User : tiejiunh Hostname : b151 version : v06a_2018.1214 Time : 2018.1229.0645.-0600.Sat.CST appl::grid() reading grid from file ../ApplGridtables/245_1.root version 1.4.70 appl::grid() read grid, size 1 MB in 540.504 ms trim in 0.664 ms readgrid: 0 appl::grid() reading grid from file ../ApplGridtables/245_2.root version 1.4.70 grid::grid() read ckm matrices appl::grid::addpdf() creating new lumi_pdf mcfmwp.config lumi_pdf::lumi_pdf() setting W+ cmk matrix lumi_pdf::lumi_pdf() mcfmwp.config combinations 6 appl::grid() read grid, size 0 MB in 93.55 ms trim in 0.223 ms readgrid: 1 appl::grid() reading grid from file ../ApplGridtables/245_3.root version 1.4.70 grid::grid() read ckm matrices appl::grid::addpdf() creating new lumi_pdf mcfmwm.config lumi_pdf::lumi_pdf() setting W- cmk matrix lumi_pdf::lumi_pdf() mcfmwm.config combinations 6 appl::grid() read grid, size 0 MB in 93.427 ms trim in 0.223 ms readgrid: 2 appl::grid() reading grid from file ../ApplGridtables/246_1_KP_2018.1010.root version 1.4.70 appl::grid() read grid, size 1 MB in 388.009 ms trim in 0.681 ms readgrid: 3 appl::grid() reading grid from file ../ApplGridtables/249_Wplus_applgrid_Pt25_xfitter_2018.0618.root version 1.4.56(transformed to 1.4.70) grid::grid() read ckm matrices appl::grid() read grid, size 0 MB in 82.887 ms trim in 0.092 ms readgrid: 4 appl::grid() reading grid from file ../ApplGridtables/249_Wminus_applgrid_Pt25_xfitter_2018.0618.root version 1.4.56(transformed to 1.4.70) grid::grid() read ckm matrices appl::grid() read grid, size 0 MB in 82.829 ms trim in 0.194 ms readgrid: 5 appl::grid() reading grid from file ../ApplGridtables/250_1.root version 1.4.69(transformed to 1.4.70) ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid::addpdf() creating new lumi_pdf amcatnlo_obs_0_20170205003744.config lumi_pdf::lumi_pdf() amcatnlo_obs_0_20170205003744.config combinations 6 appl::grid() read grid, size 11 MB in 7307.69 ms trim in 13.837 ms readgrid: 6 ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid() reading grid from file ../ApplGridtables/250_2.root version 1.4.69(transformed to 1.4.70) ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid::addpdf() creating new lumi_pdf amcatnlo_obs_0_20170206043521.config lumi_pdf::lumi_pdf() amcatnlo_obs_0_20170206043521.config combinations 6 appl::grid() read grid, size 12 MB in 7274.89 ms trim in 13.293 ms readgrid: 7 ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid() reading grid from file ../ApplGridtables/250_3.root version 1.4.70 ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid::addpdf() creating new lumi_pdf amcatnlo_obs_0_20170205222303.config lumi_pdf::lumi_pdf() amcatnlo_obs_0_20170205222303.config combinations 12 appl::grid() read grid, size 22 MB in 29896.1 ms trim in 37.963 ms readgrid: 8 ******************************************************************************* * * * This grid has been generated with: * * * * a M C f a s t * * * * version 2.0.0 * * * * Authors: V. Bertone, R. Frederix, S. Frixione, J. Rojo, and M. Sutton * * Web page: http://amcfast.hepforge.org * * * * If you use it in a scientific work, please cite the following three papers: * * - aMCfast: V. Bertone et al., [arXiv:1406.7693] * * - MadGraph5_aMC@NLO: J. Alwall et al., [arXiv:1405.0301] * * - APPLgrid: T. Carli et al., [arXiv:0911.2985] * * * ******************************************************************************* appl::grid() reading grid from file ../ApplGridtables/253_4.root version 1.4.69(transformed to 1.4.70) appl::grid::addpdf() creating new lumi_pdf basic.config lumi_pdf::lumi_pdf() basic.config combinations 121 appl::grid() read grid, size 13 MB in 9907.08 ms trim in 13.902 ms readgrid: 9 appl::grid() reading grid from file ../ApplGridtables/253_5.root version 1.4.69(transformed to 1.4.70) appl::grid() read grid, size 28 MB in 21300.8 ms trim in 31.352 ms readgrid: 10 appl::grid() reading grid from file ../ApplGridtables/253_6.root version 1.4.69(transformed to 1.4.70) appl::grid() read grid, size 13 MB in 9909.7 ms trim in 15.61 ms readgrid: 11 ################################################################################## # # fastNLO_toolkit # Version 2.3.1pre_2411 # # C++ program and toolkit to read and create fastNLO v2 tables and # derive QCD cross sections using PDFs, e.g. from LHAPDF # #--------------------------------------------------------------------------------- # # Copyright © 2005-2018 fastNLO Collaboration # D. Britzger, T. Kluge, K. Rabbertz, F. Stober, G. Sieber, M. Wobisch # # This program is free software: you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation, either version 3 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program. If not, see . # #--------------------------------------------------------------------------------- # # The projects web page can be found at: # http://projects.hepforge.org/fastnlo # # If you use this code, please cite: # T. Kluge, K. Rabbertz, M. Wobisch, hep-ph/0609285 # D. Britzger, T. Kluge, K. Rabbertz, F. Stober, M. Wobisch, arXiv:1109.1310 # ################################################################################## # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/fnl2332e_v23_fix_I1298810.tab successfully. # INFO. [OrderCoefficients] Could not find any NNLO calculation. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # WARNING! [fastNLOReader::SetContributionON] Contribution Fixed order calculation has not been filled, cannot switch it On/Off! Ignoring call. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. appl::grid() reading grid from file ../ApplGridtables/510_1.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 9 | | 0.0<|y|<0.5, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 2 MB in 1027.65 ms trim in 2.485 ms readgrid: 12 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 9 | | 0.0<|y|<0.5, R=0.6 | +-----------------------------------------------+ appl::grid() reading grid from file ../ApplGridtables/510_2.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 10 | | 0.5<|y|<1.0, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 2 MB in 1027.47 ms trim in 2.406 ms readgrid: 13 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 10 | | 0.5<|y|<1.0, R=0.6 | +-----------------------------------------------+ appl::grid() reading grid from file ../ApplGridtables/510_3.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 11 | | 1.0<|y|<1.5, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 2 MB in 1025.27 ms trim in 2.308 ms readgrid: 14 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 11 | | 1.0<|y|<1.5, R=0.6 | +-----------------------------------------------+ appl::grid() reading grid from file ../ApplGridtables/510_4.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 12 | | 1.5<|y|<2.0, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 2 MB in 997.996 ms trim in 1.547 ms readgrid: 15 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 12 | | 1.5<|y|<2.0, R=0.6 | +-----------------------------------------------+ appl::grid() reading grid from file ../ApplGridtables/510_5.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 13 | | 2.0<|y|<2.5, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 1 MB in 568.775 ms trim in 1.003 ms readgrid: 16 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 13 | | 2.0<|y|<2.5, R=0.6 | +-----------------------------------------------+ appl::grid() reading grid from file ../ApplGridtables/510_6.root version 1.4.72(transformed to 1.4.70) +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 14 | | 2.5<|y|<3.0, R=0.6 | +-----------------------------------------------+ appl::grid() read grid, size 1 MB in 356.296 ms trim in 0.612 ms readgrid: 17 +-----------------------------------------------+ | Atlas inclusive jets | | 2011 data: integrated luminosity = 4.5 fb-1 | | arXiv: 1410.8857: table 14 | | 2.5<|y|<3.0, R=0.6 | +-----------------------------------------------+ # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/fnl3332_I1487277.tab successfully. # INFO. [OrderCoefficients] Could not find any NNLO calculation. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # WARNING! [fastNLOReader::SetContributionON] Contribution Fixed order calculation has not been filled, cannot switch it On/Off! Ignoring call. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-173.3-PTavt_Yavt-0.00-0.35-nnlo.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-173.3-PTavt_Yavt-0.35-0.85-nnlo.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-173.3-PTavt_Yavt-0.85-1.45-nnlo.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-173.3-PTavt_Yavt-1.45-2.50-nnlo.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-PTavt-MT2-173_3-bin1.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOTable::OpenFileRead] Opened file ../fastNLOtables/LHC8-Mtt-HT4-173_3-bin1.tab successfully. # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Deactivating contribution Fixed order calculation with Id = 2 # INFO. [fastNLOReader::SetScaleVariation] Selecting MuF table according to a multiplicative scale factor of the factorization scale of 1 times the nominal scale. # INFO. [fastNLOReader::SetContributionON] Activating contribution Fixed order calculation with Id = 2 Ini memory: 37412 Reading Inputs from file f-hh418k RUN ID:hh418k read QCD evolution parameters read Control switches read Theoretical parameters read Experimental cuts on data read Experimental data sets read Initial parton distribution parameters read Other parameters read Lagrange Multiplier inputs read Processing Parameters ... Initializing our own QCD parameters and alpha_s ... Initializing x- and Q- grid parameters ... Setting up Hoppet ... Splitting functions initialised! Opening Output files ... Counting and checking validity of fitting parameters ... Number of QCD Parameters = 3 Number of Expt Norm Parameters = 3 Number of twist-2 PDF fitting Parameters = 29 Number of CP fitting Parameters = 0 Number of Scale variation Parameters = 0 Total Number of PDF & alpha_s fitting Parameters = 30 Total Number of fitting Parameters = 35 List of fitting parameters 31 32 33 71 72 73 21 12 24 25 26 11 14 15 16 10 1 2 4 5 6 7 41 42 52 44 45 46 47 54 55 56 60 64 65 Copying FitInp Lines to Sum & Min Files, and count the number OF MINUIT Parameter CARDS ... Total Number of MINUIT data cards = 35 Setting up PDF and Application Packages ...(D)... Setting up Minuit ....(E) ... MaxFit= 30 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 ... Start initiation of data arrays ... Data set: * LHCb 7 TeV (1.0fb^-1) Inclusive Xsec for Z(Table1)/W+/W-(T # OF POINTS Read: 33 Data set: *LHCb 8 TeV (2.0fb^-1) forward Z → e+e− production; http # OF POINTS Read: 17 Data set: * CMS 8TeV, 18.8 fb^-1, pp → W^± + X →μ^±ν + X, DSIG # OF POINTS Read: 11 Data set: * LHCb (8TeV) forward W and Z boson production, 2.0fb-1, 2. # OF POINTS Read: 34 Data set: * ATLAS (8TeV) Distributions of transverse momentum pllT of # OF POINTS Read: 27 Data set: * CMS (7TeV) inc. jet xsecs; 5 fb^-1; PR D90,072006 ARXIV:1 # OF POINTS Read: 158 Data set: * ATLAS (7TeV ; 4.5 fb^-1) inc. jet xsecs (R=0.6), pT,j >= 1 # OF POINTS Read: 140 Data set: * CMS (8TeV) inc. jet xsecs; 19.7 fb^-1; 1609.05331, R= 0.7, # OF POINTS Read: 185 Data set: * CMS (8TeV) The normalized tt double-differential cross sec # OF POINTS Read: 16 Data set: * ATLAS (8TeV) 20.3fb^-1, Full phase-space absolute differen # OF POINTS Read: 15 Data set: * Combined HERA1+2 NC and CC e+- p reduced Xsec, Arxiv:150 Warning: WCUT= 3.5524900000000001 in fitinp is treated as W > 3.5355380354480705 # OF POINTS Read: 1120 Data set: BCDMS F2 proton (CERN-EP 89-06) # OF POINTS Read: 337 Data set: BCDMS F2 deuteron (CERN-EP 89-170) # OF POINTS Read: 250 Data set: NMC F2d/F2p (Nucl Phys B483, 3, (1997) # OF POINTS Read: 123 Data set: F2 CDHSW # OF POINTS Read: 85 Data set: F3 CDHSW # OF POINTS Read: 96 Data set: CCFR F2 (PMI): # OF POINTS Read: 69 Data set: CCFR xF3: Phys. Rev. Lett. 79: 1213 (1997) # OF POINTS Read: 86 Data set: * NuTeV Neutrino Dimuon Cross Section: Dave Mason DIS2006: P # OF POINTS Read: 38 Data set: * NuTeV anti-Neutrino Dimuon Cross Section: Dave Mason DIS20 # OF POINTS Read: 33 Data set: * CCFR Neutrino Dimuon Cross Section (NLO): (M. Goncharov et # OF POINTS Read: 40 Data set: * CCFR anti-Neutrino Dimuon Cross Section (NLO): (M. Gonchar # OF POINTS Read: 38 Data set: * H1 99/00 NC rsigmab for b-bbar, e+p; hep-ex/0507081,041104 # OF POINTS Read: 10 Data set: * Charm production reduced cross section extracted from D* m # OF POINTS Read: 47 Data set: *Measurement of the inclusive e^\pm p scattering cross secti # OF POINTS Read: 9 Data set: E605 dimuon yield PRD, s*dsig/d(rtau)/dy (nbarnGeV**2/nucleo # OF POINTS Read: 119 Data set: E866 final: hep-ex/0103030 # OF POINTS Read: 15 Data set: * E866 pp : Q^3 d2sigma / dQ dxF (pp, measured) in units of # OF POINTS Read: 184 Data set: Lepton-asym data from CDF 1996 PRL, updated with the latest # OF POINTS Read: 11 Data set: * lepton asymmetry data from CDF Run 2; stat+syst added in q # OF POINTS Read: 11 Data set: # Combined Run IIa and Run IIb CP folded asymmetry for muon # OF POINTS Read: 9 Data set: * Z (dsig/dy, in pb unit) for the rapidity of gamma*/Z produ # OF POINTS Read: 28 Data set: * Z (dsig/dy, in pb unit) for the rapidity of gamma*/Z produ # OF POINTS Read: 29 Data set: *PN14: CMS, muon charge asymmetry, 4.7 [fb]^(-1), pT>35 GeV, # OF POINTS Read: 11 Data set: *MG13: CMS, electron charge asymmetry, 840[pb]^(-1), arXiv:1 # OF POINTS Read: 11 Data set: *ATLAS Combined data on W^+, W^-, Z production and W-lep-asy # OF POINTS Read: 41 Data set: DRS15 electron charge asymmetry from W decays from D0 Run-2 # OF POINTS Read: 13 Data set: * Run 2 1960 GEV jet xsecs to be used with the CDF corr. sys # OF POINTS Read: 72 Data set: * Run 2 1960 GEV jet xsecs to be used with the D0 corr. sys. # OF POINTS Read: 110 39 SETS OF DATA TOTALING 3681 POINTS Read. irun= 0 IFL= 0 Amom= 0.280018100000000 remaining= 0.369375404445569 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.082548273948279 AMOM( -2)= 0.286827130497290 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.280018100000000 AMOM( 1)= 0.275363631077207 AMOM( 2)= 0.075242864477224 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 8.092549 temchi= 267.054107 chinor= 0.000000 Wt= 1.00 S= 13.096592 took 0.84 sec mem 29444 ID= 246 N= 17 chai( 2 )= 3.005937 temchi= 51.100923 chinor= 0.000000 Wt= 1.00 S= 4.030704 took 0.48 sec mem 16032 ID= 249 N= 11 chai( 3 )= 66.894032 temchi= 735.834349 chinor= 0.000000 Wt= 1.00 S= 32.890106 took 0.20 sec mem 6796 ID= 250 N= 34 chai( 4 )= 9.624309 temchi= 327.226519 chinor= 0.000000 Wt= 1.00 S= 15.050865 took 49.49 sec mem 789720 ID= 253 N= 27 chai( 5 )= 5.602204 temchi= 151.259518 chinor= 0.000000 Wt= 1.00 S= 8.954502 took 43.42 sec mem 655452 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 1.77 sec mem 81176 ID= 544 N= 140 chai( 7 )= 17.514073 temchi= 2451.970151 chinor= 0.000000 Wt= 1.00 S= 45.836733 took 6.61 sec mem 170196 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 3.00 sec mem 167472 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 3.13 sec mem 376060 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 2.47 sec mem 281472 ID= 160 N= 1120 chai( 11 )= 5.772732 temchi= 6465.460009 chinor= 0.000000 Wt= 1.00 S= 58.624432 took 100.13 sec mem 4708 ID= 101 N= 337 chai( 12 )= 4.893073 temchi= 1648.965618 chinor= 5.105904 Wt= 1.00 S= 28.049529 took 17.84 sec mem 2048 ID= 102 N= 250 chai( 13 )= 5.673941 temchi= 1418.485257 chinor= 2.210178 Wt= 1.00 S= 27.332245 took 18.55 sec mem 2048 ID= 104 N= 123 chai( 14 )= 3.946232 temchi= 485.386504 chinor= 0.000000 Wt= 1.00 S= 13.995427 took 12.56 sec mem 4096 ID= 108 N= 85 chai( 15 )= 9.684814 temchi= 823.209178 chinor= 11.060441 Wt= 1.00 S= 23.849677 took 8.47 sec mem 0 ID= 109 N= 96 chai( 16 )= 13.091633 temchi= 1256.796790 chinor= 3.276100 Wt= 1.00 S= 31.218521 took 10.01 sec mem 0 ID= 110 N= 69 chai( 17 )= 37.508003 temchi= 2588.052241 chinor= 1.006277 Wt= 1.00 S= 53.787192 took 7.85 sec mem 2048 ID= 111 N= 86 chai( 18 )= 21.259409 temchi= 1828.309142 chinor= 0.954379 Wt= 1.00 S= 40.887641 took 10.03 sec mem 0 ID= 124 N= 38 chai( 19 )= 12.718416 temchi= 483.299799 chinor= 0.000000 Wt= 1.00 S= 19.287613 took 1.54 sec