1.476, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.23 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.2 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.31 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.28 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.27 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.31 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.25 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.28 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821051.98 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821051.6 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.44 dmBkgSlope_KsPiPi=-1.476, mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.29 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.32 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.52 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.07 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.09 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.28 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.3 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.51 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.28 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821055.91 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821054.26 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.13 dmBkgSlope_KsPiPi=-1.476, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.21 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.16 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.25 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.28 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.27 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.28 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.2 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.2 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821051.14 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821050.5 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821051.87 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821049.75 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.25 dmBkgSlope_KsPiPi=-1.476, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.21 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.4 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.05 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.02 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.28 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.28 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.56 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.4 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821055.79 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821056.99 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821051.27 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821051.16 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.15 dmBkgSlope_KsPiPi=-1.476, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821049.75 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821051.88 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821050.2 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821054.6 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821053.4 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.64 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.23 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821050.87 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.3 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821051.89 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821051.87 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.28 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.63 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.17 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.65 dmBkgSlope_KsPiPi=-1.476, mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821051.79 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.21 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821051.34 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821053.44 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.97 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.37 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.3 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821051.55 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.23 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821053.33 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821053.75 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.31 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821051.79 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.51 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821051.04 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821050.34 dmBkgSlope_KsPiPi=-1.476, nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.86 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.42 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821053.06 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821051.49 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821051.83 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.21 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.32 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.88 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.33 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821051.81 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821051.58 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.27 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.57 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.11 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.94 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821051.23 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821051.55 dmBkgSlope_KsPiPi=-1.476, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821052.28 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.3 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.23 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.46 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.41 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.32 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.31 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.23 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.24 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.43 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.38 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.41 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.27 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.39 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.28 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.14 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.57 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.22 dmBkgSlope_KsPiPi=-1.476, nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821052.3 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.29 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.21 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.43 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.39 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.28 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.28 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.19 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.22 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.44 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.37 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.35 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.19 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.33 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.23 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.16 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.6 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.15 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.82 dmBkgSlope_KsPiPi=-1.476, sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821052.21 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.25 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.29 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.18 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.16 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.21 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.24 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.3 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.26 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.14 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.2 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.15 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.31 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.1 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.25 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.32 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.04 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.35 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821053.34 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821056.13 dmBkgSlope_KsPiPi=-1.476, sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821052.25 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.29 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.25 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.22 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.25 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.26 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.32 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.29 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.18 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.23 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.19 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.34 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.13 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.29 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.33 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.07 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.39 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821052.07 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821053.55 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821051.99 dmBkgSlope_KsPiPi=-1.476, sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821052.25 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.29 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.33 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.22 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.19 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.25 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.28 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.36 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.31 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.14 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.21 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.17 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.38 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.11 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.31 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.37 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.43 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821052.11 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821056.46 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821050.55 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821049.6 dmBkgSlope_KsPiPi=-1.476, sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821052.12 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.09 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.53 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.38 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.29 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.29 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.17 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.32 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.46 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.68 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.16 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.23 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.18 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821051.93 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821051.84 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.55 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.22 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.7 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821051.49 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821053.24 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821052.3 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821052.62 dmBkgSlope_KsPiPi=-1.476, sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821052.3 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.29 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.29 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.28 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.26 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.24 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.27 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.28 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.27 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.27 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.27 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.21 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.26 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.16 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.26 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.33 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.26 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.29 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.79 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821052.84 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821051.81 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821052.19 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821051.87 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821052.65 dmBkgSlope_KsPiPi=-1.476, tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821052.2 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.26 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.21 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.38 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.31 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.28 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.27 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.24 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.23 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.32 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.33 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.31 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.3 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.31 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.24 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.12 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.37 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.27 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821052.64 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821051.67 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821052.48 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821053.27 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821053.09 