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_Off.C... RooDKFitMaster: configFile = './results/dstar_kspipi_data_Off.config' RooDKFitMaster: Basic Configuration read from ./results/dstar_kspipi_data_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_Off.config RooArgSet::: (Owning contents) 1) RooAbsString: blindString_rb = : "Blinding String rb" 2) RooRealVar::0x95a5458::blindSigma_rb : 0.00000e+00 C L(-INF - +INF) 3) RooAbsString: blindString_phaseW = : "Blinding String phaseW" 4) RooRealVar::0x95a59f0::blindSigma_phaseW : 0.00000e+00 C L(-INF - +INF) 5) RooAbsString: blindString_phaseS = : "Blinding String phaseS" 6) RooRealVar::0x95a6778::blindSigma_phaseS : 0.00000e+00 C L(-INF - +INF) 7) RooAbsString: blindString_phaseM = : "Blinding String phaseM" 8) RooRealVar::0x95a7120::blindSigma_phaseM : 0.00000e+00 C L(-INF - +INF) 9) RooAbsString: blindString_phaseP = : "Blinding String phaseP" 10) RooRealVar::0x95a7ac8::blindSigma_phaseP : 0.00000e+00 C L(-INF - +INF) 11) RooAbsString: blindString_reM = : "Blinding String reM" 12) RooRealVar::0x95a8468::blindSigma_reM : 0.00000e+00 C L(-INF - +INF) 13) RooAbsString: blindString_imM = : "Blinding String imM" 14) RooRealVar::0x95a8e00::blindSigma_imM : 0.00000e+00 C L(-INF - +INF) 15) RooAbsString: blindString_reP = : "Blinding String reP" 16) RooRealVar::0x95a9798::blindSigma_reP : 0.00000e+00 C L(-INF - +INF) 17) RooAbsString: blindString_imP = : "Blinding String imP" 18) RooRealVar::0x95aa130::blindSigma_imP : 0.00000e+00 C L(-INF - +INF) 19) RooAbsString: blindString_absqOverp = : "Blinding String absqOverp" 20) RooRealVar::0x95aaad8::blindSigma_absqOverp : 0.00000e+00 C L(-INF - +INF) 21) RooAbsString: blindString_argqOverp = : "Blinding String argqOverp" 22) RooRealVar::0x95ab490::blindSigma_argqOverp : 0.00000e+00 C L(-INF - +INF) 23) RooAbsString: blindString_x = : "Blinding String x" 24) RooRealVar::0x95abe38::blindSigma_x : 0.00000e+00 C L(-INF - +INF) 25) RooAbsString: blindString_y = : "Blinding String y" 26) RooRealVar::0x95ac7d0::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::0xa74f400::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::0xa972c80::toyMcRandomizePhysParams : No 5) RooAbsString: toyMcSeed = -1 : "Toy MC random seed" Load datasets RooDKFitMaster::load_datasets: reading events from ASCII files RooDKFitProto: Reading ascii data files RooDataSet::read: reading file d0mixDalitz_kspipi_Off_Bbest_Cut112_Nentries_0.dat RooDataSet::read: read 51279 events (ignored 14108 out of range events) RooAbsData::reduce(dataset) WARNING: variable iBinACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable iBinStateACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dk not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dpi not in dataset, ignored dkRawData has 51279 entries RooDKFitProto: Reading ascii data files RooDataSet::read: read 0 events (ignored 0 out of range events) RooAbsData::reduce(dataset) WARNING: variable iBinACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable iBinStateACAB not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dk not in dataset, ignored RooAbsData::reduce(dataset) WARNING: variable deltaE_dpi not in dataset, ignored dpiRawData has 0 entries fitDataSel has 51279 entries RooDKFitMaster::load_datasets: removing events outside phase space. RooDKFitMaster::load_datasets: rejected 0 events, which represent a 0% of the events. RooDKFitMaster::load_datasets: rejected 0 events after mES corrections, which represent a 0% of the events. dsel_fitSel: ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.82450)&&(mD<= 1.90450)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) dsel_fit : ((((((BdecayMode==BdecayMode::Dstar))&&((deltaE_dk>=-0.300)&&(deltaE_dk<= 0.30)))||((deltaE_dpi>=-0.300)&&(deltaE_dpi<= 0.30)))&&((fisher>=-5.00)&&(fisher<= 5.0)))&&((mD>= 1.85040)&&(mD<= 1.87800)))&&((deltam>= 0.139570)&&(deltam<= 0.155000)) RooDKFitMaster::load_datasets: fitDataSel has 51279 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-------+ | {Dstar;KsPiPi} | 51279 | +-------------------+-------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 25811 | | {Dstar;KsPiPi;Bminus} | 25468 | +--------------------------+-------+ RooDKFitMaster::load_datasets: fitData has 40606 events Statistics table per B and D decay modes Table superCat : dataSel +-------------------+-------+ | {Dstar;KsPiPi} | 40606 | +-------------------+-------+ Statistics table per B and D decay modes and B charge state Table superCat2 : dataSel +--------------------------+-------+ | {Dstar;KsPiPi;Bplus} | 20494 | | {Dstar;KsPiPi;Bminus} | 20112 | +--------------------------+-------+ Build PDFs RooSimPdfBuilder::buildPdf: category indexing physics model: DdecayMode_split RooSimPdfBuilder::buildPdf: list of physics models (selDstarTDExtendPdf) RooSimPdfBuilder::buildPdf: splitting of category BdecayMode restricted to states (Dstar) RooSimPdfBuilder::buildPdf: list of splitting categories (BdecayMode,DdecayMode_split) RooSimPdfBuilder::buildPdf: list of auxiliary splitting categories (superBdecayMode,BdecayModeKPi,superBdecayModeKPi) RooSimPdfBuilder::buildPdf: processing physics model selDstarTDExtendPdf RooSimPdfBuilder::buildPdf: configured customizers for all physics models RooCustomizer for selDstarTDExtendPdf Splitting rules: mDSigG1Mean is split by DdecayMode_split mDSigG2Mean is split by DdecayMode_split mDSigG3Mean is split by DdecayMode_split mDSigG1Width is split by DdecayMode_split mDSigG2Width is split by DdecayMode_split mDSigG3Width is split by DdecayMode_split mDSigG1Frac is split by DdecayMode_split mDSigG1G2Frac is split by DdecayMode_split mDContCombC1 is split by DdecayMode_split mDBkgKsKsGMean is split by DdecayMode_split mDBkgKsKsG1Width is split by DdecayMode_split mDBkgKsKsG2Width is split by DdecayMode_split mDBkgKsKsG1Frac is split by DdecayMode_split dmSigJsuMean is split by DdecayMode_split dmSigJsuWidth is split by DdecayMode_split dmSigJsuGamma is split by DdecayMode_split dmSigJsuDelta is split by DdecayMode_split dmSigG1Mean is split by DdecayMode_split dmSigG1Width is split by DdecayMode_split dmSigJsuFrac is split by DdecayMode_split dmDm0 is split by DdecayMode_split dmSigSlope is split by DdecayMode_split dmSigJsuG1Frac is split by DdecayMode_split dmBkgSlope is split by DdecayMode_split dmBkgKsKsJsuMean is split by DdecayMode_split dmBkgKsKsJsuWidth is split by DdecayMode_split dmBkgKsKsJsuGamma is split by DdecayMode_split dmBkgKsKsJsuDelta is split by DdecayMode_split dmBkgKsKsGWidth is split by DdecayMode_split dmBkgKsKsJsuFrac is split by DdecayMode_split dmSigFakeDG1Width is split by DdecayMode_split dmSigFakeDG2Width is split by DdecayMode_split dmSigFakeDG1Frac is split by DdecayMode_split dmSigFakeDSlope is split by DdecayMode_split dmSigFakeDArgFrac is split by DdecayMode_split nDstarContGoodD is split by DdecayMode_split nDstarSigFakeD is split by DdecayMode_split nDstarSigGoodD is split by DdecayMode_split nDstarSigFakeD4uds is split by DdecayMode_split nDstarSigFakeDKsKs is split by DdecayMode_split nDstarContFakeD is split by DdecayMode_split sigC_bias is split by DdecayMode_split sigT_bias is split by DdecayMode_split sigC_scfa is split by DdecayMode_split sigT_scfa is split by DdecayMode_split sigC_frac is split by DdecayMode_split sigO_frac is split by DdecayMode_split sigO_bias is split by DdecayMode_split sigO_scfa is split by DdecayMode_split 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::0x960d888::DdecayMode_split : KsKK 2) RooCategory::0x95c8128::BdecayMode : Dstar 3) RooRealVar::0x95bab68::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8ee8::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba328::tReco : 1.69901e+00 L(-10 - 10) // [ps] Selection PDF configuration: parameter values from './results/dstar_kspipi_data_Off.config' : Initial parameters configured RooArgSet::parameters_selection: 1) RooRealVar::0xe404a98::dmBkgKsKsGWidth_KsPiPi : 2.93496e-04 +/- 8.758e-05 C L(0.0001 - 0.01) // [GeV] 2) RooRealVar::0xe403c90::dmBkgKsKsJsuDelta_KsPiPi : 9.71309e-01 +/- 2.409e-01 C L(0 - 10) 3) RooRealVar::0xe4043a8::dmBkgKsKsJsuFrac_KsPiPi : 7.36453e-01 +/- 1.273e-01 C L(0 - 1) 4) RooRealVar::0xe403578::dmBkgKsKsJsuGamma_KsPiPi : -1.64100e-11 +/- 5.639e-03 C L(-10 - 0) 5) RooRealVar::0xe402728::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.668e-05 C L(0.14 - 0.15) // [GeV] 6) RooRealVar::0xe402e38::dmBkgKsKsJsuWidth_KsPiPi : 1.14342e-03 +/- 5.400e-04 C L(0.0001 - 0.01) // [GeV] 7) RooRealVar::0xe40a838::dmBkgSlope_KsPiPi : -1.44463e-01 +/- 3.256e-01 L(-100 - 0) 8) RooRealVar::0xe3f2040::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 9) RooRealVar::0xe3fade8::dmSigFakeDArgFrac_KsPiPi : 9.49833e-01 +/- 9.696e-03 C L(0 - 1) 10) RooRealVar::0xe3fbca0::dmSigFakeDG1Frac_KsPiPi : 3.87293e-01 +/- 6.898e-02 C L(0 - 1) 11) RooRealVar::0xe3fb520::dmSigFakeDG1Width_KsPiPi : 7.50203e-04 +/- 8.218e-05 C L(0.0001 - 0.01) // [GeV] 12) RooRealVar::0xe3fc3d8::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 13) RooRealVar::0xe3fa650::dmSigFakeDSlope_KsPiPi : -4.17382e+00 +/- 7.423e-02 C L(-100 - 0) 14) RooRealVar::0xe3f0a58::dmSigG1Mean_KsPiPi : 1.45035e-01 +/- 1.856e-04 L(0.14 - 0.15) // [GeV] 15) RooRealVar::0xe3f1190::dmSigG1Width_KsPiPi : 1.14859e-03 +/- 1.049e-04 L(0.0001 - 0.01) // [GeV] 16) RooRealVar::0xe3efc08::dmSigJsuDelta_KsPiPi : 6.95090e-01 +/- 1.729e-02 L(0 - 10) 17) RooRealVar::0xe3f0348::dmSigJsuFrac_KsPiPi : 9.16814e-01 +/- 1.672e-02 L(0 - 1) 18) RooRealVar::0xe3f1960::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 19) RooRealVar::0xe3ef4d0::dmSigJsuGamma_KsPiPi : -9.51311e-02 +/- 2.652e-02 L(-10 - 0) 20) RooRealVar::0xe3ee688::dmSigJsuMean_KsPiPi : 1.45395e-01 +/- 6.788e-06 L(0.14 - 0.15) // [GeV] 21) RooRealVar::0xe3eed98::dmSigJsuWidth_KsPiPi : 3.09446e-04 +/- 8.838e-06 L(0.0001 - 0.01) // [GeV] 22) RooRealVar::0xe3f2710::dmSigSlope_KsPiPi : -6.43415e+00 +/- 7.546e-01 C L(-100 - 0) 23) RooRealVar::0xe406658::mDBkgKsKsG1Frac_KsPiPi : 2.65695e-01 +/- 1.069e-01 C L(0 - 1) 24) RooRealVar::0xe405828::mDBkgKsKsG1Width_KsPiPi : 1.54562e-02 +/- 2.707e-03 C L(0.0001 - 0.1) // [GeV] 25) RooRealVar::0xe405f68::mDBkgKsKsG2Width_KsPiPi : 5.81631e-03 +/- 6.940e-04 C L(0.0001 - 0.1) // [GeV] 26) RooRealVar::0xe405190::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.253e-04 C L(1.7 - 2) // [GeV] 27) RooRealVar::0xe3fcab8::mDContCombC1_KsPiPi : -3.87456e-01 +/- 1.455e+00 L(-100 - 100) 28) RooRealVar::0xe3f4ad0::mDSigG1Frac_KsPiPi : 8.56669e-01 +/- 1.421e-02 L(0 - 1) 29) RooRealVar::0xe3f6078::mDSigG1G2Frac_KsPiPi : 9.79738e-01 +/- 1.591e-02 L(0 - 1) 30) RooRealVar::0xe3f2e20::mDSigG1Mean_KsPiPi : 1.86448e+00 +/- 4.673e-05 L(1.7 - 2) // [GeV] 31) RooRealVar::0xe3f3558::mDSigG1Width_KsPiPi : 5.62476e-03 +/- 6.164e-05 L(0.0001 - 0.1) // [GeV] 32) RooRealVar::0xe3f3c90::mDSigG2Mean_KsPiPi : 1.86140e+00 +/- 4.859e-04 L(1.7 - 2) // [GeV] 33) RooRealVar::0xe3f43c8::mDSigG2Width_KsPiPi : 1.33909e-02 +/- 1.172e-03 L(0.0001 - 0.1) // [GeV] 34) RooRealVar::0xe3f5210::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.649e-04 C L(1.7 - 2) // [GeV] 35) RooRealVar::0xe3f5920::mDSigG3Width_KsPiPi : 2.17347e-02 +/- 5.760e-04 C L(0.0001 - 0.1) // [GeV] 36) RooRealVar::0xe40b6a0::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 37) RooRealVar::0xe40af70::nDstarContGoodD_KsPiPi : 1.41696e+03 +/- 1.598e+02 L(0 - 1e+08) 38) RooRealVar::0xe4020a8::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 39) RooRealVar::0xe40a130::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 40) RooRealVar::0xe4019e0::nDstarSigFakeD_KsPiPi : 1.25302e+04 +/- 1.581e+02 L(0 - 1e+08) 41) RooRealVar::0xe3f9f68::nDstarSigGoodD_KsPiPi : 3.72971e+04 +/- 2.553e+02 L(0 - 1e+08) 42) RooRealVar::0xe3f67a8::sigC_bias_KsPiPi : -1.48970e-03 +/- 4.020e-03 L(-1 - 1) 43) RooRealVar::0xe3f9160::sigC_frac_KsPiPi : 6.84507e-01 +/- 4.239e-02 L(0 - 1) 44) RooRealVar::0xe3f6ed8::sigC_scfa_KsPiPi : 2.09326e-01 +/- 8.850e-03 L(0.001 - 2) 45) RooRealVar::0xe3f7608::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 46) RooRealVar::0xe3f98b8::sigO_frac_KsPiPi : 7.35000e-03 +/- 2.449e-03 L(0 - 1) 47) RooRealVar::0xe3f7cb8::sigO_scfa_KsPiPi : 1.25314e+00 +/- 3.370e-02 C L(0.001 - 5) 48) RooRealVar::0xe3f83b0::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0xe3f8a58::sigT_scfa_KsPiPi : 4.78617e-01 +/- 2.443e-02 L(0.001 - 5) 50) RooRealVar::0xe3ff5f0::tBkgGMean_KsPiPi : -1.14196e-01 +/- 8.564e-02 L(-5 - 5) // [ps] 51) RooRealVar::0xe3ffd48::tBkgGWidth_KsPiPi : 2.38888e-01 +/- 5.131e-02 L(0.0001 - 10) // [ps] 52) RooRealVar::0xe400b60::tBkgGoutMean_KsPiPi : 0.00000e+00 C L(-5 - 5) // [ps] 53) RooRealVar::0xe4012d8::tBkgGoutWidth_KsPiPi : 7.00000e-01 C L(0.0001 - 10) // [ps] 54) RooRealVar::0xe3fe790::tBkgJsuDelta_KsPiPi : 1.24789e+00 +/- 4.148e-02 L(0 - 10) 55) RooRealVar::0xe3feec0::tBkgJsuFrac_KsPiPi : 9.43299e-01 +/- 4.739e-02 L(0 - 1) 56) RooRealVar::0xe400528::tBkgJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 57) RooRealVar::0xe3fe068::tBkgJsuGamma_KsPiPi : -1.25020e-01 +/- 4.025e-02 L(-10 - 0) 58) RooRealVar::0xe3fd210::tBkgJsuMean_KsPiPi : 8.06238e-02 +/- 3.318e-02 L(-5 - 5) // [ps] 59) RooRealVar::0xe3fd938::tBkgJsuWidth_KsPiPi : 5.95453e-01 +/- 3.780e-02 L(0.0001 - 5) // [ps] 60) RooRealVar::0xe409298::tBkgKsKsGWidth_KsPiPi : 5.65163e-01 +/- 5.602e-02 C L(0.0001 - 10) // [ps] 61) RooRealVar::0xe408448::tBkgKsKsJsuDelta_KsPiPi : 1.00927e+00 +/- 1.435e-01 C L(0 - 10) 62) RooRealVar::0xe408bc0::tBkgKsKsJsuFrac_KsPiPi : 5.50153e-01 +/- 1.589e-01 C L(0 - 1) 63) RooRealVar::0xe409aa0::tBkgKsKsJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 64) RooRealVar::0xe407ce8::tBkgKsKsJsuGamma_KsPiPi : -4.01148e-01 +/- 8.790e-02 C L(-10 - 0) 65) RooRealVar::0xe406e28::tBkgKsKsJsuMean_KsPiPi : 6.26470e-01 +/- 6.985e-02 C L(-5 - 5) // [ps] 66) RooRealVar::0xe4075b0::tBkgKsKsJsuWidth_KsPiPi : 9.84422e-01 +/- 3.084e-01 C L(0.0001 - 5) // [ps] 67) RooRealVar::0x96290f8::tau : 4.17187e-01 +/- 3.812e-03 L(0.1 - 1) // [ps] Initial parameters NOT configured RooArgSet::parameters_selection: RooDKFitMaster: PDF parameters before fitting RooArgSet::parameters: 1) RooRealVar::0xe404a98::dmBkgKsKsGWidth_KsPiPi : 2.93496e-04 +/- 8.758e-05 C L(0.0001 - 0.01) // [GeV] 2) RooRealVar::0xe403c90::dmBkgKsKsJsuDelta_KsPiPi : 9.71309e-01 +/- 2.409e-01 C L(0 - 10) 3) RooRealVar::0xe4043a8::dmBkgKsKsJsuFrac_KsPiPi : 7.36453e-01 +/- 1.273e-01 C L(0 - 1) 4) RooRealVar::0xe403578::dmBkgKsKsJsuGamma_KsPiPi : -1.64100e-11 +/- 5.639e-03 C L(-10 - 0) 5) RooRealVar::0xe402728::dmBkgKsKsJsuMean_KsPiPi : 1.45347e-01 +/- 3.668e-05 C L(0.14 - 0.15) // [GeV] 6) RooRealVar::0xe402e38::dmBkgKsKsJsuWidth_KsPiPi : 1.14342e-03 +/- 5.400e-04 C L(0.0001 - 0.01) // [GeV] 7) RooRealVar::0xe40a838::dmBkgSlope_KsPiPi : -1.44463e-01 +/- 3.256e-01 L(-100 - 0) 8) RooRealVar::0xe3f2040::dmDm0_KsPiPi : 1.39570e-01 C L(-INF - +INF) 9) RooRealVar::0xe3fade8::dmSigFakeDArgFrac_KsPiPi : 9.49833e-01 +/- 9.696e-03 C L(0 - 1) 10) RooRealVar::0xe3fbca0::dmSigFakeDG1Frac_KsPiPi : 3.87293e-01 +/- 6.898e-02 C L(0 - 1) 11) RooRealVar::0xe3fb520::dmSigFakeDG1Width_KsPiPi : 7.50203e-04 +/- 8.218e-05 C L(0.0001 - 0.01) // [GeV] 12) RooRealVar::0xe3fc3d8::dmSigFakeDG2Width_KsPiPi : 1.00000e-02 C L(0.0001 - 0.1) // [GeV] 13) RooRealVar::0xe3fa650::dmSigFakeDSlope_KsPiPi : -4.17382e+00 +/- 7.423e-02 C L(-100 - 0) 14) RooRealVar::0xe3f0a58::dmSigG1Mean_KsPiPi : 1.45035e-01 +/- 1.856e-04 L(0.14 - 0.15) // [GeV] 15) RooRealVar::0xe3f1190::dmSigG1Width_KsPiPi : 1.14859e-03 +/- 1.049e-04 L(0.0001 - 0.01) // [GeV] 16) RooRealVar::0xe3efc08::dmSigJsuDelta_KsPiPi : 6.95090e-01 +/- 1.729e-02 L(0 - 10) 17) RooRealVar::0xe3f0348::dmSigJsuFrac_KsPiPi : 9.16814e-01 +/- 1.672e-02 L(0 - 1) 18) RooRealVar::0xe3f1960::dmSigJsuG1Frac_KsPiPi : 1.00000e+00 C L(0 - 1) 19) RooRealVar::0xe3ef4d0::dmSigJsuGamma_KsPiPi : -9.51311e-02 +/- 2.652e-02 L(-10 - 0) 20) RooRealVar::0xe3ee688::dmSigJsuMean_KsPiPi : 1.45395e-01 +/- 6.788e-06 L(0.14 - 0.15) // [GeV] 21) RooRealVar::0xe3eed98::dmSigJsuWidth_KsPiPi : 3.09446e-04 +/- 8.838e-06 L(0.0001 - 0.01) // [GeV] 22) RooRealVar::0xe3f2710::dmSigSlope_KsPiPi : -6.43415e+00 +/- 7.546e-01 C L(-100 - 0) 23) RooRealVar::0xe406658::mDBkgKsKsG1Frac_KsPiPi : 2.65695e-01 +/- 1.069e-01 C L(0 - 1) 24) RooRealVar::0xe405828::mDBkgKsKsG1Width_KsPiPi : 1.54562e-02 +/- 2.707e-03 C L(0.0001 - 0.1) // [GeV] 25) RooRealVar::0xe405f68::mDBkgKsKsG2Width_KsPiPi : 5.81631e-03 +/- 6.940e-04 C L(0.0001 - 0.1) // [GeV] 26) RooRealVar::0xe405190::mDBkgKsKsGMean_KsPiPi : 1.86549e+00 +/- 3.253e-04 C L(1.7 - 2) // [GeV] 27) RooRealVar::0xe3fcab8::mDContCombC1_KsPiPi : -3.87456e-01 +/- 1.455e+00 L(-100 - 100) 28) RooRealVar::0xe3f4ad0::mDSigG1Frac_KsPiPi : 8.56669e-01 +/- 1.421e-02 L(0 - 1) 29) RooRealVar::0xe3f6078::mDSigG1G2Frac_KsPiPi : 9.79738e-01 +/- 1.591e-02 L(0 - 1) 30) RooRealVar::0xe3f2e20::mDSigG1Mean_KsPiPi : 1.86448e+00 +/- 4.673e-05 L(1.7 - 2) // [GeV] 31) RooRealVar::0xe3f3558::mDSigG1Width_KsPiPi : 5.62476e-03 +/- 6.164e-05 L(0.0001 - 0.1) // [GeV] 32) RooRealVar::0xe3f3c90::mDSigG2Mean_KsPiPi : 1.86140e+00 +/- 4.859e-04 L(1.7 - 2) // [GeV] 33) RooRealVar::0xe3f43c8::mDSigG2Width_KsPiPi : 1.33909e-02 +/- 1.172e-03 L(0.0001 - 0.1) // [GeV] 34) RooRealVar::0xe3f5210::mDSigG3Mean_KsPiPi : 1.86508e+00 +/- 1.649e-04 C L(1.7 - 2) // [GeV] 35) RooRealVar::0xe3f5920::mDSigG3Width_KsPiPi : 2.17347e-02 +/- 5.760e-04 C L(0.0001 - 0.1) // [GeV] 36) RooRealVar::0xe40b6a0::nDstarContFakeD_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 37) RooRealVar::0xe40af70::nDstarContGoodD_KsPiPi : 1.41696e+03 +/- 1.598e+02 L(0 - 1e+08) 38) RooRealVar::0xe4020a8::nDstarSigFakeD4uds_KsPiPi : 0.00000e+00 C L(0 - 1e+08) 39) RooRealVar::0xe40a130::nDstarSigFakeDKsKs_KsPiPi : 2.10000e+01 C L(0 - 1e+08) 40) RooRealVar::0xe4019e0::nDstarSigFakeD_KsPiPi : 1.25302e+04 +/- 1.581e+02 L(0 - 1e+08) 41) RooRealVar::0xe3f9f68::nDstarSigGoodD_KsPiPi : 3.72971e+04 +/- 2.553e+02 L(0 - 1e+08) 42) RooRealVar::0xe3f67a8::sigC_bias_KsPiPi : -1.48970e-03 +/- 4.020e-03 L(-1 - 1) 43) RooRealVar::0xe3f9160::sigC_frac_KsPiPi : 6.84507e-01 +/- 4.239e-02 L(0 - 1) 44) RooRealVar::0xe3f6ed8::sigC_scfa_KsPiPi : 2.09326e-01 +/- 8.850e-03 L(0.001 - 2) 45) RooRealVar::0xe3f7608::sigO_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 46) RooRealVar::0xe3f98b8::sigO_frac_KsPiPi : 7.35000e-03 +/- 2.449e-03 L(0 - 1) 47) RooRealVar::0xe3f7cb8::sigO_scfa_KsPiPi : 1.25314e+00 +/- 3.370e-02 C L(0.001 - 5) 48) RooRealVar::0xe3f83b0::sigT_bias_KsPiPi : 0.00000e+00 C L(-1 - 1) 49) RooRealVar::0xe3f8a58::sigT_scfa_KsPiPi : 4.78617e-01 +/- 2.443e-02 L(0.001 - 5) 50) RooRealVar::0xe3ff5f0::tBkgGMean_KsPiPi : -1.14196e-01 +/- 8.564e-02 L(-5 - 5) // [ps] 51) RooRealVar::0xe3ffd48::tBkgGWidth_KsPiPi : 2.38888e-01 +/- 5.131e-02 L(0.0001 - 10) // [ps] 52) RooRealVar::0xe400b60::tBkgGoutMean_KsPiPi : 0.00000e+00 C L(-5 - 5) // [ps] 53) RooRealVar::0xe4012d8::tBkgGoutWidth_KsPiPi : 7.00000e-01 C L(0.0001 - 10) // [ps] 54) RooRealVar::0xe3fe790::tBkgJsuDelta_KsPiPi : 1.24789e+00 +/- 4.148e-02 L(0 - 10) 55) RooRealVar::0xe3feec0::tBkgJsuFrac_KsPiPi : 9.43299e-01 +/- 4.739e-02 L(0 - 1) 56) RooRealVar::0xe400528::tBkgJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 57) RooRealVar::0xe3fe068::tBkgJsuGamma_KsPiPi : -1.25020e-01 +/- 4.025e-02 L(-10 - 0) 58) RooRealVar::0xe3fd210::tBkgJsuMean_KsPiPi : 8.06238e-02 +/- 3.318e-02 L(-5 - 5) // [ps] 59) RooRealVar::0xe3fd938::tBkgJsuWidth_KsPiPi : 5.95453e-01 +/- 3.780e-02 L(0.0001 - 5) // [ps] 60) RooRealVar::0xe409298::tBkgKsKsGWidth_KsPiPi : 5.65163e-01 +/- 5.602e-02 C L(0.0001 - 10) // [ps] 61) RooRealVar::0xe408448::tBkgKsKsJsuDelta_KsPiPi : 1.00927e+00 +/- 1.435e-01 C L(0 - 10) 62) RooRealVar::0xe408bc0::tBkgKsKsJsuFrac_KsPiPi : 5.50153e-01 +/- 1.589e-01 C L(0 - 1) 63) RooRealVar::0xe409aa0::tBkgKsKsJsuGFrac_KsPiPi : 1.00000e+00 C L(0 - 1) 64) RooRealVar::0xe407ce8::tBkgKsKsJsuGamma_KsPiPi : -4.01148e-01 +/- 8.790e-02 C L(-10 - 0) 65) RooRealVar::0xe406e28::tBkgKsKsJsuMean_KsPiPi : 6.26470e-01 +/- 6.985e-02 C L(-5 - 5) // [ps] 66) RooRealVar::0xe4075b0::tBkgKsKsJsuWidth_KsPiPi : 9.84422e-01 +/- 3.084e-01 C L(0.0001 - 5) // [ps] 67) RooRealVar::0x96290f8::tau : 4.17187e-01 +/- 3.812e-03 L(0.1 - 1) // [ps] RooDKFitMaster: PDF dependents for fitting RooArgSet::dependents: 1) RooCategory::0x960d888::DdecayMode_split : KsKK 2) RooCategory::0x95c8128::BdecayMode : Dstar 3) RooRealVar::0x95bab68::deltam : 1.47898e-01 L(0.13957 - 0.155) // [GeV] 4) RooRealVar::0x95b8ee8::mD : 1.87135e+00 L(1.8245 - 1.9045) B(1) // [GeV/c^{2}] 5) RooRealVar::0x95ba328::tReco : 1.69901e+00 L(-10 - 10) // [ps] ********************************** * * * PERFORMING RooDKDalitz FIT * * * ********************************** RooDataSet::dataSel: "dataSel" Contains 51279 entries Defines RooArgSet::Dataset Variables: (Owning contents) 1) RooCategory::onOffRes: "on/off Ups(4S) resonance" 2) RooCategory::decayMode: "decay mode" 3) RooRealVar::pRecBRec: "Reco B flavour probablity" 4) RooRealVar::qABRec: "Reco invariant mass square of pair AB" 5) RooRealVar::qACRec: "Reco invariant mass square of pair AC" 6) RooRealVar::qBCRec: "Reco invariant mass square of pair BC" 7) RooRealVar::deltaE: "Delta(E)_ES" 8) RooRealVar::pTrk: "Momentum in lab frame of bachelor track" 9) RooRealVar::betagammaBoost: "Lorentz boost factor (betaxgamma)" 10) RooRealVar::mESraw: "E_Beam Substituted Mass (raw)" 11) RooRealVar::mD: "D^{0} mass" 12) RooRealVar::fisher: "Fisher discriminant" 13) RooRealVar::runNumber: "run number" 14) RooCategory::runBlock: "Run block (Run1234, Run5, MC)" 15) RooAbsString: tstamph = 3789641 : "time stamp upper ID" [CloneOf(095b96f8),CloneOf(0cc09428),CloneOf(0a97ce40),CloneOf(0d1548a0)] 16) RooAbsString: tstampl = -585820109 : "time stamp lower ID" [CloneOf(095b9d10),CloneOf(0cc09af8),CloneOf(0a97c908),CloneOf(0d154c90)] 17) RooRealVar::pRecBTrue: "True B flavour probablity" 18) RooRealVar::qABTrue: "True invariant mass square of pair AB" 19) RooRealVar::qACTrue: "True Invariant mass square of pair AC" 20) RooRealVar::qBCTrue: "True Invariant mass square of pair BC" 21) RooCategory::BdecayModeLF: "B decay mode long format (LF)" 22) RooCategory::BdecayMode: "B decay mode" 23) RooCategory::DdecayModeLF: "D decay mode long format (LF)" 24) RooCategory::DdecayMode: "D decay mode" 25) RooCategory::recState: "B Flavour State" 26) RooCategory::DdecayMode_split: "D decay mode split" 27) RooRealVar::qAB: "Invariant mass square of pair AB" 28) RooRealVar::qAC: "Invariant mass square of pair AC" 29) RooRealVar::qBC: "Invariant mass square of pair BC" 30) RooRealVar::mES: "m_{ES}" 31) RooRealVar::tReco: "Proper time" 32) RooRealVar::tErr: "Proper time per-event error" 33) RooRealVar::tTrue: "Proper time MC true" 34) RooRealVar::deltam: "D* - D0 mass difference" 35) RooRealVar::deltaE_dk: "#DeltaE_{K}" 36) RooRealVar::deltaE_dpi: "deltaE for DPi" Caches RooArgSet::Cached Variables: ********** ** 9 **SET PRINT 1 ********** RooMinuit::optimizeConst: activating const optimization RooAbsGoodnessOfFit::initSimMode: creating slave GOF calculator #0 for state {KsPiPi;Dstar} (51279 dataset entries) RooAbsOptGoodnessOfFit::constOptimize({KsPiPi;Dstar}) Action=Activate RooAbsReal::optimize: component dmSigArgPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component mDSigG3Pdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component dmSigFakeDArgPdf_{Dstar;KsPiPi} will be cached RooAbsReal::optimize: component 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 = -882772.5745 START MIGRAD MINIMIZATION. STRATEGY 1. CONVERGENCE WHEN EDM .LT. 1.00e-03 dmBkgSlope_KsPiPi=-0.02584, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuGamma_KsPiPi=-0.09513, dmSigJsuWidth_KsPiPi=0.0003094, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.73e+04, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00735, sigT_scfa_KsPiPi=0.4786, tBkgGMean_KsPiPi=-0.1142, tBkgGWidth_KsPiPi=0.2389, tBkgJsuGamma_KsPiPi=-0.125, prevFCN = -882772.5589 dmBkgSlope_KsPiPi=-0.3591, prevFCN = -882772.5657 dmBkgSlope_KsPiPi=-0.283, prevFCN = -882772.5743 dmBkgSlope_KsPiPi=-1.662, prevFCN = -882771.4699 dmBkgSlope_KsPiPi=-0.0335, prevFCN = -882772.5604 dmBkgSlope_KsPiPi=-0.8873, prevFCN = -882772.339 dmBkgSlope_KsPiPi=-0.1445, dmSigG1Mean_KsPiPi=0.1452, prevFCN = -882770.2761 dmSigG1Mean_KsPiPi=0.1449, prevFCN = -882770.3306 dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3498 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3779 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001218, prevFCN = -882771.7392 dmSigG1Width_KsPiPi=0.001081, prevFCN = -882771.7356 dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3593 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3683 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.7064, prevFCN = -882768.816 dmSigJsuDelta_KsPiPi=0.6839, prevFCN = -882768.8481 dmSigJsuDelta_KsPiPi=0.6978, prevFCN = -882772.3608 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.3672 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9274, prevFCN = -882771.0521 dmSigJsuFrac_KsPiPi=0.9056, prevFCN = -882770.9393 dmSigJsuFrac_KsPiPi=0.9208, prevFCN = -882772.3599 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.368 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.07854, prevFCN = -882769.7719 dmSigJsuGamma_KsPiPi=-0.1133, prevFCN = -882768.9739 dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.3978 dmSigJsuGamma_KsPiPi=-0.09964, prevFCN = -882772.3309 dmSigJsuGamma_KsPiPi=-0.09513, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882771.3926 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882771.5688 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3255 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.4026 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003152, prevFCN = -882770.1423 dmSigJsuWidth_KsPiPi=0.0003037, prevFCN = -882770.0877 dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3685 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3595 dmSigJsuWidth_KsPiPi=0.0003094, mDContCombC1_KsPiPi=0.5566, prevFCN = -882764.4169 mDContCombC1_KsPiPi=-1.331, prevFCN = -882757.1346 mDContCombC1_KsPiPi=-0.2614, prevFCN = -882770.2905 mDContCombC1_KsPiPi=-0.5135, prevFCN = -882403.4899 mDContCombC1_KsPiPi=-0.3748, prevFCN = -882772.5134 mDContCombC1_KsPiPi=-0.4001, prevFCN = -882772.4722 mDContCombC1_KsPiPi=-0.3875, mDSigG1Frac_KsPiPi=0.8658, prevFCN = -882770.7293 mDSigG1Frac_KsPiPi=0.8473, prevFCN = -882770.6871 mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3646 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.3633 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9896, prevFCN = -882768.273 mDSigG1G2Frac_KsPiPi=0.9667, prevFCN = -882765.7086 mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3681 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3612 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3288 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.1788 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005665, prevFCN = -882771.7554 mDSigG1Width_KsPiPi=0.005585, prevFCN = -882771.7177 mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3719 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3562 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1429 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.079 mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3859 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3421 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01416, prevFCN = -882769.5192 mDSigG2Width_KsPiPi=0.01264, prevFCN = -882769.1093 mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.3783 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3495 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1523, prevFCN = -882771.8948 nDstarContGoodD_KsPiPi=1315, prevFCN = -882771.8689 nDstarContGoodD_KsPiPi=1475, prevFCN = -882772.3768 nDstarContGoodD_KsPiPi=1360, prevFCN = -882772.3512 nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.263e+04, prevFCN = -882772.285 nDstarSigFakeD_KsPiPi=1.243e+04, prevFCN = -882772.2502 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.746e+04, prevFCN = -882772.2887 nDstarSigGoodD_KsPiPi=3.713e+04, prevFCN = -882772.1921 nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=0.001118, prevFCN = -882772.1997 sigC_bias_KsPiPi=-0.004098, prevFCN = -882772.1583 sigC_bias_KsPiPi=0.0004129, prevFCN = -882772.3792 sigC_bias_KsPiPi=-0.003392, prevFCN = -882772.3489 sigC_bias_KsPiPi=-0.00149, sigC_frac_KsPiPi=0.7117, prevFCN = -882768.1076 sigC_frac_KsPiPi=0.6566, prevFCN = -882768.2767 sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3445 sigC_frac_KsPiPi=0.6785, prevFCN = -882772.3832 sigC_frac_KsPiPi=0.6845, sigC_scfa_KsPiPi=0.2151, prevFCN = -882771.0423 sigC_scfa_KsPiPi=0.2036, prevFCN = -882770.98 sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.375 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.353 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00905, prevFCN = -882772.203 sigO_frac_KsPiPi=0.005826, prevFCN = -882772.1596 sigO_frac_KsPiPi=0.008576, prevFCN = -882772.386 sigO_frac_KsPiPi=0.006218, prevFCN = -882772.3418 sigO_frac_KsPiPi=0.00735, sigT_scfa_KsPiPi=0.4946, prevFCN = -882770.147 sigT_scfa_KsPiPi=0.4629, prevFCN = -882769.9484 sigT_scfa_KsPiPi=0.4832, prevFCN = -882772.3868 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3412 sigT_scfa_KsPiPi=0.4786, tBkgGMean_KsPiPi=-0.05862, prevFCN = -882771.6709 tBkgGMean_KsPiPi=-0.1698, prevFCN = -882771.5774 tBkgGMean_KsPiPi=-0.08804, prevFCN = -882772.3743 tBkgGMean_KsPiPi=-0.1403, prevFCN = -882772.3528 tBkgGMean_KsPiPi=-0.1142, tBkgGWidth_KsPiPi=0.2735, prevFCN = -882772.115 tBkgGWidth_KsPiPi=0.2066, prevFCN = -882771.9601 tBkgGWidth_KsPiPi=0.2603, prevFCN = -882772.389 tBkgGWidth_KsPiPi=0.2184, prevFCN = -882772.3398 tBkgGWidth_KsPiPi=0.2389, tBkgJsuDelta_KsPiPi=1.275, prevFCN = -882768.2529 tBkgJsuDelta_KsPiPi=1.221, prevFCN = -882768.4724 tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3349 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.393 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.973, prevFCN = -882768.9704 tBkgJsuFrac_KsPiPi=0.9036, prevFCN = -882766.0777 tBkgJsuFrac_KsPiPi=0.9502, prevFCN = -882772.3888 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3435 tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.09994, prevFCN = -882769.7963 tBkgJsuGamma_KsPiPi=-0.1529, prevFCN = -882769.271 tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3556 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3734 tBkgJsuGamma_KsPiPi=-0.125, tBkgJsuMean_KsPiPi=0.1022, prevFCN = -882766.0947 tBkgJsuMean_KsPiPi=0.0591, prevFCN = -882765.9817 tBkgJsuMean_KsPiPi=0.08449, prevFCN = -882772.3725 tBkgJsuMean_KsPiPi=0.07676, prevFCN = -882772.3554 tBkgJsuMean_KsPiPi=0.08062, tBkgJsuWidth_KsPiPi=0.6202, prevFCN = -882765.2937 tBkgJsuWidth_KsPiPi=0.5711, prevFCN = -882764.6307 tBkgJsuWidth_KsPiPi=0.5995, prevFCN = -882772.3857 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3425 tBkgJsuWidth_KsPiPi=0.5955, tau=0.4197, prevFCN = -882772.2129 tau=0.4147, prevFCN = -882772.0934 tau=0.4189, prevFCN = -882772.4057 tau=0.4154, prevFCN = -882772.3223 FCN=-882773 FROM MIGRAD STATUS=INITIATE 122 CALLS 123 TOTAL EDM= unknown STRATEGY= 1 NO ERROR MATRIX EXT PARAMETER CURRENT GUESS STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -1.44463e-01 3.25600e-01 6.76384e-02 -9.82677e-01 2 dmSigG1Mean_KsPiPi 1.45035e-01 1.85600e-04 3.71294e-02 1.91750e+00 3 dmSigG1Width_KsPiPi 1.14859e-03 1.04900e-04 3.44728e-02 4.01932e-01 4 dmSigJsuDelta_KsPiPi 6.95090e-01 1.72900e-02 6.79909e-03 3.05573e+00 5 dmSigJsuFrac_KsPiPi 9.16814e-01 1.67200e-02 6.08390e-02 2.81883e-01 6 dmSigJsuGamma_KsPiPi -9.51311e-02 2.65200e-02 2.75936e-02 -7.29009e+00 7 dmSigJsuMean_KsPiPi 1.45395e-01 6.78800e-06 1.36186e-03 9.94844e+01 8 dmSigJsuWidth_KsPiPi 3.09446e-04 8.83800e-06 6.20496e-03 -3.80081e+00 9 mDContCombC1_KsPiPi -3.87456e-01 1.45500e+00 1.45506e-02 -1.63558e+02 10 mDSigG1Frac_KsPiPi 8.56669e-01 1.42100e-02 4.05983e-02 -7.12865e-02 11 mDSigG1G2Frac_KsPiPi 9.79738e-01 1.59100e-02 1.25337e-01 -2.16958e-01 12 mDSigG1Mean_KsPiPi 1.86448e+00 4.67300e-05 3.12995e-04 -3.69421e+02 13 mDSigG1Width_KsPiPi 5.62476e-03 6.16400e-05 2.69950e-03 -8.94484e+00 14 mDSigG2Mean_KsPiPi 1.86140e+00 4.85900e-04 3.24874e-03 -1.54357e+01 15 mDSigG2Width_KsPiPi 1.33909e-02 1.17200e-03 3.45747e-02 -2.52273e+00 16 nDstarContGoodD_KsPiPi 1.41696e+03 1.59800e+02 4.25202e-04 -8.42061e+01 17 nDstarSigFakeD_KsPiPi 1.25302e+04 1.58100e+02 1.41250e-04 -1.89674e+02 18 nDstarSigGoodD_KsPiPi 3.72971e+04 2.55300e+02 1.32220e-04 -5.63171e+02 19 sigC_bias_KsPiPi -1.48970e-03 4.02000e-03 4.02002e-03 -7.96721e+00 20 sigC_frac_KsPiPi 6.84507e-01 4.23900e-02 9.14055e-02 1.49107e+00 21 sigC_scfa_KsPiPi 2.09326e-01 8.85000e-03 1.44929e-02 -3.18351e+00 22 sigO_frac_KsPiPi 7.35000e-03 2.44900e-03 2.90878e-02 -1.60152e+00 23 sigT_scfa_KsPiPi 4.78617e-01 2.44300e-02 1.66296e-02 -7.31642e+00 24 tBkgGMean_KsPiPi -1.14196e-01 8.56400e-02 1.71333e-02 -2.04901e+00 25 tBkgGWidth_KsPiPi 2.38888e-01 5.13100e-02 3.38032e-02 -1.79187e+00 26 tBkgJsuDelta_KsPiPi 1.24789e+00 4.14800e-02 1.25531e-02 1.59519e+01 27 tBkgJsuFrac_KsPiPi 9.43299e-01 4.73900e-02 2.31864e-01 -7.36665e-01 28 tBkgJsuGamma_KsPiPi -1.25020e-01 4.02500e-02 3.67129e-02 1.42033e+00 29 tBkgJsuMean_KsPiPi 8.06238e-02 3.31800e-02 6.63691e-03 -1.10667e+01 30 tBkgJsuWidth_KsPiPi 5.95453e-01 3.78000e-02 2.33538e-02 -8.57940e+00 31 tau 4.17187e-01 3.81200e-03 8.86621e-03 -1.02490e+01 ERR DEF= 0.5 dmBkgSlope_KsPiPi=-0.01701, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001148, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09478, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9798, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0134, nDstarContGoodD_KsPiPi=1419, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001421, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, sigO_frac_KsPiPi=0.007412, sigT_scfa_KsPiPi=0.4789, tBkgGMean_KsPiPi=-0.1135, tBkgGWidth_KsPiPi=0.2401, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9437, tBkgJsuGamma_KsPiPi=-0.1252, tBkgJsuMean_KsPiPi=0.0807, tBkgJsuWidth_KsPiPi=0.5957, tau=0.4174, prevFCN = -882772.5539 dmBkgSlope_KsPiPi=-0.07776, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001148, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09499, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3868, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1418, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=-0.001462, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007375, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.1139, tBkgGWidth_KsPiPi=0.2394, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9435, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08066, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4173, prevFCN = -882772.5756 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3871, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.577 dmBkgSlope_KsPiPi=-0.1685, prevFCN = -882772.5821 dmBkgSlope_KsPiPi=-1.103, prevFCN = -882772.1665 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3612 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3719 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3711 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3617 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3639 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.369 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.367 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.3657 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.3878 dmSigJsuGamma_KsPiPi=-0.09956, prevFCN = -882772.3458 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3441 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3889 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3715 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3615 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3668, prevFCN = -882772.4215 mDContCombC1_KsPiPi=-0.4073, prevFCN = -882772.304 mDContCombC1_KsPiPi=-0.3871, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3659 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.367 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3741 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3589 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.409 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3239 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3721 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3609 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3748 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3582 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3748 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3584 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1475, prevFCN = -882772.3565 nDstarContGoodD_KsPiPi=1361, prevFCN = -882772.3754 nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.371 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.362 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.743e+04, prevFCN = -882772.3979 nDstarSigGoodD_KsPiPi=3.717e+04, prevFCN = -882772.3351 nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=0.0004292, prevFCN = -882772.3697 sigC_bias_KsPiPi=-0.003376, prevFCN = -882772.3633 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3634 sigC_frac_KsPiPi=0.6784, prevFCN = -882772.3696 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3685 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3645 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008592, prevFCN = -882772.3743 sigO_frac_KsPiPi=0.006231, prevFCN = -882772.3578 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3712 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3618 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08792, prevFCN = -882772.375 tBkgGMean_KsPiPi=-0.1402, prevFCN = -882772.3589 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2606, prevFCN = -882772.3792 tBkgGWidth_KsPiPi=0.2186, prevFCN = -882772.3561 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.356 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.377 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3695 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3663 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3673 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3652 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.3633 tBkgJsuMean_KsPiPi=0.07678, prevFCN = -882772.3697 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.369 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3641 tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.3887 tau=0.4155, prevFCN = -882772.3445 dmBkgSlope_KsPiPi=-8.828, dmSigG1Mean_KsPiPi=0.143, dmSigG1Width_KsPiPi=0.00198, dmSigJsuDelta_KsPiPi=1.76, dmSigJsuFrac_KsPiPi=0.9237, dmSigJsuGamma_KsPiPi=-8.693, dmSigJsuMean_KsPiPi=0.1401, dmSigJsuWidth_KsPiPi=0.009538, mDContCombC1_KsPiPi=96.3, mDSigG1Frac_KsPiPi=0.8438, mDSigG1G2Frac_KsPiPi=1, mDSigG1Mean_KsPiPi=1.893, mDSigG1Width_KsPiPi=0.07849, mDSigG2Mean_KsPiPi=1.812, mDSigG2Width_KsPiPi=0.04994, nDstarContGoodD_KsPiPi=8.39e+07, nDstarSigFakeD_KsPiPi=9.205e+07, nDstarSigGoodD_KsPiPi=2.45e+07, sigC_bias_KsPiPi=0.821, sigC_frac_KsPiPi=0.6203, sigC_scfa_KsPiPi=0.4537, sigO_frac_KsPiPi=0.06385, sigT_scfa_KsPiPi=2.291, tBkgGMean_KsPiPi=3.776, tBkgGWidth_KsPiPi=1.468, tBkgJsuDelta_KsPiPi=9.206, tBkgJsuFrac_KsPiPi=0.9492, tBkgJsuGamma_KsPiPi=-0.04087, tBkgJsuMean_KsPiPi=-3.526, tBkgJsuWidth_KsPiPi=1.724, tau=0.7031, prevFCN = 199252559.3 dmBkgSlope_KsPiPi=-0.02368, dmSigG1Mean_KsPiPi=0.1449, dmSigG1Width_KsPiPi=0.001185, dmSigJsuDelta_KsPiPi=0.5278, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.0107, dmSigJsuMean_KsPiPi=0.14, dmSigJsuWidth_KsPiPi=0.0005155, mDContCombC1_KsPiPi=92, mDSigG1Frac_KsPiPi=0.856, mDSigG1G2Frac_KsPiPi=0.9816, mDSigG1Mean_KsPiPi=1.989, mDSigG1Width_KsPiPi=0.01048, mDSigG2Mean_KsPiPi=1.886, mDSigG2Width_KsPiPi=0.01482, nDstarContGoodD_KsPiPi=5.95e+07, nDstarSigFakeD_KsPiPi=5.746e+07, nDstarSigGoodD_KsPiPi=9.11e+06, sigC_bias_KsPiPi=0.04675, sigC_frac_KsPiPi=0.6813, sigC_scfa_KsPiPi=0.2197, sigO_frac_KsPiPi=0.008885, sigT_scfa_KsPiPi=0.5436, tBkgGMean_KsPiPi=0.1056, tBkgGWidth_KsPiPi=0.2769, tBkgJsuDelta_KsPiPi=0.757, tBkgJsuFrac_KsPiPi=0.9437, tBkgJsuGamma_KsPiPi=-0.1198, tBkgJsuMean_KsPiPi=-0.5122, tBkgJsuWidth_KsPiPi=0.6408, tau=0.4851, prevFCN = 124869178.1 dmBkgSlope_KsPiPi=-0.09758, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, dmSigJsuDelta_KsPiPi=0.6862, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.08885, dmSigJsuMean_KsPiPi=0.145, dmSigJsuWidth_KsPiPi=0.0003181, mDContCombC1_KsPiPi=39.78, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9798, mDSigG1Mean_KsPiPi=1.917, mDSigG1Width_KsPiPi=0.005834, mDSigG2Mean_KsPiPi=1.863, mDSigG2Width_KsPiPi=0.01346, nDstarContGoodD_KsPiPi=1.637e+05, nDstarSigFakeD_KsPiPi=2.875e+05, nDstarSigGoodD_KsPiPi=1.162e+07, sigC_bias_KsPiPi=0.0009384, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2099, sigO_frac_KsPiPi=0.007437, sigT_scfa_KsPiPi=0.4818, tBkgGMean_KsPiPi=-0.1031, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.221, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1248, tBkgJsuMean_KsPiPi=0.05096, tBkgJsuWidth_KsPiPi=0.5977, tau=0.4206, prevFCN = 10958140.87 dmBkgSlope_KsPiPi=-0.1026, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6946, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09473, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003099, mDContCombC1_KsPiPi=1.678, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.867, mDSigG1Width_KsPiPi=0.005635, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0134, nDstarContGoodD_KsPiPi=241.1, nDstarSigFakeD_KsPiPi=1.773e+04, nDstarSigGoodD_KsPiPi=1.277e+05, sigC_bias_KsPiPi=-0.001353, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2094, sigO_frac_KsPiPi=0.007368, sigT_scfa_KsPiPi=0.4788, tBkgGMean_KsPiPi=-0.1135, tBkgGWidth_KsPiPi=0.2393, tBkgJsuDelta_KsPiPi=1.246, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.125, tBkgJsuMean_KsPiPi=0.07916, tBkgJsuWidth_KsPiPi=0.5956, tau=0.4174, prevFCN = -836720.9787 dmBkgSlope_KsPiPi=-0.1028, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09503, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.2838, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1335, nDstarSigFakeD_KsPiPi=1.277e+04, nDstarSigGoodD_KsPiPi=4.054e+04, sigC_bias_KsPiPi=-0.001467, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08057, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882640.5333 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3819, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.254e+04, nDstarSigGoodD_KsPiPi=3.746e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.2851 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3866, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5788 dmBkgSlope_KsPiPi=-0.1801, prevFCN = -882772.5836 dmBkgSlope_KsPiPi=-1.132, prevFCN = -882772.1305 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3621 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3747 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3777 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.359 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3579 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.3787 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3675 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.3691 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.3868 dmSigJsuGamma_KsPiPi=-0.09956, prevFCN = -882772.3499 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3472 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3894 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3785 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3582 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3665, prevFCN = -882772.419 mDContCombC1_KsPiPi=-0.4067, prevFCN = -882772.3263 mDContCombC1_KsPiPi=-0.3866, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3622 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.3745 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3719 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3649 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3992 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3374 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3752 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3615 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3687 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3679 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3793 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3573 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1475, prevFCN = -882772.3503 nDstarContGoodD_KsPiPi=1360, prevFCN = -882772.3863 nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3608 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.3759 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3523 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.3844 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.371 sigC_bias_KsPiPi=-0.003376, prevFCN = -882772.3657 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3643 sigC_frac_KsPiPi=0.6784, prevFCN = -882772.3723 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3709 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3657 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.3773 sigO_frac_KsPiPi=0.006233, prevFCN = -882772.3593 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3739 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3627 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.376 tBkgGMean_KsPiPi=-0.1402, prevFCN = -882772.3607 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.3799 tBkgGWidth_KsPiPi=0.2186, prevFCN = -882772.3568 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3578 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.3789 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3695 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3672 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3703 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3663 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.3642 tBkgJsuMean_KsPiPi=0.07678, prevFCN = -882772.3725 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.3708 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3659 tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.3902 tau=0.4155, prevFCN = -882772.3465 dmBkgSlope_KsPiPi=-10.13, dmSigG1Mean_KsPiPi=0.1428, dmSigG1Width_KsPiPi=0.002659, dmSigJsuDelta_KsPiPi=8.891, dmSigJsuFrac_KsPiPi=0.913, dmSigJsuGamma_KsPiPi=-7.885, dmSigJsuMean_KsPiPi=0.1447, dmSigJsuWidth_KsPiPi=0.006387, mDContCombC1_KsPiPi=-39.96, mDSigG1Frac_KsPiPi=0.7433, mDSigG1G2Frac_KsPiPi=0.9967, mDSigG1Mean_KsPiPi=1.844, mDSigG1Width_KsPiPi=0.05281, mDSigG2Mean_KsPiPi=1.99, mDSigG2Width_KsPiPi=0.05952, nDstarContGoodD_KsPiPi=2.928e+07, nDstarSigFakeD_KsPiPi=8.239e+07, nDstarSigGoodD_KsPiPi=2.095e+06, sigC_bias_KsPiPi=0.7505, sigC_frac_KsPiPi=0.6073, sigC_scfa_KsPiPi=0.5107, sigO_frac_KsPiPi=0.06929, sigT_scfa_KsPiPi=2.576, tBkgGMean_KsPiPi=3.673, tBkgGWidth_KsPiPi=1.467, tBkgJsuDelta_KsPiPi=9.229, tBkgJsuFrac_KsPiPi=0.9479, tBkgJsuGamma_KsPiPi=-0.01158, tBkgJsuMean_KsPiPi=-1.475, tBkgJsuWidth_KsPiPi=1.719, tau=0.7136, prevFCN = 112623152.9 dmBkgSlope_KsPiPi=-0.02039, dmSigG1Mean_KsPiPi=0.1449, dmSigG1Width_KsPiPi=0.001211, dmSigJsuDelta_KsPiPi=0.2474, dmSigJsuFrac_KsPiPi=0.9166, dmSigJsuGamma_KsPiPi=-0.01452, dmSigJsuMean_KsPiPi=0.14, dmSigJsuWidth_KsPiPi=0.0007043, mDContCombC1_KsPiPi=71.89, mDSigG1Frac_KsPiPi=0.8516, mDSigG1G2Frac_KsPiPi=0.9809, mDSigG1Mean_KsPiPi=1.817, mDSigG1Width_KsPiPi=0.01133, mDSigG2Mean_KsPiPi=1.87, mDSigG2Width_KsPiPi=0.01516, nDstarContGoodD_KsPiPi=9.827e+07, nDstarSigFakeD_KsPiPi=4.327e+07, nDstarSigGoodD_KsPiPi=8.907e+06, sigC_bias_KsPiPi=0.04103, sigC_frac_KsPiPi=0.6807, sigC_scfa_KsPiPi=0.2218, sigO_frac_KsPiPi=0.008988, sigT_scfa_KsPiPi=0.5525, tBkgGMean_KsPiPi=0.09794, tBkgGWidth_KsPiPi=0.2769, tBkgJsuDelta_KsPiPi=0.7558, tBkgJsuFrac_KsPiPi=0.9436, tBkgJsuGamma_KsPiPi=-0.1165, tBkgJsuMean_KsPiPi=-0.6322, tBkgJsuWidth_KsPiPi=0.6406, tau=0.4845, prevFCN = 149219762.5 dmBkgSlope_KsPiPi=-0.09723, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001152, dmSigJsuDelta_KsPiPi=0.6677, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.08936, dmSigJsuMean_KsPiPi=0.145, dmSigJsuWidth_KsPiPi=0.0003245, mDContCombC1_KsPiPi=34.35, mDSigG1Frac_KsPiPi=0.8564, mDSigG1G2Frac_KsPiPi=0.9798, mDSigG1Mean_KsPiPi=1.908, mDSigG1Width_KsPiPi=0.005866, mDSigG2Mean_KsPiPi=1.862, mDSigG2Width_KsPiPi=0.01348, nDstarContGoodD_KsPiPi=4.666e+05, nDstarSigFakeD_KsPiPi=6.379e+04, nDstarSigGoodD_KsPiPi=1023, sigC_bias_KsPiPi=0.0006523, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.21, sigO_frac_KsPiPi=0.007442, sigT_scfa_KsPiPi=0.4823, tBkgGMean_KsPiPi=-0.1034, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.221, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1246, tBkgJsuMean_KsPiPi=0.04492, tBkgJsuWidth_KsPiPi=0.5977, tau=0.4205, prevFCN = -399881.391 dmBkgSlope_KsPiPi=-0.1026, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6937, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09476, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003102, mDContCombC1_KsPiPi=1.386, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.867, mDSigG1Width_KsPiPi=0.005637, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0134, nDstarContGoodD_KsPiPi=2.498, nDstarSigFakeD_KsPiPi=8784, nDstarSigGoodD_KsPiPi=3.427e+04, sigC_bias_KsPiPi=-0.001367, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2094, sigO_frac_KsPiPi=0.007369, sigT_scfa_KsPiPi=0.4789, tBkgGMean_KsPiPi=-0.1135, tBkgGWidth_KsPiPi=0.2393, tBkgJsuDelta_KsPiPi=1.246, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.125, tBkgJsuMean_KsPiPi=0.07886, tBkgJsuWidth_KsPiPi=0.5956, tau=0.4174, prevFCN = -879814.7415 dmBkgSlope_KsPiPi=-0.1028, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.695, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09503, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.298, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1284, nDstarSigFakeD_KsPiPi=1.233e+04, nDstarSigGoodD_KsPiPi=3.716e+04, sigC_bias_KsPiPi=-0.001468, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08055, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882762.6326 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3822, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1410, nDstarSigFakeD_KsPiPi=1.252e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5572 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3855, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1415, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5792 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1642, prevFCN = -882772.5833 dmBkgSlope_KsPiPi=-1.092, prevFCN = -882772.1626 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3626 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3755 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3813 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3568 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3539 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.3841 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3679 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.3702 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.3851 dmSigJsuGamma_KsPiPi=-0.09956, prevFCN = -882772.3531 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3498 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3883 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3822 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3559 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3657, prevFCN = -882772.4072 mDContCombC1_KsPiPi=-0.4062, prevFCN = -882772.3419 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3598 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.3783 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3727 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3654 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3847 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3534 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3755 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3626 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3598 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3782 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3787 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3594 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.3624 nDstarContGoodD_KsPiPi=1359, prevFCN = -882772.376 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3722 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.3659 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3596 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.3785 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.3718 sigC_bias_KsPiPi=-0.003376, prevFCN = -882772.3663 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.365 sigC_frac_KsPiPi=0.6784, prevFCN = -882772.3731 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3717 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3664 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.3782 sigO_frac_KsPiPi=0.006233, prevFCN = -882772.3599 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3747 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3634 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3769 tBkgGMean_KsPiPi=-0.1402, prevFCN = -882772.3612 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.3805 tBkgGWidth_KsPiPi=0.2186, prevFCN = -882772.3576 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3587 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.3794 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3702 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3679 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3709 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3672 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.365 tBkgJsuMean_KsPiPi=0.07678, prevFCN = -882772.373 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.3712 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3669 tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.3909 tau=0.4155, prevFCN = -882772.3472 dmBkgSlope_KsPiPi=-9.267, dmSigG1Mean_KsPiPi=0.1426, dmSigG1Width_KsPiPi=0.003964, dmSigJsuDelta_KsPiPi=9.07, dmSigJsuFrac_KsPiPi=0.9031, dmSigJsuGamma_KsPiPi=-5.331, dmSigJsuMean_KsPiPi=0.1402, dmSigJsuWidth_KsPiPi=0.002341, mDContCombC1_KsPiPi=-26.87, mDSigG1Frac_KsPiPi=0.5553, mDSigG1G2Frac_KsPiPi=0.9947, mDSigG1Mean_KsPiPi=1.85, mDSigG1Width_KsPiPi=0.06172, mDSigG2Mean_KsPiPi=1.957, mDSigG2Width_KsPiPi=0.05284, nDstarContGoodD_KsPiPi=3.209e+07, nDstarSigFakeD_KsPiPi=9.904e+07, nDstarSigGoodD_KsPiPi=1.784e+06, sigC_bias_KsPiPi=0.7416, sigC_frac_KsPiPi=0.6003, sigC_scfa_KsPiPi=0.5386, sigO_frac_KsPiPi=0.07299, sigT_scfa_KsPiPi=2.738, tBkgGMean_KsPiPi=3.76, tBkgGWidth_KsPiPi=1.45, tBkgJsuDelta_KsPiPi=8.95, tBkgJsuFrac_KsPiPi=0.9474, tBkgJsuGamma_KsPiPi=-0.01128, tBkgJsuMean_KsPiPi=-1.529, tBkgJsuWidth_KsPiPi=1.526, tau=0.7134, prevFCN = 131763727 dmBkgSlope_KsPiPi=-0.02252, dmSigG1Mean_KsPiPi=0.1449, dmSigG1Width_KsPiPi=0.001255, dmSigJsuDelta_KsPiPi=0.0111, dmSigJsuFrac_KsPiPi=0.9161, dmSigJsuGamma_KsPiPi=-0.02685, dmSigJsuMean_KsPiPi=0.1402, dmSigJsuWidth_KsPiPi=0.001083, mDContCombC1_KsPiPi=-46.28, mDSigG1Frac_KsPiPi=0.8445, mDSigG1G2Frac_KsPiPi=0.9807, mDSigG1Mean_KsPiPi=2, mDSigG1Width_KsPiPi=0.01105, mDSigG2Mean_KsPiPi=1.82, mDSigG2Width_KsPiPi=0.01492, nDstarContGoodD_KsPiPi=7.04e+04, nDstarSigFakeD_KsPiPi=9.382e+07, nDstarSigGoodD_KsPiPi=3.345e+07, sigC_bias_KsPiPi=0.04036, sigC_frac_KsPiPi=0.6803, sigC_scfa_KsPiPi=0.2227, sigO_frac_KsPiPi=0.009056, sigT_scfa_KsPiPi=0.5576, tBkgGMean_KsPiPi=0.1045, tBkgGWidth_KsPiPi=0.2764, tBkgJsuDelta_KsPiPi=0.7687, tBkgJsuFrac_KsPiPi=0.9436, tBkgJsuGamma_KsPiPi=-0.1165, tBkgJsuMean_KsPiPi=-0.6294, tBkgJsuWidth_KsPiPi=0.6337, tau=0.4845, prevFCN = 126128724 