mem 2048 ID= 125 N= 33 chai( 20 )= 6.873410 temchi= 226.822526 chinor= 0.000000 Wt= 1.00 S= 11.599184 took 1.32 sec mem 2048 ID= 126 N= 40 chai( 21 )= 6.468920 temchi= 258.756819 chinor= 0.000000 Wt= 1.00 S= 12.178895 took 1.59 sec mem 2048 ID= 127 N= 38 chai( 22 )= 1.284108 temchi= 48.796102 chinor= 0.000000 Wt= 1.00 S= 1.212109 took 1.53 sec mem 2048 ID= 145 N= 10 chai( 23 )= 2.088173 temchi= 20.881729 chinor= 0.000000 Wt= 1.00 S= 2.014570 took 0.51 sec mem 2048 ID= 147 N= 47 chai( 24 )= 9.998985 temchi= 469.952296 chinor= 0.000000 Wt= 1.00 S= 18.159513 took 2.49 sec mem 2048 ID= 169 N= 9 chai( 25 )= 2.374100 temchi= 21.366901 chinor= 0.000000 Wt= 1.00 S= 2.285960 took 0.57 sec mem 2088 ID= 201 N= 119 chai( 26 )= 7.428130 temchi= 883.947466 chinor= 0.000000 Wt= 1.00 S= 23.264882 took 52.21 sec mem 2072 ID= 203 N= 15 chai( 27 )= 11.077574 temchi= 166.163610 chinor= 0.000000 Wt= 1.00 S= 11.072657 took 10.49 sec mem 0 ID= 204 N= 184 chai( 28 )= 5.499999 temchi= 1011.999798 chinor= 0.000000 Wt= 1.00 S= 22.868929 took 64.62 sec mem 2048 ID= 225 N= 11 chai( 29 )= 2.104922 temchi= 23.154139 chinor= 0.000000 Wt= 1.00 S= 2.124077 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.812985 temchi= 19.942835 chinor= 0.000000 Wt= 1.00 S= 1.682571 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 4.550828 temchi= 40.957450 chinor= 0.000000 Wt= 1.00 S= 4.430359 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 2.391826 temchi= 66.971123 chinor= 0.000000 Wt= 1.00 S= 3.899184 took 9.94 sec mem 2048 ID= 261 N= 29 chai( 33 )= 9.310245 temchi= 269.997117 chinor= 0.000000 Wt= 1.00 S= 13.586733 took 10.29 sec mem 2048 ID= 266 N= 11 chai( 34 )= 70.608614 temchi= 776.694752 chinor= 0.000000 Wt= 1.00 S= 34.339711 took 0.04 sec mem 2048 ID= 267 N= 11 chai( 35 )= 25.688295 temchi= 282.571248 chinor= 0.000000 Wt= 1.00 S= 16.643535 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 10.407952 temchi= 426.726035 chinor= 0.000000 Wt= 1.00 S= 17.449797 took 0.06 sec mem 2048 ID= 281 N= 13 chai( 37 )= 3.683887 temchi= 47.890526 chinor= 0.000000 Wt= 1.00 S= 4.359716 took 0.05 sec mem 2048 ID= 504 N= 72 chai( 38 )= 8.865530 temchi= 638.318161 chinor= 0.000000 Wt= 1.00 S= 20.616300 took 0.25 sec mem 10248 ID= 514 N= 110 chai( 39 )= 8.277854 temchi= 910.563972 chinor= 0.000000 Wt= 1.00 S= 24.232006 took 0.35 sec mem 8192 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1548.8006492005004 LmPar( 1)= 20 LM penalty= 15.488006 ID= 504 Shift( 25)= -8.962 penalty= 3225.25397 ID= 514 Shift( 23)= -4.464 penalty= 198.58202 Total shift penalty= 3423.83600 LmPar( 2)= 22 LM penalty= 1711.917999 Total LM penalty= 1727.406005 CalChiSq (all expts) took 454.820 sec Total memory used : 2693748 0 3681 Chi2R 33053.9494 Chi2F0 33053.9494 new best Chi2f 34804.968665 Chi2RX 33053.9494 momentum sums: u_v= 0.275363631 d_v= 0.075242864 g= 0.280018100 u_sea= 0.142065392 d_sea= 0.144761739 momentum sums (ctd) s= 0.041274137 sbar= 0.041274137 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 0.999913 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 22.398827 ubar= 20.398827 (these are allowed to be infinite) Quark numbers: (ctd): down= 7.575401 dbar= 6.575488 (these are allowed to be infinite) Quark numbers: (ctd): strange= 2.281518 sbar= 2.281518 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.5755959961 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.275364 d_v=0.075243 u_sea=0.142066 d_sea=0.144763 s_sea=0.082549 g=0.280018 total=1.000002 Irun= 0 Chi2F= 34804.968665 fsub= 0.000000 nfsub= 0 svec( 1)= 13.096592 chisq= 267.054 Npt= 33 ID= 245 svec( 2)= 4.030704 chisq= 51.101 Npt= 17 ID= 246 svec( 3)= 32.890106 chisq= 735.834 Npt= 11 ID= 249 svec( 4)= 15.050865 chisq= 327.227 Npt= 34 ID= 250 svec( 5)= 8.954502 chisq= 151.260 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 45.836733 chisq= 2451.970 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 58.624432 chisq= 6465.460 Npt=1120 ID= 160 svec( 12)= 28.049529 chisq= 1648.966 Npt= 337 ID= 101 svec( 13)= 27.332245 chisq= 1418.485 Npt= 250 ID= 102 svec( 14)= 13.995427 chisq= 485.387 Npt= 123 ID= 104 svec( 15)= 23.849677 chisq= 823.209 Npt= 85 ID= 108 svec( 16)= 31.218521 chisq= 1256.797 Npt= 96 ID= 109 svec( 17)= 53.787192 chisq= 2588.052 Npt= 69 ID= 110 svec( 18)= 40.887641 chisq= 1828.309 Npt= 86 ID= 111 svec( 19)= 19.287613 chisq= 483.300 Npt= 38 ID= 124 svec( 20)= 11.599184 chisq= 226.823 Npt= 33 ID= 125 svec( 21)= 12.178895 chisq= 258.757 Npt= 40 ID= 126 svec( 22)= 1.212109 chisq= 48.796 Npt= 38 ID= 127 svec( 23)= 2.014570 chisq= 20.882 Npt= 10 ID= 145 svec( 24)= 18.159513 chisq= 469.952 Npt= 47 ID= 147 svec( 25)= 2.285960 chisq= 21.367 Npt= 9 ID= 169 svec( 26)= 23.264882 chisq= 883.947 Npt= 119 ID= 201 svec( 27)= 11.072657 chisq= 166.164 Npt= 15 ID= 203 svec( 28)= 22.868929 chisq= 1012.000 Npt= 184 ID= 204 svec( 29)= 2.124077 chisq= 23.154 Npt= 11 ID= 225 svec( 30)= 1.682571 chisq= 19.943 Npt= 11 ID= 227 svec( 31)= 4.430359 chisq= 40.957 Npt= 9 ID= 234 svec( 32)= 3.899184 chisq= 66.971 Npt= 28 ID= 260 svec( 33)= 13.586733 chisq= 269.997 Npt= 29 ID= 261 svec( 34)= 34.339711 chisq= 776.695 Npt= 11 ID= 266 svec( 35)= 16.643535 chisq= 282.571 Npt= 11 ID= 267 svec( 36)= 17.449797 chisq= 426.726 Npt= 41 ID= 268 svec( 37)= 4.359716 chisq= 47.891 Npt= 13 ID= 281 svec( 38)= 20.616300 chisq= 638.318 Npt= 72 ID= 504 svec( 39)= 24.232006 chisq= 910.564 Npt= 110 ID= 514 4 3681 Chi2R 33050.7814 Chi2F0 33050.7814 new best Chi2f 34799.102283 Chi2RX 33050.7814 5 3681 Chi2R 33037.8652 Chi2F0 33037.8652 new best Chi2f 34775.239658 Chi2RX 33037.8652 6 3681 Chi2R 33005.4606 Chi2F0 33005.4606 new best Chi2f 34714.374405 Chi2RX 33005.4606 7 3681 Chi2R 32907.0259 Chi2F0 32907.0259 new best Chi2f 34520.545758 Chi2RX 32907.0259 8 3681 Chi2R 32592.6770 Chi2F0 32592.6770 new best Chi2f 33815.390232 Chi2RX 32592.6770 10 3681 Chi2R 32168.6863 Chi2F0 32168.6863 new best Chi2f 32560.923503 Chi2RX 32168.6863 15 3681 Chi2R 28619.1268 Chi2F0 28619.1268 new best Chi2f 29175.746310 Chi2RX 28619.1268 17 3681 Chi2R 27603.0811 Chi2F0 27603.0811 new best Chi2f 28004.464320 Chi2RX 27603.0811 19 3681 Chi2R 27029.6709 Chi2F0 27029.6709 new best Chi2f 27208.445365 Chi2RX 27029.6709 21 3681 Chi2R 24988.9500 Chi2F0 24988.9500 new best Chi2f 25015.619200 Chi2RX 24988.9500 22 3681 Chi2R 22883.2459 Chi2F0 22883.2459 new best Chi2f 22905.439825 Chi2RX 22883.2459 23 3681 Chi2R 22879.8231 Chi2F0 22879.8231 new best Chi2f 22902.162819 Chi2RX 22879.8231 24 3681 Chi2R 21600.3498 Chi2F0 21600.3498 new best Chi2f 21632.383924 Chi2RX 21600.3498 25 3681 Chi2R 21499.8243 Chi2F0 21499.8243 new best Chi2f 21542.835619 Chi2RX 21499.8243 26 3681 Chi2R 21495.7016 Chi2F0 21495.7016 new best Chi2f 21536.236015 Chi2RX 21495.7016 27 3681 Chi2R 20612.8899 Chi2F0 20612.8899 new best Chi2f 20686.134215 Chi2RX 20612.8899 28 3681 Chi2R 19881.2067 Chi2F0 19881.2067 new best Chi2f 20143.069538 Chi2RX 19881.2067 29 3681 Chi2R 19898.8306 Chi2F0 19898.8306 new best Chi2f 20132.153319 Chi2RX 19898.8306 30 3681 Chi2R 19389.9758 Chi2F0 19389.9758 new best Chi2f 19525.242968 Chi2RX 19389.9758 31 3681 Chi2R 18971.7254 Chi2F0 18971.7254 new best Chi2f 19019.428162 Chi2RX 18971.7254 32 3681 Chi2R 18968.2892 Chi2F0 18968.2892 new best Chi2f 19011.199057 Chi2RX 18968.2892 33 3681 Chi2R 18450.2420 Chi2F0 18450.2420 new best Chi2f 18473.240653 Chi2RX 18450.2420 34 3681 Chi2R 17603.6480 Chi2F0 17603.6480 new best Chi2f 17617.535121 Chi2RX 17603.6480 35 3681 Chi2R 17599.9773 Chi2F0 17599.9773 new best Chi2f 17614.734285 Chi2RX 17599.9773 36 3681 Chi2R 16082.8394 Chi2F0 16082.8394 new best Chi2f 16147.118094 Chi2RX 16082.8394 38 3681 Chi2R 15907.4181 Chi2F0 15907.4181 new best Chi2f 16012.294880 Chi2RX 15907.4181 39 3681 Chi2R 14624.1562 Chi2F0 14624.1562 new best Chi2f 14844.763171 Chi2RX 14624.1562 41 3681 Chi2R 14494.6696 Chi2F0 14494.6696 new best Chi2f 14734.297990 Chi2RX 14494.6696 43 3681 Chi2R 13765.2517 Chi2F0 13765.2517 new best Chi2f 14246.800500 Chi2RX 13765.2517 44 3681 Chi2R 13458.6322 Chi2F0 13458.6322 new best Chi2f 13611.518906 Chi2RX 13458.6322 45 3681 Chi2R 13412.9601 Chi2F0 13412.9601 new best Chi2f 13505.749061 Chi2RX 13412.9601 46 3681 Chi2R 13412.8258 Chi2F0 13412.8258 new best Chi2f 13491.838756 Chi2RX 13412.8258 47 3681 Chi2R 13047.9761 Chi2F0 13047.9761 new best Chi2f 13087.584816 Chi2RX 13047.9761 48 3681 Chi2R 13007.9923 Chi2F0 13007.9923 new best Chi2f 13041.731405 Chi2RX 13007.9923 49 3681 Chi2R 13002.5768 Chi2F0 13002.5768 new best Chi2f 13034.489592 Chi2RX 13002.5768 50 3681 Chi2R 12641.8218 Chi2F0 12641.8218 new best Chi2f 12671.158991 Chi2RX 12641.8218 51 3681 Chi2R 12373.2184 Chi2F0 12373.2184 new best Chi2f 12414.206775 Chi2RX 12373.2184 52 3681 Chi2R 12356.0589 Chi2F0 12356.0589 new best Chi2f 12392.485806 Chi2RX 12356.0589 53 3681 Chi2R 12077.6476 Chi2F0 12077.6476 new best Chi2f 12111.799176 Chi2RX 12077.6476 54 3681 Chi2R 11846.3707 Chi2F0 11846.3707 new best Chi2f 11884.114175 Chi2RX 11846.3707 55 3681 Chi2R 11621.6039 Chi2F0 11621.6039 new best Chi2f 11659.944826 Chi2RX 11621.6039 56 3681 Chi2R 11352.4083 Chi2F0 11352.4083 new best Chi2f 11415.395725 Chi2RX 11352.4083 57 3681 Chi2R 11173.6882 Chi2F0 11173.6882 new best Chi2f 11217.163834 Chi2RX 11173.6882 58 3681 Chi2R 11173.2021 Chi2F0 11173.2021 new best Chi2f 11213.115334 Chi2RX 11173.2021 59 3681 Chi2R 11171.3456 Chi2F0 11171.3456 new best Chi2f 11212.208971 Chi2RX 11171.3456 60 3681 Chi2R 11064.7662 Chi2F0 11064.7662 new best Chi2f 11108.798101 Chi2RX 11064.7662 61 3681 Chi2R 10999.4662 Chi2F0 10999.4662 new best Chi2f 11051.474250 Chi2RX 10999.4662 62 3681 Chi2R 10994.8123 Chi2F0 10994.8123 new best Chi2f 11044.995390 Chi2RX 10994.8123 63 3681 Chi2R 10926.0723 Chi2F0 10926.0723 new best Chi2f 10972.745639 Chi2RX 10926.0723 64 3681 Chi2R 10818.8783 Chi2F0 10818.8783 new best Chi2f 10858.552866 Chi2RX 10818.8783 65 3681 Chi2R 10734.2398 Chi2F0 10734.2398 new best Chi2f 10775.282070 Chi2RX 10734.2398 66 3681 Chi2R 10725.3356 Chi2F0 10725.3356 new best Chi2f 10765.973619 Chi2RX 10725.3356 67 3681 Chi2R 10690.7743 Chi2F0 10690.7743 new best Chi2f 10725.510620 Chi2RX 10690.7743 68 3681 Chi2R 10683.8178 Chi2F0 10683.8178 new best Chi2f 10714.574019 Chi2RX 10683.8178 69 3681 Chi2R 10659.0380 Chi2F0 10659.0380 new best Chi2f 10690.636852 Chi2RX 10659.0380 70 3681 Chi2R 10601.5051 Chi2F0 10601.5051 new best Chi2f 10637.948005 Chi2RX 10601.5051 71 3681 Chi2R 10596.6805 Chi2F0 10596.6805 new best Chi2f 10634.858754 Chi2RX 10596.6805 72 3681 Chi2R 10527.4037 Chi2F0 10527.4037 new best Chi2f 10566.647931 Chi2RX 10527.4037 73 3681 Chi2R 10504.6523 Chi2F0 10504.6523 new best Chi2f 10545.644851 Chi2RX 10504.6523 74 3681 Chi2R 10468.7729 Chi2F0 10468.7729 new best Chi2f 10513.119373 Chi2RX 10468.7729 75 3681 Chi2R 10467.7161 Chi2F0 10467.7161 new best Chi2f 10512.622311 Chi2RX 10467.7161 76 3681 Chi2R 10450.0323 Chi2F0 10450.0323 new best Chi2f 10492.820842 Chi2RX 10450.0323 77 3681 Chi2R 10421.0795 Chi2F0 10421.0795 new best Chi2f 10457.591005 Chi2RX 10421.0795 78 3681 Chi2R 10362.7379 Chi2F0 10362.7379 new best Chi2f 10397.218935 Chi2RX 10362.7379 79 3681 Chi2R 10346.5956 Chi2F0 10346.5956 new best Chi2f 10379.699526 Chi2RX 10346.5956 80 3681 Chi2R 10307.6261 Chi2F0 10307.6261 new best Chi2f 10341.143868 Chi2RX 10307.6261 81 3681 Chi2R 10263.4160 Chi2F0 10263.4160 new best Chi2f 10300.638085 Chi2RX 10263.4160 82 3681 Chi2R 10231.9269 Chi2F0 10231.9269 new best Chi2f 10267.900889 Chi2RX 10231.9269 83 3681 Chi2R 10222.9155 Chi2F0 10222.9155 new best Chi2f 10257.847821 Chi2RX 10222.9155 84 3681 Chi2R 10205.7750 Chi2F0 10205.7750 new best Chi2f 10243.960450 Chi2RX 10205.7750 85 3681 Chi2R 10201.6367 Chi2F0 10201.6367 new best Chi2f 10241.936934 Chi2RX 10201.6367 86 3681 Chi2R 10192.6090 Chi2F0 10192.6090 new best Chi2f 10232.202230 Chi2RX 10192.6090 87 3681 Chi2R 10172.0741 Chi2F0 10172.0741 new best Chi2f 10208.983960 Chi2RX 10172.0741 88 3681 Chi2R 10171.6644 Chi2F0 10171.6644 new best Chi2f 10207.506404 Chi2RX 10171.6644 89 3681 Chi2R 10171.3131 Chi2F0 10171.3131 new best Chi2f 10207.367876 Chi2RX 10171.3131 90 3681 Chi2R 10144.1632 Chi2F0 10144.1632 new best Chi2f 10179.744050 Chi2RX 10144.1632 91 3681 Chi2R 10130.1111 Chi2F0 10130.1111 new best Chi2f 10165.145907 Chi2RX 10130.1111 92 3681 Chi2R 10129.8697 Chi2F0 10129.8697 new best Chi2f 10164.938042 Chi2RX 10129.8697 93 3681 Chi2R 10105.2473 Chi2F0 10105.2473 new best Chi2f 10137.332402 Chi2RX 10105.2473 94 3681 Chi2R 10097.2727 Chi2F0 10097.2727 new best Chi2f 10126.893853 Chi2RX 10097.2727 95 3681 Chi2R 10080.3562 Chi2F0 10080.3562 new best Chi2f 10109.136080 Chi2RX 10080.3562 96 3681 Chi2R 10071.7798 Chi2F0 10071.7798 new best Chi2f 10099.214463 Chi2RX 10071.7798 97 3681 Chi2R 10071.4075 Chi2F0 10071.4075 new best Chi2f 10098.980308 Chi2RX 10071.4075 98 3681 Chi2R 10058.1263 Chi2F0 10058.1263 new best Chi2f 10085.526592 Chi2RX 10058.1263 99 3681 Chi2R 10054.0967 Chi2F0 10054.0967 new best Chi2f 10081.387680 Chi2RX 10054.0967 100 3681 Chi2R 10045.2989 Chi2F0 10045.2989 new best Chi2f 10072.952139 Chi2RX 10045.2989 101 3681 Chi2R 10025.5958 Chi2F0 10025.5958 new best Chi2f 10054.808961 Chi2RX 10025.5958 102 3681 Chi2R 10024.7675 Chi2F0 10024.7675 new best Chi2f 10054.360236 Chi2RX 10024.7675 103 3681 Chi2R 9999.9307 Chi2F0 9999.9307 new best Chi2f 10030.440978 Chi2RX 9999.9307 104 3681 Chi2R 9987.2405 Chi2F0 9987.2405 new best Chi2f 10019.081257 Chi2RX 9987.2405 105 3681 Chi2R 9971.4859 Chi2F0 9971.4859 new best Chi2f 10003.034777 Chi2RX 9971.4859 106 3681 Chi2R 9949.0718 Chi2F0 9949.0718 new best Chi2f 9979.888531 Chi2RX 9949.0718 107 3681 Chi2R 9947.8880 Chi2F0 9947.8880 new best Chi2f 9978.764895 Chi2RX 9947.8880 108 3681 Chi2R 9933.1449 Chi2F0 9933.1449 new best Chi2f 9961.967389 Chi2RX 9933.1449 109 3681 Chi2R 9932.7881 Chi2F0 9932.7881 new best Chi2f 9961.082900 Chi2RX 9932.7881 110 3681 Chi2R 9926.0567 Chi2F0 9926.0567 new best Chi2f 9952.568970 Chi2RX 9926.0567 111 3681 Chi2R 9917.6582 Chi2F0 9917.6582 new best Chi2f 9939.948212 Chi2RX 9917.6582 112 3681 Chi2R 9896.0720 Chi2F0 9896.0720 new best Chi2f 9918.794380 Chi2RX 9896.0720 113 3681 Chi2R 9865.3093 Chi2F0 9865.3093 new best Chi2f 9891.976085 Chi2RX 9865.3093 114 3681 Chi2R 9865.1477 Chi2F0 9865.1477 new best Chi2f 9891.210320 Chi2RX 9865.1477 115 3681 Chi2R 9832.9586 Chi2F0 9832.9586 new best Chi2f 9857.486664 Chi2RX 9832.9586 116 3681 Chi2R 9830.3101 Chi2F0 9830.3101 new best Chi2f 9854.671282 Chi2RX 9830.3101 117 3681 Chi2R 9820.4576 Chi2F0 9820.4576 new best Chi2f 9844.337166 Chi2RX 9820.4576 118 3681 Chi2R 9819.3338 Chi2F0 9819.3338 new best Chi2f 9843.009081 Chi2RX 9819.3338 119 3681 Chi2R 9819.2659 Chi2F0 9819.2659 new best Chi2f 9842.964399 Chi2RX 9819.2659 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 2.016694 2.002585 .7106341 2.504230 2.117410 14.35158 1.190783 14.27150 27.17944 7.761040 1.318574 1.318233 1.239593 1.160587 1.630001 .7564340 3.026276 .6909135 .7483343 1.494771 .6500536 .5266027 .9084235 1.611376 2.206064 .9668583 1.961687 1.693366 .9270511 1.162325 1.472376 .6114767 1.784556 1.023901 .7805592 1.042270 1.636112 1.471138 1.002508 chaix= 2.016694 2.002585 .7106341 2.504230 2.117410 14.35158 1.190783 14.27150 27.17944 7.761040 1.318574 1.318233 1.239593 1.160587 1.630001 .7564340 3.026276 .6909135 .7483343 1.494771 .6500536 .5266027 .9084235 1.611376 2.206064 .9668583 1.961687 1.693366 .9270511 1.162325 1.472376 .6114767 1.784556 1.023901 .7805592 1.042270 1.636112 1.471138 1.002508 Fitting completed! Time : 2018.1229.0856.