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821051.58 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821053.42 dmBkgSlope_KsPiPi=-1.476, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821052.2 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.26 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.14 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.37 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.29 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.21 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.25 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.18 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.29 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.35 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.49 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.08 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.17 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.06 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.07 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.38 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.2 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.36 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821052.61 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821052.13 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821051.8 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821051.67 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821051.52 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821049.67 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821055.23 dmBkgSlope_KsPiPi=-1.476, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821052.47 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.31 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.58 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.13 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.27 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.27 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.49 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.19 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.02 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821051.73 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.44 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.44 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.34 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.8 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.9 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821051.89 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.45 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821052.98 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821052.76 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821051.98 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821051.78 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821051.71 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821054.58 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821052.11 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821052.2 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821053.85 dmBkgSlope_KsPiPi=-1.476, tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821052.07 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821051.96 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.64 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.44 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.27 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.29 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.08 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.35 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.57 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.88 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.07 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.15 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.1 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821051.72 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821051.63 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.15 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.46 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821051.63 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821052.66 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821052.58 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821052.85 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821048.85 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821052 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821052.14 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821049.81 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821056.94 dmBkgSlope_KsPiPi=-1.476, tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821052.31 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.27 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.29 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.2 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.21 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.2 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.24 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.27 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.26 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.22 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.2 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.15 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.22 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.07 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.25 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.39 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.18 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.27 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821051.84 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821053 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821051.76 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821051.33 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821051.28 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821053.36 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821050.25 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821057.11 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821048.49 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821052.25 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821052.35 dmBkgSlope_KsPiPi=-1.476, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6284, tau=0.4173, prevFCN = -10821052.26 dmBkgSlope_KsPiPi=-1.954, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001435, prevFCN = -10821052.24 dmSigG1Width_KsPiPi=0.001394, dmSigJsuDelta_KsPiPi=0.772, prevFCN = -10821052.38 dmSigJsuDelta_KsPiPi=0.7688, dmSigJsuFrac_KsPiPi=0.9133, prevFCN = -10821052.33 dmSigJsuFrac_KsPiPi=0.909, dmSigJsuGamma_KsPiPi=-0.01761, prevFCN = -10821052.29 dmSigJsuGamma_KsPiPi=-0.02222, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.28 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.000341, prevFCN = -10821052.25 dmSigJsuWidth_KsPiPi=0.0003391, mDContCombC1_KsPiPi=-0.4107, prevFCN = -10821052.23 mDContCombC1_KsPiPi=-0.423, mDSigG1Frac_KsPiPi=0.844, prevFCN = -10821052.34 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9638, prevFCN = -10821052.31 mDSigG1G2Frac_KsPiPi=0.9615, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.35 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005517, prevFCN = -10821052.28 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.33 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01163, prevFCN = -10821052.28 mDSigG2Width_KsPiPi=0.01146, nDstarContGoodD_KsPiPi=2.121e+04, prevFCN = -10821052.19 nDstarContGoodD_KsPiPi=2.05e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.42 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.916e+05, prevFCN = -10821052.25 nDstarSigGoodD_KsPiPi=3.901e+05, sigC_bias_KsPiPi=0.004097, prevFCN = -10821049.34 sigC_bias_KsPiPi=0.002106, sigC_frac_KsPiPi=0.7324, prevFCN = -10821053.86 sigC_frac_KsPiPi=0.7262, sigC_scfa_KsPiPi=0.2236, prevFCN = -10821051.15 sigC_scfa_KsPiPi=0.2214, sigO_frac_KsPiPi=0.00618, prevFCN = -10821051.07 sigO_frac_KsPiPi=0.004878, sigT_scfa_KsPiPi=0.5065, prevFCN = -10821050.64 sigT_scfa_KsPiPi=0.501, tBkgGMean_KsPiPi=-0.01084, prevFCN = -10821052.22 tBkgGMean_KsPiPi=-0.03237, tBkgGWidth_KsPiPi=0.2604, prevFCN = -10821052.1 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.292, prevFCN = -10821052.99 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9313, prevFCN = -10821051.62 tBkgJsuFrac_KsPiPi=0.9232, tBkgJsuGamma_KsPiPi=-0.1476, prevFCN = -10821052.98 tBkgJsuGamma_KsPiPi=-0.1548, tBkgJsuMean_KsPiPi=0.07106, prevFCN = -10821051.73 tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6329, prevFCN = -10821051.5 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-1.08211e+07 FROM HESSE STATUS=OK 640 CALLS 1213 TOTAL EDM=0.446701 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -1.95429e+00 7.54154e-01 3.69432e-02 9.35823e+00 2 dmSigG1Mean_KsPiPi 1.45537e-01 3.77023e-05 8.68576e-03 -1.23745e+00 3 dmSigG1Width_KsPiPi 1.39380e-03 3.68168e-05 1.22305e-02 1.95155e+00 4 dmSigJsuDelta_KsPiPi 7.68837e-01 1.75311e-02 1.20032e-03 -3.72169e+01 5 dmSigJsuFrac_KsPiPi 9.08957e-01 1.20299e-02 1.52193e-02 2.14254e+00 6 dmSigJsuGamma_KsPiPi -2.22194e-02 5.83204e-03 1.03593e-02 2.76884e+01 7 dmSigJsuMean_KsPiPi 1.45406e-01 1.80661e-06 4.21264e-04 -2.44347e+01 8 dmSigJsuWidth_KsPiPi 3.39082e-04 4.46930e-06 1.26616e-03 -6.03218e+00 9 mDContCombC1_KsPiPi -4.22987e-01 5.68211e-03 1.22569e-04 4.56495e+03 10 mDSigG1Frac_KsPiPi 8.39947e-01 6.02117e-03 1.10256e-02 -5.56689e-01 11 mDSigG1G2Frac_KsPiPi 9.61483e-01 3.24636e-03 1.23298e-02 2.81456e+00 12 mDSigG1Mean_KsPiPi 1.86453e+00 1.58792e-05 1.80732e-04 5.93585e+01 13 mDSigG1Width_KsPiPi 5.49519e-03 2.30812e-05 9.78614e-04 -9.90870e+00 14 mDSigG2Mean_KsPiPi 1.86206e+00 1.32933e-04 1.30884e-03 3.73666e+01 15 mDSigG2Width_KsPiPi 1.14563e-02 2.93823e-04 5.44843e-03 4.94923e+00 16 nDstarContGoodD_KsPiPi 2.04965e+04 1.65834e+03 4.95396e-04 -6.26696e+01 17 nDstarSigFakeD_KsPiPi 1.42316e+05 5.27220e+02 2.64499e-04 -9.08514e+01 18 nDstarSigGoodD_KsPiPi 3.90128e+05 1.74811e+03 2.39329e-04 -1.04916e+02 19 sigC_bias_KsPiPi 2.10644e-03 1.21142e-03 1.99080e-03 -1.78779e+01 20 sigC_frac_KsPiPi 7.26220e-01 1.21083e-02 1.38663e-02 -3.58439e-02 21 sigC_scfa_KsPiPi 2.21400e-01 2.54238e-03 3.46709e-03 1.47622e+01 22 sigO_frac_KsPiPi 4.87806e-03 7.34602e-04 1.75909e-02 -8.38222e+00 23 sigT_scfa_KsPiPi 5.00974e-01 8.16553e-03 3.65122e-03 4.52066e+00 24 tBkgGMean_KsPiPi -3.23657e-02 1.84540e-02 4.30446e-03 2.96992e+00 25 tBkgGWidth_KsPiPi 2.41304e-01 1.04207e-02 1.22428e-02 1.11980e+01 26 tBkgJsuDelta_KsPiPi 1.28541e+00 1.30257e-02 1.93366e-03 3.77464e+00 27 tBkgJsuFrac_KsPiPi 9.23238e-01 1.36171e-02 3.11950e-02 5.54062e+00 28 tBkgJsuGamma_KsPiPi -1.54776e-01 1.35950e-02 5.88508e-03 9.60231e+00 29 tBkgJsuMean_KsPiPi 6.69384e-02 1.13387e-02 8.24577e-04 3.42597e+00 30 tBkgJsuWidth_KsPiPi 6.28427e-01 1.25750e-02 2.69417e-03 2.26746e+01 31 tau 4.15372e-01 1.18585e-03 4.37083e-03 4.86615e-01 ERR DEF= 0.5 dmBkgSlope_KsPiPi=-2.625, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001386, dmSigJsuDelta_KsPiPi=0.7816, dmSigJsuFrac_KsPiPi=0.8997, dmSigJsuGamma_KsPiPi=-0.0234, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003414, mDContCombC1_KsPiPi=-0.4245, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9611, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.184e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.888e+05, sigC_bias_KsPiPi=0.002158, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004964, sigT_scfa_KsPiPi=0.5, tBkgGMean_KsPiPi=-0.03324, tBkgGWidth_KsPiPi=0.2412, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9223, tBkgJsuGamma_KsPiPi=-0.1545, tBkgJsuMean_KsPiPi=0.06739, tBkgJsuWidth_KsPiPi=0.6286, tau=0.4153, prevFCN = -10821057.29 dmBkgSlope_KsPiPi=-2.233, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.00139, dmSigJsuDelta_KsPiPi=0.7743, dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.02273, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003401, mDContCombC1_KsPiPi=-0.4237, mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9613, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01144, nDstarContGoodD_KsPiPi=2.107e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.896e+05, sigC_bias_KsPiPi=0.002129, sigC_frac_KsPiPi=0.7256, sigC_scfa_KsPiPi=0.2213, sigO_frac_KsPiPi=0.004915, sigT_scfa_KsPiPi=0.5005, tBkgGMean_KsPiPi=-0.03274, tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9228, tBkgJsuGamma_KsPiPi=-0.1546, tBkgJsuMean_KsPiPi=0.06714, tBkgJsuWidth_KsPiPi=0.6285, tau=0.4154, prevFCN = -10821057.65 dmBkgSlope_KsPiPi=-2.02, prevFCN = -10821057.17 dmBkgSlope_KsPiPi=-2.457, prevFCN = -10821057.13 dmBkgSlope_KsPiPi=-2.233, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.32 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.09 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001407, prevFCN = -10821057.18 dmSigG1Width_KsPiPi=0.001374, prevFCN = -10821057.22 dmSigG1Width_KsPiPi=0.00139, dmSigJsuDelta_KsPiPi=0.7776, prevFCN = -10821055.25 dmSigJsuDelta_KsPiPi=0.7711, prevFCN = -10821054.98 dmSigJsuDelta_KsPiPi=0.7743, dmSigJsuFrac_KsPiPi=0.9068, prevFCN = -10821057.3 dmSigJsuFrac_KsPiPi=0.9032, prevFCN = -10821057.14 dmSigJsuFrac_KsPiPi=0.905, dmSigJsuGamma_KsPiPi=-0.0208, prevFCN = -10821057.13 dmSigJsuGamma_KsPiPi=-0.02474, prevFCN = -10821057.34 dmSigJsuGamma_KsPiPi=-0.02273, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.08 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.07 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003409, prevFCN = -10821057.19 dmSigJsuWidth_KsPiPi=0.0003393, prevFCN = -10821057.29 dmSigJsuWidth_KsPiPi=0.0003401, mDContCombC1_KsPiPi=-0.4187, prevFCN = -10821057.14 mDContCombC1_KsPiPi=-0.4286, prevFCN = -10821057.33 mDContCombC1_KsPiPi=-0.4237, mDSigG1Frac_KsPiPi=0.8415, prevFCN = -10821057.24 mDSigG1Frac_KsPiPi=0.8382, prevFCN = -10821057.24 mDSigG1Frac_KsPiPi=0.8399, mDSigG1G2Frac_KsPiPi=0.9622, prevFCN = -10821057.22 mDSigG1G2Frac_KsPiPi=0.9603, prevFCN = -10821057.25 mDSigG1G2Frac_KsPiPi=0.9613, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.07 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.07 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005504, prevFCN = -10821057.24 mDSigG1Width_KsPiPi=0.005486, prevFCN = -10821057.23 mDSigG1Width_KsPiPi=0.005495, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.23 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.24 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01151, prevFCN = -10821057.23 mDSigG2Width_KsPiPi=0.01137, prevFCN = -10821057.24 mDSigG2Width_KsPiPi=0.01144, nDstarContGoodD_KsPiPi=2.136e+04, prevFCN = -10821057.24 nDstarContGoodD_KsPiPi=2.079e+04, prevFCN = -10821057.23 nDstarContGoodD_KsPiPi=2.107e+04, nDstarSigFakeD_KsPiPi=1.427e+05, prevFCN = -10821057.25 nDstarSigFakeD_KsPiPi=1.419e+05, prevFCN = -10821057.23 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.911e+05, prevFCN = -10821055.07 nDstarSigGoodD_KsPiPi=3.881e+05, prevFCN = -10821055.08 nDstarSigGoodD_KsPiPi=3.896e+05, sigC_bias_KsPiPi=0.00412, prevFCN = -10821055.09 sigC_bias_KsPiPi=0.000138, prevFCN = -10821055.06 sigC_bias_KsPiPi=0.002129, sigC_frac_KsPiPi=0.728, prevFCN = -10821057.24 sigC_frac_KsPiPi=0.7231, prevFCN = -10821057.24 sigC_frac_KsPiPi=0.7256, sigC_scfa_KsPiPi=0.2235, prevFCN = -10821055.05 sigC_scfa_KsPiPi=0.2191, prevFCN = -10821055.1 sigC_scfa_KsPiPi=0.2213, sigO_frac_KsPiPi=0.00542, prevFCN = -10821057.26 sigO_frac_KsPiPi=0.004436, prevFCN = -10821057.21 sigO_frac_KsPiPi=0.004915, sigT_scfa_KsPiPi=0.5027, prevFCN = -10821057.23 