dmBkgSlope_KsPiPi=-0.09746, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001154, dmSigJsuDelta_KsPiPi=0.6369, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09065, dmSigJsuMean_KsPiPi=0.1451, dmSigJsuWidth_KsPiPi=0.000335, mDContCombC1_KsPiPi=17.65, mDSigG1Frac_KsPiPi=0.8561, mDSigG1G2Frac_KsPiPi=0.9798, mDSigG1Mean_KsPiPi=1.875, mDSigG1Width_KsPiPi=0.005856, mDSigG2Mean_KsPiPi=1.859, mDSigG2Width_KsPiPi=0.01347, nDstarContGoodD_KsPiPi=505.3, nDstarSigFakeD_KsPiPi=1.031e+06, nDstarSigGoodD_KsPiPi=1.558e+04, sigC_bias_KsPiPi=0.0006189, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.21, sigO_frac_KsPiPi=0.007445, sigT_scfa_KsPiPi=0.4825, tBkgGMean_KsPiPi=-0.1031, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.221, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1246, tBkgJsuMean_KsPiPi=0.04506, tBkgJsuWidth_KsPiPi=0.5974, tau=0.4205, prevFCN = 28715.55054 dmBkgSlope_KsPiPi=-0.1026, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6921, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09482, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003107, mDContCombC1_KsPiPi=0.5207, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005636, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.0134, nDstarContGoodD_KsPiPi=1360, nDstarSigFakeD_KsPiPi=2.471e+04, nDstarSigGoodD_KsPiPi=3.142e+04, sigC_bias_KsPiPi=-0.001369, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2094, sigO_frac_KsPiPi=0.007369, sigT_scfa_KsPiPi=0.4789, tBkgGMean_KsPiPi=-0.1135, tBkgGWidth_KsPiPi=0.2393, tBkgJsuDelta_KsPiPi=1.246, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.125, tBkgJsuMean_KsPiPi=0.07886, tBkgJsuWidth_KsPiPi=0.5956, tau=0.4174, prevFCN = -879691.6032 dmBkgSlope_KsPiPi=-0.1028, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09504, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3406, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.304e+04, nDstarSigGoodD_KsPiPi=3.701e+04, sigC_bias_KsPiPi=-0.001468, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08055, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882763.901 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3837, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.256e+04, nDstarSigGoodD_KsPiPi=3.73e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5576 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3857, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5793 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3858, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1698, prevFCN = -882772.5836 dmBkgSlope_KsPiPi=-1.106, prevFCN = -882772.1496 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3628 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3753 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3809 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3572 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3547 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.3834 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3682 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.3699 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.385 dmSigJsuGamma_KsPiPi=-0.09956, prevFCN = -882772.3531 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3499 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3882 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3817 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3565 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.4027 mDContCombC1_KsPiPi=-0.4064, prevFCN = -882772.3356 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3604 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.3777 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3736 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3645 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3842 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3539 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3752 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.363 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3596 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3785 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3779 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3602 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.3615 nDstarContGoodD_KsPiPi=1359, prevFCN = -882772.3766 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3698 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.3683 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.3602 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.3779 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.3719 sigC_bias_KsPiPi=-0.003376, prevFCN = -882772.3662 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3652 sigC_frac_KsPiPi=0.6784, prevFCN = -882772.3729 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3716 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3665 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.378 sigO_frac_KsPiPi=0.006233, prevFCN = -882772.3601 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3746 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3636 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3771 tBkgGMean_KsPiPi=-0.1402, prevFCN = -882772.361 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.3805 tBkgGWidth_KsPiPi=0.2186, prevFCN = -882772.3576 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3587 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.3794 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3703 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3678 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3707 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3674 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.3653 tBkgJsuMean_KsPiPi=0.07678, prevFCN = -882772.3728 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.3712 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3669 tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.391 tau=0.4155, prevFCN = -882772.3471 dmBkgSlope_KsPiPi=-12.01, dmSigG1Mean_KsPiPi=0.1431, dmSigG1Width_KsPiPi=0.00394, dmSigJsuDelta_KsPiPi=7.944, dmSigJsuFrac_KsPiPi=0.9182, dmSigJsuGamma_KsPiPi=-3.937, dmSigJsuMean_KsPiPi=0.1497, dmSigJsuWidth_KsPiPi=0.001206, mDContCombC1_KsPiPi=-42.99, mDSigG1Frac_KsPiPi=0.5802, mDSigG1G2Frac_KsPiPi=0.9993, mDSigG1Mean_KsPiPi=1.701, mDSigG1Width_KsPiPi=0.09896, mDSigG2Mean_KsPiPi=1.847, mDSigG2Width_KsPiPi=0.02325, nDstarContGoodD_KsPiPi=6.683e+07, nDstarSigFakeD_KsPiPi=9.814e+07, nDstarSigGoodD_KsPiPi=9.326e+07, sigC_bias_KsPiPi=0.8806, sigC_frac_KsPiPi=0.6207, sigC_scfa_KsPiPi=0.4445, sigO_frac_KsPiPi=0.0655, sigT_scfa_KsPiPi=2.308, tBkgGMean_KsPiPi=4.104, tBkgGWidth_KsPiPi=1.446, tBkgJsuDelta_KsPiPi=8.474, tBkgJsuFrac_KsPiPi=0.9505, tBkgJsuGamma_KsPiPi=-0.1139, tBkgJsuMean_KsPiPi=-4.992, tBkgJsuWidth_KsPiPi=1.302, tau=0.6884, prevFCN = 257045715.3 dmBkgSlope_KsPiPi=-0.01633, dmSigG1Mean_KsPiPi=0.1449, dmSigG1Width_KsPiPi=0.001255, dmSigJsuDelta_KsPiPi=0.0171, dmSigJsuFrac_KsPiPi=0.9169, dmSigJsuGamma_KsPiPi=-0.03459, dmSigJsuMean_KsPiPi=0.1406, dmSigJsuWidth_KsPiPi=0.001037, mDContCombC1_KsPiPi=69.39, mDSigG1Frac_KsPiPi=0.8454, mDSigG1G2Frac_KsPiPi=0.9821, mDSigG1Mean_KsPiPi=1.708, mDSigG1Width_KsPiPi=0.008765, mDSigG2Mean_KsPiPi=1.792, mDSigG2Width_KsPiPi=0.01383, nDstarContGoodD_KsPiPi=4.285e+06, nDstarSigFakeD_KsPiPi=9.19e+05, nDstarSigGoodD_KsPiPi=2.212e+05, sigC_bias_KsPiPi=0.05243, sigC_frac_KsPiPi=0.6813, sigC_scfa_KsPiPi=0.2193, sigO_frac_KsPiPi=0.008916, sigT_scfa_KsPiPi=0.5441, tBkgGMean_KsPiPi=0.1324, tBkgGWidth_KsPiPi=0.2764, tBkgJsuDelta_KsPiPi=0.7878, tBkgJsuFrac_KsPiPi=0.9438, tBkgJsuGamma_KsPiPi=-0.1245, tBkgJsuMean_KsPiPi=-0.3302, tBkgJsuWidth_KsPiPi=0.6255, tau=0.4858, prevFCN = 4426894.156 dmBkgSlope_KsPiPi=-0.09676, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001154, dmSigJsuDelta_KsPiPi=0.6389, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09132, dmSigJsuMean_KsPiPi=0.1451, dmSigJsuWidth_KsPiPi=0.0003339, mDContCombC1_KsPiPi=11.48, mDSigG1Frac_KsPiPi=0.8561, mDSigG1G2Frac_KsPiPi=0.9799, mDSigG1Mean_KsPiPi=1.854, mDSigG1Width_KsPiPi=0.005766, mDSigG2Mean_KsPiPi=1.858, mDSigG2Width_KsPiPi=0.01341, nDstarContGoodD_KsPiPi=1.96e+04, nDstarSigFakeD_KsPiPi=2.382e+04, nDstarSigGoodD_KsPiPi=2.56e+04, sigC_bias_KsPiPi=0.001223, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2098, sigO_frac_KsPiPi=0.007439, sigT_scfa_KsPiPi=0.4819, tBkgGMean_KsPiPi=-0.1017, tBkgGWidth_KsPiPi=0.241, tBkgJsuDelta_KsPiPi=1.223, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.125, tBkgJsuMean_KsPiPi=0.06009, tBkgJsuWidth_KsPiPi=0.597, tau=0.4206, prevFCN = -839538.5324 dmBkgSlope_KsPiPi=-0.1025, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6922, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09486, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003106, mDContCombC1_KsPiPi=0.2088, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005632, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1827, nDstarSigFakeD_KsPiPi=1.301e+04, nDstarSigGoodD_KsPiPi=3.668e+04, sigC_bias_KsPiPi=-0.001339, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2094, sigO_frac_KsPiPi=0.007368, sigT_scfa_KsPiPi=0.4788, tBkgGMean_KsPiPi=-0.1134, tBkgGWidth_KsPiPi=0.2393, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.07961, tBkgJsuWidth_KsPiPi=0.5956, tau=0.4174, prevFCN = -882640.548 dmBkgSlope_KsPiPi=-0.1028, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09504, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3561, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1435, nDstarSigFakeD_KsPiPi=1.255e+04, nDstarSigGoodD_KsPiPi=3.728e+04, sigC_bias_KsPiPi=-0.001467, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08059, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882771.9653 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3844, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1417, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5758 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3856, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5791 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3858, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5794 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 MIGRAD FAILS TO FIND IMPROVEMENT dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.4172, prevFCN = -882772.5795 dmBkgSlope_KsPiPi=-0.1698, prevFCN = -882772.5836 dmBkgSlope_KsPiPi=-1.106, prevFCN = -882772.1496 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3628 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3753 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3809 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3572 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3547 dmSigJsuDelta_KsPiPi=0.6924, prevFCN = -882772.3834 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3682 dmSigJsuFrac_KsPiPi=0.9128, prevFCN = -882772.3699 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.385 dmSigJsuGamma_KsPiPi=-0.09956, prevFCN = -882772.3531 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3499 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3882 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3817 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3565 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.4027 mDContCombC1_KsPiPi=-0.4064, prevFCN = -882772.3356 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.3604 mDSigG1Frac_KsPiPi=0.8536, prevFCN = -882772.3777 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3736 mDSigG1G2Frac_KsPiPi=0.9775, prevFCN = -882772.3645 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3842 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3539 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3752 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.363 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3596 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3785 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3779 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3602 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.3615 nDstarContGoodD_KsPiPi=1359, prevFCN = -882772.3766 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3698 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.3683 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.3602 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.3779 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.3719 sigC_bias_KsPiPi=-0.003376, prevFCN = -882772.3662 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3652 sigC_frac_KsPiPi=0.6784, prevFCN = -882772.3729 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3716 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3665 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.378 sigO_frac_KsPiPi=0.006233, prevFCN = -882772.3601 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3746 sigT_scfa_KsPiPi=0.4741, prevFCN = -882772.3636 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3771 tBkgGMean_KsPiPi=-0.1402, prevFCN = -882772.361 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.3805 tBkgGWidth_KsPiPi=0.2186, prevFCN = -882772.3576 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3587 tBkgJsuDelta_KsPiPi=1.242, prevFCN = -882772.3794 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3703 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3678 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3707 tBkgJsuGamma_KsPiPi=-0.1321, prevFCN = -882772.3674 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.3653 tBkgJsuMean_KsPiPi=0.07678, prevFCN = -882772.3728 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.3712 tBkgJsuWidth_KsPiPi=0.5914, prevFCN = -882772.3669 tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.391 tau=0.4155, prevFCN = -882772.3471 dmBkgSlope_KsPiPi=-0.03034, tau=0.4172, prevFCN = -882772.57 dmBkgSlope_KsPiPi=-0.2183, prevFCN = -882772.5836 dmBkgSlope_KsPiPi=-0.08492, prevFCN = -882772.5777 dmBkgSlope_KsPiPi=-0.1225, prevFCN = -882772.5812 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5697 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5725 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5789 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5795 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001155, prevFCN = -882772.5731 dmSigG1Width_KsPiPi=0.001142, prevFCN = -882772.5691 dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5796 dmSigG1Width_KsPiPi=0.001147, prevFCN = -882772.5788 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6956, prevFCN = -882772.5683 dmSigJsuDelta_KsPiPi=0.6946, prevFCN = -882772.574 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9176, prevFCN = -882772.5702 dmSigJsuFrac_KsPiPi=0.916, prevFCN = -882772.572 dmSigJsuFrac_KsPiPi=0.917, prevFCN = -882772.579 dmSigJsuFrac_KsPiPi=0.9166, prevFCN = -882772.5794 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09416, prevFCN = -882772.5734 dmSigJsuGamma_KsPiPi=-0.09594, prevFCN = -882772.5689 dmSigJsuGamma_KsPiPi=-0.09487, prevFCN = -882772.5796 dmSigJsuGamma_KsPiPi=-0.09523, prevFCN = -882772.5787 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5673 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5749 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003098, prevFCN = -882772.5736 dmSigJsuWidth_KsPiPi=0.0003091, prevFCN = -882772.5686 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3818, prevFCN = -882772.5673 mDContCombC1_KsPiPi=-0.39, prevFCN = -882772.5758 mDContCombC1_KsPiPi=-0.3851, prevFCN = -882772.5783 mDContCombC1_KsPiPi=-0.3867, prevFCN = -882772.5801 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8573, prevFCN = -882772.5692 mDSigG1Frac_KsPiPi=0.856, prevFCN = -882772.573 mDSigG1Frac_KsPiPi=0.8568, prevFCN = -882772.5788 mDSigG1Frac_KsPiPi=0.8565, prevFCN = -882772.5796 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9802, prevFCN = -882772.5701 mDSigG1G2Frac_KsPiPi=0.9793, prevFCN = -882772.5721 mDSigG1G2Frac_KsPiPi=0.9798, prevFCN = -882772.579 mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5794 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5741 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5681 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005629, prevFCN = -882772.5722 mDSigG1Width_KsPiPi=0.005621, prevFCN = -882772.57 mDSigG1Width_KsPiPi=0.005626, prevFCN = -882772.5794 mDSigG1Width_KsPiPi=0.005624, prevFCN = -882772.579 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5693 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5729 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01343, prevFCN = -882772.5724 mDSigG2Width_KsPiPi=0.01335, prevFCN = -882772.5698 mDSigG2Width_KsPiPi=0.0134, prevFCN = -882772.5794 mDSigG2Width_KsPiPi=0.01338, prevFCN = -882772.5789 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1427, prevFCN = -882772.5701 nDstarContGoodD_KsPiPi=1405, prevFCN = -882772.5721 nDstarContGoodD_KsPiPi=1418, prevFCN = -882772.579 nDstarContGoodD_KsPiPi=1414, prevFCN = -882772.5794 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5712 nDstarSigFakeD_KsPiPi=1.251e+04, prevFCN = -882772.571 nDstarSigFakeD_KsPiPi=1.253e+04, prevFCN = -882772.5792 nDstarSigFakeD_KsPiPi=1.253e+04, prevFCN = -882772.5792 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5693 nDstarSigGoodD_KsPiPi=3.729e+04, prevFCN = -882772.5729 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001093, prevFCN = -882772.5717 sigC_bias_KsPiPi=-0.001854, prevFCN = -882772.5705 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6856, prevFCN = -882772.5703 sigC_frac_KsPiPi=0.6832, prevFCN = -882772.5719 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2098, prevFCN = -882772.5716 sigC_scfa_KsPiPi=0.2089, prevFCN = -882772.5706 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007602, prevFCN = -882772.5743 sigO_frac_KsPiPi=0.007131, prevFCN = -882772.5679 sigO_frac_KsPiPi=0.007412, prevFCN = -882772.5798 sigO_frac_KsPiPi=0.007318, prevFCN = -882772.5785 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4796, prevFCN = -882772.5721 sigT_scfa_KsPiPi=0.4778, prevFCN = -882772.5701 sigT_scfa_KsPiPi=0.4789, prevFCN = -882772.5794 sigT_scfa_KsPiPi=0.4785, prevFCN = -882772.579 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.1088, prevFCN = -882772.5721 tBkgGMean_KsPiPi=-0.1193, prevFCN = -882772.5701 tBkgGMean_KsPiPi=-0.113, prevFCN = -882772.5794 tBkgGMean_KsPiPi=-0.1151, prevFCN = -882772.579 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2434, prevFCN = -882772.5704 tBkgGWidth_KsPiPi=0.235, prevFCN = -882772.5718 tBkgGWidth_KsPiPi=0.24, prevFCN = -882772.579 tBkgGWidth_KsPiPi=0.2383, prevFCN = -882772.5794 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.249, prevFCN = -882772.569 tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5732 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9448, prevFCN = -882772.569 tBkgJsuFrac_KsPiPi=0.942, prevFCN = -882772.5732 tBkgJsuFrac_KsPiPi=0.9437, prevFCN = -882772.5788 tBkgJsuFrac_KsPiPi=0.9431, prevFCN = -882772.5796 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1237, prevFCN = -882772.5703 tBkgJsuGamma_KsPiPi=-0.1265, prevFCN = -882772.5719 tBkgJsuGamma_KsPiPi=-0.1248, prevFCN = -882772.579 tBkgJsuGamma_KsPiPi=-0.1253, prevFCN = -882772.5794 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08141, prevFCN = -882772.5703 tBkgJsuMean_KsPiPi=0.07987, prevFCN = -882772.5719 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5963, prevFCN = -882772.5714 tBkgJsuWidth_KsPiPi=0.5947, prevFCN = -882772.5709 tBkgJsuWidth_KsPiPi=0.5957, prevFCN = -882772.5792 tBkgJsuWidth_KsPiPi=0.5953, prevFCN = -882772.5791 tBkgJsuWidth_KsPiPi=0.5955, tau=0.4176, prevFCN = -882772.5754 tau=0.4169, prevFCN = -882772.5668 dmBkgSlope_KsPiPi=-0.1698, dmSigG1Mean_KsPiPi=0.1451, tau=0.4172, prevFCN = -882772.374 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3748 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2514 dmBkgSlope_KsPiPi=-0.1698, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3623 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.0455 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.4106 dmBkgSlope_KsPiPi=-0.1698, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3793 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882771.9071 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.2852 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882771.8741 dmBkgSlope_KsPiPi=-0.1698, dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.3809 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.4779 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.2882 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.132 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.3404 dmBkgSlope_KsPiPi=-0.1698, dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3553 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882771.9791 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.0584 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1232 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.0461 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.4825 dmBkgSlope_KsPiPi=-0.1698, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.3817 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2213 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.0203 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.5352 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.4615 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.2187 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1413 dmBkgSlope_KsPiPi=-0.1698, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.4066 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1881 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.2045 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1765 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1915 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.2057 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.174 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.2066 dmBkgSlope_KsPiPi=-0.1698, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.364 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1479 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1456 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1618 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.168 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1701 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1287 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.137 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1577 dmBkgSlope_KsPiPi=-0.1698, mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.377 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1615 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1619 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1714 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1819 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1815 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1424 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1518 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2143 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882771.8129 dmBkgSlope_KsPiPi=-0.1698, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3886 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1618 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1868 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.158 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.17 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1948 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1528 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1869 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1849 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.121 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1905 dmBkgSlope_KsPiPi=-0.1698, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3794 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1529 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1915 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1285 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.152 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1789 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.146 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.195 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1978 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.4207 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3336 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1671 dmBkgSlope_KsPiPi=-0.1698, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3637 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1397 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1615 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1362 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1492 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1686 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1285 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1585 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.0784 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.0098 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1429 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.004 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.148 dmBkgSlope_KsPiPi=-0.1698, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.3825 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1571 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1883 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1354 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1487 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1824 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1493 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.2007 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2065 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.421 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.5426 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1079 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1311 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1436 dmBkgSlope_KsPiPi=-0.1698, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.3927 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1649 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.0624 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.3367 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1692 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.2291 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1229 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.0422 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.188 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1113 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1246 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1654 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1806 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1375 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1852 dmBkgSlope_KsPiPi=-0.1698, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3789 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.173 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1102 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.2436 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.187 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1912 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1375 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.104 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1853 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.2459 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.2809 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.177 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1209 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1716 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.059 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882771.9982 dmBkgSlope_KsPiPi=-0.1698, nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.3593 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1314 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.202 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.0667 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1325 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1521 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1328 