-0600.Sat.CST looking for file=hh418k.aux (No hh418k.aux file is present) Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.07015 0.1 2 'A2glu' 0.12653 0.1 4 'A4glu' 2.94754 0.1 5 'A5glu' 5.20571 0.1 6 'A6glu' 4.63630 0.1 7 'A7glu' 6.23369 0.1 10 'gluM' 0.37314 0.1 11 'A1uvl' -0.08292 0.1 12 'A2uvl' -1.97842 0.1 14 'A4uvl' -0.23621 0.1 15 'A5uvl' 0.55186 0.1 16 'A6uvl' -2.15768 0.1 21 'A1dvl' 0.53931 0.1 24 'A4dvl' -0.48067 0.1 25 'A5dvl' -0.21355 0.1 26 'A6dvl' -9.43997 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' -0.02009 0.1 42 'A2dou' 4.01576 0.1 44 'A4dou' -0.18000 0.1 45 'A5dou' -0.41012 0.1 46 'A6dou' 0.93779 0.1 47 'A7dou' 1.89883 0.1 52 'A2dpu' 0.09627 0.1 54 'A4dpu' 1.68958 0.1 55 'A5dpu' -0.83957 0.1 56 'A6dpu' 0.31662 0.1 60 'strM' -5.60063 0.1 64 'A4str' 3.48879 0.1 65 'A5str' -9.64632 0.1 71 'N71' -0.08419 0.1 72 'N72' 0.02942 0.1 73 'N73' 0.05457 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 34804.968664714019 - 9842.9643986454157 |= 24962.004266068601 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.406666827250394 remaining= 0.140832246293413 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.017976695369438 AMOM( -2)= 0.122855550923975 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.406666827250394 AMOM( 1)= 0.319263662758321 AMOM( 2)= 0.133237263697872 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 2.016870 temchi= 66.556718 chinor= 0.000000 Wt= 1.00 S= 3.303514 took 0.21 sec mem 4 ID= 246 N= 17 chai( 2 )= 2.002718 temchi= 34.046212 chinor= 0.000000 Wt= 1.00 S= 2.396369 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.710352 temchi= 7.813875 chinor= 0.000000 Wt= 1.00 S= -0.613564 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 2.504351 temchi= 85.147932 chinor= 0.000000 Wt= 1.00 S= 4.542319 took 4.86 sec mem 24 ID= 253 N= 27 chai( 5 )= 2.106254 temchi= 56.868852 chinor= 0.000000 Wt= 1.00 S= 3.209064 took 2.34 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.487423 temchi= 208.239276 chinor= 0.000000 Wt= 1.00 S= 3.595737 took 1.83 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.464483 temchi= 1640.220482 chinor= 0.000000 Wt= 1.00 S= 9.654602 took 96.59 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.552679 temchi= 523.252863 chinor= 3.256052 Wt= 1.00 S= 6.187909 took 16.70 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.016145 temchi= 254.036357 chinor= 1.755146 Wt= 1.00 S= 0.209317 took 17.86 sec mem 0 ID= 104 N= 123 chai( 14 )= 1.065658 temchi= 131.075934 chinor= 0.000000 Wt= 1.00 S= 0.546305 took 12.14 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.945720 temchi= 80.386188 chinor= 1.708699 Wt= 1.00 S= -0.309143 took 7.76 sec mem 0 ID= 109 N= 96 chai( 16 )= 1.016920 temchi= 97.624363 chinor= 1.258128 Wt= 1.00 S= 0.164591 took 8.32 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.802536 temchi= 124.374962 chinor= 1.731059 Wt= 1.00 S= 3.891198 took 7.33 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.619589 temchi= 53.284685 chinor= 1.266647 Wt= 1.00 S= -2.854421 took 8.74 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.923284 temchi= 35.084777 chinor= 0.000000 Wt= 1.00 S= -0.266493 took 1.46 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.638053 temchi= 54.055755 chinor= 0.000000 Wt= 1.00 S= 2.262555 took 1.22 sec mem 0 ID= 126 N= 40 chai( 21 )= 1.060062 temchi= 42.402491 chinor= 0.000000 Wt= 1.00 S= 0.337477 took 1.58 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.681114 temchi= 25.882331 chinor= 0.000000 Wt= 1.00 S= -1.494578 took 1.48 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.685449 temchi= 6.854489 chinor= 0.000000 Wt= 1.00 S= -0.641872 took 0.50 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.451840 temchi= 68.236481 chinor= 0.000000 Wt= 1.00 S= 1.993522 took 2.50 sec mem 24 ID= 169 N= 9 chai( 25 )= 2.206031 temchi= 19.854281 chinor= 0.000000 Wt= 1.00 S= 2.077627 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.990868 temchi= 117.913239 chinor= 0.000000 Wt= 1.00 S= -0.027433 took 53.01 sec mem 8 ID= 203 N= 15 chai( 27 )= 3.035415 temchi= 45.531231 chinor= 0.000000 Wt= 1.00 S= 3.838824 took 10.74 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.893623 temchi= 348.426629 chinor= 0.000000 Wt= 1.00 S= 6.886192 took 65.68 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.927055 temchi= 10.197602 chinor= 0.000000 Wt= 1.00 S= -0.033117 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.162421 temchi= 12.786630 chinor= 0.000000 Wt= 1.00 S= 0.501647 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.472821 temchi= 13.255386 chinor= 0.000000 Wt= 1.00 S= 1.028772 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.621456 temchi= 17.400772 chinor= 0.000000 Wt= 1.00 S= -1.556947 took 10.60 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.971357 temchi= 57.169361 chinor= 0.000000 Wt= 1.00 S= 2.995945 took 10.65 sec mem 0 ID= 266 N= 11 chai( 34 )= 1.023947 temchi= 11.263416 chinor= 0.000000 Wt= 1.00 S= 0.196858 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 0.780640 temchi= 8.587045 chinor= 0.000000 Wt= 1.00 S= -0.413526 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.042276 temchi= 42.733330 chinor= 0.000000 Wt= 1.00 S= 0.262047 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.636245 temchi= 21.271182 chinor= 0.000000 Wt= 1.00 S= 1.491994 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.471136 temchi= 105.921775 chinor= 0.000000 Wt= 1.00 S= 2.529083 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.002511 temchi= 110.276182 chinor= 0.000000 Wt= 1.00 S= 0.063519 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1271.4766088795996 LmPar( 1)= 20 LM penalty= 12.714766 ID= 504 Shift( 25)= -0.177 penalty= 0.00049 ID= 514 Shift( 23)= 0.448 penalty= 0.02015 Total shift penalty= 0.02063 LmPar( 2)= 22 LM penalty= 0.010317 Total LM penalty= 12.725083 CalChiSq (all expts) took 345.194 sec Total memory used : 2695944 0 3681 Chi2R 9997.0978 Chi2F0 9997.0978 new best Chi2f 10020.798572 Chi2RX 9997.0978 momentum sums: u_v= 0.319263663 d_v= 0.133237264 g= 0.406666827 u_sea= 0.056488828 d_sea= 0.066366723 momentum sums (ctd) s= 0.008988348 sbar= 0.008988348 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 11.127032 ubar= 9.127032 (these are allowed to be infinite) Quark numbers: (ctd): down= 12.389166 dbar= 11.389166 (these are allowed to be infinite) Quark numbers: (ctd): strange= 4.259283 sbar= 4.259283 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.2926476701 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.319264 d_v=0.133237 u_sea=0.056488 d_sea=0.066364 s_sea=0.017977 g=0.406667 total=0.999997 Irun= 0 Chi2F= 10020.798572 fsub= 0.000000 nfsub= 0 svec( 1)= 3.303514 chisq= 66.557 Npt= 33 ID= 245 svec( 2)= 2.396369 chisq= 34.046 Npt= 17 ID= 246 svec( 3)= -0.613564 chisq= 7.814 Npt= 11 ID= 249 svec( 4)= 4.542319 chisq= 85.148 Npt= 34 ID= 250 svec( 5)= 3.209064 chisq= 56.869 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.595737 chisq= 208.239 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 9.654602 chisq= 1640.220 Npt=1120 ID= 160 svec( 12)= 6.187909 chisq= 523.253 Npt= 337 ID= 101 svec( 13)= 0.209317 chisq= 254.036 Npt= 250 ID= 102 svec( 14)= 0.546305 chisq= 131.076 Npt= 123 ID= 104 svec( 15)= -0.309143 chisq= 80.386 Npt= 85 ID= 108 svec( 16)= 0.164591 chisq= 97.624 Npt= 96 ID= 109 svec( 17)= 3.891198 chisq= 124.375 Npt= 69 ID= 110 svec( 18)= -2.854421 chisq= 53.285 Npt= 86 ID= 111 svec( 19)= -0.266493 chisq= 35.085 Npt= 38 ID= 124 svec( 20)= 2.262555 chisq= 54.056 Npt= 33 ID= 125 svec( 21)= 0.337477 chisq= 42.402 Npt= 40 ID= 126 svec( 22)= -1.494578 chisq= 25.882 Npt= 38 ID= 127 svec( 23)= -0.641872 chisq= 6.854 Npt= 10 ID= 145 svec( 24)= 1.993522 chisq= 68.236 Npt= 47 ID= 147 svec( 25)= 2.077627 chisq= 19.854 Npt= 9 ID= 169 svec( 26)= -0.027433 chisq= 117.913 Npt= 119 ID= 201 svec( 27)= 3.838824 chisq= 45.531 Npt= 15 ID= 203 svec( 28)= 6.886192 chisq= 348.427 Npt= 184 ID= 204 svec( 29)= -0.033117 chisq= 10.198 Npt= 11 ID= 225 svec( 30)= 0.501647 chisq= 12.787 Npt= 11 ID= 227 svec( 31)= 1.028772 chisq= 13.255 Npt= 9 ID= 234 svec( 32)= -1.556947 chisq= 17.401 Npt= 28 ID= 260 svec( 33)= 2.995945 chisq= 57.169 Npt= 29 ID= 261 svec( 34)= 0.196858 chisq= 11.263 Npt= 11 ID= 266 svec( 35)= -0.413526 chisq= 8.587 Npt= 11 ID= 267 svec( 36)= 0.262047 chisq= 42.733 Npt= 41 ID= 268 svec( 37)= 1.491994 chisq= 21.271 Npt= 13 ID= 281 svec( 38)= 2.529083 chisq= 105.922 Npt= 72 ID= 504 svec( 39)= 0.063519 chisq= 110.276 Npt= 110 ID= 514 1 3681 Chi2R 9997.0978 Chi2F0 9997.0978 new best Chi2f 10020.798572 Chi2RX 9997.0978 5 3681 Chi2R 9825.4921 Chi2F0 9825.4921 new best Chi2f 9848.537659 Chi2RX 9825.4921 7 3681 Chi2R 9719.3073 Chi2F0 9719.3073 new best Chi2f 9743.200954 Chi2RX 9719.3073 8 3681 Chi2R 9682.0582 Chi2F0 9682.0582 new best Chi2f 9710.779653 Chi2RX 9682.0582 9 3681 Chi2R 9663.6301 Chi2F0 9663.6301 new best Chi2f 9690.002729 Chi2RX 9663.6301 10 3681 Chi2R 9642.8891 Chi2F0 9642.8891 new best Chi2f 9670.463175 Chi2RX 9642.8891 11 3681 Chi2R 9640.3446 Chi2F0 9640.3446 new best Chi2f 9667.579195 Chi2RX 9640.3446 12 3681 Chi2R 9612.3563 Chi2F0 9612.3563 new best Chi2f 9639.318283 Chi2RX 9612.3563 13 3681 Chi2R 9605.0922 Chi2F0 9605.0922 new best Chi2f 9631.791568 Chi2RX 9605.0922 14 3681 Chi2R 9604.5949 Chi2F0 9604.5949 new best Chi2f 9631.335283 Chi2RX 9604.5949 15 3681 Chi2R 9581.8973 Chi2F0 9581.8973 new best Chi2f 9607.756473 Chi2RX 9581.8973 16 3681 Chi2R 9559.9313 Chi2F0 9559.9313 new best Chi2f 9583.667127 Chi2RX 9559.9313 17 3681 Chi2R 9558.7092 Chi2F0 9558.7092 new best Chi2f 9582.685141 Chi2RX 9558.7092 18 3681 Chi2R 9540.6946 Chi2F0 9540.6946 new best Chi2f 9564.567181 Chi2RX 9540.6946 19 3681 Chi2R 9514.3600 Chi2F0 9514.3600 new best Chi2f 9538.103183 Chi2RX 9514.3600 20 3681 Chi2R 9484.8609 Chi2F0 9484.8609 new best Chi2f 9509.475698 Chi2RX 9484.8609 21 3681 Chi2R 9478.5507 Chi2F0 9478.5507 new best Chi2f 9503.978865 Chi2RX 9478.5507 22 3681 Chi2R 9469.1656 Chi2F0 9469.1656 new best Chi2f 9494.047595 Chi2RX 9469.1656 23 3681 Chi2R 9468.9209 Chi2F0 9468.9209 new best Chi2f 9493.686118 Chi2RX 9468.9209 24 3681 Chi2R 9462.0516 Chi2F0 9462.0516 new best Chi2f 9486.306761 Chi2RX 9462.0516 25 3681 Chi2R 9453.1396 Chi2F0 9453.1396 new best Chi2f 9475.871160 Chi2RX 9453.1396 26 3681 Chi2R 9442.4969 Chi2F0 9442.4969 new best Chi2f 9464.993264 Chi2RX 9442.4969 27 3681 Chi2R 9438.9160 Chi2F0 9438.9160 new best Chi2f 9461.212921 Chi2RX 9438.9160 28 3681 Chi2R 9432.0909 Chi2F0 9432.0909 new best Chi2f 9455.016551 Chi2RX 9432.0909 29 3681 Chi2R 9428.6350 Chi2F0 9428.6350 new best Chi2f 9452.375282 Chi2RX 9428.6350 30 3681 Chi2R 9424.5980 Chi2F0 9424.5980 new best Chi2f 9448.076175 Chi2RX 9424.5980 31 3681 Chi2R 9422.5305 Chi2F0 9422.5305 new best Chi2f 9445.749124 Chi2RX 9422.5305 32 3681 Chi2R 9418.6427 Chi2F0 9418.6427 new best Chi2f 9441.964491 Chi2RX 9418.6427 33 3681 Chi2R 9410.5129 Chi2F0 9410.5129 new best Chi2f 9434.388161 Chi2RX 9410.5129 34 3681 Chi2R 9410.3387 Chi2F0 9410.3387 new best Chi2f 9434.299266 Chi2RX 9410.3387 35 3681 Chi2R 9403.1541 Chi2F0 9403.1541 new best Chi2f 9427.037866 Chi2RX 9403.1541 36 3681 Chi2R 9395.5017 Chi2F0 9395.5017 new best Chi2f 9419.210320 Chi2RX 9395.5017 37 3681 Chi2R 9391.2897 Chi2F0 9391.2897 new best Chi2f 9414.807848 Chi2RX 9391.2897 38 3681 Chi2R 9388.8941 Chi2F0 9388.8941 new best Chi2f 9412.146650 Chi2RX 9388.8941 39 3681 Chi2R 9382.2274 Chi2F0 9382.2274 new best Chi2f 9405.372534 Chi2RX 9382.2274 40 3681 Chi2R 9373.6519 Chi2F0 9373.6519 new best Chi2f 9397.329187 Chi2RX 9373.6519 41 3681 Chi2R 9364.7744 Chi2F0 9364.7744 new best Chi2f 9388.658665 Chi2RX 9364.7744 42 3681 Chi2R 9359.4232 Chi2F0 9359.4232 new best Chi2f 9383.943420 Chi2RX 9359.4232 43 3681 Chi2R 9352.4225 Chi2F0 9352.4225 new best Chi2f 9377.383328 Chi2RX 9352.4225 44 3681 Chi2R 9347.3990 Chi2F0 9347.3990 new best Chi2f 9373.263381 Chi2RX 9347.3990 45 3681 Chi2R 9341.4861 Chi2F0 9341.4861 new best Chi2f 9367.098582 Chi2RX 9341.4861 46 3681 Chi2R 9340.9244 Chi2F0 9340.9244 new best Chi2f 9366.440549 Chi2RX 9340.9244 47 3681 Chi2R 9339.0360 Chi2F0 9339.0360 new best Chi2f 9364.142244 Chi2RX 9339.0360 48 3681 Chi2R 9338.5373 Chi2F0 9338.5373 new best Chi2f 9363.186015 Chi2RX 9338.5373 49 3681 Chi2R 9336.4267 Chi2F0 9336.4267 new best Chi2f 9361.036676 Chi2RX 9336.4267 50 3681 Chi2R 9333.5764 Chi2F0 9333.5764 new best Chi2f 9358.167538 Chi2RX 9333.5764 51 3681 Chi2R 9331.1435 Chi2F0 9331.1435 new best Chi2f 9355.315995 Chi2RX 9331.1435 52 3681 Chi2R 9329.9514 Chi2F0 9329.9514 new best Chi2f 9353.474764 Chi2RX 9329.9514 53 3681 Chi2R 9328.9074 Chi2F0 9328.9074 new best Chi2f 9352.152527 Chi2RX 9328.9074 54 3681 Chi2R 9328.6278 Chi2F0 9328.6278 new best Chi2f 9351.595785 Chi2RX 9328.6278 55 3681 Chi2R 9327.0498 Chi2F0 9327.0498 new best Chi2f 9350.200014 Chi2RX 9327.0498 56 3681 Chi2R 9324.6058 Chi2F0 9324.6058 new best Chi2f 9348.442655 Chi2RX 9324.6058 57 3681 Chi2R 9324.6309 Chi2F0 9324.6309 new best Chi2f 9348.381579 Chi2RX 9324.6309 58 3681 Chi2R 9323.9241 Chi2F0 9323.9241 new best Chi2f 9347.016894 Chi2RX 9323.9241 59 3681 Chi2R 9324.0388 Chi2F0 9324.0388 new best Chi2f 9346.464967 Chi2RX 9324.0388 60 3681 Chi2R 9322.6629 Chi2F0 9322.6629 new best Chi2f 9345.212822 Chi2RX 9322.6629 61 3681 Chi2R 9319.6263 Chi2F0 9319.6263 new best Chi2f 9342.911731 Chi2RX 9319.6263 62 3681 Chi2R 9318.3642 Chi2F0 9318.3642 new best Chi2f 9341.802587 Chi2RX 9318.3642 63 3681 Chi2R 9314.5089 Chi2F0 9314.5089 new best Chi2f 9338.606091 Chi2RX 9314.5089 65 3681 Chi2R 9312.4812 Chi2F0 9312.4812 new best Chi2f 9338.130250 Chi2RX 9312.4812 66 3681 Chi2R 9311.5398 Chi2F0 9311.5398 new best Chi2f 9336.418953 Chi2RX 9311.5398 67 3681 Chi2R 9308.5295 Chi2F0 9308.5295 new best Chi2f 9334.323776 Chi2RX 9308.5295 68 3681 Chi2R 9307.7898 Chi2F0 9307.7898 new best Chi2f 9334.083011 Chi2RX 9307.7898 69 3681 Chi2R 9307.4976 Chi2F0 9307.4976 new best Chi2f 9333.460583 Chi2RX 9307.4976 70 3681 Chi2R 9307.6054 Chi2F0 9307.6054 new best Chi2f 9333.342064 Chi2RX 9307.6054 71 3681 Chi2R 9307.2642 Chi2F0 9307.2642 new best Chi2f 9332.961043 Chi2RX 9307.2642 72 3681 Chi2R 9307.2073 Chi2F0 9307.2073 new best Chi2f 9332.875289 Chi2RX 9307.2073 73 3681 Chi2R 9306.8127 Chi2F0 9306.8127 new best Chi2f 9332.585596 Chi2RX 9306.8127 74 3681 Chi2R 9305.8068 Chi2F0 9305.8068 new best Chi2f 9332.010581 Chi2RX 9305.8068 76 3681 Chi2R 9305.6326 Chi2F0 9305.6326 new best Chi2f 9331.453875 Chi2RX 9305.6326 77 3681 Chi2R 9305.8232 Chi2F0 9305.8232 new best Chi2f 9331.093481 Chi2RX 9305.8232 78 3681 Chi2R 9304.8941 Chi2F0 9304.8941 new best Chi2f 9330.589970 Chi2RX 9304.8941 79 3681 Chi2R 9303.6500 Chi2F0 9303.6500 new best Chi2f 9330.272700 Chi2RX 9303.6500 80 3681 Chi2R 9303.7728 Chi2F0 9303.7728 new best Chi2f 9330.256644 Chi2RX 9303.7728 81 3681 Chi2R 9303.3684 Chi2F0 9303.3684 new best Chi2f 9329.877521 Chi2RX 9303.3684 82 3681 Chi2R 9302.8761 Chi2F0 9302.8761 new best Chi2f 9329.451554 Chi2RX 9302.8761 83 3681 Chi2R 9302.6433 Chi2F0 9302.6433 new best Chi2f 9329.086262 Chi2RX 9302.6433 84 3681 Chi2R 9301.9186 Chi2F0 9301.9186 new best Chi2f 9327.849138 Chi2RX 9301.9186 85 3681 Chi2R 9301.4903 Chi2F0 9301.4903 new best Chi2f 9326.258392 Chi2RX 9301.4903 86 3681 Chi2R 9301.6712 Chi2F0 9301.6712 new best Chi2f 9326.182716 Chi2RX 9301.6712 87 3681 Chi2R 9298.3458 Chi2F0 9298.3458 new best Chi2f 9323.918330 Chi2RX 9298.3458 88 3681 Chi2R 9297.4606 Chi2F0 9297.4606 new best Chi2f 9323.787216 Chi2RX 9297.4606 89 3681 Chi2R 9297.6564 Chi2F0 9297.6564 new best Chi2f 9323.696968 Chi2RX 9297.6564 90 3681 Chi2R 9296.4415 Chi2F0 9296.4415 new best Chi2f 9322.779174 Chi2RX 9296.4415 91 3681 Chi2R 9295.9957 Chi2F0 9295.9957 new best Chi2f 9322.551582 Chi2RX 9295.9957 92 3681 Chi2R 9295.9506 Chi2F0 9295.9506 new best Chi2f 9322.543913 Chi2RX 9295.9506 93 3681 Chi2R 9295.7754 Chi2F0 9295.7754 new best Chi2f 9321.972578 Chi2RX 9295.7754 94 3681 Chi2R 9296.2003 Chi2F0 9296.2003 new best Chi2f 9320.963642 Chi2RX 9296.2003 95 3681 Chi2R 9294.6753 Chi2F0 9294.6753 new best Chi2f 9319.909356 Chi2RX 9294.6753 96 3681 Chi2R 9291.8976 Chi2F0 9291.8976 new best Chi2f 9318.690454 Chi2RX 9291.8976 97 3681 Chi2R 9290.5743 Chi2F0 9290.5743 new best Chi2f 9316.906350 Chi2RX 9290.5743 98 3681 Chi2R 9290.1762 Chi2F0 9290.1762 new best Chi2f 9315.836760 Chi2RX 9290.1762 99 3681 Chi2R 9289.2612 Chi2F0 9289.2612 new best Chi2f 9315.010671 Chi2RX 9289.2612 101 3681 Chi2R 9289.2652 Chi2F0 9289.2652 new best Chi2f 9315.009003 Chi2RX 9289.2652 102 3681 Chi2R 9288.7399 Chi2F0 9288.7399 new best Chi2f 9314.732708 Chi2RX 9288.7399 103 3681 Chi2R 9288.4674 Chi2F0 9288.4674 new best Chi2f 9314.664926 Chi2RX 9288.4674 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.603872 1.159093 .9431310 1.787321 1.193831 14.35158 1.374695 14.27150 27.17944 7.761040 1.262666 1.122317 1.130555 .9801457 1.048365 .9406035 1.168716 .4095579 .5153981 1.094854 .8197101 .5542223 .6971104 1.235022 2.031019 .8484545 1.017825 1.358460 .7913299 1.261124 .8984269 .6090960 1.739028 .8506887 1.000408 1.074227 1.748068 1.540751 1.043597 chaix= 1.603872 1.159093 .9431310 1.787321 1.193831 14.35158 1.374695 14.27150 27.17944 7.761040 1.262666 1.122317 1.130555 .9801457 1.048365 .9406035 1.168716 .4095579 .5153981 1.094854 .8197101 .5542223 .6971104 1.235022 2.031019 .8484545 1.017825 1.358460 .7913299 1.261124 .8984269 .6090960 1.739028 .8506887 1.000408 1.074227 1.748068 1.540751 1.043597 Fitting completed! Time : 2018.1229.1105.