sigT_scfa_KsPiPi=0.4984, prevFCN = -10821057.24 sigT_scfa_KsPiPi=0.5005, tBkgGMean_KsPiPi=-0.02414, prevFCN = -10821057.25 tBkgGMean_KsPiPi=-0.04135, prevFCN = -10821057.22 tBkgGMean_KsPiPi=-0.03274, tBkgGWidth_KsPiPi=0.2488, prevFCN = -10821057.23 tBkgGWidth_KsPiPi=0.2338, prevFCN = -10821057.24 tBkgGWidth_KsPiPi=0.2413, tBkgJsuDelta_KsPiPi=1.288, prevFCN = -10821057.24 tBkgJsuDelta_KsPiPi=1.283, prevFCN = -10821057.24 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9261, prevFCN = -10821057.21 tBkgJsuFrac_KsPiPi=0.9195, prevFCN = -10821057.26 tBkgJsuFrac_KsPiPi=0.9228, tBkgJsuGamma_KsPiPi=-0.1517, prevFCN = -10821057.23 tBkgJsuGamma_KsPiPi=-0.1576, prevFCN = -10821057.25 tBkgJsuGamma_KsPiPi=-0.1546, tBkgJsuMean_KsPiPi=0.06878, prevFCN = -10821057.24 tBkgJsuMean_KsPiPi=0.06549, prevFCN = -10821057.24 tBkgJsuMean_KsPiPi=0.06714, tBkgJsuWidth_KsPiPi=0.6303, prevFCN = -10821057.22 tBkgJsuWidth_KsPiPi=0.6267, prevFCN = -10821057.25 tBkgJsuWidth_KsPiPi=0.6285, tau=0.4161, prevFCN = -10821057.24 tau=0.4146, prevFCN = -10821057.24 dmBkgSlope_KsPiPi=-2.213, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7734, dmSigJsuFrac_KsPiPi=0.906, dmSigJsuGamma_KsPiPi=-0.0236, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4244, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.1e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.896e+05, sigC_bias_KsPiPi=0.002151, sigC_frac_KsPiPi=0.7249, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004958, sigT_scfa_KsPiPi=0.5001, tBkgGMean_KsPiPi=-0.03263, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9228, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06694, tBkgJsuWidth_KsPiPi=0.6281, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.201, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7729, dmSigJsuFrac_KsPiPi=0.9066, dmSigJsuGamma_KsPiPi=-0.02412, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003399, mDContCombC1_KsPiPi=-0.4248, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9609, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01141, nDstarContGoodD_KsPiPi=2.095e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002163, sigC_frac_KsPiPi=0.7245, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004983, sigT_scfa_KsPiPi=0.4998, tBkgGMean_KsPiPi=-0.03256, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.284, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1552, tBkgJsuMean_KsPiPi=0.06682, tBkgJsuWidth_KsPiPi=0.6278, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-1.741, prevFCN = -10821055.39 dmBkgSlope_KsPiPi=-2.729, prevFCN = -10821054.97 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821055.04 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821055.36 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821055.25 dmSigG1Width_KsPiPi=0.001352, prevFCN = -10821055.13 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821055.06 dmSigJsuDelta_KsPiPi=0.77, prevFCN = -10821055.18 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821055.14 dmSigJsuFrac_KsPiPi=0.9018, prevFCN = -10821055.19 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821055.29 dmSigJsuGamma_KsPiPi=-0.02911, prevFCN = -10821054.67 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.05 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.21 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821055.19 dmSigJsuWidth_KsPiPi=0.000338, prevFCN = -10821055.07 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821055.54 mDContCombC1_KsPiPi=-0.4368, prevFCN = -10821054.31 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821055.15 mDSigG1Frac_KsPiPi=0.8356, prevFCN = -10821055.14 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821055.16 mDSigG1G2Frac_KsPiPi=0.9586, prevFCN = -10821055.07 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.14 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.13 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821055.14 mDSigG1Width_KsPiPi=0.005472, prevFCN = -10821055.13 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821055.15 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821055.1 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821055.14 mDSigG2Width_KsPiPi=0.01125, prevFCN = -10821055.11 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821055.12 nDstarContGoodD_KsPiPi=2.027e+04, prevFCN = -10821055.16 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821055.13 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821055.13 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821055.13 nDstarSigGoodD_KsPiPi=3.882e+05, prevFCN = -10821055.14 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821055.12 sigC_bias_KsPiPi=0.0001639, prevFCN = -10821055.15 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821055.13 sigC_frac_KsPiPi=0.7185, prevFCN = -10821055.14 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821055.15 sigC_scfa_KsPiPi=0.2189, prevFCN = -10821055.13 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821054.96 sigO_frac_KsPiPi=0.003812, prevFCN = -10821055.27 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821055.13 sigT_scfa_KsPiPi=0.4945, prevFCN = -10821055.11 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821055.15 tBkgGMean_KsPiPi=-0.05402, prevFCN = -10821055.14 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821055.26 tBkgGWidth_KsPiPi=0.2232, prevFCN = -10821055.03 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821055.13 tBkgJsuDelta_KsPiPi=1.278, prevFCN = -10821055.13 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821055.25 tBkgJsuFrac_KsPiPi=0.9144, prevFCN = -10821055.03 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821055.18 tBkgJsuGamma_KsPiPi=-0.1624, prevFCN = -10821055.07 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.07102, prevFCN = -10821055.13 tBkgJsuMean_KsPiPi=0.06277, prevFCN = -10821055.13 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6324, prevFCN = -10821055.15 tBkgJsuWidth_KsPiPi=0.6235, prevFCN = -10821055.11 tBkgJsuWidth_KsPiPi=0.628, tau=0.4172, prevFCN = -10821055.14 tau=0.4135, prevFCN = -10821055.12 dmBkgSlope_KsPiPi=-2.157, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001392, dmSigJsuDelta_KsPiPi=0.7726, dmSigJsuFrac_KsPiPi=0.9067, dmSigJsuGamma_KsPiPi=-0.02349, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003399, mDContCombC1_KsPiPi=-0.4241, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9612, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, nDstarContGoodD_KsPiPi=2.089e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002144, sigC_frac_KsPiPi=0.7249, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004945, sigT_scfa_KsPiPi=0.5001, tBkgGMean_KsPiPi=-0.0327, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.923, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06692, tBkgJsuWidth_KsPiPi=0.6278, tau=0.4153, prevFCN = -10821057.68 dmBkgSlope_KsPiPi=-2.189, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001392, dmSigJsuDelta_KsPiPi=0.773, dmSigJsuFrac_KsPiPi=0.9064, dmSigJsuGamma_KsPiPi=-0.02369, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003399, mDContCombC1_KsPiPi=-0.4244, mDSigG1Frac_KsPiPi=0.8398, mDSigG1G2Frac_KsPiPi=0.9611, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.094e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002151, sigC_frac_KsPiPi=0.7248, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.00496, sigT_scfa_KsPiPi=0.5, tBkgGMean_KsPiPi=-0.03264, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.0669, tBkgJsuWidth_KsPiPi=0.6279, tau=0.4153, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.2, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7731, dmSigJsuFrac_KsPiPi=0.9063, dmSigJsuGamma_KsPiPi=-0.02376, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003399, mDContCombC1_KsPiPi=-0.4245, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.096e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002154, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004965, sigT_scfa_KsPiPi=0.5, tBkgGMean_KsPiPi=-0.03262, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.0669, tBkgJsuWidth_KsPiPi=0.6279, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.205, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02379, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.097e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002155, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004967, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03261, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6279, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.207, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.0238, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.207, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2416, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 MIGRAD FAILS TO FIND IMPROVEMENT MACHINE ACCURACY LIMITS FURTHER IMPROVEMENT. MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-1.741, prevFCN = -10821055.39 dmBkgSlope_KsPiPi=-2.729, prevFCN = -10821054.97 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821055.04 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821055.36 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821055.25 dmSigG1Width_KsPiPi=0.001352, prevFCN = -10821055.13 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821055.06 dmSigJsuDelta_KsPiPi=0.77, prevFCN = -10821055.18 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821055.14 dmSigJsuFrac_KsPiPi=0.9018, prevFCN = -10821055.19 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821055.29 dmSigJsuGamma_KsPiPi=-0.02911, prevFCN = -10821054.67 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.05 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821055.21 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821055.19 dmSigJsuWidth_KsPiPi=0.000338, prevFCN = -10821055.07 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821055.54 mDContCombC1_KsPiPi=-0.4368, prevFCN = -10821054.31 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821055.15 mDSigG1Frac_KsPiPi=0.8356, prevFCN = -10821055.14 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821055.16 mDSigG1G2Frac_KsPiPi=0.9586, prevFCN = -10821055.07 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.14 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821055.13 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821055.14 mDSigG1Width_KsPiPi=0.005472, prevFCN = -10821055.13 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821055.15 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821055.1 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821055.14 mDSigG2Width_KsPiPi=0.01125, prevFCN = -10821055.11 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821055.12 nDstarContGoodD_KsPiPi=2.027e+04, prevFCN = -10821055.16 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821055.13 nDstarSigFakeD_KsPiPi=1.413e+05, prevFCN = -10821055.13 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821055.13 nDstarSigGoodD_KsPiPi=3.882e+05, prevFCN = -10821055.14 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821055.12 sigC_bias_KsPiPi=0.0001639, prevFCN = -10821055.15 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821055.13 sigC_frac_KsPiPi=0.7185, prevFCN = -10821055.14 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821055.15 sigC_scfa_KsPiPi=0.2189, prevFCN = -10821055.13 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821054.96 sigO_frac_KsPiPi=0.003812, prevFCN = -10821055.27 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821055.13 sigT_scfa_KsPiPi=0.4945, prevFCN = -10821055.11 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821055.15 tBkgGMean_KsPiPi=-0.05402, prevFCN = -10821055.14 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821055.26 tBkgGWidth_KsPiPi=0.2232, prevFCN = -10821055.03 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821055.13 tBkgJsuDelta_KsPiPi=1.278, prevFCN = -10821055.13 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821055.25 tBkgJsuFrac_KsPiPi=0.9144, prevFCN = -10821055.03 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821055.18 tBkgJsuGamma_KsPiPi=-0.1624, prevFCN = -10821055.07 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.07102, prevFCN = -10821055.13 tBkgJsuMean_KsPiPi=0.06277, prevFCN = -10821055.13 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6324, prevFCN = -10821055.15 tBkgJsuWidth_KsPiPi=0.6235, prevFCN = -10821055.11 tBkgJsuWidth_KsPiPi=0.628, tau=0.4172, prevFCN = -10821055.14 tau=0.4135, prevFCN = -10821055.12 dmBkgSlope_KsPiPi=-2.11, tau=0.4153, prevFCN = -10821057.6 dmBkgSlope_KsPiPi=-2.308, prevFCN = -10821057.63 dmBkgSlope_KsPiPi=-2.188, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.228, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.58 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.65 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001399, prevFCN = -10821057.62 dmSigG1Width_KsPiPi=0.001383, prevFCN = -10821057.61 dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.00139, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7726, prevFCN = -10821057.62 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9071, prevFCN = -10821057.6 dmSigJsuFrac_KsPiPi=0.9053, prevFCN = -10821057.62 dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.906, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02282, prevFCN = -10821057.61 dmSigJsuGamma_KsPiPi=-0.02483, prevFCN = -10821057.6 dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02401, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.62 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003403, prevFCN = -10821057.62 dmSigJsuWidth_KsPiPi=0.0003396, prevFCN = -10821057.6 dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.0003399, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4221, prevFCN = -10821057.61 mDContCombC1_KsPiPi=-0.427, prevFCN = -10821057.6 mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4251, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8405, prevFCN = -10821057.61 mDSigG1Frac_KsPiPi=0.8389, prevFCN = -10821057.61 mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8395, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9615, prevFCN = -10821057.61 mDSigG1G2Frac_KsPiPi=0.9605, prevFCN = -10821057.61 mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.9609, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005498, prevFCN = -10821057.61 mDSigG1Width_KsPiPi=0.005489, prevFCN = -10821057.61 mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005493, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.61 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.6 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01145, prevFCN = -10821057.61 mDSigG2Width_KsPiPi=0.01138, prevFCN = -10821057.61 mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01141, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.112e+04, prevFCN = -10821057.61 nDstarContGoodD_KsPiPi=2.084e+04, prevFCN = -10821057.61 nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.095e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.425e+05, prevFCN = -10821057.61 nDstarSigFakeD_KsPiPi=1.421e+05, prevFCN = -10821057.61 nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.9e+05, prevFCN = -10821057.61 nDstarSigGoodD_KsPiPi=3.894e+05, prevFCN = -10821057.61 nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.896e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002554, prevFCN = -10821057.61 sigC_bias_KsPiPi=0.001757, prevFCN = -10821057.61 sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002076, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7259, prevFCN = -10821057.61 sigC_frac_KsPiPi=0.7235, prevFCN = -10821057.61 sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7245, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2215, prevFCN = -10821057.61 