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.2083 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1872 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.0942 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.0959 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1637 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1771 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1294 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.2134 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.0571 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.0836 dmBkgSlope_KsPiPi=-0.1698, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.3763 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1558 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1682 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1553 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.164 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1797 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1415 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1677 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1902 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1607 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1712 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1854 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1634 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1609 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1674 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1418 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.181 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.144 dmBkgSlope_KsPiPi=-0.1698, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3691 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.15 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1601 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1494 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1597 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1725 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.135 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1593 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1836 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1572 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1644 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1772 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1527 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1542 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1627 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1376 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1799 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1339 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1233 dmBkgSlope_KsPiPi=-0.1698, sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.3757 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1538 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1781 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1399 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1564 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1756 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1426 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1796 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1979 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1458 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1627 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1712 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1727 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1463 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1699 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1605 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1456 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1602 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.2569 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.4776 dmBkgSlope_KsPiPi=-0.1698, sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.3822 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1596 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1837 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1494 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1628 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1827 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.149 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1839 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2044 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1503 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1681 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1804 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1521 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1765 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1651 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1495 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1683 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1533 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.262 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1538 dmBkgSlope_KsPiPi=-0.1698, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.3787 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1561 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1815 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1422 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1578 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1789 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1452 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1836 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2023 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1442 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1634 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1725 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1779 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1459 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.174 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1654 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1411 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.167 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1518 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.5029 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.0273 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882771.9695 dmBkgSlope_KsPiPi=-0.1698, sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3827 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1647 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1682 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1707 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.168 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1849 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1477 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1683 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2032 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1749 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.2006 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1741 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1681 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1543 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1437 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1249 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1868 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1507 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1402 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.083 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.2514 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.1808 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.2149 dmBkgSlope_KsPiPi=-0.1698, sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.3844 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.164 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1815 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1565 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1695 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.186 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.151 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1819 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.205 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1627 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1751 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1819 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1748 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1592 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1788 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1631 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1713 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.161 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1269 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.199 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1795 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.172 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.1397 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.2311 dmBkgSlope_KsPiPi=-0.1698, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3633 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1412 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1576 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1404 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1467 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1663 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1286 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1571 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1797 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1421 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1574 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1671 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1553 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1436 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1516 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1292 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1549 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1373 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1777 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.097 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1718 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.2441 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.219 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.0657 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.2413 dmBkgSlope_KsPiPi=-0.1698, tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3752 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1588 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1615 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1616 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1625 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1767 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1412 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1623 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.199 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1672 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1903 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.162 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1586 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1429 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1419 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1269 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1779 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1443 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.0843 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.1524 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1925 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.1399 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.1425 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.0765 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.0102 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.3329 dmBkgSlope_KsPiPi=-0.1698, tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.3728 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1456 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1909 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1155 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1524 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1729 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.141 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1922 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1881 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.123 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1194 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1898 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1783 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1584 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.2155 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.2019 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.126 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1652 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.2161 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.1932 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1438 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.1273 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.1213 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3453 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.1681 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.1543 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3466 dmBkgSlope_KsPiPi=-0.1698, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.3712 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1569 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1474 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1719 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1602 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.174 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1359 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1476 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.195 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1747 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.2058 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1539 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1492 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1371 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1155 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.0963 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1903 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1325 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.0893 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.1006 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1918 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.1912 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.2082 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882771.9162 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.1156 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.1305 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882771.8764 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.5341 dmBkgSlope_KsPiPi=-0.1698, tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.3746 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1553 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1749 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1401 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1608 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1746 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1422 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1769 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.1969 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1493 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1601 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1716 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1655 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1461 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1758 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1659 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1557 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1539 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882772.1304 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.2195 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.1297 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.0952 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.0912 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.3176 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.0485 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.5487 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882771.9521 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.1546 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.1715 dmBkgSlope_KsPiPi=-0.1698, tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5955, tau=0.419, prevFCN = -882772.3952 dmBkgSlope_KsPiPi=-0.1029, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1737 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1901 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6977, prevFCN = -882772.1708 dmSigJsuDelta_KsPiPi=0.6951, dmSigJsuFrac_KsPiPi=0.9207, prevFCN = -882772.1806 dmSigJsuFrac_KsPiPi=0.9168, dmSigJsuGamma_KsPiPi=-0.09064, prevFCN = -882772.1982 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1609 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003111, prevFCN = -882772.1897 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3653, prevFCN = -882772.2107 mDContCombC1_KsPiPi=-0.3859, mDSigG1Frac_KsPiPi=0.8598, prevFCN = -882772.1754 mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.1866 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.202 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1853 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.178 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01359, prevFCN = -882772.1889 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1474, prevFCN = -882772.1661 nDstarContGoodD_KsPiPi=1416, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1914 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.744e+04, prevFCN = -882772.1673 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0004294, prevFCN = -882771.9475 sigC_bias_KsPiPi=-0.001473, sigC_frac_KsPiPi=0.6905, prevFCN = -882772.3083 sigC_frac_KsPiPi=0.6844, sigC_scfa_KsPiPi=0.2115, prevFCN = -882772.0993 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008591, prevFCN = -882772.0967 sigO_frac_KsPiPi=0.007365, sigT_scfa_KsPiPi=0.4833, prevFCN = -882772.0512 sigT_scfa_KsPiPi=0.4787, tBkgGMean_KsPiPi=-0.08789, prevFCN = -882772.188 tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2607, prevFCN = -882772.1836 tBkgGWidth_KsPiPi=0.2392, tBkgJsuDelta_KsPiPi=1.254, prevFCN = -882772.2285 tBkgJsuDelta_KsPiPi=1.248, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.138 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1182, prevFCN = -882772.2391 tBkgJsuGamma_KsPiPi=-0.1251, tBkgJsuMean_KsPiPi=0.0845, prevFCN = -882772.1326 tBkgJsuMean_KsPiPi=0.08064, tBkgJsuWidth_KsPiPi=0.5996, prevFCN = -882772.1243 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-882773 FROM HESSE STATUS=OK 628 CALLS 1038 TOTAL EDM=0.00721493 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -1.02857e-01 1.26613e+00 1.46583e-01 3.00512e-01 2 dmSigG1Mean_KsPiPi 1.45035e-01 1.39552e-04 7.33232e-03 9.30249e-01 3 dmSigG1Width_KsPiPi 1.14850e-03 9.82858e-05 1.12071e-02 -8.92324e-01 4 dmSigJsuDelta_KsPiPi 6.95084e-01 1.71377e-02 1.04586e-03 1.36571e+01 5 dmSigJsuFrac_KsPiPi 9.16805e-01 1.28125e-02 1.44061e-02 3.21650e-01 6 dmSigJsuGamma_KsPiPi -9.50465e-02 2.31677e-02 4.59813e-03 -2.41515e+00 7 dmSigJsuMean_KsPiPi 1.45395e-01 6.05734e-06 3.87584e-04 4.93055e+01 8 dmSigJsuWidth_KsPiPi 3.09451e-04 8.47113e-06 1.17757e-03 -1.04376e+01 9 mDContCombC1_KsPiPi -3.85882e-01 3.33988e-02 2.05448e-04 1.13374e+02 10 mDSigG1Frac_KsPiPi 8.56670e-01 1.31155e-02 8.84357e-03 1.07504e+00 11 mDSigG1G2Frac_KsPiPi 9.79742e-01 1.13979e-02 1.58160e-02 3.26841e-01 12 mDSigG1Mean_KsPiPi 1.86448e+00 4.44393e-05 1.64509e-04 -9.19306e+01 13 mDSigG1Width_KsPiPi 5.62486e-03 5.55124e-05 8.77782e-04 -6.33507e+00 14 mDSigG2Mean_KsPiPi 1.86140e+00 4.51291e-04 1.42008e-03 6.44714e+00 15 mDSigG2Width_KsPiPi 1.33925e-02 8.53259e-04 5.69866e-03 -1.09099e+00 16 nDstarContGoodD_KsPiPi 1.41596e+03 1.45586e+02 1.51895e-04 3.33379e+01 17 nDstarSigFakeD_KsPiPi 1.25310e+04 1.57149e+02 7.58928e-05 -8.82298e+00 18 nDstarSigGoodD_KsPiPi 3.73132e+04 2.44928e+02 6.80887e-05 1.30806e+02 19 sigC_bias_KsPiPi -1.47333e-03 3.98511e-03 1.90272e-03 -1.52913e+00 20 sigC_frac_KsPiPi 6.84441e-01 4.06397e-02 1.29906e-02 3.01836e-01 21 sigC_scfa_KsPiPi 2.09339e-01 8.60770e-03 3.44983e-03 -7.12315e-01 22 sigO_frac_KsPiPi 7.36474e-03 2.39008e-03 1.37898e-02 -1.16910e+00 23 sigT_scfa_KsPiPi 4.78676e-01 2.32009e-02 3.11365e-03 -1.59725e+00 24 tBkgGMean_KsPiPi -1.14038e-01 7.26731e-02 5.23078e-03 -9.23461e-01 25 tBkgGWidth_KsPiPi 2.39180e-01 3.81322e-02 1.37796e-02 2.98989e-01 26 tBkgJsuDelta_KsPiPi 1.24779e+00 3.52662e-02 1.82055e-03 5.78855e+00 27 tBkgJsuFrac_KsPiPi 9.43391e-01 3.07752e-02 3.09719e-02 3.53079e-01 28 tBkgJsuGamma_KsPiPi -1.25055e-01 3.93101e-02 6.27065e-03 6.69261e-01 29 tBkgJsuMean_KsPiPi 8.06414e-02 3.24025e-02 7.72621e-04 4.92409e+00 30 tBkgJsuWidth_KsPiPi 5.95503e-01 2.75360e-02 2.52050e-03 -4.74278e-01 31 tau 4.17228e-01 3.78584e-03 4.06660e-03 -5.26537e+00 ERR DEF= 0.5 dmBkgSlope_KsPiPi=-0.1602, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.387, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.732e+04, sigC_bias_KsPiPi=-0.001518, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007407, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2398, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9435, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08014, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5863 dmBkgSlope_KsPiPi=-0.1565, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.732e+04, sigC_bias_KsPiPi=-0.001515, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007405, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-0.01052, prevFCN = -882772.574 dmBkgSlope_KsPiPi=-0.4739, prevFCN = -882772.5375 dmBkgSlope_KsPiPi=-0.1393, prevFCN = -882772.586 dmBkgSlope_KsPiPi=-1.351, prevFCN = -882771.8543 dmBkgSlope_KsPiPi=-0.03509, prevFCN = -882772.5776 dmBkgSlope_KsPiPi=-0.9551, prevFCN = -882772.2633 dmBkgSlope_KsPiPi=-0.1565, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5542 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5516 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001162, prevFCN = -882772.5494 dmSigG1Width_KsPiPi=0.001135, prevFCN = -882772.5564 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.3782 dmSigJsuDelta_KsPiPi=0.6922, prevFCN = -882772.3733 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9187, prevFCN = -882772.5558 dmSigJsuFrac_KsPiPi=0.9156, prevFCN = -882772.5497 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09327, prevFCN = -882772.5503 dmSigJsuGamma_KsPiPi=-0.09684, prevFCN = -882772.5551 dmSigJsuGamma_KsPiPi=-0.09505, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3759 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3759 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.3735 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3781 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3787, prevFCN = -882772.5557 mDContCombC1_KsPiPi=-0.3951, prevFCN = -882772.5501 mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8578, prevFCN = -882772.5524 mDSigG1Frac_KsPiPi=0.8553, prevFCN = -882772.5529 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9806, prevFCN = -882772.5527 mDSigG1G2Frac_KsPiPi=0.9788, prevFCN = -882772.5526 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3773 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3745 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005633, prevFCN = -882772.5529 mDSigG1Width_KsPiPi=0.005617, prevFCN = -882772.5524 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3759 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3754 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01347, prevFCN = -882772.5532 mDSigG2Width_KsPiPi=0.01331, prevFCN = -882772.5522 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1435, prevFCN = -882772.5622 nDstarContGoodD_KsPiPi=1389, prevFCN = -882772.5436 nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.256e+04, prevFCN = -882772.5545 nDstarSigFakeD_KsPiPi=1.25e+04, prevFCN = -882772.5509 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.371 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.3807 nDstarSigGoodD_KsPiPi=3.732e+04, sigC_bias_KsPiPi=0.0003875, prevFCN = -882772.3762 sigC_bias_KsPiPi=-0.003418, prevFCN = -882772.3758 sigC_bias_KsPiPi=-0.001515, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.3755 sigC_frac_KsPiPi=0.6782, prevFCN = -882772.3766 sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.3764 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3756 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007885, prevFCN = -882772.5526 sigO_frac_KsPiPi=0.006939, prevFCN = -882772.5524 sigO_frac_KsPiPi=0.007405, sigT_scfa_KsPiPi=0.4803, prevFCN = -882772.5529 sigT_scfa_KsPiPi=0.4767, prevFCN = -882772.5525 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1033, prevFCN = -882772.5527 tBkgGMean_KsPiPi=-0.1242, prevFCN = -882772.5532 tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2482, prevFCN = -882772.5535 tBkgGWidth_KsPiPi=0.2314, prevFCN = -882772.5526 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3753 tBkgJsuDelta_KsPiPi=1.241, prevFCN = -882772.376 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9463, prevFCN = -882772.5523 tBkgJsuFrac_KsPiPi=0.9406, prevFCN = -882772.5535 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.123, prevFCN = -882772.5519 tBkgJsuGamma_KsPiPi=-0.1286, prevFCN = -882772.553 tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08404, prevFCN = -882772.3768 tBkgJsuMean_KsPiPi=0.07631, prevFCN = -882772.3747 tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5964, prevFCN = -882772.5526 tBkgJsuWidth_KsPiPi=0.5931, prevFCN = -882772.5527 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4191, prevFCN = -882772.378 tau=0.4156, prevFCN = -882772.374 dmBkgSlope_KsPiPi=-0.1079, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.387, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001526, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007412, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2399, tBkgJsuDelta_KsPiPi=1.246, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08014, tBkgJsuWidth_KsPiPi=0.5946, tau=0.4174, prevFCN = -882772.5848 dmBkgSlope_KsPiPi=-0.133, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09509, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.387, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00152, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007408, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2398, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08016, tBkgJsuWidth_KsPiPi=0.5946, tau=0.4173, prevFCN = -882772.5861 dmBkgSlope_KsPiPi=-0.1449, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09507, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001518, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007406, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2398, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5863 dmBkgSlope_KsPiPi=-0.1507, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09506, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007406, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-0.1513, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09506, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007406, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-0.07166, prevFCN = -882772.5818 dmBkgSlope_KsPiPi=-1.09, prevFCN = -882772.1442 dmBkgSlope_KsPiPi=-0.1513, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3791 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3728 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3696 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3824 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.3782 dmSigJsuDelta_KsPiPi=0.6922, prevFCN = -882772.3736 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.386 dmSigJsuFrac_KsPiPi=0.9132, prevFCN = -882772.3659 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09065, prevFCN = -882772.3747 dmSigJsuGamma_KsPiPi=-0.09957, prevFCN = -882772.377 dmSigJsuGamma_KsPiPi=-0.09506, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3761 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3757 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.3738 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.378 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3663, prevFCN = -882772.4234 mDContCombC1_KsPiPi=-0.4075, prevFCN = -882772.3073 mDContCombC1_KsPiPi=-0.3869, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.3762 mDSigG1Frac_KsPiPi=0.8535, prevFCN = -882772.3756 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9819, prevFCN = -882772.3843 mDSigG1G2Frac_KsPiPi=0.9774, prevFCN = -882772.3675 mDSigG1G2Frac_KsPiPi=0.9797, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3769 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3749 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3769 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.375 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3763 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3755 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.3792 mDSigG2Width_KsPiPi=0.0132, prevFCN = -882772.3726 mDSigG2Width_KsPiPi=0.01339, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.3943 nDstarContGoodD_KsPiPi=1355, prevFCN = -882772.3573 nDstarContGoodD_KsPiPi=1412, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3799 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.3719 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3718 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.38 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003869, prevFCN = -882772.3761 sigC_bias_KsPiPi=-0.003419, prevFCN = -882772.3758 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.3754 sigC_frac_KsPiPi=0.6782, prevFCN = -882772.3764 sigC_frac_KsPiPi=0.6843, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.3763 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3756 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008632, prevFCN = -882772.3701 sigO_frac_KsPiPi=0.006273, prevFCN = -882772.382 sigO_frac_KsPiPi=0.007406, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.3768 sigT_scfa_KsPiPi=0.4739, prevFCN = -882772.3751 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08748, prevFCN = -882772.3779 tBkgGMean_KsPiPi=-0.14, prevFCN = -882772.3741 tBkgGMean_KsPiPi=-0.1137, tBkgGWidth_KsPiPi=0.2614, prevFCN = -882772.3902 tBkgGWidth_KsPiPi=0.219, prevFCN = -882772.3612 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3757 tBkgJsuDelta_KsPiPi=1.241, prevFCN = -882772.3761 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9504, prevFCN = -882772.3847 tBkgJsuFrac_KsPiPi=0.9361, prevFCN = -882772.367 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.3796 tBkgJsuGamma_KsPiPi=-0.1328, prevFCN = -882772.3721 tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08403, prevFCN = -882772.3769 tBkgJsuMean_KsPiPi=0.07631, prevFCN = -882772.375 tBkgJsuMean_KsPiPi=0.08017, tBkgJsuWidth_KsPiPi=0.5988, prevFCN = -882772.3765 tBkgJsuWidth_KsPiPi=0.5906, prevFCN = -882772.3753 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4191, prevFCN = -882772.3774 tau=0.4156, prevFCN = -882772.3744 dmBkgSlope_KsPiPi=-0.1346, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001148, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9171, dmSigJsuGamma_KsPiPi=-0.09526, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3878, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9795, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005624, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001517, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007416, sigT_scfa_KsPiPi=0.4784, tBkgGMean_KsPiPi=-0.114, tBkgGWidth_KsPiPi=0.2396, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9432, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.0803, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5862 dmBkgSlope_KsPiPi=-0.1431, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9171, dmSigJsuGamma_KsPiPi=-0.09516, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007411, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1139, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08023, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.06625, prevFCN = -882772.5812 dmBkgSlope_KsPiPi=-1.032, prevFCN = -882772.2025 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3783 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3735 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3713 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3806 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.3783 dmSigJsuDelta_KsPiPi=0.6922, prevFCN = -882772.3739 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.3854 dmSigJsuFrac_KsPiPi=0.9131, prevFCN = -882772.3664 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.3761 dmSigJsuGamma_KsPiPi=-0.09966, prevFCN = -882772.3756 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3766 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3755 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.3742 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3779 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.4339 mDContCombC1_KsPiPi=-0.4074, prevFCN = -882772.3139 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.3772 mDSigG1Frac_KsPiPi=0.8535, prevFCN = -882772.3753 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.3844 mDSigG1G2Frac_KsPiPi=0.9774, prevFCN = -882772.3661 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3766 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3756 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3767 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3754 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.377 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3751 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.3789 mDSigG2Width_KsPiPi=0.01319, prevFCN = -882772.3733 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.3897 nDstarContGoodD_KsPiPi=1356, prevFCN = -882772.3622 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3791 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.373 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3731 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.379 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.3761 sigC_bias_KsPiPi=-0.00342, prevFCN = -882772.3761 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.3757 sigC_frac_KsPiPi=0.6782, prevFCN = -882772.3764 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.3763 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3758 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.3688 sigO_frac_KsPiPi=0.006277, prevFCN = -882772.3831 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.3767 sigT_scfa_KsPiPi=0.4739, prevFCN = -882772.3753 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.3782 tBkgGMean_KsPiPi=-0.1401, prevFCN = -882772.3727 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.3924 tBkgGWidth_KsPiPi=0.219, prevFCN = -882772.3581 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3761 tBkgJsuDelta_KsPiPi=1.241, prevFCN = -882772.376 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3861 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3649 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.3809 tBkgJsuGamma_KsPiPi=-0.1328, prevFCN = -882772.3714 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08409, prevFCN = -882772.3769 tBkgJsuMean_KsPiPi=0.07636, prevFCN = -882772.3754 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5988, prevFCN = -882772.3768 tBkgJsuWidth_KsPiPi=0.5906, prevFCN = -882772.3754 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4191, prevFCN = -882772.3768 tau=0.4156, prevFCN = -882772.3753 dmBkgSlope_KsPiPi=-0.1276, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001148, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09536, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3884, mDSigG1Frac_KsPiPi=0.8567, mDSigG1G2Frac_KsPiPi=0.9793, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005624, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01336, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001515, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007417, sigT_scfa_KsPiPi=0.4784, tBkgGMean_KsPiPi=-0.1136, tBkgGWidth_KsPiPi=0.2399, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9432, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08018, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5854 dmBkgSlope_KsPiPi=-0.1389, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001148, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09521, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3876, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9795, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005624, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007412, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.1258, tBkgJsuMean_KsPiPi=0.08021, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-0.1421, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09517, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3874, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007411, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1434, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09515, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1439, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09515, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9433, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1442, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6949, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1443, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1443, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1443, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 MIGRAD FAILS TO FIND IMPROVEMENT MACHINE ACCURACY LIMITS FURTHER IMPROVEMENT. MIGRAD MINIMIZATION HAS CONVERGED. MIGRAD WILL VERIFY CONVERGENCE AND ERROR MATRIX. dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.06625, prevFCN = -882772.5812 dmBkgSlope_KsPiPi=-1.032, prevFCN = -882772.2025 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.3783 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.3735 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3713 dmSigG1Width_KsPiPi=0.001115, prevFCN = -882772.3806 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.3783 dmSigJsuDelta_KsPiPi=0.6922, prevFCN = -882772.3739 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.3854 dmSigJsuFrac_KsPiPi=0.9131, prevFCN = -882772.3664 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.3761 dmSigJsuGamma_KsPiPi=-0.09966, prevFCN = -882772.3756 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3766 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3755 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.3742 dmSigJsuWidth_KsPiPi=0.0003078, prevFCN = -882772.3779 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.4339 mDContCombC1_KsPiPi=-0.4074, prevFCN = -882772.3139 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.3772 mDSigG1Frac_KsPiPi=0.8535, prevFCN = -882772.3753 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.3844 mDSigG1G2Frac_KsPiPi=0.9774, prevFCN = -882772.3661 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3766 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.3756 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3767 mDSigG1Width_KsPiPi=0.005605, prevFCN = -882772.3754 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.377 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.3751 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.3789 mDSigG2Width_KsPiPi=0.01319, prevFCN = -882772.3733 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.3897 nDstarContGoodD_KsPiPi=1356, prevFCN = -882772.3622 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3791 nDstarSigFakeD_KsPiPi=1.245e+04, prevFCN = -882772.373 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3731 nDstarSigGoodD_KsPiPi=3.718e+04, prevFCN = -882772.379 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.3761 sigC_bias_KsPiPi=-0.00342, prevFCN = -882772.3761 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.3757 sigC_frac_KsPiPi=0.6782, prevFCN = -882772.3764 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.3763 sigC_scfa_KsPiPi=0.2072, prevFCN = -882772.3758 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.3688 sigO_frac_KsPiPi=0.006277, prevFCN = -882772.3831 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.3767 sigT_scfa_KsPiPi=0.4739, prevFCN = -882772.3753 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.3782 tBkgGMean_KsPiPi=-0.1401, prevFCN = -882772.3727 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.3924 tBkgGWidth_KsPiPi=0.219, prevFCN = -882772.3581 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3761 tBkgJsuDelta_KsPiPi=1.241, prevFCN = -882772.376 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3861 tBkgJsuFrac_KsPiPi=0.936, prevFCN = -882772.3649 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.3809 tBkgJsuGamma_KsPiPi=-0.1328, prevFCN = -882772.3714 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08409, prevFCN = -882772.3769 tBkgJsuMean_KsPiPi=0.07636, prevFCN = -882772.3754 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5988, prevFCN = -882772.3768 tBkgJsuWidth_KsPiPi=0.5906, prevFCN = -882772.3754 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4191, prevFCN = -882772.3768 tau=0.4156, prevFCN = -882772.3753 dmBkgSlope_KsPiPi=-0.06377, tau=0.4173, prevFCN = -882772.5809 dmBkgSlope_KsPiPi=-0.2574, prevFCN = -882772.5831 dmBkgSlope_KsPiPi=-0.1256, prevFCN = -882772.5858 dmBkgSlope_KsPiPi=-0.1644, prevFCN = -882772.5869 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5785 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5777 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5863 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5861 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001155, prevFCN = -882772.5768 dmSigG1Width_KsPiPi=0.001142, prevFCN = -882772.5794 dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5859 dmSigG1Width_KsPiPi=0.001147, prevFCN = -882772.5864 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5785 dmSigJsuDelta_KsPiPi=0.6943, prevFCN = -882772.5777 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9179, prevFCN = -882772.5793 dmSigJsuFrac_KsPiPi=0.9164, prevFCN = -882772.5769 dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5864 dmSigJsuFrac_KsPiPi=0.917, prevFCN = -882772.586 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09425, prevFCN = -882772.5772 dmSigJsuGamma_KsPiPi=-0.09603, prevFCN = -882772.579 dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.586 dmSigJsuGamma_KsPiPi=-0.09532, prevFCN = -882772.5864 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5782 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.578 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003098, prevFCN = -882772.5777 dmSigJsuWidth_KsPiPi=0.0003092, prevFCN = -882772.5785 dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5861 dmSigJsuWidth_KsPiPi=0.0003094, prevFCN = -882772.5863 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3833, prevFCN = -882772.5796 mDContCombC1_KsPiPi=-0.3913, prevFCN = -882772.5773 mDContCombC1_KsPiPi=-0.3865, prevFCN = -882772.5863 mDContCombC1_KsPiPi=-0.3881, prevFCN = -882772.5861 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8572, prevFCN = -882772.5781 mDSigG1Frac_KsPiPi=0.856, prevFCN = -882772.5781 mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5862 mDSigG1Frac_KsPiPi=0.8565, prevFCN = -882772.5862 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9801, prevFCN = -882772.578 mDSigG1G2Frac_KsPiPi=0.9792, prevFCN = -882772.5781 mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5862 mDSigG1G2Frac_KsPiPi=0.9796, prevFCN = -882772.5862 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5782 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.578 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005629, prevFCN = -882772.5781 mDSigG1Width_KsPiPi=0.005621, prevFCN = -882772.5781 mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5862 mDSigG1Width_KsPiPi=0.005624, prevFCN = -882772.5862 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5784 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5778 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5862 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5861 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01342, prevFCN = -882772.5782 mDSigG2Width_KsPiPi=0.01334, prevFCN = -882772.578 mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5862 mDSigG2Width_KsPiPi=0.01338, prevFCN = -882772.5862 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1424, prevFCN = -882772.5813 nDstarContGoodD_KsPiPi=1401, prevFCN = -882772.5749 nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5868 nDstarContGoodD_KsPiPi=1410, prevFCN = -882772.5855 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5787 nDstarSigFakeD_KsPiPi=1.251e+04, prevFCN = -882772.5775 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5775 nDstarSigGoodD_KsPiPi=3.729e+04, prevFCN = -882772.5787 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001136, prevFCN = -882772.5781 sigC_bias_KsPiPi=-0.001897, prevFCN = -882772.5781 sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5862 sigC_bias_KsPiPi=-0.001592, prevFCN = -882772.5862 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6854, prevFCN = -882772.578 sigC_frac_KsPiPi=0.683, prevFCN = -882772.5782 sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5862 sigC_frac_KsPiPi=0.684, prevFCN = -882772.5862 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2097, prevFCN = -882772.5781 sigC_scfa_KsPiPi=0.2089, prevFCN = -882772.5781 sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5862 sigC_scfa_KsPiPi=0.2092, prevFCN = -882772.5862 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007648, prevFCN = -882772.578 sigO_frac_KsPiPi=0.007176, prevFCN = -882772.5782 sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5862 sigO_frac_KsPiPi=0.007363, prevFCN = -882772.5862 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4794, prevFCN = -882772.5781 sigT_scfa_KsPiPi=0.4776, prevFCN = -882772.5781 sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5862 sigT_scfa_KsPiPi=0.4783, prevFCN = -882772.5862 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1086, prevFCN = -882772.578 tBkgGMean_KsPiPi=-0.1191, prevFCN = -882772.5782 tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5862 tBkgGMean_KsPiPi=-0.1149, prevFCN = -882772.5862 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2439, prevFCN = -882772.5785 tBkgGWidth_KsPiPi=0.2355, prevFCN = -882772.5777 tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5862 tBkgGWidth_KsPiPi=0.2388, prevFCN = -882772.5861 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.248, prevFCN = -882772.5781 tBkgJsuDelta_KsPiPi=1.245, prevFCN = -882772.5781 tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5862 tBkgJsuDelta_KsPiPi=1.246, prevFCN = -882772.5862 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9448, prevFCN = -882772.5778 tBkgJsuFrac_KsPiPi=0.9419, prevFCN = -882772.5783 tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.5861 tBkgJsuFrac_KsPiPi=0.9431, prevFCN = -882772.5862 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1243, prevFCN = -882772.5779 tBkgJsuGamma_KsPiPi=-0.1271, prevFCN = -882772.5783 tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882772.5861 tBkgJsuGamma_KsPiPi=-0.126, prevFCN = -882772.5862 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.081, prevFCN = -882772.5782 tBkgJsuMean_KsPiPi=0.07945, prevFCN = -882772.578 tBkgJsuMean_KsPiPi=0.08038, prevFCN = -882772.5862 tBkgJsuMean_KsPiPi=0.08007, prevFCN = -882772.5862 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5955, prevFCN = -882772.5781 tBkgJsuWidth_KsPiPi=0.5939, prevFCN = -882772.5781 tBkgJsuWidth_KsPiPi=0.5949, prevFCN = -882772.5862 tBkgJsuWidth_KsPiPi=0.5945, prevFCN = -882772.5862 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4177, prevFCN = -882772.5781 tau=0.417, prevFCN = -882772.5781 tau=0.4174, prevFCN = -882772.5862 tau=0.4173, prevFCN = -882772.5862 dmBkgSlope_KsPiPi=-0.06625, dmSigG1Mean_KsPiPi=0.1451, tau=0.4173, prevFCN = -882772.3647 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.3777 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2503 dmBkgSlope_KsPiPi=-0.06625, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.3688 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.0773 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.417 dmBkgSlope_KsPiPi=-0.06625, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.3718 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882771.9321 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.2859 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882771.9082 dmBkgSlope_KsPiPi=-0.06625, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.3803 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.4774 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.2629 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1396 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.3422 dmBkgSlope_KsPiPi=-0.06625, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.3698 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.0145 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.0684 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1665 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.0828 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.4935 dmBkgSlope_KsPiPi=-0.06625, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.3735 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2225 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882771.9965 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.5442 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.4639 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1953 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1534 dmBkgSlope_KsPiPi=-0.06625, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.4288 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2278 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.219 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.2241 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.2328 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.2209 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.2248 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.2232 dmBkgSlope_KsPiPi=-0.06625, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.3723 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1733 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1458 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1951 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1949 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1709 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1652 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1393 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.1986 dmBkgSlope_KsPiPi=-0.06625, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.3798 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1809 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1561 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1988 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.2029 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1765 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1729 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1481 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2494 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882771.8334 dmBkgSlope_KsPiPi=-0.06625, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.3708 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1627 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1626 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1669 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1725 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1712 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1649 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1648 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2014 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.123 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1868 dmBkgSlope_KsPiPi=-0.06625, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.3711 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.163 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1765 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1466 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1638 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1645 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1672 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.182 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2235 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.432 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.3393 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1541 dmBkgSlope_KsPiPi=-0.06625, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.3716 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1656 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1623 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1702 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1768 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1701 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1656 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1615 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.1202 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.0367 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1641 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.0067 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.16 dmBkgSlope_KsPiPi=-0.06625, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.3728 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1666 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1727 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1528 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1598 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1675 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1699 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1872 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2315 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.4317 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.5481 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.094 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1265 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1551 dmBkgSlope_KsPiPi=-0.06625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.3525 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.2019 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.0738 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.382 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.2076 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.2415 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1708 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.0555 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2403 