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.12655 0.1 2 'A2glu' 1.28699 0.1 4 'A4glu' 3.18536 0.1 5 'A5glu' 5.10185 0.1 6 'A6glu' 4.15976 0.1 7 'A7glu' 7.43309 0.1 10 'gluM' 0.30641 0.1 11 'A1uvl' -0.00589 0.1 12 'A2uvl' -1.70954 0.1 14 'A4uvl' -0.04534 0.1 15 'A5uvl' 0.33591 0.1 16 'A6uvl' -1.74749 0.1 21 'A1dvl' 0.64861 0.1 24 'A4dvl' -1.75185 0.1 25 'A5dvl' -1.65857 0.1 26 'A6dvl' -11.87190 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.05388 0.1 42 'A2dou' 3.94422 0.1 44 'A4dou' -0.22788 0.1 45 'A5dou' -0.88773 0.1 46 'A6dou' 1.47988 0.1 47 'A7dou' 0.52544 0.1 52 'A2dpu' -0.92293 0.1 54 'A4dpu' 1.08590 0.1 55 'A5dpu' 0.16841 0.1 56 'A6dpu' -1.29407 0.1 60 'strM' -2.00693 0.1 64 'A4str' 4.84036 0.1 65 'A5str' -12.40989 0.1 71 'N71' -0.07617 0.1 72 'N72' 0.03288 0.1 73 'N73' 0.05762 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 10020.798572074385 - 9314.6649255800494 |= 706.13364649433606 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.380415563724727 remaining= 0.157781568241455 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.028849376326207 AMOM( -2)= 0.128932191915248 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.380415563724727 AMOM( 1)= 0.325190216333276 AMOM( 2)= 0.136612651700542 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.603891 temchi= 52.928392 chinor= 0.000000 Wt= 1.00 S= 2.161468 took 0.22 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.159074 temchi= 19.704258 chinor= 0.000000 Wt= 1.00 S= 0.553766 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.943230 temchi= 10.375535 chinor= 0.000000 Wt= 1.00 S= 0.006359 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.787341 temchi= 60.769606 chinor= 0.000000 Wt= 1.00 S= 2.727382 took 4.95 sec mem -920 ID= 253 N= 27 chai( 5 )= 1.184030 temchi= 31.968799 chinor= 0.000000 Wt= 1.00 S= 0.727869 took 2.70 sec mem 112 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.413507 temchi= 197.890942 chinor= 0.000000 Wt= 1.00 S= 3.111296 took 1.84 sec mem 24 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.261563 temchi= 1412.950283 chinor= 0.000000 Wt= 1.00 S= 5.733741 took 108.99 sec mem 436 ID= 101 N= 337 chai( 12 )= 1.122172 temchi= 378.172047 chinor= 1.410406 Wt= 1.00 S= 1.550975 took 18.16 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.162978 temchi= 290.744432 chinor= 1.138657 Wt= 1.00 S= 1.761047 took 20.18 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.940828 temchi= 115.721815 chinor= 0.000000 Wt= 1.00 S= -0.430823 took 13.99 sec mem 0 ID= 108 N= 85 chai( 15 )= 1.058595 temchi= 89.980591 chinor= 4.913590 Wt= 1.00 S= 0.425631 took 9.20 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.903532 temchi= 86.739094 chinor= 2.167226 Wt= 1.00 S= -0.642652 took 11.39 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.152049 temchi= 79.491358 chinor= 2.568583 Wt= 1.00 S= 0.907476 took 8.02 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.394250 temchi= 33.905480 chinor= 1.553460 Wt= 1.00 S= -5.229592 took 11.36 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.489845 temchi= 18.614117 chinor= 0.000000 Wt= 1.00 S= -2.699699 took 1.43 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.115853 temchi= 36.823135 chinor= 0.000000 Wt= 1.00 S= 0.534721 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.821336 temchi= 32.853447 chinor= 0.000000 Wt= 1.00 S= -0.776647 took 1.56 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.588419 temchi= 22.359930 chinor= 0.000000 Wt= 1.00 S= -2.044411 took 1.52 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.694373 temchi= 6.943731 chinor= 0.000000 Wt= 1.00 S= -0.616362 took 0.57 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.241817 temchi= 58.365380 chinor= 0.000000 Wt= 1.00 S= 1.156598 took 2.45 sec mem 40 ID= 169 N= 9 chai( 25 )= 2.031070 temchi= 18.279628 chinor= 0.000000 Wt= 1.00 S= 1.850078 took 0.62 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.876571 temchi= 104.311982 chinor= 0.000000 Wt= 1.00 S= -0.950682 took 61.05 sec mem 32 ID= 203 N= 15 chai( 27 )= 1.272547 temchi= 19.088212 chinor= 0.000000 Wt= 1.00 S= 0.806416 took 11.39 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.393374 temchi= 256.380814 chinor= 0.000000 Wt= 1.00 S= 3.401762 took 70.85 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.791333 temchi= 8.704658 chinor= 0.000000 Wt= 1.00 S= -0.384186 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.261101 temchi= 13.872114 chinor= 0.000000 Wt= 1.00 S= 0.704511 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 0.898405 temchi= 8.085648 chinor= 0.000000 Wt= 1.00 S= -0.065738 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.611195 temchi= 17.113472 chinor= 0.000000 Wt= 1.00 S= -1.610182 took 10.43 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.742652 temchi= 50.536906 chinor= 0.000000 Wt= 1.00 S= 2.413591 took 10.56 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.850667 temchi= 9.357334 chinor= 0.000000 Wt= 1.00 S= -0.226070 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.000412 temchi= 11.004536 chinor= 0.000000 Wt= 1.00 S= 0.142382 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.074227 temchi= 44.043322 chinor= 0.000000 Wt= 1.00 S= 0.401183 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.748061 temchi= 22.724790 chinor= 0.000000 Wt= 1.00 S= 1.693575 took 0.05 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.540750 temchi= 110.934020 chinor= 0.000000 Wt= 1.00 S= 2.848339 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.043595 temchi= 114.795427 chinor= 0.000000 Wt= 1.00 S= 0.363489 took 0.04 sec mem 28 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1206.8573720813990 LmPar( 1)= 20 LM penalty= 12.068574 ID= 504 Shift( 25)= 0.722 penalty= 0.13579 ID= 514 Shift( 23)= 1.050 penalty= 0.60839 Total shift penalty= 0.74418 LmPar( 2)= 22 LM penalty= 0.372088 Total LM penalty= 12.440661 CalChiSq (all expts) took 385.257 sec Total memory used : 2695968 0 3681 Chi2R 9305.5999 Chi2F0 9305.5999 new best Chi2f 9331.792493 Chi2RX 9305.5999 momentum sums: u_v= 0.325190216 d_v= 0.136612652 g= 0.380415564 u_sea= 0.057076045 d_sea= 0.071856147 momentum sums (ctd) s= 0.014424688 sbar= 0.014424688 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 7.366818 ubar= 5.366818 (these are allowed to be infinite) Quark numbers: (ctd): down= 5.989885 dbar= 4.989885 (these are allowed to be infinite) Quark numbers: (ctd): strange= 12.982385 sbar= 12.982385 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4475123846 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.325190 d_v=0.136613 u_sea=0.057077 d_sea=0.071858 s_sea=0.028845 g=0.380416 total=0.999998 Irun= 0 Chi2F= 9331.792493 fsub= 0.000000 nfsub= 0 svec( 1)= 2.161468 chisq= 52.928 Npt= 33 ID= 245 svec( 2)= 0.553766 chisq= 19.704 Npt= 17 ID= 246 svec( 3)= 0.006359 chisq= 10.376 Npt= 11 ID= 249 svec( 4)= 2.727382 chisq= 60.770 Npt= 34 ID= 250 svec( 5)= 0.727869 chisq= 31.969 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.111296 chisq= 197.891 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.733741 chisq= 1412.950 Npt=1120 ID= 160 svec( 12)= 1.550975 chisq= 378.172 Npt= 337 ID= 101 svec( 13)= 1.761047 chisq= 290.744 Npt= 250 ID= 102 svec( 14)= -0.430823 chisq= 115.722 Npt= 123 ID= 104 svec( 15)= 0.425631 chisq= 89.981 Npt= 85 ID= 108 svec( 16)= -0.642652 chisq= 86.739 Npt= 96 ID= 109 svec( 17)= 0.907476 chisq= 79.491 Npt= 69 ID= 110 svec( 18)= -5.229592 chisq= 33.905 Npt= 86 ID= 111 svec( 19)= -2.699699 chisq= 18.614 Npt= 38 ID= 124 svec( 20)= 0.534721 chisq= 36.823 Npt= 33 ID= 125 svec( 21)= -0.776647 chisq= 32.853 Npt= 40 ID= 126 svec( 22)= -2.044411 chisq= 22.360 Npt= 38 ID= 127 svec( 23)= -0.616362 chisq= 6.944 Npt= 10 ID= 145 svec( 24)= 1.156598 chisq= 58.365 Npt= 47 ID= 147 svec( 25)= 1.850078 chisq= 18.280 Npt= 9 ID= 169 svec( 26)= -0.950682 chisq= 104.312 Npt= 119 ID= 201 svec( 27)= 0.806416 chisq= 19.088 Npt= 15 ID= 203 svec( 28)= 3.401762 chisq= 256.381 Npt= 184 ID= 204 svec( 29)= -0.384186 chisq= 8.705 Npt= 11 ID= 225 svec( 30)= 0.704511 chisq= 13.872 Npt= 11 ID= 227 svec( 31)= -0.065738 chisq= 8.086 Npt= 9 ID= 234 svec( 32)= -1.610182 chisq= 17.113 Npt= 28 ID= 260 svec( 33)= 2.413591 chisq= 50.537 Npt= 29 ID= 261 svec( 34)= -0.226070 chisq= 9.357 Npt= 11 ID= 266 svec( 35)= 0.142382 chisq= 11.005 Npt= 11 ID= 267 svec( 36)= 0.401183 chisq= 44.043 Npt= 41 ID= 268 svec( 37)= 1.693575 chisq= 22.725 Npt= 13 ID= 281 svec( 38)= 2.848339 chisq= 110.934 Npt= 72 ID= 504 svec( 39)= 0.363489 chisq= 114.795 Npt= 110 ID= 514 5 3681 Chi2R 9301.7726 Chi2F0 9301.7726 new best Chi2f 9328.277253 Chi2RX 9301.7726 6 3681 Chi2R 9299.2180 Chi2F0 9299.2180 new best Chi2f 9326.304400 Chi2RX 9299.2180 7 3681 Chi2R 9298.3232 Chi2F0 9298.3232 new best Chi2f 9325.185087 Chi2RX 9298.3232 8 3681 Chi2R 9295.6739 Chi2F0 9295.6739 new best Chi2f 9322.778780 Chi2RX 9295.6739 9 3681 Chi2R 9295.4405 Chi2F0 9295.4405 new best Chi2f 9322.627866 Chi2RX 9295.4405 10 3681 Chi2R 9294.3305 Chi2F0 9294.3305 new best Chi2f 9321.673220 Chi2RX 9294.3305 11 3681 Chi2R 9294.3074 Chi2F0 9294.3074 new best Chi2f 9321.620584 Chi2RX 9294.3074 12 3681 Chi2R 9294.0958 Chi2F0 9294.0958 new best Chi2f 9321.219716 Chi2RX 9294.0958 13 3681 Chi2R 9294.0424 Chi2F0 9294.0424 new best Chi2f 9321.199871 Chi2RX 9294.0424 14 3681 Chi2R 9293.8400 Chi2F0 9293.8400 new best Chi2f 9320.704563 Chi2RX 9293.8400 15 3681 Chi2R 9294.0013 Chi2F0 9294.0013 new best Chi2f 9320.340686 Chi2RX 9294.0013 16 3681 Chi2R 9293.7120 Chi2F0 9293.7120 new best Chi2f 9319.957267 Chi2RX 9293.7120 17 3681 Chi2R 9293.4627 Chi2F0 9293.4627 new best Chi2f 9319.401602 Chi2RX 9293.4627 18 3681 Chi2R 9293.0975 Chi2F0 9293.0975 new best Chi2f 9319.062277 Chi2RX 9293.0975 19 3681 Chi2R 9292.1343 Chi2F0 9292.1343 new best Chi2f 9318.204637 Chi2RX 9292.1343 20 3681 Chi2R 9291.9420 Chi2F0 9291.9420 new best Chi2f 9318.074352 Chi2RX 9291.9420 21 3681 Chi2R 9291.6555 Chi2F0 9291.6555 new best Chi2f 9317.690825 Chi2RX 9291.6555 22 3681 Chi2R 9291.4654 Chi2F0 9291.4654 new best Chi2f 9317.286430 Chi2RX 9291.4654 23 3681 Chi2R 9291.0517 Chi2F0 9291.0517 new best Chi2f 9316.717479 Chi2RX 9291.0517 24 3681 Chi2R 9291.0078 Chi2F0 9291.0078 new best Chi2f 9316.513068 Chi2RX 9291.0078 25 3681 Chi2R 9290.6804 Chi2F0 9290.6804 new best Chi2f 9316.214236 Chi2RX 9290.6804 26 3681 Chi2R 9290.0015 Chi2F0 9290.0015 new best Chi2f 9315.684810 Chi2RX 9290.0015 27 3681 Chi2R 9288.9835 Chi2F0 9288.9835 new best Chi2f 9314.967573 Chi2RX 9288.9835 28 3681 Chi2R 9287.4934 Chi2F0 9287.4934 new best Chi2f 9314.272317 Chi2RX 9287.4934 29 3681 Chi2R 9287.0392 Chi2F0 9287.0392 new best Chi2f 9313.699941 Chi2RX 9287.0392 30 3681 Chi2R 9286.1439 Chi2F0 9286.1439 new best Chi2f 9312.342333 Chi2RX 9286.1439 31 3681 Chi2R 9286.1470 Chi2F0 9286.1470 new best Chi2f 9312.160265 Chi2RX 9286.1470 32 3681 Chi2R 9286.1916 Chi2F0 9286.1916 new best Chi2f 9312.143776 Chi2RX 9286.1916 33 3681 Chi2R 9285.3520 Chi2F0 9285.3520 new best Chi2f 9311.488310 Chi2RX 9285.3520 34 3681 Chi2R 9284.7396 Chi2F0 9284.7396 new best Chi2f 9311.175679 Chi2RX 9284.7396 35 3681 Chi2R 9284.7682 Chi2F0 9284.7682 new best Chi2f 9311.162644 Chi2RX 9284.7682 36 3681 Chi2R 9284.4539 Chi2F0 9284.4539 new best Chi2f 9310.720691 Chi2RX 9284.4539 37 3681 Chi2R 9284.2545 Chi2F0 9284.2545 new best Chi2f 9310.202439 Chi2RX 9284.2545 38 3681 Chi2R 9284.0612 Chi2F0 9284.0612 new best Chi2f 9309.372576 Chi2RX 9284.0612 39 3681 Chi2R 9284.4539 Chi2F0 9284.4539 new best Chi2f 9309.116055 Chi2RX 9284.4539 40 3681 Chi2R 9284.3577 Chi2F0 9284.3577 new best Chi2f 9309.105211 Chi2RX 9284.3577 41 3681 Chi2R 9283.9615 Chi2F0 9283.9615 new best Chi2f 9308.553064 Chi2RX 9283.9615 42 3681 Chi2R 9283.6457 Chi2F0 9283.6457 new best Chi2f 9307.763976 Chi2RX 9283.6457 43 3681 Chi2R 9282.8700 Chi2F0 9282.8700 new best Chi2f 9307.178872 Chi2RX 9282.8700 44 3681 Chi2R 9282.7922 Chi2F0 9282.7922 new best Chi2f 9307.173213 Chi2RX 9282.7922 45 3681 Chi2R 9282.8106 Chi2F0 9282.8106 new best Chi2f 9307.159077 Chi2RX 9282.8106 46 3681 Chi2R 9282.3252 Chi2F0 9282.3252 new best Chi2f 9306.835623 Chi2RX 9282.3252 47 3681 Chi2R 9281.6923 Chi2F0 9281.6923 new best Chi2f 9306.555643 Chi2RX 9281.6923 48 3681 Chi2R 9281.7100 Chi2F0 9281.7100 new best Chi2f 9306.141661 Chi2RX 9281.7100 49 3681 Chi2R 9282.1539 Chi2F0 9282.1539 new best Chi2f 9305.977236 Chi2RX 9282.1539 50 3681 Chi2R 9282.0178 Chi2F0 9282.0178 new best Chi2f 9305.958846 Chi2RX 9282.0178 51 3681 Chi2R 9281.9573 Chi2F0 9281.9573 new best Chi2f 9305.637457 Chi2RX 9281.9573 52 3681 Chi2R 9282.0177 Chi2F0 9282.0177 new best Chi2f 9305.617997 Chi2RX 9282.0177 53 3681 Chi2R 9281.7990 Chi2F0 9281.7990 new best Chi2f 9305.458108 Chi2RX 9281.7990 54 3681 Chi2R 9281.5687 Chi2F0 9281.5687 new best Chi2f 9305.345402 Chi2RX 9281.5687 55 3681 Chi2R 9281.5768 Chi2F0 9281.5768 new best Chi2f 9305.343767 Chi2RX 9281.5768 56 3681 Chi2R 9281.2746 Chi2F0 9281.2746 new best Chi2f 9305.231907 Chi2RX 9281.2746 57 3681 Chi2R 9280.5599 Chi2F0 9280.5599 new best Chi2f 9305.091086 Chi2RX 9280.5599 58 3681 Chi2R 9280.4546 Chi2F0 9280.4546 new best Chi2f 9304.994722 Chi2RX 9280.4546 59 3681 Chi2R 9280.0558 Chi2F0 9280.0558 new best Chi2f 9304.631757 Chi2RX 9280.0558 60 3681 Chi2R 9279.2160 Chi2F0 9279.2160 new best Chi2f 9303.884007 Chi2RX 9279.2160 61 3681 Chi2R 9278.1137 Chi2F0 9278.1137 new best Chi2f 9303.054918 Chi2RX 9278.1137 62 3681 Chi2R 9278.5598 Chi2F0 9278.5598 new best Chi2f 9302.329170 Chi2RX 9278.5598 63 3681 Chi2R 9278.8825 Chi2F0 9278.8825 new best Chi2f 9302.274870 Chi2RX 9278.8825 64 3681 Chi2R 9278.9915 Chi2F0 9278.9915 new best Chi2f 9302.194841 Chi2RX 9278.9915 65 3681 Chi2R 9279.1442 Chi2F0 9279.1442 new best Chi2f 9302.172083 Chi2RX 9279.1442 66 3681 Chi2R 9279.0801 Chi2F0 9279.0801 new best Chi2f 9302.112261 Chi2RX 9279.0801 67 3681 Chi2R 9278.8516 Chi2F0 9278.8516 new best Chi2f 9301.901330 Chi2RX 9278.8516 68 3681 Chi2R 9278.4722 Chi2F0 9278.4722 new best Chi2f 9301.567710 Chi2RX 9278.4722 69 3681 Chi2R 9278.3638 Chi2F0 9278.3638 new best Chi2f 9301.493101 Chi2RX 9278.3638 70 3681 Chi2R 9277.6690 Chi2F0 9277.6690 new best Chi2f 9300.895797 Chi2RX 9277.6690 71 3681 Chi2R 9277.0867 Chi2F0 9277.0867 new best Chi2f 9300.502558 Chi2RX 9277.0867 72 3681 Chi2R 9276.9869 Chi2F0 9276.9869 new best Chi2f 9300.378800 Chi2RX 9276.9869 73 3681 Chi2R 9276.9483 Chi2F0 9276.9483 new best Chi2f 9300.303059 Chi2RX 9276.9483 74 3681 Chi2R 9276.8614 Chi2F0 9276.8614 new best Chi2f 9300.209950 Chi2RX 9276.8614 75 3681 Chi2R 9276.5461 Chi2F0 9276.5461 new best Chi2f 9299.869630 Chi2RX 9276.5461 76 3681 Chi2R 9275.9833 Chi2F0 9275.9833 new best Chi2f 9299.245238 Chi2RX 9275.9833 77 3681 Chi2R 9275.7463 Chi2F0 9275.7463 new best Chi2f 9298.922083 Chi2RX 9275.7463 78 3681 Chi2R 9275.5054 Chi2F0 9275.5054 new best Chi2f 9298.422222 Chi2RX 9275.5054 79 3681 Chi2R 9275.5725 Chi2F0 9275.5725 new best Chi2f 9298.265707 Chi2RX 9275.5725 80 3681 Chi2R 9275.5592 Chi2F0 9275.5592 new best Chi2f 9298.182095 Chi2RX 9275.5592 81 3681 Chi2R 9275.5865 Chi2F0 9275.5865 new best Chi2f 9298.169197 Chi2RX 9275.5865 82 3681 Chi2R 9275.4939 Chi2F0 9275.4939 new best Chi2f 9298.112013 Chi2RX 9275.4939 83 3681 Chi2R 9275.2155 Chi2F0 9275.2155 new best Chi2f 9297.980551 Chi2RX 9275.2155 84 3681 Chi2R 9275.1512 Chi2F0 9275.1512 new best Chi2f 9297.968856 Chi2RX 9275.1512 85 3681 Chi2R 9275.0712 Chi2F0 9275.0712 new best Chi2f 9297.916083 Chi2RX 9275.0712 86 3681 Chi2R 9274.7734 Chi2F0 9274.7734 new best Chi2f 9297.729974 Chi2RX 9274.7734 87 3681 Chi2R 9274.2567 Chi2F0 9274.2567 new best Chi2f 9297.513452 Chi2RX 9274.2567 89 3681 Chi2R 9274.2804 Chi2F0 9274.2804 new best Chi2f 9297.512809 Chi2RX 9274.2804 90 3681 Chi2R 9274.1261 Chi2F0 9274.1261 new best Chi2f 9297.243258 Chi2RX 9274.1261 91 3681 Chi2R 9274.1515 Chi2F0 9274.1515 new best Chi2f 9297.195139 Chi2RX 9274.1515 92 3681 Chi2R 9274.0810 Chi2F0 9274.0810 new best Chi2f 9297.081971 Chi2RX 9274.0810 93 3681 Chi2R 9274.0520 Chi2F0 9274.0520 new best Chi2f 9296.887592 Chi2RX 9274.0520 94 3681 Chi2R 9273.7990 Chi2F0 9273.7990 new best Chi2f 9296.543442 Chi2RX 9273.7990 95 3681 Chi2R 9273.7406 Chi2F0 9273.7406 new best Chi2f 9296.375753 Chi2RX 9273.7406 96 3681 Chi2R 9273.4114 Chi2F0 9273.4114 new best Chi2f 9296.120807 Chi2RX 9273.4114 97 3681 Chi2R 9272.9028 Chi2F0 9272.9028 new best Chi2f 9295.860621 Chi2RX 9272.9028 98 3681 Chi2R 9272.9231 Chi2F0 9272.9231 new best Chi2f 9295.831008 Chi2RX 9272.9231 99 3681 Chi2R 9272.8128 Chi2F0 9272.8128 new best Chi2f 9295.673067 Chi2RX 9272.8128 100 3681 Chi2R 9272.7925 Chi2F0 9272.7925 new best Chi2f 9295.588895 Chi2RX 9272.7925 101 3681 Chi2R 9272.6191 Chi2F0 9272.6191 new best Chi2f 9295.475953 Chi2RX 9272.6191 102 3681 Chi2R 9272.4342 Chi2F0 9272.4342 new best Chi2f 9295.401345 Chi2RX 9272.4342 103 3681 Chi2R 9272.2330 Chi2F0 9272.2330 new best Chi2f 9295.339261 Chi2RX 9272.2330 104 3681 Chi2R 9272.2593 Chi2F0 9272.2593 new best Chi2f 9295.333766 Chi2RX 9272.2593 105 3681 Chi2R 9272.0787 Chi2F0 9272.0787 new best Chi2f 9295.286080 Chi2RX 9272.0787 106 3681 Chi2R 9271.8475 Chi2F0 9271.8475 new best Chi2f 9295.260396 Chi2RX 9271.8475 107 3681 Chi2R 9271.8424 Chi2F0 9271.8424 new best Chi2f 9295.213566 Chi2RX 9271.8424 108 3681 Chi2R 9271.9149 Chi2F0 9271.9149 new best Chi2f 9295.140205 Chi2RX 9271.9149 109 3681 Chi2R 9271.8201 Chi2F0 9271.8201 new best Chi2f 9295.094721 Chi2RX 9271.8201 110 3681 Chi2R 9271.7629 Chi2F0 9271.7629 new best Chi2f 9295.082696 Chi2RX 9271.7629 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.409052 1.257341 .7055666 1.917716 1.213565 14.35158 1.422709 14.27150 27.17944 7.761040 1.250550 1.141201 1.129174 .9947305 .9902790 .9321773 1.139236 .4443194 .5270735 1.155918 .7706117 .5408738 .6951805 1.233613 2.042531 .8531102 .8686366 1.316645 .8233116 1.228440 1.077241 .5967618 1.705669 .8797164 1.019365 1.091257 1.763113 1.533639 1.022706 chaix= 1.409052 1.257341 .7055666 1.917716 1.213565 14.35158 1.422709 14.27150 27.17944 7.761040 1.250550 1.141201 1.129174 .9947305 .9902790 .9321773 1.139236 .4443194 .5270735 1.155918 .7706117 .5408738 .6951805 1.233613 2.042531 .8531102 .8686366 1.316645 .8233116 1.228440 1.077241 .5967618 1.705669 .8797164 1.019365 1.091257 1.763113 1.533639 1.022706 Fitting completed! Time : 2018.1229.1316.