sigC_scfa_KsPiPi=0.2207, prevFCN = -10821057.61 sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.221, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005218, prevFCN = -10821057.61 sigO_frac_KsPiPi=0.004725, prevFCN = -10821057.61 sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004919, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.501, prevFCN = -10821057.61 sigT_scfa_KsPiPi=0.4988, prevFCN = -10821057.61 sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4997, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.02832, prevFCN = -10821057.61 tBkgGMean_KsPiPi=-0.03689, prevFCN = -10821057.61 tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.03346, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2453, prevFCN = -10821057.61 tBkgGWidth_KsPiPi=0.2378, prevFCN = -10821057.61 tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2408, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.286, prevFCN = -10821057.61 tBkgJsuDelta_KsPiPi=1.283, prevFCN = -10821057.61 tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.284, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9245, prevFCN = -10821057.61 tBkgJsuFrac_KsPiPi=0.9212, prevFCN = -10821057.61 tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9225, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1536, prevFCN = -10821057.61 tBkgJsuGamma_KsPiPi=-0.1565, prevFCN = -10821057.61 tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.1553, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06772, prevFCN = -10821057.61 tBkgJsuMean_KsPiPi=0.06607, prevFCN = -10821057.61 tBkgJsuMean_KsPiPi=0.06706, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06673, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6288, prevFCN = -10821057.61 tBkgJsuWidth_KsPiPi=0.6271, prevFCN = -10821057.61 tBkgJsuWidth_KsPiPi=0.6281, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.6278, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.628, tau=0.4157, prevFCN = -10821057.61 tau=0.415, prevFCN = -10821057.61 tau=0.4154, prevFCN = -10821057.71 tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-1.741, dmSigG1Mean_KsPiPi=0.1456, tau=0.4153, prevFCN = -10821051.93 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821053.9 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821053.43 dmBkgSlope_KsPiPi=-1.741, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.07 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.51 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821055.68 dmBkgSlope_KsPiPi=-1.741, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.18 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821053.25 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821055.2 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821047.85 dmBkgSlope_KsPiPi=-1.741, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821053.81 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821056.3 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.43 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.75 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.34 dmBkgSlope_KsPiPi=-1.741, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.56 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821050.66 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.84 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.35 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.63 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821056.8 dmBkgSlope_KsPiPi=-1.741, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821053.42 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.48 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821051.06 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821057.27 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821056.96 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.72 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.53 dmBkgSlope_KsPiPi=-1.741, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.24 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.9 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821053.06 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.89 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.96 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821053.08 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.89 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821053.02 dmBkgSlope_KsPiPi=-1.741, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.87 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.44 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.48 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.83 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.88 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.75 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.33 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.69 dmBkgSlope_KsPiPi=-1.741, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.91 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.48 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.56 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.8 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.88 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.73 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.5 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.34 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.15 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821048.77 dmBkgSlope_KsPiPi=-1.741, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.78 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.39 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.46 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.57 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.77 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.46 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.62 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.68 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821051.89 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.74 dmBkgSlope_KsPiPi=-1.741, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.81 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.48 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.89 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.22 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.35 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.82 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.95 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821056.17 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821054.54 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.41 dmBkgSlope_KsPiPi=-1.741, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.81 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.39 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.51 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.61 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.79 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.46 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.59 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821051.87 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821050.84 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.22 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821050.1 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.59 dmBkgSlope_KsPiPi=-1.741, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.75 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.45 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.8 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.22 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.3 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.73 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.89 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.1 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821056.08 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821057.3 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821051.57 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821051.42 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.51 dmBkgSlope_KsPiPi=-1.741, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821050.35 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.06 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821050.57 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821054.77 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821053.68 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821053.05 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.41 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821051.17 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.97 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.15 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.14 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.56 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.88 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.5 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.93 dmBkgSlope_KsPiPi=-1.741, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.3 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.36 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821051.72 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821053.58 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821053.22 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.79 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.46 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821051.86 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.9 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821053.59 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821054.02 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.58 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.03 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.84 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821051.31 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821050.58 dmBkgSlope_KsPiPi=-1.741, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821053.36 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.55 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821053.42 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821051.63 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.08 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.62 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821053.17 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.99 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.06 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821051.84 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.54 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.81 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.42 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821053.2 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821051.46 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821051.78 dmBkgSlope_KsPiPi=-1.741, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.77 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.43 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.57 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.64 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.72 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.46 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.51 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.89 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.67 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.62 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.66 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.5 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.69 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.52 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.36 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.79 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.43 dmBkgSlope_KsPiPi=-1.741, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821052.84 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.45 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.59 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.67 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.47 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.51 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.91 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.72 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.65 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.65 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.46 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.67 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.51 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.42 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.85 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.4 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.06 dmBkgSlope_KsPiPi=-1.741, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.82 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.48 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.74 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.42 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.51 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.72 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.5 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.69 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.01 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.49 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.55 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.51 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.64 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.51 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.61 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.65 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.37 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.67 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821053.65 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821056.47 dmBkgSlope_KsPiPi=-1.741, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821052.63 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.28 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.52 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.26 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.34 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.53 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.3 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.48 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.82 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.31 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.36 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.33 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.45 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.32 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.42 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.44 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.17 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.49 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.15 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821053.68 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.18 dmBkgSlope_KsPiPi=-1.741, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821052.79 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.46 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.72 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.39 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.47 