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1493 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1565 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1789 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.2033 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1761 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.2074 dmBkgSlope_KsPiPi=-0.06625, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.3679 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1908 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.103 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.2694 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.2064 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1846 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1665 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.0988 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2187 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.2648 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.2943 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1716 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1248 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1913 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.0623 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.0284 dmBkgSlope_KsPiPi=-0.06625, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.3735 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1528 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1982 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.0961 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1556 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.149 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1654 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.2067 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2242 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1169 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1126 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.162 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1845 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1527 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.2202 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.0909 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.0988 dmBkgSlope_KsPiPi=-0.06625, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.3703 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1684 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1557 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1759 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1783 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.168 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1654 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1574 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2184 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1746 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1792 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1749 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1621 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1754 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1655 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1671 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1874 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.154 dmBkgSlope_KsPiPi=-0.06625, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.3705 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1691 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1541 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1764 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1804 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1671 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1653 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1554 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2183 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1776 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1789 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1732 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1578 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1752 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1672 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1693 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1927 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1504 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.131 dmBkgSlope_KsPiPi=-0.06625, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.3708 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1671 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1662 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1611 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1713 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1644 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1671 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1698 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2267 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1603 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1713 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1613 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.172 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1615 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1686 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1864 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1526 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1709 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.2587 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.4859 dmBkgSlope_KsPiPi=-0.06625, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.3634 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.159 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1579 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1567 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1638 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1576 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1595 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1602 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2193 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1509 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1627 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1541 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1658 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1534 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1613 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1771 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1426 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.165 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1413 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.2563 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.1423 dmBkgSlope_KsPiPi=-0.06625, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.3713 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1667 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.167 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1608 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1701 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1651 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.167 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1713 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2285 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1561 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1694 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.16 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1746 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1585 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1701 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1887 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1455 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1751 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1511 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.5088 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.0271 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882771.9556 dmBkgSlope_KsPiPi=-0.06625, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.3709 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1743 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1526 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1884 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1792 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.17 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1684 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1548 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2284 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.2057 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1605 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1638 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1658 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1386 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1469 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1903 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1576 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1383 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.0873 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.2504 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.1657 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.2114 dmBkgSlope_KsPiPi=-0.06625, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.3872 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1844 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1767 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1849 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1915 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1819 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1826 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1792 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.241 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1843 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1908 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1791 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1812 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1815 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1846 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1961 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1855 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1787 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1356 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.2146 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.189 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.1676 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.1464 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.239 dmBkgSlope_KsPiPi=-0.06625, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3703 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1671 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1584 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1744 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1743 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1678 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1657 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.16 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2212 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1693 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1786 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1699 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1673 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1714 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.163 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1678 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1746 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1606 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1923 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.118 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.1869 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.2451 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.2314 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.0769 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.2643 dmBkgSlope_KsPiPi=-0.06625, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3798 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1831 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1607 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.194 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1884 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1766 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1767 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1636 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2389 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1928 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.2101 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1632 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.169 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1691 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1516 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1637 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.196 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.166 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.0972 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.1717 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.206 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.1394 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.1535 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.0866 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.0297 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.3596 dmBkgSlope_KsPiPi=-0.06625, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.3777 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1643 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1845 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1422 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1728 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1672 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1709 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1879 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2224 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1431 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1334 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1854 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1831 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.179 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.2197 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.2334 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1385 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1812 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.2235 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.2069 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.1517 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.1213 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.1267 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.3505 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.1831 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.1745 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.3659 dmBkgSlope_KsPiPi=-0.06625, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08409, prevFCN = -882772.3693 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.177 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1424 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.2 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1819 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1697 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1671 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.1447 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2307 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.196 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.2213 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1508 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1553 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1591 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.121 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1289 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.2041 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.15 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.098 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.1157 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.2011 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.1865 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.2149 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882771.9204 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.1316 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.1526 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882771.8964 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.5487 dmBkgSlope_KsPiPi=-0.06625, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5988, prevFCN = -882772.3722 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.1695 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1639 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1622 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1766 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.1643 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1675 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.168 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2266 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1647 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1696 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1626 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1657 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1622 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1754 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.1926 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1636 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.1654 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882772.1332 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.2286 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.1331 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.0847 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.092 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.3176 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.0577 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.5646 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882771.9661 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.1637 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08409, prevFCN = -882772.1814 dmBkgSlope_KsPiPi=-0.06625, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4191, prevFCN = -882772.3713 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.1451, prevFCN = -882772.168 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001183, prevFCN = -882772.1593 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6975, prevFCN = -882772.1732 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9211, prevFCN = -882772.1766 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09073, prevFCN = -882772.168 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.1663 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003112, prevFCN = -882772.161 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3672, prevFCN = -882772.2206 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8597, prevFCN = -882772.1709 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9818, prevFCN = -882772.1762 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.865, prevFCN = -882772.1731 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005645, prevFCN = -882772.1657 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.862, prevFCN = -882772.1742 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01358, prevFCN = -882772.1687 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1470, prevFCN = -882772.173 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.262e+04, prevFCN = -882772.1795 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.745e+04, prevFCN = -882772.159 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=0.0003868, prevFCN = -882771.9304 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6903, prevFCN = -882772.2976 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2114, prevFCN = -882772.0829 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.008637, prevFCN = -882772.0664 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4831, prevFCN = -882772.0322 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.08758, prevFCN = -882772.1678 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2613, prevFCN = -882772.1742 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.253, prevFCN = -882772.2246 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9503, prevFCN = -882772.1325 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1189, prevFCN = -882772.2281 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08409, prevFCN = -882772.123 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5988, prevFCN = -882772.1087 COVARIANCE MATRIX CALCULATED SUCCESSFULLY MIGRAD TERMINATED WITHOUT CONVERGENCE. FCN=-882773 FROM MIGRAD STATUS=FAILED 1890 CALLS 1891 TOTAL EDM=0.00237243 STRATEGY= 1 ERR MATRIX APPROXIMATE EXT PARAMETER APPROXIMATE STEP FIRST NO. NAME VALUE ERROR SIZE DERIVATIVE 1 dmBkgSlope_KsPiPi -1.44361e-01 1.05294e+00 1.27494e-01 1.04243e-01 2 dmSigG1Mean_KsPiPi 1.45033e-01 1.39800e-04 7.35969e-03 -2.48067e-01 3 dmSigG1Width_KsPiPi 1.14858e-03 9.81703e-05 1.12449e-02 5.79224e-01 4 dmSigJsuDelta_KsPiPi 6.94850e-01 1.70965e-02 1.04546e-03 -2.13724e+00 5 dmSigJsuFrac_KsPiPi 9.17152e-01 1.27845e-02 1.44208e-02 -3.92553e-01 6 dmSigJsuGamma_KsPiPi -9.51401e-02 2.31624e-02 4.59778e-03 1.00604e+00 7 dmSigJsuMean_KsPiPi 1.45395e-01 6.06269e-06 3.87577e-04 -1.54541e+00 8 dmSigJsuWidth_KsPiPi 3.09491e-04 8.47024e-06 1.17736e-03 1.87148e+00 9 mDContCombC1_KsPiPi -3.87274e-01 3.24898e-02 2.01085e-04 -1.81363e+01 10 mDSigG1Frac_KsPiPi 8.56600e-01 1.31234e-02 8.84393e-03 -9.56923e-03 11 mDSigG1G2Frac_KsPiPi 9.79642e-01 1.13632e-02 1.58010e-02 3.38951e-02 12 mDSigG1Mean_KsPiPi 1.86448e+00 4.44916e-05 1.64523e-04 -2.94946e+00 13 mDSigG1Width_KsPiPi 5.62459e-03 5.56341e-05 8.77894e-04 -1.25027e-01 14 mDSigG2Mean_KsPiPi 1.86140e+00 4.51562e-04 1.41922e-03 -9.11092e-01 15 mDSigG2Width_KsPiPi 1.33833e-02 8.54212e-04 5.69790e-03 -3.02181e-02 16 nDstarContGoodD_KsPiPi 1.41253e+03 1.46084e+02 1.52292e-04 -1.06680e+02 17 nDstarSigFakeD_KsPiPi 1.25307e+04 1.57156e+02 7.58910e-05 -3.89661e+01 18 nDstarSigGoodD_KsPiPi 3.73143e+04 2.45129e+02 6.80888e-05 4.41856e+01 19 sigC_bias_KsPiPi -1.51637e-03 3.98547e-03 1.90315e-03 -2.11028e-02 20 sigC_frac_KsPiPi 6.84236e-01 4.06942e-02 1.29961e-02 2.76802e-02 21 sigC_scfa_KsPiPi 2.09295e-01 8.61320e-03 3.45091e-03 -4.60111e-02 22 sigO_frac_KsPiPi 7.41003e-03 2.38987e-03 1.37600e-02 4.20229e-03 23 sigT_scfa_KsPiPi 4.78468e-01 2.32013e-02 3.11298e-03 -4.87892e-02 24 tBkgGMean_KsPiPi -1.13840e-01 7.36901e-02 5.25395e-03 9.98057e-02 25 tBkgGWidth_KsPiPi 2.39689e-01 3.84315e-02 1.38535e-02 -9.86376e-02 26 tBkgJsuDelta_KsPiPi 1.24661e+00 3.52090e-02 1.81933e-03 9.01329e-02 27 tBkgJsuFrac_KsPiPi 9.43351e-01 3.09158e-02 3.10502e-02 5.28558e-02 28 tBkgJsuGamma_KsPiPi -1.25734e-01 3.95270e-02 6.25214e-03 1.66705e-01 29 tBkgJsuMean_KsPiPi 8.02247e-02 3.26867e-02 7.72371e-04 -8.91078e-01 30 tBkgJsuWidth_KsPiPi 5.94703e-01 2.74277e-02 2.51908e-03 8.86328e-02 31 tau 4.17337e-01 3.78619e-03 4.06752e-03 -4.17862e-02 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 62 NPAR= 31 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 6.111e-01 -5.936e-07 1.955e-08 -2.326e-07 6.646e-09 9.641e-09 -7.168e-04 3.161e-07 1.121e-06 2.923e-04 3.856e-04 -6.151e-07 -1.502e-07 -4.034e-05 1.636e-04 2.740e-04 2.556e-06 1.045e-06 4.574e-05 2.255e-05 5.366e-04 7.250e-08 4.617e-10 9.891e-11 -6.137e-09 3.473e-09 1.142e-07 3.676e-11 -1.506e-07 -1.313e-11 4.146e-10 1.197e-07 3.073e-08 3.159e-08 -4.789e-13 7.175e-11 1.697e-07 -2.588e-09 -3.258e-09 -3.005e-07 8.167e-08 -3.222e-06 -7.603e-10 8.768e-10 1.056e-03 -2.563e-06 -7.606e-10 -8.448e-10 2.875e-07 5.939e-07 9.399e-07 1.695e-10 2.939e-10 -6.168e-06 1.723e-04 2.707e-06 2.692e-09 1.097e-09 1.605e-06 -4.093e-08 -2.241e-08 -1.296e-10 4.589e-10 6.456e-05 -6.185e-05 1.294e-04 -8.847e-09 -8.843e-12 -2.729e-12 -1.900e-09 9.503e-10 4.232e-09 1.250e-12 -1.278e-12 -3.405e-08 -6.861e-08 -1.259e-07 -8.847e-09 -8.843e-12 -2.729e-12 -1.900e-09 9.503e-10 4.232e-09 1.250e-12 -1.278e-12 -3.405e-08 -6.861e-08 -1.259e-07 1.980e-09 -1.861e-08 -2.765e-12 2.499e-12 -9.921e-09 6.252e-09 6.561e-09 1.241e-12 -1.250e-13 1.617e-07 4.754e-07 1.210e-07 -1.861e-08 -2.765e-12 2.499e-12 -9.921e-09 6.252e-09 6.561e-09 1.241e-12 -1.250e-13 1.617e-07 4.754e-07 1.210e-07 -6.179e-10 3.095e-09 1.181e-07 1.293e-10 9.683e-11 1.442e-08 -1.874e-08 1.532e-08 2.690e-12 -1.747e-11 -2.939e-06 -3.444e-06 9.719e-07 1.181e-07 1.293e-10 9.683e-11 1.442e-08 -1.874e-08 1.532e-08 2.690e-12 -1.747e-11 -2.939e-06 -3.444e-06 9.719e-07 -3.959e-09 -1.047e-08 2.039e-07 -1.656e-07 1.727e-10 1.935e-10 -1.958e-08 4.070e-08 7.335e-08 1.011e-11 5.958e-11 4.935e-06 1.807e-06 7.381e-06 -1.656e-07 1.727e-10 1.935e-10 -1.958e-08 4.070e-08 7.335e-08 1.011e-11 5.958e-11 4.935e-06 1.807e-06 7.381e-06 -1.446e-08 2.651e-08 -5.556e-08 7.298e-07 -1.165e+01 6.957e-03 6.472e-03 1.558e+00 -5.973e-01 9.947e-01 1.498e-04 4.714e-04 4.584e-02 2.661e-02 -3.179e-02 -1.165e+01 6.957e-03 6.472e-03 1.558e+00 -5.973e-01 9.947e-01 1.498e-04 4.714e-04 4.584e-02 2.661e-02 -3.179e-02 -5.126e-05 1.794e-04 -1.277e-03 2.810e-03 2.134e+04 3.294e-01 2.611e-06 -9.112e-05 1.882e-01 -6.815e-02 -7.871e-02 -2.104e-05 2.257e-05 -1.874e-01 -1.055e-01 1.506e-01 3.294e-01 2.611e-06 -9.112e-05 1.882e-01 -6.815e-02 -7.871e-02 -2.104e-05 2.257e-05 -1.874e-01 -1.055e-01 1.506e-01 1.703e-04 -6.589e-04 5.979e-03 -1.078e-02 -4.714e+03 2.470e+04 1.131e+01 -6.982e-03 -6.402e-03 -1.751e+00 6.672e-01 -9.190e-01 -1.292e-04 -4.954e-04 1.416e-01 7.924e-02 -1.192e-01 1.131e+01 -6.982e-03 -6.402e-03 -1.751e+00 6.672e-01 -9.190e-01 -1.292e-04 -4.954e-04 1.416e-01 7.924e-02 -1.192e-01 -1.183e-04 4.802e-04 -4.707e-03 7.973e-03 -1.527e+04 -7.441e+03 6.009e+04 1.898e-07 -5.272e-10 -9.344e-10 -1.755e-07 2.361e-07 8.152e-08 1.833e-11 -4.505e-11 -1.201e-06 -1.467e-07 -2.225e-08 1.898e-07 -5.272e-10 -9.344e-10 -1.755e-07 2.361e-07 8.152e-08 1.833e-11 -4.505e-11 -1.201e-06 -1.467e-07 -2.225e-08 1.995e-09 -1.175e-09 1.451e-08 -2.523e-08 -7.852e-03 1.401e-02 -6.203e-03 1.588e-05 -1.983e-06 1.169e-08 4.145e-09 1.519e-06 1.478e-06 4.272e-06 7.123e-10 2.725e-10 -1.230e-05 2.913e-06 -9.324e-08 -1.983e-06 1.169e-08 4.145e-09 1.519e-06 1.478e-06 4.272e-06 7.123e-10 2.725e-10 -1.230e-05 2.913e-06 -9.324e-08 7.789e-09 -3.033e-09 1.187e-07 2.592e-09 -1.780e-02 1.456e-01 -1.283e-01 8.372e-06 1.660e-03 -3.396e-07 1.300e-09 3.065e-10 -3.693e-07 4.736e-07 6.845e-07 1.298e-10 -8.266e-11 -1.593e-06 3.423e-07 -1.130e-07 -3.396e-07 1.300e-09 3.065e-10 -3.693e-07 4.736e-07 6.845e-07 1.298e-10 -8.266e-11 -1.593e-06 3.423e-07 -1.130e-07 1.051e-09 1.214e-10 1.692e-08 -1.492e-08 -6.344e-03 1.235e-02 -6.044e-03 7.497e-06 3.119e-04 7.419e-05 -6.842e-08 -8.020e-10 8.234e-10 1.835e-09 -1.171e-07 -2.364e-07 -4.248e-11 7.139e-12 6.834e-07 -2.337e-07 -9.385e-08 -6.842e-08 -8.020e-10 8.234e-10 1.835e-09 -1.171e-07 -2.364e-07 -4.248e-11 7.139e-12 6.834e-07 -2.337e-07 -9.385e-08 -3.135e-10 1.429e-10 -5.478e-09 -1.187e-08 1.013e-03 -1.202e-02 1.112e-02 5.758e-07 -3.963e-05 -5.835e-06 5.713e-06 -1.594e-06 5.508e-09 1.487e-09 2.008e-07 5.867e-07 1.765e-06 2.496e-10 1.519e-10 -1.299e-06 3.368e-08 4.315e-07 -1.594e-06 5.508e-09 1.487e-09 2.008e-07 5.867e-07 