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.18606 0.1 2 'A2glu' 0.87407 0.1 4 'A4glu' 2.76425 0.1 5 'A5glu' 4.72361 0.1 6 'A6glu' 4.36036 0.1 7 'A7glu' 6.84753 0.1 10 'gluM' 0.31884 0.1 11 'A1uvl' -0.02944 0.1 12 'A2uvl' -1.81718 0.1 14 'A4uvl' 0.13836 0.1 15 'A5uvl' 0.55142 0.1 16 'A6uvl' -1.45305 0.1 21 'A1dvl' 0.53245 0.1 24 'A4dvl' -2.52844 0.1 25 'A5dvl' -1.63506 0.1 26 'A6dvl' -12.82006 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.05372 0.1 42 'A2dou' 4.09311 0.1 44 'A4dou' -0.22772 0.1 45 'A5dou' -1.81106 0.1 46 'A6dou' 1.79856 0.1 47 'A7dou' -0.38041 0.1 52 'A2dpu' 0.12915 0.1 54 'A4dpu' 0.97297 0.1 55 'A5dpu' -0.60930 0.1 56 'A6dpu' -1.35452 0.1 60 'strM' -2.11642 0.1 64 'A4str' 3.85250 0.1 65 'A5str' -11.56263 0.1 71 'N71' -0.07962 0.1 72 'N72' 0.03123 0.1 73 'N73' 0.05260 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9331.7924930065819 - 9295.0826956138026 |= 36.709797392779365 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.385173639359889 remaining= 0.157177637914353 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.028426005002450 AMOM( -2)= 0.128751632911903 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.385173639359889 AMOM( 1)= 0.322324975833552 AMOM( 2)= 0.135323746892206 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.409181 temchi= 46.502988 chinor= 0.000000 Wt= 1.00 S= 1.557231 took 0.21 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.257334 temchi= 21.374679 chinor= 0.000000 Wt= 1.00 S= 0.805816 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.705401 temchi= 7.759410 chinor= 0.000000 Wt= 1.00 S= -0.628157 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.917705 temchi= 65.201975 chinor= 0.000000 Wt= 1.00 S= 3.087286 took 4.95 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.213768 temchi= 32.771728 chinor= 0.000000 Wt= 1.00 S= 0.824582 took 2.35 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.417764 temchi= 198.486988 chinor= 0.000000 Wt= 1.00 S= 3.139636 took 1.74 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.251181 temchi= 1401.322811 chinor= 0.000000 Wt= 1.00 S= 5.522437 took 99.57 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.144733 temchi= 385.774894 chinor= 2.065828 Wt= 1.00 S= 1.820442 took 17.07 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.128534 temchi= 282.133530 chinor= 1.388168 Wt= 1.00 S= 1.409229 took 18.40 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.970860 temchi= 119.415748 chinor= 0.000000 Wt= 1.00 S= -0.188192 took 12.49 sec mem 0 ID= 108 N= 85 chai( 15 )= 1.000667 temchi= 85.056708 chinor= 3.069307 Wt= 1.00 S= 0.055443 took 9.35 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.931831 temchi= 89.455804 chinor= 1.702657 Wt= 1.00 S= -0.435102 took 9.59 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.162700 temchi= 80.226310 chinor= 1.313911 Wt= 1.00 S= 0.964219 took 8.61 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.444924 temchi= 38.263440 chinor= 1.097349 Wt= 1.00 S= -4.625186 took 9.25 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.526463 temchi= 20.005593 chinor= 0.000000 Wt= 1.00 S= -2.446362 took 1.53 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.142017 temchi= 37.686566 chinor= 0.000000 Wt= 1.00 S= 0.632625 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.756793 temchi= 30.271711 chinor= 0.000000 Wt= 1.00 S= -1.114836 took 1.65 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.539821 temchi= 20.513203 chinor= 0.000000 Wt= 1.00 S= -2.357017 took 1.56 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.695008 temchi= 6.950077 chinor= 0.000000 Wt= 1.00 S= -0.614556 took 0.52 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.233543 temchi= 57.976514 chinor= 0.000000 Wt= 1.00 S= 1.121800 took 2.76 sec mem 24 ID= 169 N= 9 chai( 25 )= 2.042530 temchi= 18.382767 chinor= 0.000000 Wt= 1.00 S= 1.865346 took 0.57 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.844722 temchi= 100.521958 chinor= 0.000000 Wt= 1.00 S= -1.222262 took 52.40 sec mem 8 ID= 203 N= 15 chai( 27 )= 0.838257 temchi= 12.573862 chinor= 0.000000 Wt= 1.00 S= -0.346373 took 10.74 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.315716 temchi= 242.091762 chinor= 0.000000 Wt= 1.00 S= 2.791799 took 64.67 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.823293 temchi= 9.056226 chinor= 0.000000 Wt= 1.00 S= -0.298056 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.228512 temchi= 13.513635 chinor= 0.000000 Wt= 1.00 S= 0.638704 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.077413 temchi= 9.696713 chinor= 0.000000 Wt= 1.00 S= 0.315349 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.596479 temchi= 16.701418 chinor= 0.000000 Wt= 1.00 S= -1.687624 took 10.13 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.704290 temchi= 49.424424 chinor= 0.000000 Wt= 1.00 S= 2.311271 took 10.62 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.879745 temchi= 9.677195 chinor= 0.000000 Wt= 1.00 S= -0.151295 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.019371 temchi= 11.213083 chinor= 0.000000 Wt= 1.00 S= 0.186332 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.091261 temchi= 44.741713 chinor= 0.000000 Wt= 1.00 S= 0.474241 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.763085 temchi= 22.920107 chinor= 0.000000 Wt= 1.00 S= 1.720031 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.533647 temchi= 110.422558 chinor= 0.000000 Wt= 1.00 S= 2.816191 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.022706 temchi= 112.497650 chinor= 0.000000 Wt= 1.00 S= 0.211973 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1246.5736554861001 LmPar( 1)= 20 LM penalty= 12.465737 ID= 504 Shift( 25)= 0.560 penalty= 0.04928 ID= 514 Shift( 23)= 0.927 penalty= 0.36940 Total shift penalty= 0.41868 LmPar( 2)= 22 LM penalty= 0.209339 Total LM penalty= 12.675076 CalChiSq (all expts) took 352.512 sec Total memory used : 2696384 0 3681 Chi2R 9269.6504 Chi2F0 9269.6504 new best Chi2f 9292.962716 Chi2RX 9269.6504 momentum sums: u_v= 0.322324976 d_v= 0.135323747 g= 0.385173639 u_sea= 0.057073748 d_sea= 0.071677885 momentum sums (ctd) s= 0.014213003 sbar= 0.014213003 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.685582 ubar= 6.685582 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.709357 dbar= 5.709357 (these are allowed to be infinite) Quark numbers: (ctd): strange= 5.730367 sbar= 5.730367 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4415634095 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.322325 d_v=0.135324 u_sea=0.057074 d_sea=0.071679 s_sea=0.028426 g=0.385174 total=1.000002 Irun= 0 Chi2F= 9292.962716 fsub= 0.000000 nfsub= 0 svec( 1)= 1.557231 chisq= 46.503 Npt= 33 ID= 245 svec( 2)= 0.805816 chisq= 21.375 Npt= 17 ID= 246 svec( 3)= -0.628157 chisq= 7.759 Npt= 11 ID= 249 svec( 4)= 3.087286 chisq= 65.202 Npt= 34 ID= 250 svec( 5)= 0.824582 chisq= 32.772 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.139636 chisq= 198.487 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.522437 chisq= 1401.323 Npt=1120 ID= 160 svec( 12)= 1.820442 chisq= 385.775 Npt= 337 ID= 101 svec( 13)= 1.409229 chisq= 282.134 Npt= 250 ID= 102 svec( 14)= -0.188192 chisq= 119.416 Npt= 123 ID= 104 svec( 15)= 0.055443 chisq= 85.057 Npt= 85 ID= 108 svec( 16)= -0.435102 chisq= 89.456 Npt= 96 ID= 109 svec( 17)= 0.964219 chisq= 80.226 Npt= 69 ID= 110 svec( 18)= -4.625186 chisq= 38.263 Npt= 86 ID= 111 svec( 19)= -2.446362 chisq= 20.006 Npt= 38 ID= 124 svec( 20)= 0.632625 chisq= 37.687 Npt= 33 ID= 125 svec( 21)= -1.114836 chisq= 30.272 Npt= 40 ID= 126 svec( 22)= -2.357017 chisq= 20.513 Npt= 38 ID= 127 svec( 23)= -0.614556 chisq= 6.950 Npt= 10 ID= 145 svec( 24)= 1.121800 chisq= 57.977 Npt= 47 ID= 147 svec( 25)= 1.865346 chisq= 18.383 Npt= 9 ID= 169 svec( 26)= -1.222262 chisq= 100.522 Npt= 119 ID= 201 svec( 27)= -0.346373 chisq= 12.574 Npt= 15 ID= 203 svec( 28)= 2.791799 chisq= 242.092 Npt= 184 ID= 204 svec( 29)= -0.298056 chisq= 9.056 Npt= 11 ID= 225 svec( 30)= 0.638704 chisq= 13.514 Npt= 11 ID= 227 svec( 31)= 0.315349 chisq= 9.697 Npt= 9 ID= 234 svec( 32)= -1.687624 chisq= 16.701 Npt= 28 ID= 260 svec( 33)= 2.311271 chisq= 49.424 Npt= 29 ID= 261 svec( 34)= -0.151295 chisq= 9.677 Npt= 11 ID= 266 svec( 35)= 0.186332 chisq= 11.213 Npt= 11 ID= 267 svec( 36)= 0.474241 chisq= 44.742 Npt= 41 ID= 268 svec( 37)= 1.720031 chisq= 22.920 Npt= 13 ID= 281 svec( 38)= 2.816191 chisq= 110.423 Npt= 72 ID= 504 svec( 39)= 0.211973 chisq= 112.498 Npt= 110 ID= 514 5 3681 Chi2R 9269.4624 Chi2F0 9269.4624 new best Chi2f 9292.755624 Chi2RX 9269.4624 7 3681 Chi2R 9269.3378 Chi2F0 9269.3378 new best Chi2f 9292.645248 Chi2RX 9269.3378 8 3681 Chi2R 9269.3074 Chi2F0 9269.3074 new best Chi2f 9292.601474 Chi2RX 9269.3074 9 3681 Chi2R 9269.2880 Chi2F0 9269.2880 new best Chi2f 9292.586543 Chi2RX 9269.2880 10 3681 Chi2R 9269.2149 Chi2F0 9269.2149 new best Chi2f 9292.490898 Chi2RX 9269.2149 11 3681 Chi2R 9269.1930 Chi2F0 9269.1930 new best Chi2f 9292.434007 Chi2RX 9269.1930 12 3681 Chi2R 9269.1682 Chi2F0 9269.1682 new best Chi2f 9292.374674 Chi2RX 9269.1682 13 3681 Chi2R 9269.1798 Chi2F0 9269.1798 new best Chi2f 9292.363561 Chi2RX 9269.1798 14 3681 Chi2R 9269.1690 Chi2F0 9269.1690 new best Chi2f 9292.320140 Chi2RX 9269.1690 15 3681 Chi2R 9269.1989 Chi2F0 9269.1989 new best Chi2f 9292.285729 Chi2RX 9269.1989 16 3681 Chi2R 9269.2020 Chi2F0 9269.2020 new best Chi2f 9292.249180 Chi2RX 9269.2020 17 3681 Chi2R 9269.2911 Chi2F0 9269.2911 new best Chi2f 9292.185687 Chi2RX 9269.2911 18 3681 Chi2R 9269.2282 Chi2F0 9269.2282 new best Chi2f 9292.095752 Chi2RX 9269.2282 19 3681 Chi2R 9269.2243 Chi2F0 9269.2243 new best Chi2f 9292.070205 Chi2RX 9269.2243 20 3681 Chi2R 9269.1707 Chi2F0 9269.1707 new best Chi2f 9292.027900 Chi2RX 9269.1707 21 3681 Chi2R 9269.0987 Chi2F0 9269.0987 new best Chi2f 9291.984540 Chi2RX 9269.0987 22 3681 Chi2R 9269.1040 Chi2F0 9269.1040 new best Chi2f 9291.941756 Chi2RX 9269.1040 23 3681 Chi2R 9269.1270 Chi2F0 9269.1270 new best Chi2f 9291.933732 Chi2RX 9269.1270 24 3681 Chi2R 9269.1066 Chi2F0 9269.1066 new best Chi2f 9291.908597 Chi2RX 9269.1066 25 3681 Chi2R 9269.0953 Chi2F0 9269.0953 new best Chi2f 9291.890299 Chi2RX 9269.0953 26 3681 Chi2R 9269.0368 Chi2F0 9269.0368 new best Chi2f 9291.866648 Chi2RX 9269.0368 27 3681 Chi2R 9268.9220 Chi2F0 9268.9220 new best Chi2f 9291.842063 Chi2RX 9268.9220 28 3681 Chi2R 9268.8568 Chi2F0 9268.8568 new best Chi2f 9291.809986 Chi2RX 9268.8568 29 3681 Chi2R 9268.6764 Chi2F0 9268.6764 new best Chi2f 9291.757696 Chi2RX 9268.6764 30 3681 Chi2R 9268.6383 Chi2F0 9268.6383 new best Chi2f 9291.722566 Chi2RX 9268.6383 31 3681 Chi2R 9268.5768 Chi2F0 9268.5768 new best Chi2f 9291.671378 Chi2RX 9268.5768 32 3681 Chi2R 9268.5881 Chi2F0 9268.5881 new best Chi2f 9291.648842 Chi2RX 9268.5881 33 3681 Chi2R 9268.6806 Chi2F0 9268.6806 new best Chi2f 9291.607238 Chi2RX 9268.6806 34 3681 Chi2R 9268.6062 Chi2F0 9268.6062 new best Chi2f 9291.580059 Chi2RX 9268.6062 35 3681 Chi2R 9268.4614 Chi2F0 9268.4614 new best Chi2f 9291.552597 Chi2RX 9268.4614 36 3681 Chi2R 9268.4794 Chi2F0 9268.4794 new best Chi2f 9291.525756 Chi2RX 9268.4794 37 3681 Chi2R 9268.5334 Chi2F0 9268.5334 new best Chi2f 9291.509470 Chi2RX 9268.5334 38 3681 Chi2R 9268.5269 Chi2F0 9268.5269 new best Chi2f 9291.495541 Chi2RX 9268.5269 39 3681 Chi2R 9268.5119 Chi2F0 9268.5119 new best Chi2f 9291.450849 Chi2RX 9268.5119 40 3681 Chi2R 9268.5357 Chi2F0 9268.5357 new best Chi2f 9291.414539 Chi2RX 9268.5357 41 3681 Chi2R 9268.3788 Chi2F0 9268.3788 new best Chi2f 9291.383655 Chi2RX 9268.3788 42 3681 Chi2R 9268.2610 Chi2F0 9268.2610 new best Chi2f 9291.375346 Chi2RX 9268.2610 43 3681 Chi2R 9268.2338 Chi2F0 9268.2338 new best Chi2f 9291.355435 Chi2RX 9268.2338 44 3681 Chi2R 9268.1415 Chi2F0 9268.1415 new best Chi2f 9291.292633 Chi2RX 9268.1415 45 3681 Chi2R 9268.0417 Chi2F0 9268.0417 new best Chi2f 9291.249803 Chi2RX 9268.0417 46 3681 Chi2R 9268.0089 Chi2F0 9268.0089 new best Chi2f 9291.232396 Chi2RX 9268.0089 47 3681 Chi2R 9267.9968 Chi2F0 9267.9968 new best Chi2f 9291.229526 Chi2RX 9267.9968 48 3681 Chi2R 9267.9846 Chi2F0 9267.9846 new best Chi2f 9291.219955 Chi2RX 9267.9846 49 3681 Chi2R 9267.9431 Chi2F0 9267.9431 new best Chi2f 9291.189040 Chi2RX 9267.9431 50 3681 Chi2R 9267.8943 Chi2F0 9267.8943 new best Chi2f 9291.162755 Chi2RX 9267.8943 51 3681 Chi2R 9267.9381 Chi2F0 9267.9381 new best Chi2f 9291.147490 Chi2RX 9267.9381 52 3681 Chi2R 9267.9621 Chi2F0 9267.9621 new best Chi2f 9291.145927 Chi2RX 9267.9621 53 3681 Chi2R 9267.9510 Chi2F0 9267.9510 new best Chi2f 9291.142080 Chi2RX 9267.9510 54 3681 Chi2R 9267.9095 Chi2F0 9267.9095 new best Chi2f 9291.130125 Chi2RX 9267.9095 55 3681 Chi2R 9267.8517 Chi2F0 9267.8517 new best Chi2f 9291.122306 Chi2RX 9267.8517 56 3681 Chi2R 9267.8005 Chi2F0 9267.8005 new best Chi2f 9291.085627 Chi2RX 9267.8005 57 3681 Chi2R 9267.6173 Chi2F0 9267.6173 new best Chi2f 9290.961349 Chi2RX 9267.6173 58 3681 Chi2R 9267.3061 Chi2F0 9267.3061 new best Chi2f 9290.803313 Chi2RX 9267.3061 59 3681 Chi2R 9267.2641 Chi2F0 9267.2641 new best Chi2f 9290.796943 Chi2RX 9267.2641 60 3681 Chi2R 9267.2943 Chi2F0 9267.2943 new best Chi2f 9290.765733 Chi2RX 9267.2943 61 3681 Chi2R 9267.3063 Chi2F0 9267.3063 new best Chi2f 9290.764959 Chi2RX 9267.3063 62 3681 Chi2R 9267.3223 Chi2F0 9267.3223 new best Chi2f 9290.748879 Chi2RX 9267.3223 63 3681 Chi2R 9267.4041 Chi2F0 9267.4041 new best Chi2f 9290.703809 Chi2RX 9267.4041 64 3681 Chi2R 9267.5095 Chi2F0 9267.5095 new best Chi2f 9290.689300 Chi2RX 9267.5095 65 3681 Chi2R 9267.3724 Chi2F0 9267.3724 new best Chi2f 9290.594069 Chi2RX 9267.3724 66 3681 Chi2R 9267.0939 Chi2F0 9267.0939 new best Chi2f 9290.465648 Chi2RX 9267.0939 67 3681 Chi2R 9267.1042 Chi2F0 9267.1042 new best Chi2f 9290.463828 Chi2RX 9267.1042 68 3681 Chi2R 9267.1373 Chi2F0 9267.1373 new best Chi2f 9290.428650 Chi2RX 9267.1373 69 3681 Chi2R 9267.1985 Chi2F0 9267.1985 new best Chi2f 9290.414202 Chi2RX 9267.1985 70 3681 Chi2R 9267.1298 Chi2F0 9267.1298 new best Chi2f 9290.389164 Chi2RX 9267.1298 71 3681 Chi2R 9266.9999 