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.69 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.01 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.43 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.51 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.48 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.66 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.46 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.61 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.64 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.27 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.36 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821056.75 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821050.9 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821049.72 dmBkgSlope_KsPiPi=-1.741, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821052.66 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.45 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.48 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.7 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.66 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.73 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.49 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.5 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.02 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.75 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.97 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.46 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.51 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.53 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.23 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.11 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.81 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.48 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821051.94 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821051.77 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821053.59 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821052.43 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821052.91 dmBkgSlope_KsPiPi=-1.741, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821052.98 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.6 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.82 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.68 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.82 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.6 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.74 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.1 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.69 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.65 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.67 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.66 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.69 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.74 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.66 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.68 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.17 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821053.27 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.3 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821052.45 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821052.3 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821053.08 dmBkgSlope_KsPiPi=-1.741, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821052.74 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.43 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.6 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.55 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.59 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.72 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.46 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.57 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.92 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.6 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.62 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.57 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.66 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.53 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.39 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.63 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.52 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.88 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821051.95 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.83 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821053.4 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821053.38 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821051.86 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821053.84 dmBkgSlope_KsPiPi=-1.741, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821052.9 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.59 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.7 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.73 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.81 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.6 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.66 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.14 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.79 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.94 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.54 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.6 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.57 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.45 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.49 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.8 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.62 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821051.76 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821053.05 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.65 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821052.09 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821052.13 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821051.97 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821050.25 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821055.67 dmBkgSlope_KsPiPi=-1.741, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821053.05 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.52 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821053.02 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.22 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.46 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.75 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.51 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.86 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.93 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.35 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.06 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.78 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.75 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.74 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821053.13 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821053.21 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.2 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.75 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821053.26 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821053.08 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.38 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821051.95 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821052.05 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821054.92 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821052.58 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821052.52 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821054.34 dmBkgSlope_KsPiPi=-1.741, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.07102, prevFCN = -10821052.61 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.44 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.35 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.81 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.72 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.48 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.4 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.04 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.85 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821053.17 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.37 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.42 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.44 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.01 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821051.89 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.96 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.4 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821051.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821051.91 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821053.01 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821052.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821053.14 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821049.14 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821052.42 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821052.42 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821050.26 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821057.28 dmBkgSlope_KsPiPi=-1.741, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6324, prevFCN = -10821052.91 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.51 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.75 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.44 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.56 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.5 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.66 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821053.02 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.57 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.56 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.52 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.56 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.49 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.61 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.73 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.51 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.59 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821052.14 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821053.35 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821052.18 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821051.52 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821051.64 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821053.72 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821050.75 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821057.47 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821049.02 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821052.65 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.07102, prevFCN = -10821052.7 dmBkgSlope_KsPiPi=-1.741, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4172, prevFCN = -10821052.8 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1456, prevFCN = -10821052.45 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001431, prevFCN = -10821052.63 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7765, prevFCN = -10821052.55 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9105, prevFCN = -10821052.61 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.01905, prevFCN = -10821052.73 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821052.47 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003419, prevFCN = -10821052.58 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4123, prevFCN = -10821052.92 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8437, prevFCN = -10821052.63 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9634, prevFCN = -10821052.6 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821052.65 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005516, prevFCN = -10821052.55 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821052.68 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01159, prevFCN = -10821052.57 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.17e+04, prevFCN = -10821052.46 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.433e+05, prevFCN = -10821052.69 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.912e+05, prevFCN = -10821052.51 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.004148, prevFCN = -10821049.59 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7309, prevFCN = -10821054.14 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2233, prevFCN = -10821051.5 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.006277, prevFCN = -10821051.2 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5054, prevFCN = -10821050.93 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.01119, prevFCN = -10821052.51 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2606, prevFCN = -10821052.53 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.291, prevFCN = -10821053.28 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9309, prevFCN = -10821052.07 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1478, prevFCN = -10821053.32 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.07102, prevFCN = -10821052.01 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6324, prevFCN = -10821051.86 COVARIANCE MATRIX CALCULATED SUCCESSFULLY MIGRAD TERMINATED WITHOUT CONVERGENCE. FCN=-1.08211e+07 FROM MIGRAD STATUS=FAILED 1996 CALLS 1997 TOTAL EDM=0.0590214 STRATEGY= 1 ERR MATRIX APPROXIMATE EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -2.20790e+00 7.72343e-01 3.36221e-02 2.35690e+00 2 dmSigG1Mean_KsPiPi 1.45530e-01 3.61490e-05 8.31958e-03 2.04964e+01 3 dmSigG1Width_KsPiPi 1.39113e-03 3.55411e-05 1.17443e-02 -2.46020e+00 4 dmSigJsuDelta_KsPiPi 7.73235e-01 1.93723e-02 1.21114e-03 4.73299e+01 5 dmSigJsuFrac_KsPiPi 9.06211e-01 1.31255e-02 1.49124e-02 4.72288e+00 6 dmSigJsuGamma_KsPiPi -2.38121e-02 5.80687e-03 1.03190e-02 -2.22802e+00 7 dmSigJsuMean_KsPiPi 1.45406e-01 1.80393e-06 4.21652e-04 1.84049e+02 8 dmSigJsuWidth_KsPiPi 3.39960e-04 4.77974e-06 1.27023e-03 -4.29479e+01 9 mDContCombC1_KsPiPi -4.24580e-01 5.44345e-03 1.22333e-04 -7.70593e+01 10 mDSigG1Frac_KsPiPi 8.39709e-01 6.08220e-03 1.10411e-02 6.03725e-01 11 mDSigG1G2Frac_KsPiPi 9.61019e-01 3.21223e-03 1.22998e-02 8.37744e-01 12 mDSigG1Mean_KsPiPi 1.86453e+00 1.59166e-05 1.80766e-04 -1.77938e+01 13 mDSigG1Width_KsPiPi 5.49377e-03 2.31362e-05 9.78858e-04 4.16114e+00 14 mDSigG2Mean_KsPiPi 1.86207e+00 1.32943e-04 1.30791e-03 -1.97655e+01 15 mDSigG2Width_KsPiPi 1.14188e-02 2.91465e-04 5.44506e-03 2.17374e+00 16 nDstarContGoodD_KsPiPi 2.09779e+04 1.78603e+03 4.93063e-04 -1.33208e+01 17 nDstarSigFakeD_KsPiPi 1.42315e+05 5.27214e+02 2.64503e-04 -3.54014e+00 18 nDstarSigGoodD_KsPiPi 3.89659e+05 1.86677e+03 2.39364e-04 1.84791e+01 19 sigC_bias_KsPiPi 2.15586e-03 1.21253e-03 1.99200e-03 5.74823e+00 20 sigC_frac_KsPiPi 7.24698e-01 1.21659e-02 1.38719e-02 3.38251e-01 21 sigC_scfa_KsPiPi 2.21115e-01 2.55041e-03 3.47032e-03 -2.80022e+00 22 sigO_frac_KsPiPi 4.96824e-03 7.35651e-04 1.75292e-02 -3.20630e-01 23 sigT_scfa_KsPiPi 4.99940e-01 8.14066e-03 3.64581e-03 -7.42529e-01 24 tBkgGMean_KsPiPi -3.26023e-02 1.84712e-02 4.28332e-03 4.67706e+00 25 tBkgGWidth_KsPiPi 2.41550e-01 1.04076e-02 