1.765e-06 2.496e-10 1.519e-10 -1.299e-06 3.368e-08 4.315e-07 1.095e-09 -1.462e-09 1.860e-08 1.617e-08 1.410e-04 1.740e-02 -1.771e-02 5.300e-06 8.687e-04 1.521e-04 -2.989e-05 -1.594e-06 5.508e-09 1.487e-09 2.008e-07 5.867e-07 1.765e-06 2.496e-10 1.519e-10 -1.299e-06 3.368e-08 4.315e-07 1.095e-09 -1.462e-09 1.860e-08 1.617e-08 1.410e-04 1.740e-02 -1.771e-02 5.300e-06 8.687e-04 1.521e-04 -2.989e-05 5.383e-04 8.849e-06 -1.062e-08 -1.170e-08 -8.387e-06 3.466e-06 -1.113e-06 1.047e-10 -2.287e-09 -3.941e-06 -2.794e-06 1.879e-07 8.849e-06 -1.062e-08 -1.170e-08 -8.387e-06 3.466e-06 -1.113e-06 1.047e-10 -2.287e-09 -3.941e-06 -2.794e-06 1.879e-07 6.482e-09 -1.107e-09 1.289e-07 -4.832e-07 -1.530e-01 7.763e-02 7.463e-02 1.035e-05 -1.452e-04 3.428e-05 1.344e-05 8.849e-06 -1.062e-08 -1.170e-08 -8.387e-06 3.466e-06 -1.113e-06 1.047e-10 -2.287e-09 -3.941e-06 -2.794e-06 1.879e-07 6.482e-09 -1.107e-09 1.289e-07 -4.832e-07 -1.530e-01 7.763e-02 7.463e-02 1.035e-05 -1.452e-04 3.428e-05 1.344e-05 -1.849e-04 5.431e-03 -3.057e-06 3.533e-09 5.701e-09 -3.121e-07 4.352e-07 1.644e-06 3.283e-10 -1.546e-10 -3.661e-06 3.840e-06 -1.559e-06 -3.057e-06 3.533e-09 5.701e-09 -3.121e-07 4.352e-07 1.644e-06 3.283e-10 -1.546e-10 -3.661e-06 3.840e-06 -1.559e-06 -3.195e-09 9.161e-09 -2.113e-09 7.959e-08 7.726e-03 -7.345e-03 2.043e-04 -6.468e-06 2.136e-04 4.826e-05 -2.663e-07 -3.057e-06 3.533e-09 5.701e-09 -3.121e-07 4.352e-07 1.644e-06 3.283e-10 -1.546e-10 -3.661e-06 3.840e-06 -1.559e-06 -3.195e-09 9.161e-09 -2.113e-09 7.959e-08 7.726e-03 -7.345e-03 2.043e-04 -6.468e-06 2.136e-04 4.826e-05 -2.663e-07 8.024e-05 3.710e-04 1.477e-03 2.996e-06 3.476e-09 9.166e-09 3.145e-06 -1.718e-06 -4.867e-07 -1.188e-10 5.338e-10 5.206e-07 -1.326e-06 6.568e-07 2.996e-06 3.476e-09 9.166e-09 3.145e-06 -1.718e-06 -4.867e-07 -1.188e-10 5.338e-10 5.206e-07 -1.326e-06 6.568e-07 -1.439e-09 -4.553e-09 2.972e-08 -9.169e-08 4.185e-03 4.271e-02 -4.941e-02 -5.446e-06 -8.906e-05 -1.595e-05 1.174e-05 2.996e-06 3.476e-09 9.166e-09 3.145e-06 -1.718e-06 -4.867e-07 -1.188e-10 5.338e-10 5.206e-07 -1.326e-06 6.568e-07 -1.439e-09 -4.553e-09 2.972e-08 -9.169e-08 4.185e-03 4.271e-02 -4.941e-02 -5.446e-06 -8.906e-05 -1.595e-05 1.174e-05 -8.330e-05 1.241e-03 -2.049e-04 1.240e-03 6.746e-07 -6.879e-09 -3.652e-09 -3.039e-06 1.276e-06 -4.602e-07 3.441e-11 -8.570e-10 -4.320e-06 1.432e-06 -1.106e-06 6.746e-07 -6.879e-09 -3.652e-09 -3.039e-06 1.276e-06 -4.602e-07 3.441e-11 -8.570e-10 -4.320e-06 1.432e-06 -1.106e-06 1.375e-09 4.773e-09 4.651e-08 -8.393e-08 -4.045e-02 7.366e-03 3.367e-02 9.072e-09 1.928e-05 2.579e-05 5.343e-06 6.746e-07 -6.879e-09 -3.652e-09 -3.039e-06 1.276e-06 -4.602e-07 3.441e-11 -8.570e-10 -4.320e-06 1.432e-06 -1.106e-06 1.375e-09 4.773e-09 4.651e-08 -8.393e-08 -4.045e-02 7.366e-03 3.367e-02 9.072e-09 1.928e-05 2.579e-05 5.343e-06 -4.087e-05 6.054e-04 -1.687e-05 -4.995e-05 9.615e-04 -4.783e-06 3.880e-09 1.226e-08 3.451e-06 -2.284e-06 1.947e-07 -1.069e-10 1.285e-09 4.482e-06 4.843e-09 -1.122e-06 -4.783e-06 3.880e-09 1.226e-08 3.451e-06 -2.284e-06 1.947e-07 -1.069e-10 1.285e-09 4.482e-06 4.843e-09 -1.122e-06 -5.028e-09 3.449e-09 -7.938e-08 2.953e-07 1.323e-01 -1.777e-01 4.413e-02 -1.215e-05 -5.680e-05 -3.923e-05 -1.238e-05 -4.783e-06 3.880e-09 1.226e-08 3.451e-06 -2.284e-06 1.947e-07 -1.069e-10 1.285e-09 4.482e-06 4.843e-09 -1.122e-06 -5.028e-09 3.449e-09 -7.938e-08 2.953e-07 1.323e-01 -1.777e-01 4.413e-02 -1.215e-05 -5.680e-05 -3.923e-05 -1.238e-05 3.312e-05 -1.361e-03 -3.268e-04 -1.499e-04 -8.517e-04 1.563e-03 3.347e-06 5.669e-09 6.569e-09 6.720e-06 -3.737e-06 -2.070e-06 -6.590e-10 1.519e-09 8.587e-06 -3.628e-06 3.617e-06 3.347e-06 5.669e-09 6.569e-09 6.720e-06 -3.737e-06 -2.070e-06 -6.590e-10 1.519e-09 8.587e-06 -3.628e-06 3.617e-06 -7.883e-09 -1.079e-08 -2.330e-08 2.040e-08 6.362e-03 8.295e-02 -8.988e-02 -8.594e-06 -3.526e-05 -3.378e-05 -8.825e-06 3.347e-06 5.669e-09 6.569e-09 6.720e-06 -3.737e-06 -2.070e-06 -6.590e-10 1.519e-09 8.587e-06 -3.628e-06 3.617e-06 -7.883e-09 -1.079e-08 -2.330e-08 2.040e-08 6.362e-03 8.295e-02 -8.988e-02 -8.594e-06 -3.526e-05 -3.378e-05 -8.825e-06 4.656e-05 -1.370e-03 -2.242e-04 -1.573e-04 -8.289e-04 1.212e-03 1.068e-03 1.356e-06 7.123e-09 3.809e-09 1.739e-06 -8.758e-07 4.780e-07 1.047e-10 3.069e-10 3.762e-06 -2.565e-07 7.429e-07 1.356e-06 7.123e-09 3.809e-09 1.739e-06 -8.758e-07 4.780e-07 1.047e-10 3.069e-10 3.762e-06 -2.565e-07 7.429e-07 -4.457e-09 -8.360e-10 -4.192e-08 3.109e-08 2.531e-02 6.427e-03 -3.344e-02 -3.912e-06 -8.082e-05 -1.979e-05 5.038e-06 1.356e-06 7.123e-09 3.809e-09 1.739e-06 -8.758e-07 4.780e-07 1.047e-10 3.069e-10 3.762e-06 -2.565e-07 7.429e-07 -4.457e-09 -8.360e-10 -4.192e-08 3.109e-08 2.531e-02 6.427e-03 -3.344e-02 -3.912e-06 -8.082e-05 -1.979e-05 5.038e-06 -5.796e-05 8.677e-04 -1.947e-04 8.845e-04 -2.912e-04 1.179e-04 9.727e-05 7.524e-04 6.567e-08 5.025e-11 1.193e-09 5.426e-07 -1.590e-07 8.600e-08 5.230e-12 1.056e-10 -1.928e-06 3.273e-07 -1.552e-07 6.567e-08 5.025e-11 1.193e-09 5.426e-07 -1.590e-07 8.600e-08 5.230e-12 1.056e-10 -1.928e-06 3.273e-07 -1.552e-07 1.192e-09 -4.236e-10 2.080e-08 3.937e-09 1.654e-03 1.486e-02 -1.631e-02 -9.463e-06 1.353e-06 -4.503e-06 -1.102e-06 6.567e-08 5.025e-11 1.193e-09 5.426e-07 -1.590e-07 8.600e-08 5.230e-12 1.056e-10 -1.928e-06 3.273e-07 -1.552e-07 1.192e-09 -4.236e-10 2.080e-08 3.937e-09 1.654e-03 1.486e-02 -1.631e-02 -9.463e-06 1.353e-06 -4.503e-06 -1.102e-06 -5.408e-06 -5.185e-06 5.792e-06 4.911e-06 2.050e-06 1.219e-05 3.919e-06 1.268e-06 1.434e-05 ERR MATRIX APPROXIMATE PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.12282 1.000 -0.005 -0.003 -0.054 0.039 0.015 0.015 -0.023 0.000 -0.000 0.000 -0.000 -0.000 0.000 -0.000 -0.102 2 0.91408 -0.005 1.000 0.484 0.132 -0.344 0.789 0.545 -0.011 -0.001 -0.000 0.002 -0.001 -0.000 0.002 0.001 0.341 3 0.84318 -0.003 0.484 1.000 0.668 -0.120 0.459 0.166 0.498 -0.001 -0.001 0.001 -0.001 0.000 0.002 0.002 0.451 4 0.97086 -0.054 0.132 0.668 1.000 -0.184 0.115 -0.059 0.827 -0.001 0.001 0.008 -0.002 -0.010 0.002 -0.001 0.624 5 0.87787 0.039 -0.344 -0.120 -0.184 1.000 0.076 0.045 0.284 0.000 0.004 -0.000 0.002 0.009 -0.003 0.004 -0.320 6 0.95493 0.015 0.789 0.459 0.115 0.076 1.000 0.813 0.161 -0.004 0.003 -0.000 0.004 0.005 0.001 0.004 0.294 7 0.87109 0.015 0.545 0.166 -0.059 0.045 0.813 1.000 -0.009 -0.004 0.002 -0.002 0.005 0.004 0.001 0.002 0.169 8 0.95227 -0.023 -0.011 0.498 0.827 0.284 0.161 -0.009 1.000 0.003 0.003 0.005 -0.003 -0.000 -0.005 0.008 0.381 9 0.31510 0.000 -0.001 -0.001 -0.001 0.000 -0.004 -0.004 0.003 1.000 -0.014 0.175 -0.024 0.089 -0.200 0.178 0.010 10 0.93135 -0.000 -0.000 -0.001 0.001 0.004 0.003 0.002 0.003 -0.014 1.000 -0.414 -0.117 0.651 -0.581 0.161 0.014 11 0.95337 0.000 0.002 0.001 0.008 -0.000 -0.000 -0.002 0.005 0.175 -0.414 1.000 -0.249 0.191 0.189 0.759 -0.019 12 0.52522 -0.000 -0.001 -0.001 -0.002 0.002 0.004 0.005 -0.003 -0.024 -0.117 -0.249 1.000 -0.250 -0.197 -0.380 -0.008 13 0.83160 -0.000 -0.000 0.000 -0.010 0.009 0.005 0.004 -0.000 0.089 0.651 0.191 -0.250 1.000 -0.417 0.558 0.022 14 0.68925 0.000 0.002 0.002 0.002 -0.003 0.001 0.001 -0.005 -0.200 -0.581 0.189 -0.197 -0.417 1.000 -0.144 -0.019 15 0.93722 -0.000 0.001 0.002 -0.001 0.004 0.004 0.002 0.008 0.178 0.161 0.759 -0.380 0.558 -0.144 1.000 0.023 16 0.79721 -0.102 0.341 0.451 0.624 -0.320 0.294 0.169 0.381 0.010 0.014 -0.019 -0.008 0.022 -0.019 0.023 1.000 17 0.55307 0.003 0.000 -0.006 0.070 -0.034 -0.022 -0.022 0.017 -0.037 -0.051 0.084 0.024 -0.075 0.084 -0.080 -0.205 1.000 -0.193 0.022 0.023 0.009 -0.032 0.005 0.007 -0.001 0.008 0.002 -0.029 0.016 0.001 0.025 18 0.56242 0.059 -0.204 -0.266 -0.418 0.213 -0.162 -0.087 -0.239 0.018 0.025 -0.043 -0.011 0.035 -0.043 0.038 -0.426 -0.193 1.000 -0.006 -0.013 -0.003 0.019 -0.003 0.004 0.000 -0.006 0.004 0.005 -0.011 -0.005 -0.018 19 0.67694 0.000 -0.001 -0.002 -0.003 0.005 0.001 0.001 -0.001 -0.009 -0.003 -0.000 0.011 -0.005 0.008 -0.007 -0.013 0.022 -0.006 1.000 0.052 0.218 0.060 0.057 0.035 -0.042 -0.039 0.000 -0.077 -0.066 -0.036 -0.627 20 0.97354 -0.000 0.002 0.001 0.002 0.003 0.005 0.003 0.001 -0.009 0.005 -0.000 0.004 -0.001 0.006 0.000 -0.003 0.023 -0.013 0.052 1.000 0.889 -0.407 0.919 -0.048 0.136 -0.062 0.015 -0.035 -0.026 -0.072 0.009 21 0.92615 -0.000 0.001 0.000 -0.003 0.004 0.003 0.002 -0.001 -0.006 0.003 -0.001 0.003 0.000 0.004 -0.002 -0.005 0.009 -0.003 0.218 0.889 1.000 -0.283 0.761 0.054 0.146 -0.053 0.097 -0.115 -0.120 -0.084 -0.138 22 0.64895 -0.000 -0.002 0.004 0.000 -0.004 -0.004 -0.003 0.000 0.009 -0.007 -0.003 -0.003 0.001 -0.005 -0.006 0.003 -0.032 0.019 0.060 -0.407 -0.283 1.000 -0.539 0.076 -0.003 0.139 0.072 -0.131 -0.113 0.077 -0.122 23 0.95273 -0.000 0.002 0.001 0.001 0.002 0.003 0.002 0.001 -0.002 0.000 0.002 0.001 -0.001 0.002 0.001 0.000 0.005 -0.003 0.057 0.919 0.761 -0.539 1.000 -0.108 0.090 -0.102 -0.057 0.036 0.061 -0.091 -0.062 24 0.83617 0.000 -0.001 -0.002 -0.007 0.004 -0.001 0.000 -0.004 -0.002 -0.003 0.000 0.002 -0.000 0.004 -0.008 -0.014 0.007 0.004 0.035 -0.048 0.054 0.076 -0.108 1.000 0.131 0.478 0.265 -0.467 -0.569 0.429 -0.019 25 0.53016 -0.000 0.001 0.002 -0.000 0.001 0.002 0.001 -0.000 -0.003 0.008 -0.004 -0.002 0.004 -0.000 0.002 0.001 -0.001 0.000 -0.042 0.136 0.146 -0.003 0.090 0.131 1.000 -0.151 -0.014 -0.215 -0.178 -0.185 0.040 26 0.96477 0.000 0.001 0.003 0.005 -0.004 -0.001 -0.001 0.002 0.000 -0.003 0.002 -0.001 -0.002 0.002 -0.003 0.001 0.008 -0.006 -0.039 -0.062 -0.053 0.139 -0.102 0.478 -0.151 1.000 -0.046 -0.108 -0.137 0.916 0.037 27 0.93436 0.000 -0.002 -0.001 -0.006 0.003 -0.001 0.000 -0.003 -0.004 0.004 -0.003 0.001 0.003 0.003 -0.003 -0.009 0.002 0.004 0.000 0.015 0.097 0.072 -0.057 0.265 -0.014 -0.046 1.000 -0.695 -0.818 -0.342 0.017 28 0.96240 -0.000 0.001 0.003 0.005 -0.005 0.000 -0.000 0.004 0.003 0.000 -0.002 -0.003 0.002 -0.004 0.009 0.023 -0.029 0.005 -0.077 -0.035 -0.115 -0.131 0.036 -0.467 -0.215 -0.108 -0.695 1.000 0.938 0.109 0.081 29 0.98328 0.000 0.001 0.002 0.012 -0.009 -0.003 -0.003 0.005 0.008 -0.008 0.010 -0.005 -0.006 -0.002 0.001 0.001 0.016 -0.011 -0.066 -0.026 -0.120 -0.113 0.061 -0.569 -0.178 -0.137 -0.818 0.938 1.000 0.108 0.032 30 0.97340 0.000 0.002 0.001 0.004 -0.002 0.001 0.001 0.001 0.004 -0.001 0.002 -0.004 -0.001 -0.003 0.001 0.006 0.001 -0.005 -0.036 -0.072 -0.084 0.077 -0.091 0.429 -0.185 0.916 -0.342 0.109 0.108 1.000 0.012 31 0.70217 0.000 0.000 0.003 0.008 -0.003 0.001 0.000 0.003 -0.016 0.007 -0.004 0.007 -0.002 0.012 0.001 0.003 0.025 -0.018 -0.627 0.009 -0.138 -0.122 -0.062 -0.019 0.040 0.037 0.017 0.081 0.032 0.012 1.000 ERR MATRIX APPROXIMATE Command timer: Real time 0:21:22, CP time 1282.350 Session timer: Real time 0:21:25, CP time 1285.760, 2 slices ********** ** 20 **HESSE 1.55e+04 ********** prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-0.1256, prevFCN = -882772.5858 dmBkgSlope_KsPiPi=-0.1644, prevFCN = -882772.5869 dmBkgSlope_KsPiPi=-4.427, prevFCN = -882762.8779 dmBkgSlope_KsPiPi=-8.068, prevFCN = -882739.0504 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5863 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5861 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5859 dmSigG1Width_KsPiPi=0.001147, prevFCN = -882772.5864 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5785 dmSigJsuDelta_KsPiPi=0.6943, prevFCN = -882772.5777 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5864 dmSigJsuFrac_KsPiPi=0.917, prevFCN = -882772.586 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.586 dmSigJsuGamma_KsPiPi=-0.09532, prevFCN = -882772.5864 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5782 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.578 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5861 dmSigJsuWidth_KsPiPi=0.0003094, prevFCN = -882772.5863 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3865, prevFCN = -882772.5863 mDContCombC1_KsPiPi=-0.3881, prevFCN = -882772.5861 mDContCombC1_KsPiPi=-0.3052, prevFCN = -882771.2076 mDContCombC1_KsPiPi=-0.4693, prevFCN = -882755.8771 mDContCombC1_KsPiPi=0.01322, prevFCN = -882766.762 mDContCombC1_KsPiPi=-0.7878, prevFCN = -882744.7362 mDContCombC1_KsPiPi=1.046, prevFCN = -882763.5866 mDContCombC1_KsPiPi=-1.82, prevFCN = -882758.9187 mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1215 mDContCombC1_KsPiPi=-6.631, prevFCN = -882761.0722 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5862 mDSigG1Frac_KsPiPi=0.8565, prevFCN = -882772.5862 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5862 mDSigG1G2Frac_KsPiPi=0.9796, prevFCN = -882772.5862 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5782 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.578 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5862 mDSigG1Width_KsPiPi=0.005624, prevFCN = -882772.5862 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5862 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5861 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5862 mDSigG2Width_KsPiPi=0.01338, prevFCN = -882772.5862 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5868 nDstarContGoodD_KsPiPi=1410, prevFCN = -882772.5855 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5787 nDstarSigFakeD_KsPiPi=1.251e+04, prevFCN = -882772.5775 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5775 nDstarSigGoodD_KsPiPi=3.729e+04, prevFCN = -882772.5787 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5862 sigC_bias_KsPiPi=-0.001592, prevFCN = -882772.5862 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5862 sigC_frac_KsPiPi=0.684, prevFCN = -882772.5862 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5862 sigC_scfa_KsPiPi=0.2092, prevFCN = -882772.5862 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5862 sigO_frac_KsPiPi=0.007363, prevFCN = -882772.5862 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5862 sigT_scfa_KsPiPi=0.4783, prevFCN = -882772.5862 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5862 tBkgGMean_KsPiPi=-0.1149, prevFCN = -882772.5862 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5862 tBkgGWidth_KsPiPi=0.2388, prevFCN = -882772.5861 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5862 tBkgJsuDelta_KsPiPi=1.246, prevFCN = -882772.5862 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.5861 tBkgJsuFrac_KsPiPi=0.9431, prevFCN = -882772.5862 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882772.5861 tBkgJsuGamma_KsPiPi=-0.126, prevFCN = -882772.5862 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08038, prevFCN = -882772.5862 tBkgJsuMean_KsPiPi=0.08007, prevFCN = -882772.5862 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5949, prevFCN = -882772.5862 tBkgJsuWidth_KsPiPi=0.5945, prevFCN = -882772.5862 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4174, prevFCN = -882772.5862 tau=0.4173, prevFCN = -882772.5862 dmBkgSlope_KsPiPi=-0.04228, tau=0.4173, prevFCN = -882772.5783 dmBkgSlope_KsPiPi=-0.3071, prevFCN = -882772.5775 dmBkgSlope_KsPiPi=-0.1191, prevFCN = -882772.5855 dmBkgSlope_KsPiPi=-0.1721, prevFCN = -882772.5869 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5865 dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5865 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, prevFCN = -882772.5865 dmSigG1Width_KsPiPi=0.001148, prevFCN = -882772.5866 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.695, prevFCN = -882772.5863 dmSigJsuDelta_KsPiPi=0.6947, prevFCN = -882772.5861 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, prevFCN = -882772.5866 dmSigJsuFrac_KsPiPi=0.9171, prevFCN = -882772.5865 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.0951, prevFCN = -882772.5865 dmSigJsuGamma_KsPiPi=-0.09518, prevFCN = -882772.5865 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5862 dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5862 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, prevFCN = -882772.5865 dmSigJsuWidth_KsPiPi=0.0003095, prevFCN = -882772.5865 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=0.2242, prevFCN = -882765.4964 mDContCombC1_KsPiPi=-0.9987, prevFCN = -882753.3967 mDContCombC1_KsPiPi=-0.265, prevFCN = -882770.3618 mDContCombC1_KsPiPi=-0.5096, prevFCN = -882527.893 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, prevFCN = -882772.5865 mDSigG1Frac_KsPiPi=0.8566, prevFCN = -882772.5865 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5865 mDSigG1G2Frac_KsPiPi=0.9796, prevFCN = -882772.5865 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5862 mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5862 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5865 mDSigG1Width_KsPiPi=0.005624, prevFCN = -882772.5865 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5865 mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5865 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, prevFCN = -882772.5865 mDSigG2Width_KsPiPi=0.01338, prevFCN = -882772.5865 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, prevFCN = -882772.5866 nDstarContGoodD_KsPiPi=1412, prevFCN = -882772.5864 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, prevFCN = -882772.5863 nDstarSigFakeD_KsPiPi=1.253e+04, prevFCN = -882772.5861 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.732e+04, prevFCN = -882772.5861 nDstarSigGoodD_KsPiPi=3.731e+04, prevFCN = -882772.5863 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001501, prevFCN = -882772.5865 sigC_bias_KsPiPi=-0.001532, prevFCN = -882772.5865 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6843, prevFCN = -882772.5865 sigC_frac_KsPiPi=0.6842, prevFCN = -882772.5865 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, prevFCN = -882772.5865 sigC_scfa_KsPiPi=0.2093, prevFCN = -882772.5865 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007419, prevFCN = -882772.5865 sigO_frac_KsPiPi=0.007401, prevFCN = -882772.5865 sigO_frac_KsPiPi=0.007412, prevFCN = -882772.5865 sigO_frac_KsPiPi=0.007408, prevFCN = -882772.5865 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, prevFCN = -882772.5865 sigT_scfa_KsPiPi=0.4784, prevFCN = -882772.5865 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1136, prevFCN = -882772.5865 tBkgGMean_KsPiPi=-0.114, prevFCN = -882772.5865 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2399, prevFCN = -882772.5865 tBkgGWidth_KsPiPi=0.2395, prevFCN = -882772.5865 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5865 tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5865 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, prevFCN = -882772.5865 tBkgJsuFrac_KsPiPi=0.9433, prevFCN = -882772.5865 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, prevFCN = -882772.5865 tBkgJsuGamma_KsPiPi=-0.1258, prevFCN = -882772.5865 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08026, prevFCN = -882772.5865 tBkgJsuMean_KsPiPi=0.08019, prevFCN = -882772.5865 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, prevFCN = -882772.5865 tBkgJsuWidth_KsPiPi=0.5947, prevFCN = -882772.5865 tBkgJsuWidth_KsPiPi=0.5947, tau=0.4174, prevFCN = -882772.5865 tau=0.4173, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-4.427, dmSigG1Mean_KsPiPi=0.145, tau=0.4173, prevFCN = -882762.8986 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882762.8514 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5858 dmBkgSlope_KsPiPi=-4.427, dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882762.9006 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5775 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.58 dmBkgSlope_KsPiPi=-4.427, dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882762.8971 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5857 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.586 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5763 dmBkgSlope_KsPiPi=-4.427, dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882762.8516 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5862 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5778 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5862 dmBkgSlope_KsPiPi=-4.427, dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882762.8907 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5767 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5769 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5702 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5774 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5803 dmBkgSlope_KsPiPi=-4.427, dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882762.8688 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5852 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5812 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5865 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5777 dmBkgSlope_KsPiPi=-4.427, dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882752.2901 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882762.1218 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882762.1211 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882762.1102 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882762.1213 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882762.1201 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882762.1146 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882762.1217 dmBkgSlope_KsPiPi=-4.427, dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882762.8761 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5784 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.112 dmBkgSlope_KsPiPi=-4.427, mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882762.8757 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5855 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5784 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5778 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1256 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5853 dmBkgSlope_KsPiPi=-4.427, mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882762.8754 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5779 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5776 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5702 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5781 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5777 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5698 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5778 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.0762 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5775 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5779 dmBkgSlope_KsPiPi=-4.427, mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882762.8784 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.578 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.121 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5863 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5861 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 dmBkgSlope_KsPiPi=-4.427, mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882762.8778 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.586 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.0868 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5857 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5859 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5766 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 dmBkgSlope_KsPiPi=-4.427, mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882762.8793 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5781 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1244 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5863 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5864 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5773 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 dmBkgSlope_KsPiPi=-4.427, mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882762.922 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5866 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5861 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5805 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5868 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5864 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5785 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5862 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1231 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5865 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5864 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5785 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5865 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5865 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5865 dmBkgSlope_KsPiPi=-4.427, mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882762.944 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5786 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5776 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5747 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5788 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5783 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5703 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5777 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.0992 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5791 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5793 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5705 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.578 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5786 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5775 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5778 dmBkgSlope_KsPiPi=-4.427, nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882762.8114 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5771 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5772 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5668 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5773 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5769 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5693 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5774 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1194 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5768 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5767 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5691 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5773 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5771 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5776 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5771 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.567 dmBkgSlope_KsPiPi=-4.427, nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882762.8783 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1195 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5785 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 dmBkgSlope_KsPiPi=-4.427, nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882762.8772 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1195 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5858 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5785 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 dmBkgSlope_KsPiPi=-4.427, sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882762.8779 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5782 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1222 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5782 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5772 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.586 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-4.427, sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882762.8778 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5782 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1222 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5782 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5772 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.586 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5858 dmBkgSlope_KsPiPi=-4.427, sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882762.8778 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5782 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1227 