Chi2F0 9266.9999 new best Chi2f 9290.370039 Chi2RX 9266.9999 72 3681 Chi2R 9267.0190 Chi2F0 9267.0190 new best Chi2f 9290.368313 Chi2RX 9267.0190 73 3681 Chi2R 9266.9788 Chi2F0 9266.9788 new best Chi2f 9290.346548 Chi2RX 9266.9788 74 3681 Chi2R 9266.8252 Chi2F0 9266.8252 new best Chi2f 9290.267488 Chi2RX 9266.8252 75 3681 Chi2R 9266.4910 Chi2F0 9266.4910 new best Chi2f 9290.125463 Chi2RX 9266.4910 76 3681 Chi2R 9266.1635 Chi2F0 9266.1635 new best Chi2f 9290.058171 Chi2RX 9266.1635 77 3681 Chi2R 9265.8945 Chi2F0 9265.8945 new best Chi2f 9289.735470 Chi2RX 9265.8945 79 3681 Chi2R 9265.8474 Chi2F0 9265.8474 new best Chi2f 9289.657652 Chi2RX 9265.8474 80 3681 Chi2R 9266.0438 Chi2F0 9266.0438 new best Chi2f 9289.569001 Chi2RX 9266.0438 81 3681 Chi2R 9265.9605 Chi2F0 9265.9605 new best Chi2f 9289.548922 Chi2RX 9265.9605 82 3681 Chi2R 9265.8622 Chi2F0 9265.8622 new best Chi2f 9289.538822 Chi2RX 9265.8622 83 3681 Chi2R 9265.8377 Chi2F0 9265.8377 new best Chi2f 9289.510769 Chi2RX 9265.8377 84 3681 Chi2R 9265.8190 Chi2F0 9265.8190 new best Chi2f 9289.484581 Chi2RX 9265.8190 85 3681 Chi2R 9265.8181 Chi2F0 9265.8181 new best Chi2f 9289.484236 Chi2RX 9265.8181 86 3681 Chi2R 9265.8393 Chi2F0 9265.8393 new best Chi2f 9289.419395 Chi2RX 9265.8393 87 3681 Chi2R 9265.9566 Chi2F0 9265.9566 new best Chi2f 9289.202555 Chi2RX 9265.9566 88 3681 Chi2R 9266.4737 Chi2F0 9266.4737 new best Chi2f 9288.952355 Chi2RX 9266.4737 89 3681 Chi2R 9266.5428 Chi2F0 9266.5428 new best Chi2f 9288.949858 Chi2RX 9266.5428 90 3681 Chi2R 9265.8533 Chi2F0 9265.8533 new best Chi2f 9288.539854 Chi2RX 9265.8533 91 3681 Chi2R 9265.3151 Chi2F0 9265.3151 new best Chi2f 9288.378913 Chi2RX 9265.3151 92 3681 Chi2R 9265.0440 Chi2F0 9265.0440 new best Chi2f 9288.376683 Chi2RX 9265.0440 93 3681 Chi2R 9265.1429 Chi2F0 9265.1429 new best Chi2f 9288.340864 Chi2RX 9265.1429 94 3681 Chi2R 9265.1784 Chi2F0 9265.1784 new best Chi2f 9288.336017 Chi2RX 9265.1784 95 3681 Chi2R 9265.2260 Chi2F0 9265.2260 new best Chi2f 9288.333811 Chi2RX 9265.2260 96 3681 Chi2R 9265.2286 Chi2F0 9265.2286 new best Chi2f 9288.328753 Chi2RX 9265.2286 97 3681 Chi2R 9265.2479 Chi2F0 9265.2479 new best Chi2f 9288.319415 Chi2RX 9265.2479 98 3681 Chi2R 9265.2506 Chi2F0 9265.2506 new best Chi2f 9288.319278 Chi2RX 9265.2506 99 3681 Chi2R 9265.2427 Chi2F0 9265.2427 new best Chi2f 9288.312742 Chi2RX 9265.2427 100 3681 Chi2R 9265.2189 Chi2F0 9265.2189 new best Chi2f 9288.294378 Chi2RX 9265.2189 101 3681 Chi2R 9265.2075 Chi2F0 9265.2075 new best Chi2f 9288.288387 Chi2RX 9265.2075 102 3681 Chi2R 9265.1969 Chi2F0 9265.1969 new best Chi2f 9288.241824 Chi2RX 9265.1969 103 3681 Chi2R 9265.2030 Chi2F0 9265.2030 new best Chi2f 9288.107231 Chi2RX 9265.2030 104 3681 Chi2R 9265.3142 Chi2F0 9265.3142 new best Chi2f 9288.065655 Chi2RX 9265.3142 105 3681 Chi2R 9265.2906 Chi2F0 9265.2906 new best Chi2f 9288.063756 Chi2RX 9265.2906 106 3681 Chi2R 9265.1340 Chi2F0 9265.1340 new best Chi2f 9287.957520 Chi2RX 9265.1340 107 3681 Chi2R 9265.1194 Chi2F0 9265.1194 new best Chi2f 9287.952500 Chi2RX 9265.1194 108 3681 Chi2R 9265.1123 Chi2F0 9265.1123 new best Chi2f 9287.951386 Chi2RX 9265.1123 109 3681 Chi2R 9265.0425 Chi2F0 9265.0425 new best Chi2f 9287.940910 Chi2RX 9265.0425 110 3681 Chi2R 9265.0455 Chi2F0 9265.0455 new best Chi2f 9287.940842 Chi2RX 9265.0455 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.489641 1.253441 .7952184 1.929727 1.208517 14.35158 1.409070 14.27150 27.17944 7.761040 1.250851 1.158528 1.102391 .9944602 1.000965 .9091365 1.155711 .4152987 .5184443 1.128208 .7557564 .5395039 .6933237 1.235839 2.035347 .8404970 .8281542 1.306304 .8176877 1.242517 1.003352 .5977831 1.690138 .9045492 1.070153 1.079533 1.853097 1.536461 1.020015 chaix= 1.489641 1.253441 .7952184 1.929727 1.208517 14.35158 1.409070 14.27150 27.17944 7.761040 1.250851 1.158528 1.102391 .9944602 1.000965 .9091365 1.155711 .4152987 .5184443 1.128208 .7557564 .5395039 .6933237 1.235839 2.035347 .8404970 .8281542 1.306304 .8176877 1.242517 1.003352 .5977831 1.690138 .9045492 1.070153 1.079533 1.853097 1.536461 1.020015 Fitting completed! Time : 2018.1229.1527.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.33747 0.1 2 'A2glu' 1.16485 0.1 4 'A4glu' 0.73431 0.1 5 'A5glu' 3.63783 0.1 6 'A6glu' 3.62476 0.1 7 'A7glu' 5.91869 0.1 10 'gluM' 0.31807 0.1 11 'A1uvl' -0.00982 0.1 12 'A2uvl' -1.97109 0.1 14 'A4uvl' 0.51866 0.1 15 'A5uvl' 0.75063 0.1 16 'A6uvl' -1.13256 0.1 21 'A1dvl' 0.55351 0.1 24 'A4dvl' -2.21372 0.1 25 'A5dvl' -1.55113 0.1 26 'A6dvl' -12.60091 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04782 0.1 42 'A2dou' 4.39762 0.1 44 'A4dou' -0.59800 0.1 45 'A5dou' -1.73382 0.1 46 'A6dou' 1.18143 0.1 47 'A7dou' -0.15505 0.1 52 'A2dpu' 0.23156 0.1 54 'A4dpu' 0.61471 0.1 55 'A5dpu' -0.62957 0.1 56 'A6dpu' -1.80662 0.1 60 'strM' -2.26224 0.1 64 'A4str' 4.00783 0.1 65 'A5str' -11.98154 0.1 71 'N71' -0.07865 0.1 72 'N72' 0.03142 0.1 73 'N73' 0.05335 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9292.9627162193901 - 9287.9408419903666 |= 5.0218742290235241 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384877169813005 remaining= 0.156688260639642 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027927280541546 AMOM( -2)= 0.128760980098096 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384877169813005 AMOM( 1)= 0.323111512804853 AMOM( 2)= 0.135323056742499 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.489628 temchi= 49.157727 chinor= 0.000000 Wt= 1.00 S= 1.813005 took 0.21 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.253490 temchi= 21.309333 chinor= 0.000000 Wt= 1.00 S= 0.796203 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.795156 temchi= 8.746719 chinor= 0.000000 Wt= 1.00 S= -0.373758 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.929746 temchi= 65.611376 chinor= 0.000000 Wt= 1.00 S= 3.119745 took 4.99 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.208692 temchi= 32.634672 chinor= 0.000000 Wt= 1.00 S= 0.808184 took 2.72 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.409512 temchi= 197.331686 chinor= 0.000000 Wt= 1.00 S= 3.084654 took 1.87 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.249972 temchi= 1399.968851 chinor= 0.000000 Wt= 1.00 S= 5.497758 took 97.15 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.158275 temchi= 390.338570 chinor= 1.862387 Wt= 1.00 S= 1.980514 took 16.59 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108384 temchi= 277.096050 chinor= 1.315609 Wt= 1.00 S= 1.200117 took 17.87 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.993254 temchi= 122.170199 chinor= 0.000000 Wt= 1.00 S= -0.010516 took 12.14 sec mem 0 ID= 108 N= 85 chai( 15 )= 1.001085 temchi= 85.092238 chinor= 3.249262 Wt= 1.00 S= 0.058165 took 9.14 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.908873 temchi= 87.251768 chinor= 1.753264 Wt= 1.00 S= -0.603154 took 9.56 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.161313 temchi= 80.130593 chinor= 1.462405 Wt= 1.00 S= 0.956849 took 8.05 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.414764 temchi= 35.669671 chinor= 1.160333 Wt= 1.00 S= -4.978636 took 8.99 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.514751 temchi= 19.560542 chinor= 0.000000 Wt= 1.00 S= -2.526009 took 1.50 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.126898 temchi= 37.187630 chinor= 0.000000 Wt= 1.00 S= 0.576234 took 1.26 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.759577 temchi= 30.383072 chinor= 0.000000 Wt= 1.00 S= -1.099852 took 1.61 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.541324 temchi= 20.570297 chinor= 0.000000 Wt= 1.00 S= -2.347065 took 1.53 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693279 temchi= 6.932786 chinor= 0.000000 Wt= 1.00 S= -0.619478 took 0.50 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.236472 temchi= 58.114166 chinor= 0.000000 Wt= 1.00 S= 1.134135 took 2.71 sec mem 0 ID= 169 N= 9 chai( 25 )= 2.035319 temchi= 18.317868 chinor= 0.000000 Wt= 1.00 S= 1.855745 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.841283 temchi= 100.112640 chinor= 0.000000 Wt= 1.00 S= -1.252004 took 50.70 sec mem 32 ID= 203 N= 15 chai( 27 )= 0.829973 temchi= 12.449594 chinor= 0.000000 Wt= 1.00 S= -0.371905 took 10.24 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.303832 temchi= 239.905148 chinor= 0.000000 Wt= 1.00 S= 2.696411 took 62.84 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817688 temchi= 8.994564 chinor= 0.000000 Wt= 1.00 S= -0.312996 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.242538 temchi= 13.667921 chinor= 0.000000 Wt= 1.00 S= 0.667165 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.003431 temchi= 9.030883 chinor= 0.000000 Wt= 1.00 S= 0.163397 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.597887 temchi= 16.740834 chinor= 0.000000 Wt= 1.00 S= -1.680159 took 10.09 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.691298 temchi= 49.047635 chinor= 0.000000 Wt= 1.00 S= 2.276285 took 10.35 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.904567 temchi= 9.950235 chinor= 0.000000 Wt= 1.00 S= -0.088773 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.070182 temchi= 11.772000 chinor= 0.000000 Wt= 1.00 S= 0.301502 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.079534 temchi= 44.260884 chinor= 0.000000 Wt= 1.00 S= 0.424024 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.853096 temchi= 24.090249 chinor= 0.000000 Wt= 1.00 S= 1.875629 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.536456 temchi= 110.624807 chinor= 0.000000 Wt= 1.00 S= 2.828915 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020015 temchi= 112.201607 chinor= 0.000000 Wt= 1.00 S= 0.192303 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1183.4936379413000 LmPar( 1)= 20 LM penalty= 11.834936 ID= 504 Shift( 25)= 0.621 penalty= 0.07438 ID= 514 Shift( 23)= 0.967 penalty= 0.43777 Total shift penalty= 0.51215 LmPar( 2)= 22 LM penalty= 0.256075 Total LM penalty= 12.091011 CalChiSq (all expts) took 343.652 sec Total memory used : 2696400 0 3681 Chi2R 9265.4895 Chi2F0 9265.4895 new best Chi2f 9288.383760 Chi2RX 9265.4895 momentum sums: u_v= 0.323111513 d_v= 0.135323057 g= 0.384877170 u_sea= 0.057003600 d_sea= 0.071757380 momentum sums (ctd) s= 0.013963640 sbar= 0.013963640 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.382115 ubar= 6.382115 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.463594 dbar= 5.463594 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.304903 sbar= 7.304903 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4337848395 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323112 d_v=0.135323 u_sea=0.057004 d_sea=0.071759 s_sea=0.027926 g=0.384877 total=1.000001 Irun= 0 Chi2F= 9288.383760 fsub= 0.000000 nfsub= 0 svec( 1)= 1.813005 chisq= 49.158 Npt= 33 ID= 245 svec( 2)= 0.796203 chisq= 21.309 Npt= 17 ID= 246 svec( 3)= -0.373758 chisq= 8.747 Npt= 11 ID= 249 svec( 4)= 3.119745 chisq= 65.611 Npt= 34 ID= 250 svec( 5)= 0.808184 chisq= 32.635 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.084654 chisq= 197.332 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.497758 chisq= 1399.969 Npt=1120 ID= 160 svec( 12)= 1.980514 chisq= 390.339 Npt= 337 ID= 101 svec( 13)= 1.200117 chisq= 277.096 Npt= 250 ID= 102 svec( 14)= -0.010516 chisq= 122.170 Npt= 123 ID= 104 svec( 15)= 0.058165 chisq= 85.092 Npt= 85 ID= 108 svec( 16)= -0.603154 chisq= 87.252 Npt= 96 ID= 109 svec( 17)= 0.956849 chisq= 80.131 Npt= 69 ID= 110 svec( 18)= -4.978636 chisq= 35.670 Npt= 86 ID= 111 svec( 19)= -2.526009 chisq= 19.561 Npt= 38 ID= 124 svec( 20)= 0.576234 chisq= 37.188 Npt= 33 ID= 125 svec( 21)= -1.099852 chisq= 30.383 Npt= 40 ID= 126 svec( 22)= -2.347065 chisq= 20.570 Npt= 38 ID= 127 svec( 23)= -0.619478 chisq= 6.933 Npt= 10 ID= 145 svec( 24)= 1.134135 chisq= 58.114 Npt= 47 ID= 147 svec( 25)= 1.855745 chisq= 18.318 Npt= 9 ID= 169 svec( 26)= -1.252004 chisq= 100.113 Npt= 119 ID= 201 svec( 27)= -0.371905 chisq= 12.450 Npt= 15 ID= 203 svec( 28)= 2.696411 chisq= 239.905 Npt= 184 ID= 204 svec( 29)= -0.312996 chisq= 8.995 Npt= 11 ID= 225 svec( 30)= 0.667165 chisq= 13.668 Npt= 11 ID= 227 svec( 31)= 0.163397 chisq= 9.031 Npt= 9 ID= 234 svec( 32)= -1.680159 chisq= 16.741 Npt= 28 ID= 260 svec( 33)= 2.276285 chisq= 49.048 Npt= 29 ID= 261 svec( 34)= -0.088773 chisq= 9.950 Npt= 11 ID= 266 svec( 35)= 0.301502 chisq= 11.772 Npt= 11 ID= 267 svec( 36)= 0.424024 chisq= 44.261 Npt= 41 ID= 268 svec( 37)= 1.875629 chisq= 24.090 Npt= 13 ID= 281 svec( 38)= 2.828915 chisq= 110.625 Npt= 72 ID= 504 svec( 39)= 0.192303 chisq= 112.202 Npt= 110 ID= 514 1 3681 Chi2R 9265.4895 Chi2F0 9265.4895 new best Chi2f 9288.383760 Chi2RX 9265.4895 5 3681 Chi2R 9265.4930 Chi2F0 9265.4930 new best Chi2f 9288.366462 Chi2RX 9265.4930 7 3681 Chi2R 9265.5294 Chi2F0 9265.5294 new best Chi2f 9288.354869 Chi2RX 9265.5294 8 3681 Chi2R 9265.5789 Chi2F0 9265.5789 new best Chi2f 9288.347571 Chi2RX 9265.5789 9 3681 Chi2R 9265.5655 Chi2F0 9265.5655 new best Chi2f 9288.346892 Chi2RX 9265.5655 10 3681 Chi2R 9265.5881 Chi2F0 9265.5881 new best Chi2f 9288.337183 Chi2RX 9265.5881 11 3681 Chi2R 9265.6090 Chi2F0 9265.6090 new best Chi2f 9288.335154 Chi2RX 9265.6090 12 3681 Chi2R 9265.6017 Chi2F0 9265.6017 new best Chi2f 9288.326442 Chi2RX 9265.6017 13 3681 Chi2R 9265.5950 Chi2F0 9265.5950 new best Chi2f 9288.315457 Chi2RX 9265.5950 14 3681 Chi2R 9265.5741 Chi2F0 9265.5741 new best Chi2f 9288.307805 Chi2RX 9265.5741 15 3681 Chi2R 9265.5141 Chi2F0 9265.5141 new best Chi2f 9288.295632 Chi2RX 9265.5141 16 3681 Chi2R 9265.3633 Chi2F0 9265.3633 new best Chi2f 9288.285941 Chi2RX 9265.3633 17 3681 Chi2R 9265.3532 Chi2F0 9265.3532 new best Chi2f 9288.285898 Chi2RX 9265.3532 18 3681 Chi2R 9265.3246 Chi2F0 9265.3246 new best Chi2f 9288.282115 Chi2RX 9265.3246 19 3681 Chi2R 9265.3193 Chi2F0 9265.3193 new best Chi2f 9288.282002 Chi2RX 9265.3193 20 3681 Chi2R 9265.3480 Chi2F0 9265.3480 new best Chi2f 9288.280205 Chi2RX 9265.3480 21 3681 Chi2R 9265.4029 Chi2F0 9265.4029 new best Chi2f 9288.278877 Chi2RX 9265.4029 22 3681 Chi2R 9265.3910 Chi2F0 9265.3910 new best Chi2f 9288.277534 Chi2RX 9265.3910 23 3681 Chi2R 9265.3545 Chi2F0 9265.3545 new best Chi2f 9288.275617 Chi2RX 9265.3545 24 3681 Chi2R 9265.3612 Chi2F0 9265.3612 new best Chi2f 9288.274373 Chi2RX 9265.3612 25 3681 Chi2R 9265.3905 Chi2F0 9265.3905 new best Chi2f 9288.271888 Chi2RX 9265.3905 26 3681 Chi2R 9265.3944 Chi2F0 9265.3944 new best Chi2f 9288.271857 Chi2RX 9265.3944 27 3681 Chi2R 9265.4117 Chi2F0 9265.4117 new best Chi2f 9288.269762 Chi2RX 9265.4117 28 3681 Chi2R 9265.4602 Chi2F0 9265.4602 new best Chi2f 9288.267419 Chi2RX 9265.4602 29 3681 Chi2R 9265.4492 Chi2F0 9265.4492 new best Chi2f 9288.263072 Chi2RX 9265.4492 30 3681 Chi2R 9265.4185 Chi2F0 9265.4185 new best Chi2f 9288.256245 Chi2RX 9265.4185 31 3681 Chi2R 9265.4103 Chi2F0 9265.4103 new best Chi2f 9288.252087 Chi2RX 9265.4103 32 3681 Chi2R 9265.3831 Chi2F0 9265.3831 new best Chi2f 9288.241263 Chi2RX 9265.3831 33 3681 Chi2R 9265.3700 Chi2F0 9265.3700 new best Chi2f 9288.239209 Chi2RX 9265.3700 34 3681 Chi2R 9265.3678 Chi2F0 9265.3678 new best Chi2f 9288.231969 Chi2RX 9265.3678 35 3681 Chi2R 9265.3716 Chi2F0 9265.3716 new best Chi2f 9288.226598 Chi2RX 9265.3716 36 3681 Chi2R 9265.3583 Chi2F0 9265.3583 new best Chi2f 9288.218652 Chi2RX 9265.3583 37 3681 Chi2R 9265.3326 Chi2F0 9265.3326 new best Chi2f 9288.208717 Chi2RX 9265.3326 38 3681 Chi2R 9265.3352 Chi2F0 9265.3352 new best Chi2f 9288.206359 Chi2RX 9265.3352 39 3681 Chi2R 9265.3486 Chi2F0 9265.3486 new best Chi2f 9288.202730 Chi2RX 9265.3486 40 3681 Chi2R 9265.3535 Chi2F0 9265.3535 new best Chi2f 9288.200382 Chi2RX 9265.3535 41 3681 Chi2R 9265.3760 Chi2F0 9265.3760 new best Chi2f 9288.194414 Chi2RX 9265.3760 42 3681 Chi2R 9265.3917 Chi2F0 9265.3917 new best Chi2f 9288.193464 Chi2RX 9265.3917 43 3681 Chi2R 9265.4019 Chi2F0 9265.4019 new best Chi2f 9288.192294 Chi2RX 9265.4019 44 3681 Chi2R 9265.4089 Chi2F0 9265.4089 new best Chi2f 9288.192081 Chi2RX 9265.4089 45 3681 Chi2R 9265.4079 Chi2F0 9265.4079 new best Chi2f 9288.191243 Chi2RX 9265.4079 46 3681 Chi2R 9265.4040 Chi2F0 9265.4040 new best Chi2f 9288.188112 Chi2RX 9265.4040 47 3681 Chi2R 9265.3960 Chi2F0 9265.3960 new best Chi2f 9288.181831 Chi2RX 9265.3960 48 3681 Chi2R 9265.3858 Chi2F0 9265.3858 new best Chi2f 9288.175782 Chi2RX 9265.3858 49 3681 Chi2R 9265.3704 