1.21689e-02 2.63756e-01 26 tBkgJsuDelta_KsPiPi 1.28464e+00 1.29190e-02 1.93416e-03 1.76601e+00 27 tBkgJsuFrac_KsPiPi 9.22854e-01 1.34931e-02 3.10872e-02 4.41810e-01 28 tBkgJsuGamma_KsPiPi -1.55038e-01 1.35204e-02 5.88982e-03 2.90573e-01 29 tBkgJsuMean_KsPiPi 6.68917e-02 1.12817e-02 8.25130e-04 2.93859e+00 30 tBkgJsuWidth_KsPiPi 6.27955e-01 1.24194e-02 2.69527e-03 -4.39330e+00 31 tau 4.15339e-01 1.18520e-03 4.37084e-03 -4.16655e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 62 NPAR= 31 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 5.971e-01 7.445e-06 1.307e-09 5.295e-06 6.410e-10 1.263e-09 -1.311e-02 -8.376e-08 9.355e-08 3.753e-04 8.927e-03 1.471e-07 6.923e-08 -2.332e-04 1.724e-04 -3.946e-04 1.462e-07 6.936e-08 2.915e-05 -1.075e-05 3.372e-05 -8.869e-08 3.085e-11 1.577e-11 6.925e-09 -2.780e-09 8.770e-09 3.254e-12 -2.515e-06 1.593e-11 6.712e-11 8.271e-08 -4.132e-08 9.124e-09 2.087e-12 2.285e-11 1.273e-05 1.285e-09 6.138e-10 -1.262e-07 1.598e-07 -1.888e-08 -2.666e-12 2.238e-11 2.963e-05 -5.167e-06 2.522e-11 1.874e-10 9.623e-08 1.023e-07 -2.112e-08 -4.253e-12 9.690e-11 4.140e-06 3.700e-05 2.804e-05 5.095e-10 2.819e-10 -3.933e-07 3.234e-07 -8.148e-09 -7.743e-13 -1.169e-10 3.580e-06 4.060e-06 1.032e-05 -5.787e-08 -2.981e-12 -1.812e-12 5.358e-10 -5.181e-10 4.268e-11 2.730e-14 -1.533e-14 -5.616e-09 -3.727e-08 -1.916e-08 -5.787e-08 -2.981e-12 -1.812e-12 5.358e-10 -5.181e-10 4.268e-11 2.730e-14 -1.533e-14 -5.616e-09 -3.727e-08 -1.916e-08 2.533e-10 -1.330e-08 2.162e-12 3.729e-12 -5.179e-10 6.846e-10 7.089e-11 2.444e-14 1.371e-13 1.867e-08 1.228e-07 2.979e-08 -1.330e-08 2.162e-12 3.729e-12 -5.179e-10 6.846e-10 7.089e-11 2.444e-14 1.371e-13 1.867e-08 1.228e-07 2.979e-08 -1.474e-10 5.353e-10 6.461e-08 -2.280e-11 -1.170e-11 -1.398e-09 -2.664e-09 6.938e-10 -3.356e-15 -2.502e-12 -1.757e-07 -5.264e-07 -7.984e-08 6.461e-08 -2.280e-11 -1.170e-11 -1.398e-09 -2.664e-09 6.938e-10 -3.356e-15 -2.502e-12 -1.757e-07 -5.264e-07 -7.984e-08 -1.063e-10 -1.789e-09 1.767e-08 2.877e-07 1.248e-11 1.491e-11 -7.617e-09 6.094e-09 -1.207e-09 -1.377e-13 5.040e-13 3.442e-07 1.187e-06 7.557e-07 2.877e-07 1.248e-11 1.491e-11 -7.617e-09 6.094e-09 -1.207e-09 -1.377e-13 5.040e-13 3.442e-07 1.187e-06 7.557e-07 -2.397e-09 4.829e-09 -1.776e-08 8.495e-08 -1.313e+03 -1.654e-02 -9.319e-03 3.208e+01 -2.171e+01 1.578e+00 3.868e-04 6.257e-03 -1.530e-02 5.983e-02 -1.308e-01 -1.313e+03 -1.654e-02 -9.319e-03 3.208e+01 -2.171e+01 1.578e+00 3.868e-04 6.257e-03 -1.530e-02 5.983e-02 -1.308e-01 1.058e-04 2.452e-04 -1.348e-03 9.019e-05 3.190e+06 1.910e+01 1.098e-04 -1.638e-05 -1.891e-01 1.717e-01 -1.003e-02 -2.981e-06 -5.145e-05 -3.907e-02 -1.717e-01 2.502e-01 1.910e+01 1.098e-04 -1.638e-05 -1.891e-01 1.717e-01 -1.003e-02 -2.981e-06 -5.145e-05 -3.907e-02 -1.717e-01 2.502e-01 3.195e-05 -5.953e-04 4.594e-03 -2.472e-03 -1.043e+05 2.780e+05 1.294e+03 1.642e-02 9.321e-03 -3.189e+01 2.154e+01 -1.570e+00 -3.842e-04 -6.206e-03 5.429e-02 1.122e-01 -1.200e-01 1.294e+03 1.642e-02 9.321e-03 -3.189e+01 2.154e+01 -1.570e+00 -3.842e-04 -6.206e-03 5.429e-02 1.122e-01 -1.200e-01 -1.367e-04 3.507e-04 -3.249e-03 2.373e-03 -3.064e+06 -3.125e+04 3.485e+06 3.197e-06 -2.268e-11 -5.204e-11 -7.183e-08 5.645e-08 -6.805e-09 -1.917e-12 -1.607e-11 -5.142e-08 7.546e-10 -3.966e-09 3.197e-06 -2.268e-11 -5.204e-11 -7.183e-08 5.645e-08 -6.805e-09 -1.917e-12 -1.607e-11 -5.142e-08 7.546e-10 -3.966e-09 1.271e-10 -6.488e-11 9.328e-10 -1.182e-09 -1.509e-02 1.566e-02 -6.776e-04 1.470e-06 8.858e-06 6.801e-11 -3.968e-10 -9.269e-08 1.673e-07 3.568e-08 7.523e-12 -3.342e-11 -2.827e-07 7.273e-08 9.505e-08 8.858e-06 6.801e-11 -3.968e-10 -9.269e-08 1.673e-07 3.568e-08 7.523e-12 -3.342e-11 -2.827e-07 7.273e-08 9.505e-08 3.565e-10 -1.447e-10 6.283e-09 1.172e-09 -4.519e-02 1.130e-01 -6.858e-02 -5.080e-07 1.480e-04 2.673e-06 3.527e-11 -4.313e-11 -8.359e-08 5.620e-08 1.463e-09 5.955e-13 -1.772e-11 -8.117e-09 -5.302e-09 2.422e-08 2.673e-06 3.527e-11 -4.313e-11 -8.359e-08 5.620e-08 1.463e-09 5.955e-13 -1.772e-11 -8.117e-09 -5.302e-09 2.422e-08 -2.002e-11 5.374e-11 5.590e-10 8.089e-10 -1.039e-02 5.734e-03 4.549e-03 4.381e-07 2.766e-05 6.505e-06 -5.374e-07 -3.746e-11 -1.560e-11 7.013e-09 -1.725e-08 -3.998e-09 -1.355e-12 1.367e-12 2.675e-08 -4.166e-09 -1.260e-10 -5.374e-07 -3.746e-11 -1.560e-11 7.013e-09 -1.725e-08 -3.998e-09 -1.355e-12 1.367e-12 2.675e-08 -4.166e-09 -1.260e-10 -3.444e-11 4.583e-11 -5.926e-10 3.352e-10 3.106e-03 -1.022e-02 7.284e-03 8.924e-08 -3.888e-06 -5.761e-07 5.412e-07 5.372e-06 1.437e-10 -2.352e-11 -1.119e-07 9.665e-08 1.397e-08 6.729e-12 -1.221e-11 4.311e-08 -1.059e-07 5.103e-08 5.372e-06 1.437e-10 -2.352e-11 -1.119e-07 9.665e-08 1.397e-08 6.729e-12 -1.221e-11 4.311e-08 -1.059e-07 5.103e-08 1.158e-11 -8.339e-11 4.865e-10 -8.689e-10 -2.128e-02 7.459e-03 1.331e-02 -1.968e-07 9.132e-05 1.599e-05 -3.419e-06 5.372e-06 1.437e-10 -2.352e-11 -1.119e-07 9.665e-08 1.397e-08 6.729e-12 -1.221e-11 4.311e-08 -1.059e-07 5.103e-08 1.158e-11 -8.339e-11 4.865e-10 -8.689e-10 -2.128e-02 7.459e-03 1.331e-02 -1.968e-07 9.132e-05 1.599e-05 -3.419e-06 6.627e-05 2.486e-05 3.588e-10 -4.947e-11 -1.002e-06 5.094e-07 -2.178e-08 -1.001e-11 -2.300e-10 -4.153e-08 -1.659e-08 2.931e-07 2.486e-05 3.588e-10 -4.947e-11 -1.002e-06 5.094e-07 -2.178e-08 -1.001e-11 -2.300e-10 -4.153e-08 -1.659e-08 2.931e-07 -7.832e-10 1.003e-09 7.087e-09 1.464e-08 -1.080e-01 8.551e-03 9.947e-02 -2.921e-07 1.559e-05 7.157e-06 8.072e-07 2.486e-05 3.588e-10 -4.947e-11 -1.002e-06 5.094e-07 -2.178e-08 -1.001e-11 -2.300e-10 -4.153e-08 -1.659e-08 2.931e-07 -7.832e-10 1.003e-09 7.087e-09 1.464e-08 -1.080e-01 8.551e-03 9.947e-02 -2.921e-07 1.559e-05 7.157e-06 8.072e-07 -1.770e-06 3.412e-04 -1.932e-05 -2.891e-11 -7.064e-11 4.255e-07 -2.866e-07 4.384e-08 6.273e-12 8.213e-11 -9.944e-09 1.685e-07 -4.829e-08 -1.932e-05 -2.891e-11 -7.064e-11 4.255e-07 -2.866e-07 4.384e-08 6.273e-12 8.213e-11 -9.944e-09 1.685e-07 -4.829e-08 -1.870e-10 4.652e-10 -1.460e-09 8.058e-09 8.038e-02 -4.431e-02 -3.544e-02 -9.681e-07 1.371e-05 1.552e-06 -3.801e-07 -1.932e-05 -2.891e-11 -7.064e-11 4.255e-07 -2.866e-07 4.384e-08 6.273e-12 8.213e-11 -9.944e-09 1.685e-07 -4.829e-08 -1.870e-10 4.652e-10 -1.460e-09 8.058e-09 8.038e-02 -4.431e-02 -3.544e-02 -9.681e-07 1.371e-05 1.552e-06 -3.801e-07 9.331e-06 -1.073e-05 1.083e-04 -3.576e-06 -2.249e-10 -7.348e-11 5.427e-07 -2.987e-07 1.575e-08 6.145e-12 1.065e-10 1.670e-07 -1.245e-07 6.988e-08 -3.576e-06 -2.249e-10 -7.348e-11 5.427e-07 -2.987e-07 1.575e-08 6.145e-12 1.065e-10 1.670e-07 -1.245e-07 6.988e-08 -9.080e-12 -7.799e-10 -3.377e-09 -8.956e-09 2.691e-03 7.141e-02 -7.679e-02 -5.117e-09 -1.461e-05 -3.236e-06 9.658e-07 -3.576e-06 -2.249e-10 -7.348e-11 5.427e-07 -2.987e-07 1.575e-08 6.145e-12 1.065e-10 1.670e-07 -1.245e-07 6.988e-08 -9.080e-12 -7.799e-10 -3.377e-09 -8.956e-09 2.691e-03 7.141e-02 -7.679e-02 -5.117e-09 -1.461e-05 -3.236e-06 9.658e-07 -1.038e-05 2.407e-05 -3.967e-05 1.669e-04 6.782e-06 7.526e-11 -1.343e-10 -4.707e-07 2.272e-07 -3.843e-09 -8.106e-12 -1.218e-10 -2.274e-07 1.145e-07 1.428e-07 6.782e-06 7.526e-11 -1.343e-10 -4.707e-07 2.272e-07 -3.843e-09 -8.106e-12 -1.218e-10 -2.274e-07 1.145e-07 1.428e-07 -3.617e-10 8.055e-10 8.012e-09 1.428e-08 -2.865e-02 -6.409e-03 3.631e-02 -8.255e-07 1.989e-05 5.462e-06 3.594e-07 6.782e-06 7.526e-11 -1.343e-10 -4.707e-07 2.272e-07 -3.843e-09 -8.106e-12 -1.218e-10 -2.274e-07 1.145e-07 1.428e-07 -3.617e-10 8.055e-10 8.012e-09 1.428e-08 -2.865e-02 -6.409e-03 3.631e-02 -8.255e-07 1.989e-05 5.462e-06 3.594e-07 5.498e-06 9.923e-05 -1.502e-05 -8.897e-05 1.822e-04 -3.250e-05 -4.343e-10 2.688e-10 7.700e-07 -5.257e-07 2.547e-08 1.411e-11 1.829e-10 -1.144e-08 -1.241e-07 -4.253e-07 -3.250e-05 -4.343e-10 2.688e-10 7.700e-07 -5.257e-07 2.547e-08 1.411e-11 1.829e-10 -1.144e-08 -1.241e-07 -4.253e-07 3.507e-10 -6.943e-10 -1.364e-09 -1.563e-08 1.464e-01 -1.298e-01 -1.769e-02 -4.017e-07 -1.967e-05 -5.758e-06 -9.727e-07 -3.250e-05 -4.343e-10 2.688e-10 7.700e-07 -5.257e-07 2.547e-08 1.411e-11 1.829e-10 -1.144e-08 -1.241e-07 -4.253e-07 3.507e-10 -6.943e-10 -1.364e-09 -1.563e-08 1.464e-01 -1.298e-01 -1.769e-02 -4.017e-07 -1.967e-05 -5.758e-06 -9.727e-07 -5.087e-06 -1.565e-04 -4.135e-06 4.344e-05 -1.321e-04 1.828e-04 1.227e-05 1.258e-10 4.167e-10 3.091e-07 -1.391e-07 -2.897e-09 7.790e-12 7.769e-11 3.698e-07 -5.130e-07 2.626e-07 1.227e-05 1.258e-10 4.167e-10 3.091e-07 -1.391e-07 -2.897e-09 7.790e-12 7.769e-11 3.698e-07 -5.130e-07 2.626e-07 -1.823e-10 -1.520e-09 -2.056e-09 -1.410e-08 -8.163e-02 1.195e-01 -3.864e-02 -1.120e-07 -1.762e-05 -5.236e-06 -6.481e-07 1.227e-05 1.258e-10 4.167e-10 3.091e-07 -1.391e-07 -2.897e-09 7.790e-12 7.769e-11 3.698e-07 -5.130e-07 2.626e-07 -1.823e-10 -1.520e-09 -2.056e-09 -1.410e-08 -8.163e-02 1.195e-01 -3.864e-02 -1.120e-07 -1.762e-05 -5.236e-06 -6.481e-07 -3.654e-06 -1.476e-04 1.405e-06 4.132e-05 -1.244e-04 1.456e-04 1.273e-04 -1.016e-05 -2.356e-12 7.188e-11 6.390e-07 -3.278e-07 2.547e-08 1.109e-11 1.422e-10 3.323e-07 1.271e-08 -2.316e-08 -1.016e-05 -2.356e-12 7.188e-11 6.390e-07 -3.278e-07 2.547e-08 1.109e-11 1.422e-10 3.323e-07 1.271e-08 -2.316e-08 -7.948e-11 -4.882e-10 -1.067e-08 -7.159e-09 4.620e-02 2.715e-02 -7.552e-02 2.693e-07 -1.806e-05 -4.237e-06 4.210e-07 -1.016e-05 -2.356e-12 7.188e-11 6.390e-07 -3.278e-07 2.547e-08 1.109e-11 1.422e-10 3.323e-07 1.271e-08 -2.316e-08 -7.948e-11 -4.882e-10 -1.067e-08 -7.159e-09 4.620e-02 2.715e-02 -7.552e-02 2.693e-07 -1.806e-05 -4.237e-06 4.210e-07 -1.031e-05 -9.901e-06 -3.043e-05 1.492e-04 -1.258e-04 7.673e-05 7.157e-05 1.542e-04 -1.353e-06 -6.732e-11 -4.244e-11 3.938e-08 -1.999e-08 4.980e-09 4.184e-13 3.124e-12 -1.025e-07 9.833e-09 -1.964e-08 -1.353e-06 -6.732e-11 -4.244e-11 3.938e-08 -1.999e-08 4.980e-09 4.184e-13 3.124e-12 -1.025e-07 9.833e-09 -1.964e-08 1.106e-10 -9.083e-11 2.425e-09 -8.996e-10 2.181e-03 1.309e-02 -1.500e-02 -9.296e-07 5.314e-07 -3.641e-07 -1.233e-07 -1.353e-06 -6.732e-11 -4.244e-11 3.938e-08 -1.999e-08 4.980e-09 4.184e-13 3.124e-12 -1.025e-07 9.833e-09 -1.964e-08 1.106e-10 -9.083e-11 2.425e-09 -8.996e-10 2.181e-03 1.309e-02 -1.500e-02 -9.296e-07 5.314e-07 -3.641e-07 -1.233e-07 -2.840e-07 4.525e-07 7.033e-07 -5.428e-08 8.784e-07 6.139e-07 -1.277e-07 -4.851e-07 1.405e-06 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 0.95878 1.000 0.267 0.193 -0.876 0.880 -0.088 -0.064 -0.681 0.003 -0.001 0.011 -0.005 -0.001 0.001 0.001 -0.951 2 0.85993 0.267 1.000 0.499 -0.120 0.310 0.696 0.473 0.092 0.007 0.000 0.004 -0.005 0.003 -0.005 0.001 -0.256 3 0.87156 0.193 0.499 1.000 0.136 0.148 0.336 0.246 0.395 0.003 0.001 0.002 -0.003 0.005 -0.002 0.001 -0.147 4 0.99731 -0.876 -0.120 0.136 1.000 -0.917 0.259 0.198 0.893 -0.001 0.001 -0.006 0.002 -0.001 -0.001 -0.001 0.927 5 0.98917 0.880 0.310 0.148 -0.917 1.000 -0.141 -0.117 -0.658 0.002 0.001 0.008 -0.002 0.002 -0.002 0.002 -0.926 6 0.92895 -0.088 0.696 0.336 0.259 -0.141 1.000 0.837 0.329 -0.001 -0.001 -0.000 0.000 0.001 0.001 -0.001 0.152 7 0.85859 -0.064 0.473 0.246 0.198 -0.117 0.837 1.000 0.242 -0.000 -0.000 -0.000 0.001 0.001 -0.000 -0.000 0.120 8 0.98404 -0.681 0.092 0.395 0.893 -0.658 0.329 0.242 1.000 0.001 0.003 -0.008 -0.000 0.001 -0.004 0.000 0.733 9 0.30763 0.003 0.007 0.003 -0.001 0.002 -0.001 -0.000 0.001 1.000 0.125 0.205 -0.065 0.148 -0.243 0.217 -0.002 10 0.95585 -0.001 0.000 0.001 0.001 0.001 -0.001 -0.000 0.003 0.125 1.000 0.208 -0.385 0.872 -0.651 0.670 0.006 11 0.94570 0.011 0.004 0.002 -0.006 0.008 -0.000 -0.000 -0.008 0.205 0.208 1.000 -0.375 0.401 -0.187 0.807 -0.023 12 0.66517 -0.005 -0.005 -0.003 0.002 -0.002 0.000 0.001 -0.000 -0.065 -0.385 -0.375 1.000 -0.400 -0.050 -0.517 0.004 13 0.90719 -0.001 0.003 0.005 -0.001 0.002 0.001 0.001 0.001 0.148 0.872 0.401 -0.400 1.000 -0.582 0.716 0.006 14 0.76288 0.001 -0.005 -0.002 -0.001 -0.002 0.001 -0.000 -0.004 -0.243 -0.651 -0.187 -0.050 -0.582 1.000 -0.458 -0.006 15 0.96559 0.001 0.001 0.001 -0.001 0.002 -0.001 -0.000 0.000 0.217 0.670 0.807 -0.517 0.716 -0.458 1.000 0.000 16 0.98434 -0.951 -0.256 -0.147 0.927 -0.926 0.152 0.120 0.733 -0.002 0.006 -0.023 0.004 0.006 -0.006 0.000 1.000 17 0.55385 0.047 0.006 -0.001 -0.019 0.025 -0.003 -0.003 -0.020 -0.014 -0.054 0.148 0.004 -0.049 0.066 -0.016 -0.111 1.000 -0.032 0.024 0.018 0.004 -0.026 0.002 0.001 -0.008 0.010 -0.001 -0.018 0.020 0.004 0.021 18 0.93612 0.897 0.243 0.140 -0.882 0.879 -0.145 -0.114 -0.696 0.005 0.010 -0.020 -0.005 0.008 -0.013 0.004 -0.919 -0.032 1.000 -0.000 -0.003 0.001 0.005 0.001 0.003 -0.002 -0.003 0.001 -0.001 -0.002 -0.003 -0.007 19 0.68996 0.003 -0.001 -0.001 -0.003 0.004 -0.001 -0.001 -0.003 -0.008 0.000 -0.001 0.007 -0.002 0.006 -0.003 -0.007 0.024 -0.000 1.000 -0.034 0.142 0.100 -0.020 -0.013 -0.077 -0.000 -0.050 -0.025 -0.008 0.018 -0.647 20 0.97451 0.001 0.000 -0.001 -0.000 0.001 0.001 0.000 -0.001 -0.004 0.001 0.002 0.002 -0.001 0.004 0.000 -0.002 0.018 -0.003 -0.034 1.000 0.891 -0.434 0.922 0.069 0.108 -0.093 0.121 -0.120 -0.128 -0.120 0.037 21 0.92690 0.001 0.000 -0.000 -0.002 0.002 0.000 0.000 -0.001 -0.001 -0.000 0.003 -0.000 0.001 0.002 0.001 -0.002 0.004 0.001 0.142 0.891 1.000 -0.307 0.770 0.152 0.058 -0.098 0.159 -0.167 -0.182 -0.134 -0.120 22 0.67800 -0.001 -0.001 -0.001 0.000 -0.002 -0.001 -0.001 0.000 0.007 -0.001 -0.000 -0.003 0.003 -0.006 0.002 0.002 -0.026 0.005 0.100 -0.434 -0.307 1.000 -0.571 0.059 -0.050 0.102 0.036 -0.098 -0.078 0.046 -0.141 23 0.95554 0.001 0.000 -0.000 -0.001 0.001 0.000 0.000 -0.000 0.001 -0.002 0.002 0.000 -0.000 0.000 -0.000 -0.001 0.002 0.001 -0.020 0.922 0.770 -0.571 1.000 -0.012 0.110 -0.099 0.050 -0.046 -0.040 -0.102 -0.029 24 0.85923 0.002 0.001 -0.000 -0.003 0.002 -0.000 -0.000 -0.003 -0.000 -0.000 0.005 -0.003 0.002 0.003 0.003 -0.003 0.001 0.003 -0.013 0.069 0.152 0.059 -0.012 1.000 -0.056 0.101 0.398 -0.627 -0.708 -0.043 0.021 25 0.61088 -0.002 -0.000 -0.000 0.002 -0.002 0.001 0.000 0.002 -0.000 0.003 -0.001 -0.001 0.002 -0.001 0.003 0.004 -0.008 -0.002 -0.077 0.108 0.058 -0.050 0.110 -0.056 1.000 -0.295 -0.107 -0.029 0.012 -0.235 0.057 26 0.97540 -0.000 -0.000 -0.000 0.002 -0.002 0.000 0.000 0.002 0.002 -0.002 0.002 -0.000 -0.003 -0.002 -0.002 0.000 0.010 -0.003 -0.000 -0.093 -0.098 0.102 -0.099 0.101 -0.295 1.000 -0.510 0.249 0.283 0.930 -0.004 27 0.96263 0.001 0.000 -0.000 -0.002 0.001 -0.000 -0.000 -0.002 -0.003 0.001 0.003 -0.002 0.003 0.004 0.004 -0.001 -0.001 0.001 -0.050 0.121 0.159 0.036 0.050 0.398 -0.107 -0.510 1.000 -0.724 -0.817 -0.750 0.055 28 0.97161 -0.003 -0.001 0.001 0.003 -0.003 0.000 0.001 0.003 -0.000 -0.002 -0.010 0.002 -0.002 -0.001 -0.004 0.006 -0.018 -0.001 -0.025 -0.120 -0.167 -0.098 -0.046 -0.627 -0.029 0.249 -0.724 1.000 0.955 0.457 0.038 29 0.98696 0.001 0.000 0.001 0.001 -0.001 -0.000 0.000 0.001 0.006 -0.007 0.007 -0.001 -0.006 -0.001 -0.004 -0.004 0.020 -0.002 -0.008 -0.128 -0.182 -0.078 -0.040 -0.708 0.012 0.283 -0.817 0.955 1.000 0.511 -0.010 30 0.98740 -0.001 -0.000 0.000 0.003 -0.002 0.000 0.000 0.002 0.005 0.000 -0.001 -0.000 -0.002 -0.006 -0.002 0.002 0.004 -0.003 0.018 -0.120 -0.134 0.046 -0.102 -0.043 -0.235 0.930 -0.750 0.457 0.511 1.000 -0.033 31 0.71696 -0.001 -0.002 -0.001 0.002 -0.001 0.001 0.000 0.001 -0.016 0.001 -0.005 0.006 -0.003 0.015 -0.003 0.001 0.021 -0.007 -0.647 0.037 -0.120 -0.141 -0.029 0.021 0.057 -0.004 0.055 0.038 -0.010 -0.033 1.000 ERR MATRIX APPROXIMATE Command timer: Real time 4:10:26, CP time 15025.630 Session timer: Real time 4:11:02, CP time 15061.830, 2 slices ********** ** 20 **HESSE 1.55e+04 ********** prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.228, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.58 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.65 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.00139, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7726, prevFCN = -10821057.62 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.906, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02401, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.62 