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5782 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5773 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5864 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5856 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5855 dmBkgSlope_KsPiPi=-4.427, sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882762.8823 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5855 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.122 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5859 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5858 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5864 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5785 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5857 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.586 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5858 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5859 dmBkgSlope_KsPiPi=-4.427, sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882762.8773 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.586 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1216 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5859 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.586 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5866 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5784 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5772 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5859 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5859 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5859 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5859 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5859 dmBkgSlope_KsPiPi=-4.427, tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882762.8789 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1203 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5858 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5784 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5859 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5858 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5859 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.586 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5859 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5857 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.586 dmBkgSlope_KsPiPi=-4.427, tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882762.8805 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5855 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.586 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5778 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1228 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5777 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5858 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5857 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5864 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5784 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.577 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5857 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5858 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5858 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5857 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5857 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5855 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5855 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5861 dmBkgSlope_KsPiPi=-4.427, tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882762.8717 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5779 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.586 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5778 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5857 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1192 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5857 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.578 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5772 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5859 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5859 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5858 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5857 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5857 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5861 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5859 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5858 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.586 dmBkgSlope_KsPiPi=-4.427, tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08038, prevFCN = -882762.8836 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.586 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5785 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1232 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5859 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5858 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5864 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5787 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5858 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5859 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5859 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.586 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5855 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5859 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5858 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.5854 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882772.5864 dmBkgSlope_KsPiPi=-4.427, tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5949, prevFCN = -882762.8759 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5782 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5856 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1219 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5858 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5778 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5858 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5783 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5772 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5858 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5859 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5858 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5857 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5857 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5861 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5857 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5865 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.5854 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882772.5858 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08038, prevFCN = -882772.5859 dmBkgSlope_KsPiPi=-4.427, tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5947, tau=0.4174, prevFCN = -882762.8779 dmBkgSlope_KsPiPi=-0.1444, dmSigG1Mean_KsPiPi=0.145, prevFCN = -882772.5859 dmSigG1Mean_KsPiPi=0.145, dmSigG1Width_KsPiPi=0.00115, prevFCN = -882772.5856 dmSigG1Width_KsPiPi=0.001149, dmSigJsuDelta_KsPiPi=0.6954, prevFCN = -882772.5783 dmSigJsuDelta_KsPiPi=0.6948, dmSigJsuFrac_KsPiPi=0.9173, prevFCN = -882772.5861 dmSigJsuFrac_KsPiPi=0.9172, dmSigJsuGamma_KsPiPi=-0.09496, prevFCN = -882772.5857 dmSigJsuGamma_KsPiPi=-0.09514, dmSigJsuMean_KsPiPi=0.1454, prevFCN = -882772.5779 dmSigJsuMean_KsPiPi=0.1454, dmSigJsuWidth_KsPiPi=0.0003096, prevFCN = -882772.5858 dmSigJsuWidth_KsPiPi=0.0003095, mDContCombC1_KsPiPi=5.858, prevFCN = -882762.1199 mDContCombC1_KsPiPi=-0.3873, mDSigG1Frac_KsPiPi=0.8567, prevFCN = -882772.5859 mDSigG1Frac_KsPiPi=0.8566, mDSigG1G2Frac_KsPiPi=0.9797, prevFCN = -882772.5858 mDSigG1G2Frac_KsPiPi=0.9796, mDSigG1Mean_KsPiPi=1.864, prevFCN = -882772.5779 mDSigG1Mean_KsPiPi=1.864, mDSigG1Width_KsPiPi=0.005625, prevFCN = -882772.5859 mDSigG1Width_KsPiPi=0.005625, mDSigG2Mean_KsPiPi=1.861, prevFCN = -882772.5859 mDSigG2Mean_KsPiPi=1.861, mDSigG2Width_KsPiPi=0.01339, prevFCN = -882772.5859 mDSigG2Width_KsPiPi=0.01338, nDstarContGoodD_KsPiPi=1415, prevFCN = -882772.5865 nDstarContGoodD_KsPiPi=1413, nDstarSigFakeD_KsPiPi=1.255e+04, prevFCN = -882772.5784 nDstarSigFakeD_KsPiPi=1.253e+04, nDstarSigGoodD_KsPiPi=3.734e+04, prevFCN = -882772.5771 nDstarSigGoodD_KsPiPi=3.731e+04, sigC_bias_KsPiPi=-0.00144, prevFCN = -882772.5855 sigC_bias_KsPiPi=-0.001516, sigC_frac_KsPiPi=0.6845, prevFCN = -882772.5861 sigC_frac_KsPiPi=0.6842, sigC_scfa_KsPiPi=0.2094, prevFCN = -882772.5857 sigC_scfa_KsPiPi=0.2093, sigO_frac_KsPiPi=0.007457, prevFCN = -882772.5857 sigO_frac_KsPiPi=0.00741, sigT_scfa_KsPiPi=0.4787, prevFCN = -882772.5856 sigT_scfa_KsPiPi=0.4785, tBkgGMean_KsPiPi=-0.1128, prevFCN = -882772.5858 tBkgGMean_KsPiPi=-0.1138, tBkgGWidth_KsPiPi=0.2405, prevFCN = -882772.5859 tBkgGWidth_KsPiPi=0.2397, tBkgJsuDelta_KsPiPi=1.247, prevFCN = -882772.5859 tBkgJsuDelta_KsPiPi=1.247, tBkgJsuFrac_KsPiPi=0.9436, prevFCN = -882772.5857 tBkgJsuFrac_KsPiPi=0.9434, tBkgJsuGamma_KsPiPi=-0.1255, prevFCN = -882772.5859 tBkgJsuGamma_KsPiPi=-0.1257, tBkgJsuMean_KsPiPi=0.08038, prevFCN = -882772.5858 tBkgJsuMean_KsPiPi=0.08022, tBkgJsuWidth_KsPiPi=0.5949, prevFCN = -882772.5858 COVARIANCE MATRIX CALCULATED SUCCESSFULLY FCN=-882773 FROM HESSE STATUS=OK 606 CALLS 2497 TOTAL EDM=2.11221e+06 STRATEGY= 1 ERROR MATRIX ACCURATE EXT PARAMETER INTERNAL INTERNAL NO. NAME VALUE ERROR STEP SIZE VALUE 1 dmBkgSlope_KsPiPi -1.44361e-01 3.24526e-01 5.00000e-01 1.49479e+00 2 dmSigG1Mean_KsPiPi 1.45033e-01 1.86594e-04 2.94388e-04 6.64578e-03 3 dmSigG1Width_KsPiPi 1.14858e-03 1.05044e-04 4.49798e-04 -9.07821e-01 4 dmSigJsuDelta_KsPiPi 6.94850e-01 1.72356e-02 2.09092e-04 -1.03729e+00 5 dmSigJsuFrac_KsPiPi 9.17152e-01 1.67235e-02 5.76833e-04 9.86869e-01 6 dmSigJsuGamma_KsPiPi -9.51401e-02 2.64892e-02 1.83911e-04 1.37541e+00 7 dmSigJsuMean_KsPiPi 1.45395e-01 6.78238e-06 7.75155e-05 7.90459e-02 8 dmSigJsuWidth_KsPiPi 3.09491e-04 8.83304e-06 4.70945e-05 -1.27883e+00 9 mDContCombC1_KsPiPi -3.87274e-01 1.46590e+00 6.24830e-02 -3.87275e-03 10 mDSigG1Frac_KsPiPi 8.56600e-01 1.42041e-02 3.53757e-04 7.94053e-01 11 mDSigG1G2Frac_KsPiPi 9.79642e-01 1.58647e-02 6.32040e-04 1.28446e+00 12 mDSigG1Mean_KsPiPi 1.86448e+00 4.67309e-05 3.29046e-05 9.67090e-02 13 mDSigG1Width_KsPiPi 5.62459e-03 6.16915e-05 3.51158e-05 -1.09603e+00 14 mDSigG2Mean_KsPiPi 1.86140e+00 4.85573e-04 5.67687e-05 7.60696e-02 15 mDSigG2Width_KsPiPi 1.33833e-02 1.17059e-03 2.27916e-04 -8.24295e-01 16 nDstarContGoodD_KsPiPi 1.41253e+03 1.59663e+02 6.09170e-06 -1.56328e+00 17 nDstarSigFakeD_KsPiPi 1.25307e+04 1.58069e+02 1.51782e-05 -1.54841e+00 18 nDstarSigGoodD_KsPiPi 3.73143e+04 2.55252e+02 1.36178e-05 -1.53216e+00 19 sigC_bias_KsPiPi -1.51637e-03 4.01926e-03 7.61260e-05 -1.51637e-03 20 sigC_frac_KsPiPi 6.84236e-01 4.24390e-02 5.19844e-04 3.77365e-01 21 sigC_scfa_KsPiPi 2.09295e-01 8.85733e-03 1.38036e-04 -9.13425e-01 22 sigO_frac_KsPiPi 7.41003e-03 2.45014e-03 5.50400e-04 -1.39842e+00 23 sigT_scfa_KsPiPi 4.78468e-01 2.44310e-02 1.24519e-04 -9.42405e-01 24 tBkgGMean_KsPiPi -1.13840e-01 8.54513e-02 2.10158e-04 -2.27699e-02 25 tBkgGWidth_KsPiPi 2.39689e-01 5.09449e-02 5.54140e-04 -1.25997e+00 26 tBkgJsuDelta_KsPiPi 1.24661e+00 4.10730e-02 7.27731e-05 -8.49087e-01 27 tBkgJsuFrac_KsPiPi 9.43351e-01 4.58672e-02 1.24201e-03 1.09016e+00 28 tBkgJsuGamma_KsPiPi -1.25734e-01 3.92682e-02 2.50086e-04 1.34606e+00 29 tBkgJsuMean_KsPiPi 8.02247e-02 3.21787e-02 3.08948e-05 1.60456e-02 30 tBkgJsuWidth_KsPiPi 5.94703e-01 3.70738e-02 1.00763e-04 -8.66634e-01 31 tau 4.17337e-01 3.81097e-03 1.62701e-04 -2.99252e-01 ERR DEF= 0.5 EXTERNAL ERROR MATRIX. NDIM= 62 NPAR= 31 ERR DEF=0.5 ELEMENTS ABOVE DIAGONAL ARE NOT PRINTED. 1.056e-01 -5.752e-06 3.483e-08 -5.566e-06 1.089e-08 1.104e-08 3.812e-04 4.798e-07 1.172e-06 2.971e-04 -3.392e-04 -2.042e-06 -5.652e-07 -5.801e-05 2.800e-04 -1.833e-03 4.019e-06 1.474e-06 5.649e-05 -1.089e-04 7.019e-04 -3.903e-07 7.822e-10 1.933e-10 -4.432e-09 -2.161e-08 1.535e-07 4.600e-11 -2.770e-08 -3.558e-10 3.157e-10 1.158e-07 5.793e-08 -2.626e-10 -6.590e-12 7.802e-11 -1.777e-03 -4.875e-07 -1.886e-07 -2.026e-05 6.029e-05 -1.762e-04 -4.439e-08 7.248e-08 2.149e+00 -2.301e-05 -4.503e-09 -8.498e-10 -2.354e-07 1.181e-06 1.125e-06 2.511e-10 4.164e-10 -3.776e-04 2.019e-04 2.051e-05 1.225e-09 -3.850e-10 2.878e-06 3.622e-07 -4.187e-07 -3.202e-10 1.113e-09 6.559e-03 -9.431e-05 2.528e-04 5.228e-08 -1.089e-11 -4.456e-12 -3.197e-09 5.209e-10 3.937e-09 1.353e-12 -2.114e-12 -6.794e-06 -2.794e-08 -2.898e-07 5.228e-08 -1.089e-11 -4.456e-12 -3.197e-09 5.209e-10 3.937e-09 1.353e-12 -2.114e-12 -6.794e-06 -2.794e-08 -2.898e-07 2.184e-09 -7.595e-08 -4.537e-11 -8.996e-12 -9.039e-09 1.150e-08 4.173e-09 7.006e-13 2.477e-12 1.730e-05 4.948e-07 3.471e-07 -7.595e-08 -4.537e-11 -8.996e-12 -9.039e-09 1.150e-08 4.173e-09 7.006e-13 2.477e-12 1.730e-05 4.948e-07 3.471e-07 -9.276e-10 3.806e-09 8.516e-07 3.558e-10 1.209e-10 2.791e-08 -4.951e-08 2.184e-08 3.780e-12 -2.761e-11 -1.627e-04 -4.400e-06 1.320e-06 8.516e-07 3.558e-10 1.209e-10 2.791e-08 -4.951e-08 2.184e-08 3.780e-12 -2.761e-11 -1.627e-04 -4.400e-06 1.320e-06 -4.033e-09 -1.310e-08 2.358e-07 -1.460e-06 -8.656e-11 1.687e-10 5.363e-08 1.102e-07 7.611e-08 4.223e-12 1.207e-10 5.207e-04 3.284e-07 1.606e-05 -1.460e-06 -8.656e-11 1.687e-10 5.363e-08 1.102e-07 7.611e-08 4.223e-12 1.207e-10 5.207e-04 3.284e-07 1.606e-05 -2.604e-08 4.539e-08 -6.554e-08 1.371e-06 1.112e+01 1.343e-02 8.002e-03 1.678e+00 -1.231e+00 1.500e+00 2.530e-04 3.261e-04 2.508e+00 3.618e-02 -4.016e-02 1.112e+01 1.343e-02 8.002e-03 1.678e+00 -1.231e+00 1.500e+00 2.530e-04 3.261e-04 2.508e+00 3.618e-02 -4.016e-02 -3.685e-05 1.723e-04 -1.535e-03 2.279e-03 2.549e+04 2.669e+00 2.052e-04 -1.239e-04 2.021e-01 -1.000e-01 -9.327e-02 -2.586e-05 1.563e-05 -1.123e+01 -1.662e-01 2.089e-01 2.669e+00 2.052e-04 -1.239e-04 2.021e-01 -1.000e-01 -9.327e-02 -2.586e-05 1.563e-05 -1.123e+01 -1.662e-01 2.089e-01 1.194e-04 -7.188e-04 7.908e-03 -8.725e-03 -4.362e+03 2.499e+04 -1.378e+01 -1.364e-02 -7.879e-03 -1.881e+00 1.331e+00 -1.407e+00 -2.272e-04 -3.418e-04 8.721e+00 1.301e-01 -1.689e-01 -1.378e+01 -1.364e-02 -7.879e-03 -1.881e+00 1.331e+00 -1.407e+00 -2.272e-04 -3.418e-04 8.721e+00 1.301e-01 -1.689e-01 -8.172e-05 5.469e-04 -6.373e-03 6.448e-03 -1.972e+04 -8.092e+03 6.515e+04 4.486e-06 -2.458e-09 -1.793e-09 -2.083e-07 3.845e-07 -1.215e-07 -1.921e-11 -1.799e-11 -6.823e-05 -1.779e-07 -1.553e-07 4.486e-06 -2.458e-09 -1.793e-09 -2.083e-07 3.845e-07 -1.215e-07 -1.921e-11 -1.799e-11 -6.823e-05 -1.779e-07 -1.553e-07 2.186e-09 -1.651e-09 1.745e-08 -3.644e-08 -7.756e-03 1.352e-02 -5.819e-03 1.615e-05 3.521e-06 9.981e-09 1.311e-09 5.976e-07 1.959e-06 4.890e-06 9.093e-10 1.977e-10 -6.071e-04 3.331e-06 -1.117e-06 3.521e-06 9.981e-09 1.311e-09 5.976e-07 1.959e-06 4.890e-06 9.093e-10 1.977e-10 -6.071e-04 3.331e-06 -1.117e-06 7.823e-09 -2.196e-09 1.064e-07 -1.824e-09 -1.615e-03 9.697e-02 -9.567e-02 1.810e-05 1.806e-03 3.419e-06 -6.309e-10 -8.583e-10 -5.077e-07 6.398e-07 5.831e-07 1.219e-10 -6.020e-11 -7.410e-05 4.450e-07 -4.026e-07 3.419e-06 -6.309e-10 -8.583e-10 -5.077e-07 6.398e-07 5.831e-07 1.219e-10 -6.020e-11 -7.410e-05 4.450e-07 -4.026e-07 1.119e-09 8.073e-11 1.198e-08 -2.058e-08 -2.707e-03 2.352e-03 3.195e-04 9.343e-06 3.381e-04 7.846e-05 -8.048e-08 -5.386e-10 1.022e-09 5.147e-08 -1.479e-07 -2.426e-07 -4.822e-11 1.269e-11 3.301e-05 -2.104e-07 -1.697e-07 -8.048e-08 -5.386e-10 1.022e-09 5.147e-08 -1.479e-07 -2.426e-07 -4.822e-11 1.269e-11 3.301e-05 -2.104e-07 -1.697e-07 -2.213e-10 -6.456e-11 -6.016e-09 -1.855e-08 7.947e-04 -1.077e-02 1.008e-02 2.980e-07 -4.702e-05 -7.263e-06 6.005e-06 6.298e-07 4.527e-09 -8.939e-11 -4.923e-07 9.118e-07 2.118e-06 3.574e-10 6.134e-11 -5.079e-05 3.458e-07 2.450e-07 6.298e-07 4.527e-09 -8.939e-11 -4.923e-07 9.118e-07 2.118e-06 3.574e-10 6.134e-11 -5.079e-05 3.458e-07 2.450e-07 4.808e-10 5.884e-10 9.183e-09 4.780e-08 7.104e-03 -1.035e-02 3.101e-03 1.084e-05 9.636e-04 1.702e-04 -3.423e-05 6.298e-07 4.527e-09 -8.939e-11 -4.923e-07 9.118e-07 2.118e-06 3.574e-10 6.134e-11 -5.079e-05 3.458e-07 2.450e-07 4.808e-10 5.884e-10 9.183e-09 4.780e-08 7.104e-03 -1.035e-02 3.101e-03 1.084e-05 9.636e-04 1.702e-04 -3.423e-05 5.969e-04 1.391e-04 -1.219e-08 -2.197e-08 -1.192e-06 9.501e-07 -4.770e-06 -9.005e-10 -9.043e-10 -1.018e-04 -1.314e-05 8.084e-06 1.391e-04 -1.219e-08 -2.197e-08 -1.192e-06 9.501e-07 -4.770e-06 -9.005e-10 -9.043e-10 -1.018e-04 -1.314e-05 8.084e-06 1.142e-08 -3.373e-08 3.039e-07 -7.359e-07 -2.116e-01 3.496e-01 -1.412e-01 1.735e-05 -2.528e-04 -1.442e-05 6.600e-06 1.391e-04 -1.219e-08 -2.197e-08 -1.192e-06 9.501e-07 -4.770e-06 -9.005e-10 -9.043e-10 -1.018e-04 -1.314e-05 8.084e-06 1.142e-08 -3.373e-08 3.039e-07 -7.359e-07 -2.116e-01 3.496e-01 -1.412e-01 1.735e-05 -2.528e-04 -1.442e-05 6.600e-06 -1.668e-04 7.303e-03 -9.775e-06 2.668e-08 1.505e-08 2.441e-06 -1.158e-06 4.918e-06 8.639e-10 3.398e-10 -1.192e-04 2.760e-06 -2.979e-07 -9.775e-06 2.668e-08 1.505e-08 2.441e-06 -1.158e-06 4.918e-06 8.639e-10 3.398e-10 -1.192e-04 2.760e-06 -2.979e-07 -1.490e-09 4.474e-09 -1.193e-08 8.721e-08 2.469e-02 3.316e-02 -5.801e-02 -2.998e-06 3.181e-04 5.260e-05 -8.677e-06 -9.775e-06 2.668e-08 1.505e-08 2.441e-06 -1.158e-06 4.918e-06 8.639e-10 3.398e-10 -1.192e-04 2.760e-06 -2.979e-07 -1.490e-09 4.474e-09 -1.193e-08 8.721e-08 2.469e-02 3.316e-02 -5.801e-02 -2.998e-06 3.181e-04 5.260e-05 -8.677e-06 1.793e-04 1.253e-03 2.596e-03 3.028e-05 1.988e-08 1.098e-08 5.780e-06 -3.847e-06 -3.663e-07 -1.998e-10 5.167e-10 -5.091e-05 -5.940e-06 5.046e-06 3.028e-05 1.988e-08 1.098e-08 5.780e-06 -3.847e-06 -3.663e-07 -1.998e-10 5.167e-10 -5.091e-05 -5.940e-06 5.046e-06 6.906e-10 -1.805e-08 1.596e-07 -2.356e-07 -5.527e-02 2.110e-01 -1.588e-01 -3.655e-06 -1.513e-04 -2.918e-05 1.235e-05 3.028e-05 1.988e-08 1.098e-08 5.780e-06 -3.847e-06 -3.663e-07 -1.998e-10 5.167e-10 -5.091e-05 -5.940e-06 5.046e-06 6.906e-10 -1.805e-08 1.596e-07 -2.356e-07 -5.527e-02 2.110e-01 -1.588e-01 -3.655e-06 -1.513e-04 -2.918e-05 1.235e-05 -1.128e-04 2.291e-03 8.398e-05 1.687e-03 -8.117e-06 -2.276e-08 -8.037e-09 -3.672e-06 2.031e-06 -2.394e-06 -3.024e-10 -5.667e-10 -2.962e-05 4.147e-06 -4.227e-06 -8.117e-06 -2.276e-08 -8.037e-09 -3.672e-06 2.031e-06 -2.394e-06 -3.024e-10 -5.667e-10 -2.962e-05 4.147e-06 -4.227e-06 -2.141e-09 1.065e-08 -7.347e-08 1.792e-08 1.349e-02 -1.128e-01 1.007e-01 -3.632e-06 -8.182e-05 -3.266e-07 9.214e-06 -8.117e-06 -2.276e-08 -8.037e-09 -3.672e-06 2.031e-06 -2.394e-06 -3.024e-10 -5.667e-10 -2.962e-05 4.147e-06 -4.227e-06 -2.141e-09 1.065e-08 -7.347e-08 1.792e-08 1.349e-02 -1.128e-01 1.007e-01 -3.632e-06 -8.182e-05 -3.266e-07 9.214e-06 -8.990e-05 -1.953e-03 -1.554e-03 -6.311e-04 2.132e-03 -6.145e-05 2.025e-08 2.221e-08 3.157e-06 -2.913e-06 2.694e-06 3.679e-10 8.874e-10 2.828e-05 -5.233e-07 -2.372e-07 -6.145e-05 2.025e-08 2.221e-08 3.157e-06 -2.913e-06 2.694e-06 3.679e-10 8.874e-10 2.828e-05 -5.233e-07 -2.372e-07 -2.036e-09 2.493e-09 5.899e-09 1.974e-07 8.570e-02 -1.125e-01 2.531e-02 -1.283e-05 1.345e-05 -1.432e-05 -1.423e-05 -6.145e-05 2.025e-08 2.221e-08 3.157e-06 -2.913e-06 2.694e-06 3.679e-10 8.874e-10 2.828e-05 -5.233e-07 -2.372e-07 -2.036e-09 2.493e-09 5.899e-09 1.974e-07 8.570e-02 -1.125e-01 2.531e-02 -1.283e-05 1.345e-05 -1.432e-05 -1.423e-05 5.022e-05 2.046e-04 5.629e-04 8.487e-05 -1.164e-03 1.543e-03 1.613e-05 2.541e-08 1.358e-08 6.434e-06 -4.968e-06 -1.169e-07 -3.238e-10 8.791e-10 2.426e-04 -5.164e-06 6.350e-06 1.613e-05 2.541e-08 1.358e-08 6.434e-06 -4.968e-06 -1.169e-07 -3.238e-10 8.791e-10 2.426e-04 -5.164e-06 6.350e-06 -7.534e-09 -9.735e-09 7.868e-08 5.062e-08 -2.532e-02 1.430e-01 -1.186e-01 -8.335e-06 4.320e-05 -7.885e-06 -1.048e-05 1.613e-05 2.541e-08 1.358e-08 6.434e-06 -4.968e-06 -1.169e-07 -3.238e-10 8.791e-10 2.426e-04 -5.164e-06 6.350e-06 -7.534e-09 -9.735e-09 7.868e-08 5.062e-08 -2.532e-02 1.430e-01 -1.186e-01 -8.335e-06 4.320e-05 -7.885e-06 -1.048e-05 6.937e-05 1.928e-04 6.949e-04 8.479e-05 -1.178e-03 1.176e-03 1.035e-03 2.099e-05 2.049e-08 4.787e-09 3.759e-06 -2.479e-06 7.729e-07 9.252e-11 2.315e-10 1.044e-04 -4.356e-06 5.218e-06 2.099e-05 2.049e-08 4.787e-09 3.759e-06 -2.479e-06 7.729e-07 9.252e-11 2.315e-10 1.044e-04 -4.356e-06 5.218e-06 -2.234e-09 -1.123e-08 7.743e-08 -7.639e-08 -3.638e-02 1.656e-01 -1.316e-01 -1.410e-06 -1.017e-04 -2.301e-05 4.403e-06 2.099e-05 2.049e-08 4.787e-09 3.759e-06 -2.479e-06 7.729e-07 9.252e-11 2.315e-10 1.044e-04 -4.356e-06 5.218e-06 -2.234e-09 -1.123e-08 7.743e-08 -7.639e-08 -3.638e-02 1.656e-01 -1.316e-01 -1.410e-06 -1.017e-04 -2.301e-05 4.403e-06 -6.697e-05 2.399e-03 4.503e-04 1.397e-03 -1.076e-03 3.960e-04 3.896e-04 1.375e-03 -3.302e-06 1.553e-09 2.027e-09 6.034e-07 -2.525e-07 2.812e-07 4.136e-11 1.044e-10 -1.015e-04 2.756e-07 -2.525e-07 -3.302e-06 1.553e-09 2.027e-09 6.034e-07 -2.525e-07 2.812e-07 4.136e-11 1.044e-10 -1.015e-04 2.756e-07 -2.525e-07 1.377e-09 -9.074e-10 2.375e-08 -6.317e-09 2.078e-03 1.512e-02 -1.695e-02 -9.682e-06 -4.960e-06 -5.780e-06 -9.213e-07 -3.302e-06 1.553e-09 2.027e-09 6.034e-07 -2.525e-07 2.812e-07 4.136e-11 1.044e-10 -1.015e-04 2.756e-07 -2.525e-07 1.377e-09 -9.074e-10 2.375e-08 -6.317e-09 2.078e-03 1.512e-02 -1.695e-02 -9.682e-06 -4.960e-06 -5.780e-06 -9.213e-07 -8.970e-06 -1.467e-05 2.123e-06 2.898e-06 3.595e-06 1.544e-05 5.941e-06 -8.352e-07 1.452e-05 PARAMETER CORRELATION COEFFICIENTS NO. GLOBAL 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 1 0.45897 1.000 -0.095 -0.163 0.068 -0.062 -0.213 -0.177 -0.010 -0.004 -0.005 0.004 0.003 -0.004 0.005 -0.004 0.214 2 0.95274 -0.095 1.000 0.555 0.149 -0.654 0.813 0.618 -0.216 -0.002 -0.002 0.000 -0.001 -0.004 0.004 -0.000 0.451 3 0.86466 -0.163 0.555 1.000 0.647 -0.322 0.529 0.271 0.340 -0.001 -0.001 -0.000 -0.001 -0.001 0.002 0.001 0.477 4 0.97133 0.068 0.149 0.647 1.000 -0.201 0.124 -0.038 0.761 -0.001 -0.001 0.011 -0.004 -0.009 0.003 0.003 0.610 5 0.93061 -0.062 -0.654 -0.322 -0.201 1.000 -0.246 -0.190 0.392 0.002 0.005 0.001 0.001 0.011 -0.006 0.006 -0.461 6 0.96572 -0.213 0.813 0.529 0.124 -0.246 1.000 0.854 -0.001 -0.005 0.003 -0.001 0.003 0.003 0.002 0.002 0.355 7 0.89848 -0.177 0.618 0.271 -0.038 -0.190 0.854 1.000 -0.110 -0.004 0.003 -0.003 0.004 0.002 0.001 0.001 0.234 8 0.95620 -0.010 -0.216 0.340 0.761 0.392 -0.001 -0.110 1.000 0.006 0.003 0.008 -0.005 0.005 -0.006 0.012 0.231 9 0.41648 -0.004 -0.002 -0.001 -0.001 0.002 -0.005 -0.004 0.006 1.000 -0.018 0.281 -0.099 0.191 -0.229 0.303 0.011 10 0.94172 -0.005 -0.002 -0.001 -0.001 0.005 0.003 0.003 0.003 -0.018 1.000 -0.418 -0.042 0.565 -0.638 0.020 0.016 11 0.97640 0.004 0.000 -0.000 0.011 0.001 -0.001 -0.003 0.008 0.281 -0.418 1.000 -0.390 0.354 0.171 0.863 -0.016 12 0.58617 0.003 -0.001 -0.001 -0.004 0.001 0.003 0.004 -0.005 -0.099 -0.042 -0.390 1.000 -0.322 -0.178 -0.476 -0.005 13 0.86553 -0.004 -0.004 -0.001 -0.009 0.011 0.003 0.002 0.005 0.191 0.565 0.354 -0.322 1.000 -0.437 0.628 0.017 14 0.73894 0.005 0.004 0.002 0.003 -0.006 0.002 0.001 -0.006 -0.229 -0.638 0.171 -0.178 -0.437 1.000 -0.115 -0.020 15 0.96709 -0.004 -0.000 0.001 0.003 0.006 0.002 0.001 0.012 0.303 0.020 0.863 -0.476 0.628 -0.115 1.000 0.012 16 0.83362 0.214 0.451 0.477 0.610 -0.461 0.355 0.234 0.231 0.011 0.016 -0.016 -0.005 0.017 -0.020 0.012 1.000 17 0.56025 0.052 0.007 -0.007 0.074 -0.038 -0.022 -0.024 0.011 -0.048 -0.074 0.083 0.016 -0.074 0.103 -0.047 -0.173 1.000 -0.201 0.021 0.014 0.002 -0.028 -0.003 0.026 0.004 0.032 -0.015 -0.018 0.028 0.028 0.025 18 0.60784 -0.166 -0.286 -0.294 -0.427 0.312 -0.208 -0.131 -0.152 0.023 0.036 -0.042 -0.007 0.035 -0.051 0.022 -0.484 -0.201 1.000 -0.006 -0.009 0.000 0.016 0.000 -0.006 -0.004 -0.015 0.009 0.003 -0.014 -0.014 -0.017 19 0.68361 0.003 -0.003 -0.004 -0.003 0.006 -0.001 -0.001 -0.001 -0.012 -0.003 -0.002 0.012 -0.007 0.009 -0.008 -0.012 0.021 -0.006 1.000 0.106 0.262 0.030 0.110 0.051 -0.015 -0.022 -0.020 -0.081 -0.064 -0.009 -0.632 20 0.97570 0.000 0.001 0.000 0.001 0.003 0.004 0.003 0.001 -0.010 0.006 -0.002 0.004 -0.001 0.005 -0.000 -0.000 0.014 -0.009 0.106 1.000 0.898 -0.452 0.928 -0.070 0.147 -0.087 -0.042 0.008 0.032 -0.065 -0.031 21 0.93031 0.001 -0.000 -0.001 -0.003 0.004 0.002 0.002 -0.001 -0.006 0.004 -0.003 0.003 0.000 0.003 -0.002 -0.002 0.002 0.000 0.262 0.898 1.000 -0.335 0.787 -0.019 0.117 -0.080 -0.001 -0.041 -0.028 -0.070 -0.171 22 0.67058 -0.000 -0.001 0.004 0.001 -0.004 -0.004 -0.003 0.001 0.009 -0.006 -0.004 -0.002 -0.000 -0.005 -0.006 0.002 -0.028 0.016 0.030 -0.452 -0.335 1.000 -0.572 0.032 -0.069 0.123 0.081 -0.148 -0.133 0.048 -0.099 23 0.95747 0.000 0.001 -0.000 -0.001 0.002 0.003 0.002 0.000 -0.001 0.001 0.001 0.000 0.000 0.001 0.002 0.002 -0.003 0.000 0.110 0.928 0.787 -0.572 1.000 -0.080 0.144 -0.112 -0.080 0.052 0.088 -0.074 -0.096 24 0.88116 0.005 -0.001 -0.002 -0.001 0.001 -0.002 -0.002 -0.001 -0.001 -0.011 0.006 0.003 -0.006 0.007 -0.007 -0.016 0.026 -0.006 0.051 -0.070 -0.019 0.032 -0.080 1.000 0.288 0.653 -0.495 0.061 0.070 0.757 -0.045 25 0.76842 -0.001 0.003 0.003 0.003 -0.001 0.004 0.002 0.001 -0.002 0.004 -0.000 -0.001 0.001 -0.000 0.001 0.003 0.004 -0.004 -0.015 0.147 0.117 -0.069 0.144 0.288 1.000 0.040 -0.661 0.281 0.424 0.238 0.011 26 0.97424 0.002 0.003 0.003 0.008 -0.006 -0.000 -0.001 0.001 -0.001 -0.010 0.008 0.000 -0.007 0.008 -0.005 -0.008 0.032 -0.015 -0.022 -0.087 -0.080 0.123 -0.112 0.653 0.040 1.000 -0.333 0.053 0.064 0.918 0.019 27 0.97093 -0.001 -0.003 -0.002 -0.005 0.003 -0.002 -0.001 -0.001 -0.000 0.006 -0.006 -0.001 0.004 -0.003 0.000 0.002 -0.015 0.009 -0.020 -0.042 -0.001 0.081 -0.080 -0.495 -0.661 -0.333 1.000 -0.642 -0.793 -0.629 0.020 28 0.96189 -0.005 0.003 0.005 0.005 -0.004 0.003 0.001 0.003 0.000 -0.001 -0.000 -0.001 0.001 0.000 0.004 0.014 -0.018 0.003 -0.081 0.008 -0.041 -0.148 0.052 0.061 0.281 0.053 -0.642 1.000 0.930 0.272 0.103 29 0.98274 0.002 0.004 0.004 0.012 -0.009 -0.000 -0.001 0.003 0.005 -0.011 0.012 -0.005 -0.005 0.005 0.001 -0.005 0.028 -0.014 -0.064 0.032 -0.028 -0.133 0.088 0.070 0.424 0.064 -0.793 0.930 1.000 0.327 0.048 30 0.98553 0.002 0.003 0.001 0.006 -0.004 0.001 0.000 0.001 0.002 -0.008 0.009 -0.001 -0.005 0.004 -0.002 -0.006 0.028 -0.014 -0.009 -0.065 -0.070 0.048 -0.074 0.757 0.238 0.918 -0.629 0.272 0.327 1.000 -0.006 31 0.70681 -0.003 0.002 0.005 0.009 -0.004 0.003 0.002 0.003 -0.018 0.005 -0.004 0.008 -0.004 0.013 -0.001 0.003 0.025 -0.017 -0.632 -0.031 -0.171 -0.099 -0.096 -0.045 0.011 0.019 0.020 0.103 0.048 -0.006 1.000 Command timer: Real time 0:06:49, CP time 409.940 Session timer: Real time 0:28:15, CP time 1695.700, 3 slices Fractions after extended likelihood fit: fDstarContFakeD_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarContGoodD_KsPiPi = 0.02755 +/- 0.003114 C L(0 - 1) fDstarSigFakeD4uds_KsPiPi = 0 +/- 0 C L(0 - 1) fDstarSigFakeDKsKs_KsPiPi = 0.0004095 +/- 0 C L(0 - 1) fDstarSigFakeD_KsPiPi = 0.2444 +/- 0.003083 C L(0 - 1) fDstarSigGoodD_KsPiPi = 0.7277 +/- 0.004978 C L(0 - 1) RooDKFitMaster: Persisting in ROOT format available fit results to file : ./results/dstar_kspipi_data_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 = 169.9 for ndof = 200. Reduced total chi2 = 0.8496 Info in : eps file ./results/dstar_kspipi_data_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 = 208.7 for ndof = 200. Reduced total chi2 = 1.044 Info in : eps file ./results/dstar_kspipi_data_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 = 169.2 for ndof = 200. Reduced total chi2 = 0.8462 Info in : eps file ./results/dstar_kspipi_data_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 923701: 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 02:09:24 2008 Results reported at Wed Apr 16 02:38:22 2008 Your job looked like: ------------------------------------------------------------ # LSBATCH: User input #! /bin/csh #BSUB -q xlong #BSUB -J dstar_kspipi_data_Off #BSUB -o ./results/dstar_kspipi_data_Off.log ./bbrroot -l -b -q ./results/dstar_kspipi_data_Off.C ------------------------------------------------------------ Successfully completed. Resource usage summary: CPU time : 1733.43 sec. Max Memory : 158 MB Max Swap : 294 MB Max Processes : 5 Max Threads : 5 The output (if any) is above this job summary.