Chi2F0 9265.3704 new best Chi2f 9288.174625 Chi2RX 9265.3704 50 3681 Chi2R 9265.3332 Chi2F0 9265.3332 new best Chi2f 9288.173411 Chi2RX 9265.3332 51 3681 Chi2R 9265.3406 Chi2F0 9265.3406 new best Chi2f 9288.170645 Chi2RX 9265.3406 52 3681 Chi2R 9265.3730 Chi2F0 9265.3730 new best Chi2f 9288.162766 Chi2RX 9265.3730 53 3681 Chi2R 9265.4120 Chi2F0 9265.4120 new best Chi2f 9288.159984 Chi2RX 9265.4120 54 3681 Chi2R 9265.4201 Chi2F0 9265.4201 new best Chi2f 9288.157657 Chi2RX 9265.4201 55 3681 Chi2R 9265.4551 Chi2F0 9265.4551 new best Chi2f 9288.151113 Chi2RX 9265.4551 56 3681 Chi2R 9265.4934 Chi2F0 9265.4934 new best Chi2f 9288.148996 Chi2RX 9265.4934 57 3681 Chi2R 9265.4969 Chi2F0 9265.4969 new best Chi2f 9288.141956 Chi2RX 9265.4969 58 3681 Chi2R 9265.5054 Chi2F0 9265.5054 new best Chi2f 9288.139436 Chi2RX 9265.5054 59 3681 Chi2R 9265.5069 Chi2F0 9265.5069 new best Chi2f 9288.137756 Chi2RX 9265.5069 60 3681 Chi2R 9265.5159 Chi2F0 9265.5159 new best Chi2f 9288.133984 Chi2RX 9265.5159 61 3681 Chi2R 9265.5195 Chi2F0 9265.5195 new best Chi2f 9288.133767 Chi2RX 9265.5195 62 3681 Chi2R 9265.5213 Chi2F0 9265.5213 new best Chi2f 9288.125948 Chi2RX 9265.5213 63 3681 Chi2R 9265.5356 Chi2F0 9265.5356 new best Chi2f 9288.101950 Chi2RX 9265.5356 64 3681 Chi2R 9265.5814 Chi2F0 9265.5814 new best Chi2f 9288.088615 Chi2RX 9265.5814 65 3681 Chi2R 9265.5098 Chi2F0 9265.5098 new best Chi2f 9288.077312 Chi2RX 9265.5098 66 3681 Chi2R 9265.4843 Chi2F0 9265.4843 new best Chi2f 9288.076309 Chi2RX 9265.4843 67 3681 Chi2R 9265.4875 Chi2F0 9265.4875 new best Chi2f 9288.074677 Chi2RX 9265.4875 68 3681 Chi2R 9265.4987 Chi2F0 9265.4987 new best Chi2f 9288.072772 Chi2RX 9265.4987 69 3681 Chi2R 9265.5009 Chi2F0 9265.5009 new best Chi2f 9288.067930 Chi2RX 9265.5009 70 3681 Chi2R 9265.5102 Chi2F0 9265.5102 new best Chi2f 9288.049365 Chi2RX 9265.5102 71 3681 Chi2R 9265.5387 Chi2F0 9265.5387 new best Chi2f 9288.008589 Chi2RX 9265.5387 72 3681 Chi2R 9265.6691 Chi2F0 9265.6691 new best Chi2f 9287.934553 Chi2RX 9265.6691 73 3681 Chi2R 9265.7638 Chi2F0 9265.7638 new best Chi2f 9287.924692 Chi2RX 9265.7638 74 3681 Chi2R 9265.6602 Chi2F0 9265.6602 new best Chi2f 9287.869068 Chi2RX 9265.6602 75 3681 Chi2R 9265.6302 Chi2F0 9265.6302 new best Chi2f 9287.862613 Chi2RX 9265.6302 76 3681 Chi2R 9265.6405 Chi2F0 9265.6405 new best Chi2f 9287.858429 Chi2RX 9265.6405 77 3681 Chi2R 9265.6893 Chi2F0 9265.6893 new best Chi2f 9287.849472 Chi2RX 9265.6893 78 3681 Chi2R 9265.7016 Chi2F0 9265.7016 new best Chi2f 9287.849176 Chi2RX 9265.7016 79 3681 Chi2R 9265.6899 Chi2F0 9265.6899 new best Chi2f 9287.828185 Chi2RX 9265.6899 80 3681 Chi2R 9265.6637 Chi2F0 9265.6637 new best Chi2f 9287.765713 Chi2RX 9265.6637 81 3681 Chi2R 9265.6778 Chi2F0 9265.6778 new best Chi2f 9287.733456 Chi2RX 9265.6778 82 3681 Chi2R 9265.5657 Chi2F0 9265.5657 new best Chi2f 9287.620238 Chi2RX 9265.5657 83 3681 Chi2R 9265.5225 Chi2F0 9265.5225 new best Chi2f 9287.582216 Chi2RX 9265.5225 84 3681 Chi2R 9265.5151 Chi2F0 9265.5151 new best Chi2f 9287.572512 Chi2RX 9265.5151 85 3681 Chi2R 9265.5210 Chi2F0 9265.5210 new best Chi2f 9287.566849 Chi2RX 9265.5210 86 3681 Chi2R 9265.5221 Chi2F0 9265.5221 new best Chi2f 9287.566777 Chi2RX 9265.5221 87 3681 Chi2R 9265.5181 Chi2F0 9265.5181 new best Chi2f 9287.564735 Chi2RX 9265.5181 88 3681 Chi2R 9265.5052 Chi2F0 9265.5052 new best Chi2f 9287.560243 Chi2RX 9265.5052 89 3681 Chi2R 9265.5027 Chi2F0 9265.5027 new best Chi2f 9287.560047 Chi2RX 9265.5027 90 3681 Chi2R 9265.5028 Chi2F0 9265.5028 new best Chi2f 9287.558148 Chi2RX 9265.5028 91 3681 Chi2R 9265.5032 Chi2F0 9265.5032 new best Chi2f 9287.550712 Chi2RX 9265.5032 92 3681 Chi2R 9265.5052 Chi2F0 9265.5052 new best Chi2f 9287.533255 Chi2RX 9265.5052 93 3681 Chi2R 9265.5208 Chi2F0 9265.5208 new best Chi2f 9287.490831 Chi2RX 9265.5208 94 3681 Chi2R 9265.6180 Chi2F0 9265.6180 new best Chi2f 9287.454630 Chi2RX 9265.6180 95 3681 Chi2R 9265.6053 Chi2F0 9265.6053 new best Chi2f 9287.453977 Chi2RX 9265.6053 96 3681 Chi2R 9265.4748 Chi2F0 9265.4748 new best Chi2f 9287.349015 Chi2RX 9265.4748 97 3681 Chi2R 9265.3259 Chi2F0 9265.3259 new best Chi2f 9287.257828 Chi2RX 9265.3259 98 3681 Chi2R 9265.3076 Chi2F0 9265.3076 new best Chi2f 9287.248705 Chi2RX 9265.3076 99 3681 Chi2R 9265.3067 Chi2F0 9265.3067 new best Chi2f 9287.248647 Chi2RX 9265.3067 100 3681 Chi2R 9265.3095 Chi2F0 9265.3095 new best Chi2f 9287.247991 Chi2RX 9265.3095 101 3681 Chi2R 9265.3209 Chi2F0 9265.3209 new best Chi2f 9287.245843 Chi2RX 9265.3209 102 3681 Chi2R 9265.3503 Chi2F0 9265.3503 new best Chi2f 9287.243749 Chi2RX 9265.3503 103 3681 Chi2R 9265.3439 Chi2F0 9265.3439 new best Chi2f 9287.235774 Chi2RX 9265.3439 104 3681 Chi2R 9265.3212 Chi2F0 9265.3212 new best Chi2f 9287.206838 Chi2RX 9265.3212 105 3681 Chi2R 9265.2841 Chi2F0 9265.2841 new best Chi2f 9287.155141 Chi2RX 9265.2841 106 3681 Chi2R 9265.2772 Chi2F0 9265.2772 new best Chi2f 9287.131669 Chi2RX 9265.2772 107 3681 Chi2R 9265.2329 Chi2F0 9265.2329 new best Chi2f 9287.110180 Chi2RX 9265.2329 108 3681 Chi2R 9265.2276 Chi2F0 9265.2276 new best Chi2f 9287.109872 Chi2RX 9265.2276 109 3681 Chi2R 9265.2290 Chi2F0 9265.2290 new best Chi2f 9287.109789 Chi2RX 9265.2290 110 3681 Chi2R 9265.2273 Chi2F0 9265.2273 new best Chi2f 9287.108225 Chi2RX 9265.2273 111 3681 Chi2R 9265.2271 Chi2F0 9265.2271 new best Chi2f 9287.108108 Chi2RX 9265.2271 112 3681 Chi2R 9265.2209 Chi2F0 9265.2209 new best Chi2f 9287.107874 Chi2RX 9265.2209 113 3681 Chi2R 9265.2164 Chi2F0 9265.2164 new best Chi2f 9287.107827 Chi2RX 9265.2164 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.465430 1.244948 .7864882 1.944607 1.214468 14.35158 1.414380 14.27150 27.17944 7.761040 1.251926 1.154102 1.113229 .9940381 .9966219 .9006999 1.161545 .4119140 .5161191 1.125637 .7532097 .5375270 .6942551 1.224489 2.007601 .8374169 .7903303 1.307523 .8176339 1.246550 1.036798 .5979830 1.690584 .9110775 1.059825 1.080237 1.871143 1.532306 1.020425 chaix= 1.465430 1.244948 .7864882 1.944607 1.214468 14.35158 1.414380 14.27150 27.17944 7.761040 1.251926 1.154102 1.113229 .9940381 .9966219 .9006999 1.161545 .4119140 .5161191 1.125637 .7532097 .5375270 .6942551 1.224489 2.007601 .8374169 .7903303 1.307523 .8176339 1.246550 1.036798 .5979830 1.690584 .9110775 1.059825 1.080237 1.871143 1.532306 1.020425 Fitting completed! Time : 2018.1229.1736.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.69015 0.1 2 'A2glu' 1.64749 0.1 4 'A4glu' -3.50884 0.1 5 'A5glu' 1.81192 0.1 6 'A6glu' 2.01029 0.1 7 'A7glu' 4.65214 0.1 10 'gluM' 0.31818 0.1 11 'A1uvl' -0.01405 0.1 12 'A2uvl' -1.94626 0.1 14 'A4uvl' 0.44687 0.1 15 'A5uvl' 0.71862 0.1 16 'A6uvl' -1.20179 0.1 21 'A1dvl' 0.56149 0.1 24 'A4dvl' -2.20758 0.1 25 'A5dvl' -1.60129 0.1 26 'A6dvl' -12.57699 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04552 0.1 42 'A2dou' 4.57007 0.1 44 'A4dou' -1.13873 0.1 45 'A5dou' -2.27412 0.1 46 'A6dou' 0.74360 0.1 47 'A7dou' -0.83986 0.1 52 'A2dpu' 0.94659 0.1 54 'A4dpu' -0.00403 0.1 55 'A5dpu' -0.93147 0.1 56 'A6dpu' -2.69321 0.1 60 'strM' -2.32454 0.1 64 'A4str' 3.95762 0.1 65 'A5str' -12.09446 0.1 71 'N71' -0.07857 0.1 72 'N72' 0.03136 0.1 73 'N73' 0.05323 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9288.3837603715328 - 9287.1078269306381 |= 1.2759334408947325 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384919508630277 remaining= 0.156696445126611 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027755284128927 AMOM( -2)= 0.128941160997684 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384919508630277 AMOM( 1)= 0.322860731484818 AMOM( 2)= 0.135523314758294 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.465401 temchi= 48.358246 chinor= 0.000000 Wt= 1.00 S= 1.736935 took 0.20 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.244875 temchi= 21.162883 chinor= 0.000000 Wt= 1.00 S= 0.774590 took 0.11 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.786773 temchi= 8.654499 chinor= 0.000000 Wt= 1.00 S= -0.396666 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.944606 temchi= 66.116619 chinor= 0.000000 Wt= 1.00 S= 3.159628 took 4.73 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.214498 temchi= 32.791441 chinor= 0.000000 Wt= 1.00 S= 0.826937 took 2.36 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414355 temchi= 198.009662 chinor= 0.000000 Wt= 1.00 S= 3.116945 took 1.75 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.251338 temchi= 1401.498483 chinor= 0.000000 Wt= 1.00 S= 5.525638 took 97.46 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.153686 temchi= 388.792055 chinor= 1.846307 Wt= 1.00 S= 1.926409 took 16.89 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.111640 temchi= 277.910056 chinor= 1.309708 Wt= 1.00 S= 1.234077 took 18.04 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.993624 temchi= 122.215731 chinor= 0.000000 Wt= 1.00 S= -0.007601 took 12.58 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.996261 temchi= 84.682190 chinor= 3.191591 Wt= 1.00 S= 0.026708 took 9.15 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.900481 temchi= 86.446224 chinor= 1.737202 Wt= 1.00 S= -0.665285 took 9.43 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.161234 temchi= 80.125145 chinor= 1.437822 Wt= 1.00 S= 0.956429 took 8.41 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.411679 temchi= 35.404428 chinor= 1.150134 Wt= 1.00 S= -5.015795 took 9.08 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.514858 temchi= 19.564600 chinor= 0.000000 Wt= 1.00 S= -2.525277 took 1.50 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.124211 temchi= 37.098953 chinor= 0.000000 Wt= 1.00 S= 0.566159 took 1.28 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.753420 temchi= 30.136809 chinor= 0.000000 Wt= 1.00 S= -1.133038 took 1.65 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.538013 temchi= 20.444496 chinor= 0.000000 Wt= 1.00 S= -2.369019 took 1.62 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.694018 temchi= 6.940177 chinor= 0.000000 Wt= 1.00 S= -0.617373 took 0.51 sec mem 8 ID= 147 N= 47 chai( 24 )= 1.226535 temchi= 57.647135 chinor= 0.000000 Wt= 1.00 S= 1.092206 took 2.71 sec mem 0 ID= 169 N= 9 chai( 25 )= 2.007653 temchi= 18.068873 chinor= 0.000000 Wt= 1.00 S= 1.818711 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837080 temchi= 99.612477 chinor= 0.000000 Wt= 1.00 S= -1.288458 took 50.81 sec mem 24 ID= 203 N= 15 chai( 27 )= 0.793313 temchi= 11.899696 chinor= 0.000000 Wt= 1.00 S= -0.487011 took 10.28 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308737 temchi= 240.807574 chinor= 0.000000 Wt= 1.00 S= 2.735847 took 63.09 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817636 temchi= 8.993995 chinor= 0.000000 Wt= 1.00 S= -0.313134 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.246478 temchi= 13.711259 chinor= 0.000000 Wt= 1.00 S= 0.675122 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.036544 temchi= 9.328893 chinor= 0.000000 Wt= 1.00 S= 0.232297 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598055 temchi= 16.745545 chinor= 0.000000 Wt= 1.00 S= -1.679268 took 10.08 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.690552 temchi= 49.026019 chinor= 0.000000 Wt= 1.00 S= 2.274273 took 10.48 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.911007 temchi= 10.021076 chinor= 0.000000 Wt= 1.00 S= -0.072740 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.059798 temchi= 11.657777 chinor= 0.000000 Wt= 1.00 S= 0.278265 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.080232 temchi= 44.289528 chinor= 0.000000 Wt= 1.00 S= 0.427026 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.871172 temchi= 24.325238 chinor= 0.000000 Wt= 1.00 S= 1.906299 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.532320 temchi= 110.327042 chinor= 0.000000 Wt= 1.00 S= 2.810177 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020423 temchi= 112.246539 chinor= 0.000000 Wt= 1.00 S= 0.195291 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 1100.5136234093004 LmPar( 1)= 20 LM penalty= 11.005136 ID= 504 Shift( 25)= 0.579 penalty= 0.05619 ID= 514 Shift( 23)= 0.929 penalty= 0.37292 Total shift penalty= 0.42910 LmPar( 2)= 22 LM penalty= 0.214552 Total LM penalty= 11.219688 CalChiSq (all expts) took 345.126 sec Total memory used : 2696416 0 3681 Chi2R 9264.1260 Chi2F0 9264.1260 new best Chi2f 9286.018490 Chi2RX 9264.1260 momentum sums: u_v= 0.322860731 d_v= 0.135523315 g= 0.384919509 u_sea= 0.057122825 d_sea= 0.071818336 momentum sums (ctd) s= 0.013877642 sbar= 0.013877642 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.417405 ubar= 6.417405 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.308512 dbar= 5.308512 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.442091 sbar= 7.442091 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4305108456 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.322861 d_v=0.135523 u_sea=0.057123 d_sea=0.071820 s_sea=0.027754 g=0.384920 total=1.000001 Irun= 0 Chi2F= 9286.018490 fsub= 0.000000 nfsub= 0 svec( 1)= 1.736935 chisq= 48.358 Npt= 33 ID= 245 svec( 2)= 0.774590 chisq= 21.163 Npt= 17 ID= 246 svec( 3)= -0.396666 chisq= 8.654 Npt= 11 ID= 249 svec( 4)= 3.159628 chisq= 66.117 Npt= 34 ID= 250 svec( 5)= 0.826937 chisq= 32.791 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.116945 chisq= 198.010 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.525638 chisq= 1401.498 Npt=1120 ID= 160 svec( 12)= 1.926409 chisq= 388.792 Npt= 337 ID= 101 svec( 13)= 1.234077 chisq= 277.910 Npt= 250 ID= 102 svec( 14)= -0.007601 chisq= 122.216 Npt= 123 ID= 104 svec( 15)= 0.026708 chisq= 84.682 Npt= 85 ID= 108 svec( 16)= -0.665285 chisq= 86.446 Npt= 96 ID= 109 svec( 17)= 0.956429 chisq= 80.125 Npt= 69 ID= 110 svec( 18)= -5.015795 chisq= 35.404 Npt= 86 ID= 111 svec( 19)= -2.525277 chisq= 19.565 Npt= 38 ID= 124 svec( 20)= 0.566159 chisq= 37.099 Npt= 33 ID= 125 svec( 21)= -1.133038 chisq= 30.137 Npt= 40 ID= 126 svec( 22)= -2.369019 chisq= 20.444 Npt= 38 ID= 127 svec( 23)= -0.617373 chisq= 6.940 Npt= 10 ID= 145 svec( 24)= 1.092206 chisq= 57.647 Npt= 47 ID= 147 svec( 25)= 1.818711 chisq= 18.069 Npt= 9 ID= 169 svec( 26)= -1.288458 chisq= 99.612 Npt= 119 ID= 201 svec( 27)= -0.487011 chisq= 11.900 Npt= 15 ID= 203 svec( 28)= 2.735847 chisq= 240.808 Npt= 184 ID= 204 svec( 29)= -0.313134 chisq= 8.994 Npt= 11 ID= 225 svec( 30)= 0.675122 chisq= 13.711 Npt= 11 ID= 227 svec( 31)= 0.232297 chisq= 9.329 Npt= 9 ID= 234 svec( 32)= -1.679268 chisq= 16.746 Npt= 28 ID= 260 svec( 33)= 2.274273 chisq= 49.026 Npt= 29 ID= 261 svec( 34)= -0.072740 chisq= 10.021 Npt= 11 ID= 266 svec( 35)= 0.278265 chisq= 11.658 Npt= 11 ID= 267 svec( 36)= 0.427026 chisq= 44.290 Npt= 41 ID= 268 svec( 37)= 1.906299 chisq= 24.325 Npt= 13 ID= 281 svec( 38)= 2.810177 chisq= 110.327 Npt= 72 ID= 504 svec( 39)= 0.195291 chisq= 112.247 Npt= 110 ID= 514 1 3681 Chi2R 9264.1260 Chi2F0 9264.1260 new best Chi2f 9286.018490 Chi2RX 9264.1260 5 3681 Chi2R 9264.1235 Chi2F0 9264.1235 new best Chi2f 9286.013378 Chi2RX 9264.1235 6 3681 Chi2R 9264.1434 Chi2F0 9264.1434 new best Chi2f 9286.012977 Chi2RX 9264.1434 7 3681 Chi2R 9264.1302 Chi2F0 9264.1302 new best Chi2f 9286.009621 Chi2RX 9264.1302 8 3681 Chi2R 9264.1326 Chi2F0 9264.1326 new best Chi2f 9286.006196 Chi2RX 9264.1326 9 3681 Chi2R 9264.1322 Chi2F0 9264.1322 new best Chi2f 9286.006182 Chi2RX 9264.1322 10 3681 Chi2R 9264.1366 Chi2F0 9264.1366 new best Chi2f 9286.003749 Chi2RX 9264.1366 11 3681 Chi2R 9264.1371 Chi2F0 9264.1371 new best Chi2f 9286.003741 Chi2RX 9264.1371 12 3681 Chi2R 9264.1427 Chi2F0 9264.1427 new best Chi2f 9286.002490 Chi2RX 9264.1427 13 3681 Chi2R 9264.1460 Chi2F0 9264.1460 new best Chi2f 9286.001528 Chi2RX 9264.1460 14 3681 Chi2R 9264.1526 Chi2F0 9264.1526 new best Chi2f 9286.000897 Chi2RX 9264.1526 15 3681 Chi2R 9264.1530 Chi2F0 9264.1530 new best Chi2f 9286.000105 Chi2RX 9264.1530 16 3681 Chi2R 9264.1558 Chi2F0 9264.1558 new best Chi2f 9285.998074 Chi2RX 9264.1558 17 3681 Chi2R 9264.1585 Chi2F0 9264.1585 new best Chi2f 9285.997728 Chi2RX 9264.1585 18 3681 Chi2R 9264.1583 Chi2F0 9264.1583 new best Chi2f 9285.997003 Chi2RX 9264.1583 19 3681 Chi2R 9264.1581 Chi2F0 9264.1581 new best Chi2f 9285.994809 Chi2RX 9264.1581 20 3681 Chi2R 9264.1598 Chi2F0 9264.1598 new best Chi2f 9285.993636 Chi2RX 9264.1598 21 3681 Chi2R 9264.1395 Chi2F0 9264.1395 new best Chi2f 9285.991821 Chi2RX 9264.1395 22 