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.0003399, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4251, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8395, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.9609, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005493, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01141, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.095e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.896e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002076, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7245, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.221, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004919, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4997, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.03346, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2408, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.284, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9225, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.1553, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06706, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06673, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6281, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.6278, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.628, tau=0.4154, prevFCN = -10821057.71 tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.204, tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.212, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.7 dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.72 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7734, prevFCN = -10821057.71 dmSigJsuDelta_KsPiPi=0.7731, prevFCN = -10821057.71 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.9062, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02377, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02385, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.71 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.71 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.0003399, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4245, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4247, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4246, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4246, prevFCN = -10821057.71 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.71 mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.71 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005494, prevFCN = -10821057.71 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01142, prevFCN = -10821057.71 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.097e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, prevFCN = -10821057.71 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.896e+05, prevFCN = -10821057.71 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002172, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.00214, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7246, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004978, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004958, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03243, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.03277, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2417, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2414, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2416, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2415, prevFCN = -10821057.71 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9228, prevFCN = -10821057.71 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.1551, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06692, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06686, prevFCN = -10821057.71 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.6279, prevFCN = -10821057.71 tBkgJsuWidth_KsPiPi=0.628, tau=0.4154, prevFCN = -10821057.71 tau=0.4153, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, dmSigG1Mean_KsPiPi=0.1455, tau=0.4153, prevFCN = -10821057.56 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.58 dmBkgSlope_KsPiPi=-2.188, dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.58 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.47 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.62 dmBkgSlope_KsPiPi=-2.188, dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.58 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.55 dmBkgSlope_KsPiPi=-2.188, dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.61 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.58 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.39 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.59 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.48 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.59 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.63 dmBkgSlope_KsPiPi=-2.188, dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.58 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.63 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.71 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmBkgSlope_KsPiPi=-2.188, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.47 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.61 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.49 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.6 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.61 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.49 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.61 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.6 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.6 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.61 dmBkgSlope_KsPiPi=-2.188, mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 dmBkgSlope_KsPiPi=-2.188, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.59 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.61 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.7 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.71 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.71 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.71 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.71 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.7 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06706, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.7 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.6 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.6 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.7 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.7 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.71 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.71 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.7 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.7 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.71 dmBkgSlope_KsPiPi=-2.188, tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6281, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.71 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.71 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.71 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.7 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.7 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06706, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.188, tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.628, tau=0.4154, prevFCN = -10821057.7 dmBkgSlope_KsPiPi=-2.208, dmSigG1Mean_KsPiPi=0.1455, prevFCN = -10821057.57 dmSigG1Mean_KsPiPi=0.1455, dmSigG1Width_KsPiPi=0.001393, prevFCN = -10821057.71 dmSigG1Width_KsPiPi=0.001391, dmSigJsuDelta_KsPiPi=0.7739, prevFCN = -10821057.59 dmSigJsuDelta_KsPiPi=0.7732, dmSigJsuFrac_KsPiPi=0.9064, prevFCN = -10821057.7 dmSigJsuFrac_KsPiPi=0.9062, dmSigJsuGamma_KsPiPi=-0.02361, prevFCN = -10821057.7 dmSigJsuGamma_KsPiPi=-0.02381, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -10821057.59 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.00034, prevFCN = -10821057.71 dmSigJsuWidth_KsPiPi=0.00034, mDContCombC1_KsPiPi=-0.4241, prevFCN = -10821057.7 mDContCombC1_KsPiPi=-0.4246, mDSigG1Frac_KsPiPi=0.8399, prevFCN = -10821057.7 mDSigG1Frac_KsPiPi=0.8397, mDSigG1G2Frac_KsPiPi=0.9611, prevFCN = -10821057.7 mDSigG1G2Frac_KsPiPi=0.961, mDSigG1Mean_KsPiPi=1.865, prevFCN = -10821057.61 mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005495, prevFCN = -10821057.7 mDSigG1Width_KsPiPi=0.005494, mDSigG2Mean_KsPiPi=1.862, prevFCN = -10821057.71 mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01143, prevFCN = -10821057.7 mDSigG2Width_KsPiPi=0.01142, nDstarContGoodD_KsPiPi=2.101e+04, prevFCN = -10821057.7 nDstarContGoodD_KsPiPi=2.098e+04, nDstarSigFakeD_KsPiPi=1.424e+05, prevFCN = -10821057.7 nDstarSigFakeD_KsPiPi=1.423e+05, nDstarSigGoodD_KsPiPi=3.897e+05, prevFCN = -10821057.7 nDstarSigGoodD_KsPiPi=3.897e+05, sigC_bias_KsPiPi=0.002236, prevFCN = -10821057.7 sigC_bias_KsPiPi=0.002156, sigC_frac_KsPiPi=0.7249, prevFCN = -10821057.71 sigC_frac_KsPiPi=0.7247, sigC_scfa_KsPiPi=0.2212, prevFCN = -10821057.7 sigC_scfa_KsPiPi=0.2211, sigO_frac_KsPiPi=0.005018, prevFCN = -10821057.7 sigO_frac_KsPiPi=0.004968, sigT_scfa_KsPiPi=0.5002, prevFCN = -10821057.7 sigT_scfa_KsPiPi=0.4999, tBkgGMean_KsPiPi=-0.03175, prevFCN = -10821057.7 tBkgGMean_KsPiPi=-0.0326, tBkgGWidth_KsPiPi=0.2423, prevFCN = -10821057.7 tBkgGWidth_KsPiPi=0.2415, tBkgJsuDelta_KsPiPi=1.285, prevFCN = -10821057.71 tBkgJsuDelta_KsPiPi=1.285, tBkgJsuFrac_KsPiPi=0.9232, prevFCN = -10821057.7 tBkgJsuFrac_KsPiPi=0.9229, tBkgJsuGamma_KsPiPi=-0.1547, prevFCN = -10821057.71 tBkgJsuGamma_KsPiPi=-0.155, tBkgJsuMean_KsPiPi=0.06706, prevFCN = -10821057.7 tBkgJsuMean_KsPiPi=0.06689, tBkgJsuWidth_KsPiPi=0.6281, prevFCN = -10821057.7 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-1.08211e+07 FROM HESSE STATUS=OK 596 CALLS 2593 TOTAL EDM=0.101732 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 dmBkgSlope_KsPiPi -2.20790e+00 5.67910e-01 1.34488e-03 1.27251e+00 2 dmSigG1Mean_KsPiPi 1.45530e-01 5.76909e-05 1.66392e-03 1.06158e-01 3 dmSigG1Width_KsPiPi 1.39113e-03 4.32089e-05 4.69770e-04 -8.31832e-01 4 dmSigJsuDelta_KsPiPi 7.73235e-01 1.65517e-02 2.42228e-04 -1.00723e+00 5 dmSigJsuFrac_KsPiPi 9.06211e-01 9.34431e-03 5.96495e-04 9.48295e-01 6 dmSigJsuGamma_KsPiPi -2.38121e-02 1.13070e-02 4.12762e-04 1.47316e+00 7 dmSigJsuMean_KsPiPi 1.45406e-01 3.23711e-06 8.43304e-05 8.12045e-02 8 dmSigJsuWidth_KsPiPi 3.39960e-04 5.00320e-06 5.08091e-05 -1.25815e+00 9 mDContCombC1_KsPiPi -4.24580e-01 5.83340e-03 4.89331e-06 -4.24582e-03 10 mDSigG1Frac_KsPiPi 8.39709e-01 7.86570e-03 4.41645e-04 7.46970e-01 11 mDSigG1G2Frac_KsPiPi 9.61019e-01 3.99252e-03 4.91991e-04 1.17331e+00 12 mDSigG1Mean_KsPiPi 1.86453e+00 1.71140e-05 3.61532e-05 9.70103e-02 13 mDSigG1Width_KsPiPi 5.49377e-03 2.99595e-05 3.91543e-05 -1.10179e+00 14 mDSigG2Mean_KsPiPi 1.86207e+00 1.66806e-04 5.23163e-05 8.05603e-02 15 mDSigG2Width_KsPiPi 1.14188e-02 3.99924e-04 2.17803e-04 -8.84185e-01 16 nDstarContGoodD_KsPiPi 2.09779e+04 1.30687e+03 1.97225e-05 -1.54183e+00 17 nDstarSigFakeD_KsPiPi 1.42315e+05 5.28158e+02 1.05801e-05 -1.49533e+00 18 nDstarSigGoodD_KsPiPi 3.89659e+05 1.43647e+03 9.57456e-06 -1.44587e+00 19 sigC_bias_KsPiPi 2.15586e-03 1.21536e-03 7.96801e-05 2.15586e-03 20 sigC_frac_KsPiPi 7.24698e-01 1.25947e-02 5.54877e-04 4.66089e-01 21 sigC_scfa_KsPiPi 2.21115e-01 2.60919e-03 1.38813e-04 -8.94307e-01 22 sigO_frac_KsPiPi 4.96824e-03 7.56608e-04 7.01168e-04 -1.42971e+00 23 sigT_scfa_KsPiPi 4.99940e-01 8.57181e-03 1.45833e-04 -9.27936e-01 24 tBkgGMean_KsPiPi -3.26023e-02 1.96120e-02 1.71333e-04 -6.52050e-03 25 tBkgGWidth_KsPiPi 2.41550e-01 1.74334e-02 4.86756e-04 -1.25876e+00 26 tBkgJsuDelta_KsPiPi 1.28464e+00 1.57806e-02 7.73664e-05 -8.37648e-01 27 tBkgJsuFrac_KsPiPi 9.22854e-01 2.12720e-02 1.24349e-03 1.00789e+00 28 tBkgJsuGamma_KsPiPi -1.55038e-01 1.27088e-02 2.35593e-04 1.32112e+00 29 tBkgJsuMean_KsPiPi 6.68917e-02 1.07454e-02 3.30052e-05 1.33787e-02 30 tBkgJsuWidth_KsPiPi 6.27955e-01 1.67817e-02 1.07811e-04 -8.46330e-01 31 tau 4.15339e-01 1.18941e-03 1.74834e-04 -3.03903e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 62 NPAR= 31 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 3.227e-01 -3.279e-06 3.328e-09 -1.002e-08 1.670e-09 1.867e-09 -6.714e-03 4.914e-07 3.998e-07 2.740e-04 4.000e-03 -1.213e-07 -6.443e-08 -1.290e-04 8.735e-05 -1.042e-03 6.020e-07 3.004e-07 1.092e-04 -3.792e-05 1.279e-04 -2.468e-07 1.573e-10 7.990e-11 2.855e-08 -9.889e-09 3.486e-08 1.048e-11 -1.435e-06 1.746e-10 1.547e-10 7.490e-08 -2.545e-08 3.488e-08 9.130e-12 2.503e-11 9.413e-06 1.560e-09 8.726e-10 8.994e-08 7.288e-08 -5.274e-09 2.763e-12 8.777e-11 3.403e-05 5.714e-06 4.982e-10 7.316e-10 1.724e-08 3.228e-07 -6.477e-08 -1.050e-11 1.462e-10 1.273e-05 6.188e-05 9.160e-06 7.834e-10 4.191e-10 1.457e-07 4.717e-08 6.223e-08 1.979e-11 9.549e-12 7.735e-06 1.447e-05 1.594e-05 -4.284e-08 -4.024e-12 -2.732e-12 -2.716e-10 -2.055e-10 -1.171e-10 -2.250e-14 -2.438e-13 -1.711e-08 -6.581e-08 -3.485e-08 -4.284e-08 -4.024e-12 -2.732e-12 -2.716e-10 -2.055e-10 -1.171e-10 -2.250e-14 -2.438e-13 -1.711e-08 -6.581e-08 -3.485e-08 2.929e-10 9.388e-09 5.894e-12 6.722e-12 4.538e-11 1.026e-09 4.023e-10 1.393e-13 5.094e-13 5.217e-08 2.173e-07 7.121e-08 9.388e-09 5.894e-12 6.722e-12 4.538e-11 1.026e-09 4.023e-10 1.393e-13 5.094e-13 5.217e-08 2.173e-07 7.121e-08 -2.615e-10 8.976e-10 -1.058e-07 -2.873e-11 -2.136e-11 -9.450e-10 -5.894e-09 1.956e-09 2.388e-13 -3.638e-12 -3.543e-07 -1.040e-06 -2.778e-07 -1.058e-07 -2.873e-11 -2.136e-11 -9.450e-10 -5.894e-09 1.956e-09 2.388e-13 -3.638e-12 -3.543e-07 -1.040e-06 -2.778e-07 4.894e-10 -3.717e-09 2.782e-08 4.160e-07 4.651e-11 4.383e-11 1.055e-09 9.576e-09 -3.706e-10 3.335e-13 5.064e-12 8.353e-07 2.494e-06 1.392e-06 4.160e-07 4.651e-11 4.383e-11 1.055e-09 9.576e-09 -3.706e-10 3.335e-13 5.064e-12 8.353e-07 2.494e-06 1.392e-06 -4.155e-09 9.922e-09 -4.366e-08 1.599e-07 -6.635e+02 1.948e-02 9.082e-03 1.852e+01 -1.045e+01 5.277e+00 1.361e-03 4.264e-03 -2.574e-03 5.057e-02 -9.163e-02 -6.635e+02 1.948e-02 9.082e-03 1.852e+01 -1.045e+01 5.277e+00 1.361e-03 4.264e-03 -2.574e-03 5.057e-02 -9.163e-02 6.782e-05 2.503e-04 -1.356e-03 -1.692e-05 1.708e+06 5.015e+00 -4.143e-05 -1.487e-04 1.018e-01 -2.139e-02 -2.193e-03 -1.542e-06 4.728e-06 -4.548e-02 -2.114e-01 2.653e-01 5.015e+00 -4.143e-05 -1.487e-04 1.018e-01 -2.139e-02 -2.193e-03 -1.542e-06 4.728e-06 -4.548e-02 -2.114e-01 2.653e-01 6.384e-06 -6.898e-04 5.637e-03 -2.423e-03 -7.498e+04 2.790e+05 6.584e+02 -1.944e-02 -8.933e-03 -1.863e+01 1.048e+01 -5.275e+00 -1.359e-03 -4.269e-03 4.816e-02 1.612e-01 -1.735e-01 6.584e+02 -1.944e-02 -8.933e-03 -1.863e+01 1.048e+01 -5.275e+00 -1.359e-03 -4.269e-03 4.816e-02 1.612e-01 -1.735e-01 -7.405e-05 4.415e-04 -4.284e-03 2.463e-03 -1.612e+06 -6.165e+04 2.063e+06 6.516e-07 -1.755e-10 -1.497e-10 -3.583e-08 2.357e-08 -2.803e-08 -7.777e-12 -1.220e-11 -6.628e-08 -2.282e-08 -1.570e-08 6.516e-07 -1.755e-10 -1.497e-10 -3.583e-08 2.357e-08 -2.803e-08 -7.777e-12 -1.220e-11 -6.628e-08 -2.282e-08 -1.570e-08 1.589e-10 -1.543e-10 1.393e-09 -2.445e-09 -9.474e-03 1.470e-02 -5.369e-03 1.477e-06 -2.307e-06 8.416e-10 2.517e-11 2.347e-07 1.054e-08 2.170e-07 5.996e-11 7.439e-11 -2.486e-07 2.660e-08 -1.043e-09 -2.307e-06 8.416e-10 2.517e-11 2.347e-07 1.054e-08 2.170e-07 5.996e-11 7.439e-11 -2.486e-07 2.660e-08 -1.043e-09 3.935e-10 -1.986e-10 4.918e-09 -2.607e-09 5.590e-04 6.076e-02 -6.161e-02 4.159e-07 1.587e-04 -2.876e-07 7.170e-11 -1.991e-11 -1.111e-08 1.240e-08 1.800e-08 5.736e-12 2.270e-12 1.099e-08 -2.165e-09 1.025e-08 -2.876e-07 7.170e-11 -1.991e-11 -1.111e-08 1.240e-08 1.800e-08 5.736e-12 2.270e-12 1.099e-08 -2.165e-09 1.025e-08 -3.096e-11 8.492e-11 -1.775e-12 6.336e-10 -1.422e-04 -4.114e-03 4.192e-03 6.223e-07 2.944e-05 6.808e-06 3.900e-07 -9.057e-11 -4.040e-11 -1.994e-08 -1.685e-09 -1.799e-08 -5.321e-12 -5.773e-12 3.139e-08 7.292e-09 6.226e-09 3.900e-07 -9.057e-11 -4.040e-11 -1.994e-08 -1.685e-09 -1.799e-08 -5.321e-12 -5.773e-12 3.139e-08 7.292e-09 6.226e-09 -4.819e-11 7.942e-11 -7.512e-10 8.677e-10 8.773e-05 -8.203e-03 8.266e-03 6.505e-08 -4.630e-06 -7.074e-07 5.725e-07 -1.894e-06 5.302e-10 1.898e-10 7.951e-08 -8.245e-09 1.105e-07 3.469e-11 4.901e-11 9.631e-08 -1.045e-07 -8.684e-09 -1.894e-06 5.302e-10 1.898e-10 7.951e-08 -8.245e-09 1.105e-07 3.469e-11 4.901e-11 9.631e-08 -1.045e-07 -8.684e-09 -1.407e-11 1.035e-11 -6.704e-10 -1.788e-09 9.356e-03 -3.064e-02 2.095e-02 3.768e-07 1.004e-04 1.755e-05 -3.950e-06 -1.894e-06 5.302e-10 1.898e-10 7.951e-08 -8.245e-09 1.105e-07 3.469e-11 4.901e-11 9.631e-08 -1.045e-07 -8.684e-09 -1.407e-11 1.035e-11 -6.704e-10 -1.788e-09 9.356e-03 -3.064e-02 2.095e-02 3.768e-07 1.004e-04 1.755e-05 -3.950e-06 7.348e-05 5.708e-06 1.370e-09 6.755e-10 1.964e-07 -4.074e-08 2.318e-07 6.213e-11 6.807e-11 3.970e-07 1.595e-08 6.679e-07 5.708e-06 1.370e-09 6.755e-10 1.964e-07 -4.074e-08 2.318e-07 6.213e-11 6.807e-11 3.970e-07 1.595e-08 6.679e-07 -9.680e-10 1.074e-09 -3.856e-09 1.879e-08 -1.221e-01 1.656e-01 -4.493e-02 9.306e-07 -4.553e-06 2.690e-06 8.270e-07 5.708e-06 1.370e-09 6.755e-10 1.964e-07 -4.074e-08 2.318e-07 6.213e-11 6.807e-11 3.970e-07 1.595e-08 6.679e-07 -9.680e-10 1.074e-09 -3.856e-09 1.879e-08 -1.221e-01 1.656e-01 -4.493e-02 9.306e-07 -4.553e-06 2.690e-06 8.270e-07 -1.033e-05 3.846e-04 -8.168e-06 1.756e-09 7.483e-10 6.008e-07 -2.406e-07 3.330e-07 8.329e-11 1.640e-10 1.667e-07 3.435e-07 1.381e-08 -8.168e-06 1.756e-09 7.483e-10 6.008e-07 -2.406e-07 3.330e-07 8.329e-11 1.640e-10 1.667e-07 3.435e-07 1.381e-08 -9.448e-11 8.861e-10 -9.604e-09 1.188e-08 5.377e-02 -3.604e-03 -5.122e-02 -6.684e-07 1.382e-05 -2.110e-07 -1.288e-06 -8.168e-06 1.756e-09 7.483e-10 6.008e-07 -2.406e-07 3.330e-07 8.329e-11 1.640e-10 1.667e-07 3.435e-07 1.381e-08 -9.448e-11 8.861e-10 -9.604e-09 1.188e-08 5.377e-02 -3.604e-03 -5.122e-02 -6.684e-07 1.382e-05 -2.110e-07 -1.288e-06 1.566e-05 4.924e-05 3.039e-04 1.003e-05 2.061e-09 1.111e-09 8.525e-07 -2.574e-07 4.052e-07 1.056e-10 2.157e-10 2.934e-07 -1.483e-07 7.051e-07 1.003e-05 2.061e-09 1.111e-09 8.525e-07 -2.574e-07 4.052e-07 1.056e-10 2.157e-10 2.934e-07 -1.483e-07 7.051e-07 -4.607e-10 -4.162e-10 -1.024e-09 6.391e-09 -1.230e-01 2.806e-01 -1.606e-01 -4.007e-08 -1.103e-05 -2.058e-06 9.974e-07 1.003e-05 2.061e-09 1.111e-09 8.525e-07 -2.574e-07 4.052e-07 1.056e-10 2.157e-10 2.934e-07 -1.483e-07 7.051e-07 -4.607e-10 -4.162e-10 -1.024e-09 6.391e-09 -1.230e-01 2.806e-01 -1.606e-01 -4.007e-08 -1.103e-05 -2.058e-06 9.974e-07 -1.008e-05 1.859e-04 6.733e-05 2.490e-04 -1.861e-06 -1.894e-09 -8.330e-10 -7.167e-07 2.277e-07 -3.446e-07 -9.068e-11 -1.970e-10 -2.939e-07 -8.179e-09 -3.212e-07 -1.861e-06 -1.894e-09 -8.330e-10 -7.167e-07 2.277e-07 -3.446e-07 -9.068e-11 -1.970e-10 -2.939e-07 -8.179e-09 -3.212e-07 -1.031e-10 5.186e-11 7.478e-09 -1.510e-09 5.823e-02 -1.596e-01 1.043e-01 -5.023e-07 3.522e-06 2.810e-06 1.133e-06 -1.861e-06 -1.894e-09 -8.330e-10 -7.167e-07 2.277e-07 -3.446e-07 -9.068e-11 -1.970e-10 -2.939e-07 -8.179e-09 -3.212e-07 -1.031e-10 5.186e-11 7.478e-09 -1.510e-09 5.823e-02 -1.596e-01 1.043e-01 -5.023e-07 3.522e-06 2.810e-06 1.133e-06 -5.727e-06 -1.434e-04 -2.939e-04 -2.051e-04 4.535e-04 -8.083e-06 4.626e-10 5.511e-10 2.276e-07 -1.711e-07 1.288e-07 3.608e-11 6.321e-11 -2.836e-07 -3.937e-07 -3.170e-07 -8.083e-06 4.626e-10 5.511e-10 2.276e-07 -1.711e-07 1.288e-07 3.608e-11 6.321e-11 -2.836e-07 -3.937e-07 -3.170e-07 5.390e-10 -1.381e-09 1.077e-08 -2.099e-08 5.733e-02 -7.330e-02 1.463e-02 -1.178e-06 -4.904e-06 -2.827e-06 -1.364e-06 -8.083e-06 4.626e-10 5.511e-10 2.276e-07 -1.711e-07 1.288e-07 3.608e-11 6.321e-11 -2.836e-07 -3.937e-07 -3.170e-07 5.390e-10 -1.381e-09 1.077e-08 -2.099e-08 5.733e-02 -7.330e-02 1.463e-02 -1.178e-06 -4.904e-06 -2.827e-06 -1.364e-06 2.691e-06 -5.432e-05 1.023e-04 3.524e-05 -1.629e-04 1.615e-04 5.784e-06 6.553e-10 4.078e-10 4.199e-07 -2.139e-07 1.079e-07 3.067e-11 8.698e-11 2.722e-07 -5.582e-07 4.727e-07 5.784e-06 6.553e-10 4.078e-10 4.199e-07 -2.139e-07 1.079e-07 3.067e-11 8.698e-11 2.722e-07 -5.582e-07 4.727e-07 -3.757e-10 -1.331e-09 5.122e-09 -5.865e-09 -9.892e-02 1.684e-01 -7.063e-02 -7.576e-07 -3.526e-06 -2.506e-06 -1.033e-06 5.784e-06 6.553e-10 4.078e-10 4.199e-07 -2.139e-07 1.079e-07 3.067e-11 8.698e-11 2.722e-07 -5.582e-07 4.727e-07 -3.757e-10 -1.331e-09 5.122e-09 -5.865e-09 -9.892e-02 1.684e-01 -7.063e-02 -7.576e-07 -3.526e-06 -2.506e-06 -1.033e-06 4.072e-06 -4.277e-05 1.137e-04 4.335e-05 -1.717e-04 1.284e-04 1.155e-04 7.401e-06 2.422e-09 1.230e-09 8.554e-07 -2.375e-07 4.338e-07 1.147e-10 2.294e-10 5.004e-07 1.580e-07 6.408e-07 7.401e-06 2.422e-09 1.230e-09 8.554e-07 -2.375e-07 4.338e-07 1.147e-10 2.294e-10 5.004e-07 1.580e-07 6.408e-07 -6.282e-10 4.865e-10 -1.122e-08 1.517e-08 -8.497e-02 2.315e-01 -1.495e-01 1.429e-07 -9.998e-06 -2.416e-06 2.212e-07 7.401e-06 2.422e-09 1.230e-09 8.554e-07 -2.375e-07 4.338e-07 1.147e-10 2.294e-10 5.004e-07 1.580e-07 6.408e-07 -6.282e-10 4.865e-10 -1.122e-08 1.517e-08 -8.497e-02 2.315e-01 -1.495e-01 1.429e-07 -9.998e-06 -2.416e-06 2.212e-07 -6.585e-06 1.917e-04 1.371e-04 2.476e-04 -2.966e-04 7.827e-05 8.609e-05 2.816e-04 -8.095e-07 4.835e-11 2.793e-11 4.177e-08 -1.242e-08 2.467e-08 5.773e-12 6.837e-12 -1.309e-07 -3.931e-08 -3.616e-08 -8.095e-07 4.835e-11 2.793e-11 4.177e-08 -1.242e-08 2.467e-08 5.773e-12 6.837e-12 -1.309e-07 -3.931e-08 -3.616e-08 1.712e-10 -2.725e-10 3.367e-09 -3.282e-09 1.118e-03 1.365e-02 -1.441e-02 -9.387e-07 -1.658e-07 -5.067e-07 -1.013e-07 -8.095e-07 4.835e-11 2.793e-11 4.177e-08 -1.242e-08 2.467e-08 5.773e-12 6.837e-12 -1.309e-07 -3.931e-08 -3.616e-08 1.712e-10 -2.725e-10 3.367e-09 -3.282e-09 1.118e-03 1.365e-02 -1.441e-02 -9.387e-07 -1.658e-07 -5.067e-07 -1.013e-07 -7.266e-07 -8.426e-07 3.039e-07 -4.948e-08 6.530e-07 1.426e-06 5.242e-07 -4.114e-07 1.415e-06 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.92200 1.000 -0.100 -0.000 -0.714 0.754 -0.162 -0.134 -0.505 0.003 0.001 0.004 -0.004 0.001 -0.001 0.002 -0.894 2 0.94749 -0.100 1.000 0.670 0.515 -0.225 0.923 0.842 0.605 0.005 0.001 0.003 -0.004 0.003 -0.003 0.002 0.258 3 0.91510 -0.000 0.670 1.000 0.559 -0.160 0.615 0.571 0.715 0.003 0.002 0.002 -0.004 0.005 -0.003 0.003 0.161 4 0.99631 -0.714 0.515 0.559 1.000 -0.834 0.583 0.533 0.904 0.001 0.000 0.002 -0.001 0.000 -0.000 0.000 0.856 5 0.97852 0.754 -0.225 -0.160 -0.834 1.000 -0.359 -0.327 -0.544 0.001 0.004 0.001 -0.001 0.004 -0.004 0.003 -0.856 6 0.98171 -0.162 0.923 0.615 0.583 -0.359 1.000 0.952 0.616 -0.000 -0.001 0.001 -0.001 0.001 0.001 -0.000 0.357 7 0.95832 -0.134 0.842 0.571 0.533 -0.327 0.952 1.000 0.564 0.000 -0.000 0.002 -0.000 0.001 0.000 0.000 0.322 8 0.98544 -0.505 0.605 0.715 0.904 -0.544 0.616 0.564 1.000 0.003 0.004 0.000 -0.003 0.003 -0.004 0.003 0.652 9 0.42722 0.003 0.005 0.003 0.001 0.001 -0.000 0.000 0.003 1.000 0.277 0.332 -0.171 0.299 -0.364 0.358 -0.000 10 0.97385 0.001 0.001 0.002 0.000 0.004 -0.001 -0.000 0.004 0.277 1.000 0.461 -0.489 0.922 -0.793 0.793 0.005 11 0.96520 0.004 0.003 0.002 0.002 0.001 0.001 0.002 0.000 0.332 0.461 1.000 -0.510 0.595 -0.417 0.872 -0.018 12 0.71954 -0.004 -0.004 -0.004 -0.001 -0.001 -0.001 -0.000 -0.003 -0.171 -0.489 -0.510 1.000 -0.510 0.171 -0.607 0.003 13 0.94575 0.001 0.003 0.005 0.000 0.004 0.001 0.001 0.003 0.299 0.922 0.595 -0.510 1.000 -0.744 0.828 0.006 14 0.85703 -0.001 -0.003 -0.003 -0.000 -0.004 0.001 0.000 -0.004 -0.364 -0.793 -0.417 0.171 -0.744 1.000 -0.654 -0.006 15 0.98188 0.002 0.002 0.003 0.000 0.003 -0.000 0.000 0.003 0.358 0.793 0.872 -0.607 0.828 -0.654 1.000 -0.000 16 0.97055 -0.894 0.258 0.161 0.856 -0.856 0.357 0.322 0.652 -0.000 0.005 -0.018 0.003 0.006 -0.006 -0.000 1.000 17 0.55609 0.017 -0.001 -0.007 0.012 -0.004 -0.000 -0.001 0.002 -0.015 -0.051 0.126 0.001 -0.044 0.064 -0.011 -0.109 1.000 -0.081 0.023 0.009 -0.003 -0.021 -0.007 0.016 -0.000 0.034 -0.014 -0.011 0.030 0.026 0.022 18 0.88946 0.807 -0.235 -0.144 -0.783 0.780 -0.325 -0.292 -0.594 0.006 0.014 -0.030 -0.003 0.010 -0.018 0.004 -0.859 -0.081 1.000 -0.003 -0.003 0.001 0.008 0.002 -0.002 -0.002 -0.007 0.003 0.001 -0.005 -0.006 -0.008 19 0.69174 0.001 -0.003 -0.003 -0.002 0.002 -0.002 -0.002 -0.002 -0.009 -0.002 -0.003 0.008 -0.004 0.007 -0.005 -0.006 0.023 -0.003 1.000 0.027 0.196 0.071 0.036 0.039 -0.032 -0.002 -0.019 -0.076 -0.058 0.007 -0.649 20 0.97624 -0.000 0.001 0.000 0.001 0.000 0.002 0.001 0.001 -0.003 0.000 -0.000 0.002 -0.001 0.002 -0.001 0.000 0.009 -0.003 0.027 1.000 0.896 -0.486 0.930 -0.018 0.063 -0.055 0.013 -0.031 -0.026 -0.047 -0.011 21 0.93029 -0.000 0.000 -0.000 -0.000 0.001 0.001 0.001 0.000 0.001 -0.000 0.001 -0.001 0.001 -0.000 0.001 -0.000 -0.003 0.001 0.196 0.896 1.000 -0.358 0.784 0.053 -0.005 -0.050 0.051 -0.085 -0.089 -0.055 -0.163 22 0.70000 0.001 -0.002 -0.001 -0.002 -0.000 -0.002 -0.002 -0.002 0.007 0.001 0.002 -0.004 0.004 -0.006 0.003 0.000 -0.021 0.008 0.071 -0.486 -0.358 1.000 -0.609 0.056 -0.098 0.084 0.070 -0.142 -0.127 0.017 -0.113 23 0.95999 -0.000 0.001 0.001 0.001 -0.000 0.001 0.001 0.001 0.002 -0.002 -0.000 -0.000 0.000 -0.000 -0.001 0.001 -0.007 0.002 0.036 0.930 0.784 -0.609 1.000 -0.061 0.105 -0.075 -0.031 0.025 0.044 -0.046 -0.071 24 0.87634 0.001 0.001 0.001 0.001 -0.000 0.001 0.001 0.001 0.003 0.000 0.009 -0.003 0.002 -0.001 0.002 -0.005 0.016 -0.002 0.039 -0.018 0.053 0.056 -0.061 1.000 0.144 0.601 -0.343 -0.218 -0.203 0.582 -0.036 25 0.88123 -0.001 0.002 0.001 0.002 -0.001 0.002 0.001 0.002 0.002 0.003 0.000 -0.000 0.002 -0.003 0.002 0.002 -0.000 -0.002 -0.032 0.063 -0.005 -0.098 0.105 0.144 1.000 0.245 -0.792 0.462 0.607 0.469 0.015 26 0.98358 0.001 0.002 0.002 0.003 -0.002 0.002 0.002 0.003 0.003 -0.001 0.011 -0.002 -0.001 -0.000 0.001 -0.006 0.034 -0.007 -0.002 -0.055 -0.050 0.084 -0.075 0.601 0.245 1.000 -0.610 0.176 0.256 0.935 -0.003 27 0.98515 -0.000 -0.002 -0.001 -0.002 0.001 -0.001 -0.001 -0.002 -0.002 -0.000 -0.004 -0.000 0.000 0.002 -0.000 0.002 -0.014 0.003 -0.019 0.013 0.051 0.070 -0.031 -0.343 -0.792 -0.610 1.000 -0.602 -0.750 -0.830 0.026 28 0.96780 -0.001 0.001 0.001 0.001 -0.001 0.001 0.001 0.001 -0.004 -0.004 -0.006 0.002 -0.004 0.005 -0.004 0.003 -0.011 0.001 -0.076 -0.031 -0.085 -0.142 0.025 -0.218 0.462 0.176 -0.602 1.000 0.940 0.367 0.094 29 0.98562 0.001 0.001 0.001 0.002 -0.002 0.001 0.001 0.002 0.004 -0.007 0.011 -0.002 -0.004 0.003 -0.001 -0.007 0.030 -0.005 -0.058 -0.026 -0.089 -0.127 0.044 -0.203 0.607 0.256 -0.750 0.940 1.000 0.477 0.041 30 0.99312 0.001 0.003 0.002 0.003 -0.002 0.002 0.002 0.003 0.005 0.001 0.010 -0.002 0.001 -0.004 0.002 -0.004 0.026 -0.006 0.007 -0.047 -0.055 0.017 -0.046 0.582 0.469 0.935 -0.830 0.367 0.477 1.000 -0.021 31 0.71937 -0.001 0.001 0.001 0.002 -0.001 0.002 0.001 0.001 -0.019 -0.004 -0.008 0.008 -0.008 0.017 -0.007 0.001 0.022 -0.008 -0.649 -0.011 -0.163 -0.113 -0.071 -0.036 0.015 -0.003 0.026 0.094 0.041 -0.021 1.000 Command timer: Real time 1:14:54, CP time 4494.760 Session timer: Real time 5:25:57, CP time 19556.590, 3 slices Fractions after extended likelihood fit: fDstarContFakeD_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarContGoodD_KsPiPi = 0.03792 +/- 0.002362 C L(0 - 1) fDstarSigFakeD4uds_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeDKsKs_KsPiPi = 0.0004013 +/- 0 C L(0 - 1) fDstarSigFakeD_KsPiPi = 0.2573 +/- 0.0009548 C L(0 - 1) fDstarSigGoodD_KsPiPi = 0.7044 +/- 0.002597 C L(0 - 1) RooDKFitMaster: Persisting in ROOT format available fit results to file : ./results/dstar_kspipi_data_On+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,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},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on mD integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (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},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on mD integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on mD integrates over variables (tReco,deltam) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi},selDstarContGoodDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDTDPdf_{Dstar;KsPiPi},selDstarSigFakeDKsKsTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{Dstar;KsPiPi},tBkgKsKsEffPdf_{Dstar;KsPiPi},tBkgKsKsJsuGPdf_{Dstar;KsPiPi},tBkgKsKsJsuPdf_{Dstar;KsPiPi},tBkgKsKsGPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on mD integrates over variables (tReco,deltam) Total chi2 for histogram dataSel_plot__mD = 491.9 for ndof = 200. Reduced total chi2 = 2.459 Info in : eps file ./results/dstar_kspipi_data_On+Off_Dstar_KsPiPi_mD.eps has been created Producing Deltam plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) directly selected PDF components: (selDstarContFakeDTDPdf_{Dstar;KsPiPi}) RooAbsPdf::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) indirectly selected PDF components: (mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco) 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},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco) 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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco) 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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{Dstar;KsPiPi},tBkgKsKsEffPdf_{Dstar;KsPiPi},tBkgKsKsJsuGPdf_{Dstar;KsPiPi},tBkgKsKsJsuPdf_{Dstar;KsPiPi},tBkgKsKsGPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on deltam integrates over variables (mD,tReco) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__deltam = 583.7 for ndof = 200. Reduced total chi2 = 2.918 Info in : eps file ./results/dstar_kspipi_data_On+Off_Dstar_KsPiPi_Deltam.eps has been created Producing tReco plot... RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,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},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,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},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,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},dmSigFakeDPdf_{Dstar;KsPiPi},dmSigFakeDArgPdf_{Dstar;KsPiPi},dmSigFakeDGPdf_{Dstar;KsPiPi},dmSigFakeDG1Pdf_{Dstar;KsPiPi},dmSigFakeDG2Pdf_{Dstar;KsPiPi},mDContCombPdf_{Dstar;KsPiPi},tBkgEffPdf_{Dstar;KsPiPi},tBkgJsuGPdf_{Dstar;KsPiPi},tBkgJsuPdf_{Dstar;KsPiPi},tBkgGPdf_{Dstar;KsPiPi},tBkgGoutPdf_{Dstar;KsPiPi},dmBkgKsKsPdf_{Dstar;KsPiPi},dmBkgKsKsJsuPdf_{Dstar;KsPiPi},dmBkgKsKsGPdf_{Dstar;KsPiPi},mDBkgKsKsPdf_{Dstar;KsPiPi},mDBkgKsKsG1Pdf_{Dstar;KsPiPi},mDBkgKsKsG2Pdf_{Dstar;KsPiPi},tBkgKsKsEffPdf_{Dstar;KsPiPi},tBkgKsKsJsuGPdf_{Dstar;KsPiPi},tBkgKsKsJsuPdf_{Dstar;KsPiPi},tBkgKsKsGPdf_{Dstar;KsPiPi},dmBkgPdf_{Dstar;KsPiPi}) RooAbsReal::plotOn(selDstarTDExtendPdf_{Dstar;KsPiPi}) plot on tReco integrates over variables (mD,deltam) Warning in : Replacing existing histogram: r (Potential memory leak). Total chi2 for histogram dataSel_plot__tReco = 256.6 for ndof = 200. Reduced total chi2 = 1.283 Info in : eps file ./results/dstar_kspipi_data_On+Off_Dstar_KsPiPi_tReco.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 923690: 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 02:08:25 2008 Results reported at Wed Apr 16 07:41:02 2008 Your job looked like: ------------------------------------------------------------ # LSBATCH: User input #! /bin/csh #BSUB -q xxl #BSUB -J dstar_kspipi_data_On+Off #BSUB -o ./results/dstar_kspipi_data_On+Off.log ./bbrroot -l -b -q ./results/dstar_kspipi_data_On+Off.C ------------------------------------------------------------ Successfully completed. Resource usage summary: CPU time : 19950.90 sec. Max Memory : 1162 MB Max Swap : 1297 MB Max Processes : 5 Max Threads : 5 The output (if any) is above this job summary.