3681 Chi2R 9264.1255 Chi2F0 9264.1255 new best Chi2f 9285.991424 Chi2RX 9264.1255 23 3681 Chi2R 9264.1290 Chi2F0 9264.1290 new best Chi2f 9285.990072 Chi2RX 9264.1290 24 3681 Chi2R 9264.1410 Chi2F0 9264.1410 new best Chi2f 9285.988477 Chi2RX 9264.1410 25 3681 Chi2R 9264.1391 Chi2F0 9264.1391 new best Chi2f 9285.987674 Chi2RX 9264.1391 26 3681 Chi2R 9264.1362 Chi2F0 9264.1362 new best Chi2f 9285.987056 Chi2RX 9264.1362 27 3681 Chi2R 9264.1347 Chi2F0 9264.1347 new best Chi2f 9285.985823 Chi2RX 9264.1347 28 3681 Chi2R 9264.1319 Chi2F0 9264.1319 new best Chi2f 9285.983986 Chi2RX 9264.1319 29 3681 Chi2R 9264.1373 Chi2F0 9264.1373 new best Chi2f 9285.982525 Chi2RX 9264.1373 30 3681 Chi2R 9264.1622 Chi2F0 9264.1622 new best Chi2f 9285.979840 Chi2RX 9264.1622 31 3681 Chi2R 9264.1526 Chi2F0 9264.1526 new best Chi2f 9285.978144 Chi2RX 9264.1526 32 3681 Chi2R 9264.1259 Chi2F0 9264.1259 new best Chi2f 9285.975873 Chi2RX 9264.1259 33 3681 Chi2R 9264.1296 Chi2F0 9264.1296 new best Chi2f 9285.975212 Chi2RX 9264.1296 34 3681 Chi2R 9264.1426 Chi2F0 9264.1426 new best Chi2f 9285.974314 Chi2RX 9264.1426 35 3681 Chi2R 9264.1388 Chi2F0 9264.1388 new best Chi2f 9285.972470 Chi2RX 9264.1388 36 3681 Chi2R 9264.1258 Chi2F0 9264.1258 new best Chi2f 9285.967251 Chi2RX 9264.1258 37 3681 Chi2R 9264.1162 Chi2F0 9264.1162 new best Chi2f 9285.965482 Chi2RX 9264.1162 38 3681 Chi2R 9264.1155 Chi2F0 9264.1155 new best Chi2f 9285.963942 Chi2RX 9264.1155 39 3681 Chi2R 9264.1159 Chi2F0 9264.1159 new best Chi2f 9285.962188 Chi2RX 9264.1159 40 3681 Chi2R 9264.1211 Chi2F0 9264.1211 new best Chi2f 9285.961014 Chi2RX 9264.1211 41 3681 Chi2R 9264.1428 Chi2F0 9264.1428 new best Chi2f 9285.957521 Chi2RX 9264.1428 42 3681 Chi2R 9264.1742 Chi2F0 9264.1742 new best Chi2f 9285.955856 Chi2RX 9264.1742 43 3681 Chi2R 9264.1459 Chi2F0 9264.1459 new best Chi2f 9285.954735 Chi2RX 9264.1459 44 3681 Chi2R 9264.1228 Chi2F0 9264.1228 new best Chi2f 9285.954444 Chi2RX 9264.1228 45 3681 Chi2R 9264.1215 Chi2F0 9264.1215 new best Chi2f 9285.953603 Chi2RX 9264.1215 46 3681 Chi2R 9264.1175 Chi2F0 9264.1175 new best Chi2f 9285.951309 Chi2RX 9264.1175 47 3681 Chi2R 9264.1155 Chi2F0 9264.1155 new best Chi2f 9285.950705 Chi2RX 9264.1155 48 3681 Chi2R 9264.1124 Chi2F0 9264.1124 new best Chi2f 9285.950427 Chi2RX 9264.1124 49 3681 Chi2R 9264.1004 Chi2F0 9264.1004 new best Chi2f 9285.949522 Chi2RX 9264.1004 50 3681 Chi2R 9264.0746 Chi2F0 9264.0746 new best Chi2f 9285.948696 Chi2RX 9264.0746 51 3681 Chi2R 9264.0624 Chi2F0 9264.0624 new best Chi2f 9285.946749 Chi2RX 9264.0624 52 3681 Chi2R 9264.0387 Chi2F0 9264.0387 new best Chi2f 9285.945074 Chi2RX 9264.0387 53 3681 Chi2R 9264.0392 Chi2F0 9264.0392 new best Chi2f 9285.944123 Chi2RX 9264.0392 54 3681 Chi2R 9264.0411 Chi2F0 9264.0411 new best Chi2f 9285.940499 Chi2RX 9264.0411 55 3681 Chi2R 9264.0472 Chi2F0 9264.0472 new best Chi2f 9285.932685 Chi2RX 9264.0472 56 3681 Chi2R 9264.0758 Chi2F0 9264.0758 new best Chi2f 9285.919916 Chi2RX 9264.0758 57 3681 Chi2R 9264.0874 Chi2F0 9264.0874 new best Chi2f 9285.919200 Chi2RX 9264.0874 58 3681 Chi2R 9264.0932 Chi2F0 9264.0932 new best Chi2f 9285.916580 Chi2RX 9264.0932 59 3681 Chi2R 9264.0997 Chi2F0 9264.0997 new best Chi2f 9285.915898 Chi2RX 9264.0997 60 3681 Chi2R 9264.1007 Chi2F0 9264.1007 new best Chi2f 9285.913472 Chi2RX 9264.1007 61 3681 Chi2R 9264.1065 Chi2F0 9264.1065 new best Chi2f 9285.905235 Chi2RX 9264.1065 62 3681 Chi2R 9264.1311 Chi2F0 9264.1311 new best Chi2f 9285.894939 Chi2RX 9264.1311 63 3681 Chi2R 9264.1378 Chi2F0 9264.1378 new best Chi2f 9285.894649 Chi2RX 9264.1378 64 3681 Chi2R 9264.1420 Chi2F0 9264.1420 new best Chi2f 9285.893919 Chi2RX 9264.1420 65 3681 Chi2R 9264.1477 Chi2F0 9264.1477 new best Chi2f 9285.893604 Chi2RX 9264.1477 66 3681 Chi2R 9264.1460 Chi2F0 9264.1460 new best Chi2f 9285.892536 Chi2RX 9264.1460 67 3681 Chi2R 9264.1396 Chi2F0 9264.1396 new best Chi2f 9285.888576 Chi2RX 9264.1396 68 3681 Chi2R 9264.1257 Chi2F0 9264.1257 new best Chi2f 9285.880869 Chi2RX 9264.1257 69 3681 Chi2R 9264.1075 Chi2F0 9264.1075 new best Chi2f 9285.874903 Chi2RX 9264.1075 70 3681 Chi2R 9264.1076 Chi2F0 9264.1076 new best Chi2f 9285.873154 Chi2RX 9264.1076 71 3681 Chi2R 9264.1079 Chi2F0 9264.1079 new best Chi2f 9285.873116 Chi2RX 9264.1079 72 3681 Chi2R 9264.1078 Chi2F0 9264.1078 new best Chi2f 9285.872977 Chi2RX 9264.1078 73 3681 Chi2R 9264.1075 Chi2F0 9264.1075 new best Chi2f 9285.872469 Chi2RX 9264.1075 74 3681 Chi2R 9264.1071 Chi2F0 9264.1071 new best Chi2f 9285.871536 Chi2RX 9264.1071 75 3681 Chi2R 9264.1073 Chi2F0 9264.1073 new best Chi2f 9285.871049 Chi2RX 9264.1073 76 3681 Chi2R 9264.1064 Chi2F0 9264.1064 new best Chi2f 9285.867556 Chi2RX 9264.1064 77 3681 Chi2R 9264.1065 Chi2F0 9264.1065 new best Chi2f 9285.857635 Chi2RX 9264.1065 78 3681 Chi2R 9264.1133 Chi2F0 9264.1133 new best Chi2f 9285.854143 Chi2RX 9264.1133 79 3681 Chi2R 9264.1126 Chi2F0 9264.1126 new best Chi2f 9285.853762 Chi2RX 9264.1126 80 3681 Chi2R 9264.1125 Chi2F0 9264.1125 new best Chi2f 9285.853749 Chi2RX 9264.1125 81 3681 Chi2R 9264.1128 Chi2F0 9264.1128 new best Chi2f 9285.853602 Chi2RX 9264.1128 82 3681 Chi2R 9264.1141 Chi2F0 9264.1141 new best Chi2f 9285.853032 Chi2RX 9264.1141 83 3681 Chi2R 9264.1173 Chi2F0 9264.1173 new best Chi2f 9285.851737 Chi2RX 9264.1173 84 3681 Chi2R 9264.1283 Chi2F0 9264.1283 new best Chi2f 9285.848925 Chi2RX 9264.1283 85 3681 Chi2R 9264.1441 Chi2F0 9264.1441 new best Chi2f 9285.847584 Chi2RX 9264.1441 86 3681 Chi2R 9264.1530 Chi2F0 9264.1530 new best Chi2f 9285.838322 Chi2RX 9264.1530 87 3681 Chi2R 9264.2061 Chi2F0 9264.2061 new best Chi2f 9285.819223 Chi2RX 9264.2061 88 3681 Chi2R 9264.2176 Chi2F0 9264.2176 new best Chi2f 9285.818849 Chi2RX 9264.2176 89 3681 Chi2R 9264.2128 Chi2F0 9264.2128 new best Chi2f 9285.818150 Chi2RX 9264.2128 90 3681 Chi2R 9264.2119 Chi2F0 9264.2119 new best Chi2f 9285.818133 Chi2RX 9264.2119 91 3681 Chi2R 9264.2122 Chi2F0 9264.2122 new best Chi2f 9285.817973 Chi2RX 9264.2122 92 3681 Chi2R 9264.2135 Chi2F0 9264.2135 new best Chi2f 9285.817370 Chi2RX 9264.2135 93 3681 Chi2R 9264.2170 Chi2F0 9264.2170 new best Chi2f 9285.816122 Chi2RX 9264.2170 94 3681 Chi2R 9264.2290 Chi2F0 9264.2290 new best Chi2f 9285.814621 Chi2RX 9264.2290 95 3681 Chi2R 9264.2356 Chi2F0 9264.2356 new best Chi2f 9285.808748 Chi2RX 9264.2356 96 3681 Chi2R 9264.2668 Chi2F0 9264.2668 new best Chi2f 9285.790333 Chi2RX 9264.2668 97 3681 Chi2R 9264.3413 Chi2F0 9264.3413 new best Chi2f 9285.777646 Chi2RX 9264.3413 98 3681 Chi2R 9264.3540 Chi2F0 9264.3540 new best Chi2f 9285.776443 Chi2RX 9264.3540 99 3681 Chi2R 9264.3546 Chi2F0 9264.3546 new best Chi2f 9285.776396 Chi2RX 9264.3546 100 3681 Chi2R 9264.3574 Chi2F0 9264.3574 new best Chi2f 9285.776278 Chi2RX 9264.3574 101 3681 Chi2R 9264.3590 Chi2F0 9264.3590 new best Chi2f 9285.776260 Chi2RX 9264.3590 102 3681 Chi2R 9264.3587 Chi2F0 9264.3587 new best Chi2f 9285.775942 Chi2RX 9264.3587 103 3681 Chi2R 9264.3573 Chi2F0 9264.3573 new best Chi2f 9285.774723 Chi2RX 9264.3573 104 3681 Chi2R 9264.3542 Chi2F0 9264.3542 new best Chi2f 9285.772051 Chi2RX 9264.3542 105 3681 Chi2R 9264.3479 Chi2F0 9264.3479 new best Chi2f 9285.767250 Chi2RX 9264.3479 106 3681 Chi2R 9264.3464 Chi2F0 9264.3464 new best Chi2f 9285.766652 Chi2RX 9264.3464 107 3681 Chi2R 9264.3378 Chi2F0 9264.3378 new best Chi2f 9285.766411 Chi2RX 9264.3378 108 3681 Chi2R 9264.3371 Chi2F0 9264.3371 new best Chi2f 9285.766410 Chi2RX 9264.3371 109 3681 Chi2R 9264.3374 Chi2F0 9264.3374 new best Chi2f 9285.766386 Chi2RX 9264.3374 110 3681 Chi2R 9264.3385 Chi2F0 9264.3385 new best Chi2f 9285.766301 Chi2RX 9264.3385 111 3681 Chi2R 9264.3413 Chi2F0 9264.3413 new best Chi2f 9285.766165 Chi2RX 9264.3413 112 3681 Chi2R 9264.3434 Chi2F0 9264.3434 new best Chi2f 9285.766135 Chi2RX 9264.3434 113 3681 Chi2R 9264.3446 Chi2F0 9264.3446 new best Chi2f 9285.765620 Chi2RX 9264.3446 114 3681 Chi2R 9264.3495 Chi2F0 9264.3495 new best Chi2f 9285.763578 Chi2RX 9264.3495 115 3681 Chi2R 9264.3619 Chi2F0 9264.3619 new best Chi2f 9285.758619 Chi2RX 9264.3619 116 3681 Chi2R 9264.4000 Chi2F0 9264.4000 new best Chi2f 9285.744985 Chi2RX 9264.4000 117 3681 Chi2R 9264.5235 Chi2F0 9264.5235 new best Chi2f 9285.715288 Chi2RX 9264.5235 118 3681 Chi2R 9264.6998 Chi2F0 9264.6998 new best Chi2f 9285.701806 Chi2RX 9264.6998 119 3681 Chi2R 9264.7565 Chi2F0 9264.7565 new best Chi2f 9285.682966 Chi2RX 9264.7565 120 3681 Chi2R 9264.7844 Chi2F0 9264.7844 new best Chi2f 9285.681748 Chi2RX 9264.7844 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.482022 1.264736 .7974933 1.946955 1.209393 14.35158 1.415970 14.27150 27.17944 7.761040 1.251521 1.156056 1.106983 .9924479 .9984035 .9016946 1.160367 .4096516 .5166197 1.127794 .7546859 .5380362 .6930436 1.229083 2.002711 .8376264 .7968489 1.308632 .8170886 1.245626 1.009548 .5984344 1.693037 .9136332 1.065544 1.077222 1.870022 1.525075 1.021052 chaix= 1.482022 1.264736 .7974933 1.946955 1.209393 14.35158 1.415970 14.27150 27.17944 7.761040 1.251521 1.156056 1.106983 .9924479 .9984035 .9016946 1.160367 .4096516 .5166197 1.127794 .7546859 .5380362 .6930436 1.229083 2.002711 .8376264 .7968489 1.308632 .8170886 1.245626 1.009548 .5984344 1.693037 .9136332 1.065544 1.077222 1.870022 1.525075 1.021052 Fitting completed! Time : 2018.1229.1945.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -2.88723 0.1 2 'A2glu' 1.53453 0.1 4 'A4glu' -5.29324 0.1 5 'A5glu' 1.86722 0.1 6 'A6glu' 1.58225 0.1 7 'A7glu' 5.01100 0.1 10 'gluM' 0.31784 0.1 11 'A1uvl' -0.00902 0.1 12 'A2uvl' -1.97169 0.1 14 'A4uvl' 0.51652 0.1 15 'A5uvl' 0.74765 0.1 16 'A6uvl' -1.14510 0.1 21 'A1dvl' 0.56017 0.1 24 'A4dvl' -2.15979 0.1 25 'A5dvl' -1.56135 0.1 26 'A6dvl' -12.52842 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04903 0.1 42 'A2dou' 4.50691 0.1 44 'A4dou' -0.85745 0.1 45 'A5dou' -1.99453 0.1 46 'A6dou' 0.91432 0.1 47 'A7dou' -0.46655 0.1 52 'A2dpu' 0.61605 0.1 54 'A4dpu' 0.31860 0.1 55 'A5dpu' -0.79887 0.1 56 'A6dpu' -2.25316 0.1 60 'strM' -2.28832 0.1 64 'A4str' 3.97382 0.1 65 'A5str' -12.01949 0.1 71 'N71' -0.07843 0.1 72 'N72' 0.03140 0.1 73 'N73' 0.05337 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9286.0184897010604 - 9285.6817482846418 |= 0.33674141641859023 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384788658243169 remaining= 0.156680881587326 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027853229309992 AMOM( -2)= 0.128827652277334 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384788658243169 AMOM( 1)= 0.323141377478984 AMOM( 2)= 0.135389082690521 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.482142 temchi= 48.910695 chinor= 0.000000 Wt= 1.00 S= 1.789586 took 0.21 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.264884 temchi= 21.503031 chinor= 0.000000 Wt= 1.00 S= 0.824641 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.797117 temchi= 8.768288 chinor= 0.000000 Wt= 1.00 S= -0.368424 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.947061 temchi= 66.200091 chinor= 0.000000 Wt= 1.00 S= 3.166199 took 4.71 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.209404 temchi= 32.653900 chinor= 0.000000 Wt= 1.00 S= 0.810488 took 2.25 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.416142 temchi= 198.259949 chinor= 0.000000 Wt= 1.00 S= 3.128848 took 1.73 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.251596 temchi= 1401.787646 chinor= 0.000000 Wt= 1.00 S= 5.530907 took 100.77 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.155563 temchi= 389.424765 chinor= 1.818416 Wt= 1.00 S= 1.948561 took 17.11 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108717 temchi= 277.179261 chinor= 1.299413 Wt= 1.00 S= 1.203592 took 18.77 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.993729 temchi= 122.228696 chinor= 0.000000 Wt= 1.00 S= -0.006772 took 12.61 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.997819 temchi= 84.814593 chinor= 3.229951 Wt= 1.00 S= 0.036876 took 9.70 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.901587 temchi= 86.552327 chinor= 1.747902 Wt= 1.00 S= -0.657080 took 9.79 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.162633 temchi= 80.221654 chinor= 1.466533 Wt= 1.00 S= 0.963861 took 8.27 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.409619 temchi= 35.227257 chinor= 1.162037 Wt= 1.00 S= -5.040726 took 9.56 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.516998 temchi= 19.645925 chinor= 0.000000 Wt= 1.00 S= -2.510631 took 1.46 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.128004 temchi= 37.224126 chinor= 0.000000 Wt= 1.00 S= 0.580376 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.754116 temchi= 30.164643 chinor= 0.000000 Wt= 1.00 S= -1.129278 took 1.65 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.537838 temchi= 20.437827 chinor= 0.000000 Wt= 1.00 S= -2.370186 took 1.49 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693172 temchi= 6.931724 chinor= 0.000000 Wt= 1.00 S= -0.619781 took 0.52 sec mem 8 ID= 147 N= 47 chai( 24 )= 1.228857 temchi= 57.756287 chinor= 0.000000 Wt= 1.00 S= 1.102026 took 2.76 sec mem 0 ID= 169 N= 9 chai( 25 )= 2.002721 temchi= 18.024492 chinor= 0.000000 Wt= 1.00 S= 1.812077 took 0.58 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.838035 temchi= 99.726178 chinor= 0.000000 Wt= 1.00 S= -1.280160 took 52.84 sec mem 24 ID= 203 N= 15 chai( 27 )= 0.792781 temchi= 11.891720 chinor= 0.000000 Wt= 1.00 S= -0.488707 took 10.66 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.307710 temchi= 240.618638 chinor= 0.000000 Wt= 1.00 S= 2.727598 took 65.23 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817090 temchi= 8.987991 chinor= 0.000000 Wt= 1.00 S= -0.314593 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.245695 temchi= 13.702640 chinor= 0.000000 Wt= 1.00 S= 0.673541 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.009795 temchi= 9.088155 chinor= 0.000000 Wt= 1.00 S= 0.176755 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598335 temchi= 16.753388 chinor= 0.000000 Wt= 1.00 S= -1.677784 took 10.14 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.692418 temchi= 49.080113 chinor= 0.000000 Wt= 1.00 S= 2.279307 took 10.54 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.913741 temchi= 10.051150 chinor= 0.000000 Wt= 1.00 S= -0.065956 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.065631 temchi= 11.721942 chinor= 0.000000 Wt= 1.00 S= 0.291337 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077220 temchi= 44.166030 chinor= 0.000000 Wt= 1.00 S= 0.414075 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.869993 temchi= 24.309913 chinor= 0.000000 Wt= 1.00 S= 1.904304 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.525064 temchi= 109.804606 chinor= 0.000000 Wt= 1.00 S= 2.777222 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.021049 temchi= 112.315443 chinor= 0.000000 Wt= 1.00 S= 0.199871 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 996.84992266750010 LmPar( 1)= 20 LM penalty= 9.968499 ID= 504 Shift( 25)= 0.570 penalty= 0.05289 ID= 514 Shift( 23)= 0.925 penalty= 0.36601 Total shift penalty= 0.41890 LmPar( 2)= 22 LM penalty= 0.209452 Total LM penalty= 10.177951 CalChiSq (all expts) took 355.134 sec Total memory used : 2696436 0 3681 Chi2R 9265.1998 Chi2F0 9265.1998 new best Chi2f 9286.101960 Chi2RX 9265.1998 momentum sums: u_v= 0.323141377 d_v= 0.135389083 g= 0.384788658 u_sea= 0.057061404 d_sea= 0.071766249 momentum sums (ctd) s= 0.013926615 sbar= 0.013926615 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.360810 ubar= 6.360810 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.351672 dbar= 5.351672 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.157006 sbar= 7.157006 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4324107258 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323141 d_v=0.135389 u_sea=0.057062 d_sea=0.071768 s_sea=0.027852 g=0.384789 total=1.000001 Irun= 0 Chi2F= 9286.101960 fsub= 0.000000 nfsub= 0 svec( 1)= 1.789586 chisq= 48.911 Npt= 33 ID= 245 svec( 2)= 0.824641 chisq= 21.503 Npt= 17 ID= 246 svec( 3)= -0.368424 chisq= 8.768 Npt= 11 ID= 249 svec( 4)= 3.166199 chisq= 66.200 Npt= 34 ID= 250 svec( 5)= 0.810488 chisq= 32.654 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.128848 chisq= 198.260 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.530907 chisq= 1401.788 Npt=1120 ID= 160 svec( 12)= 1.948561 chisq= 389.425 Npt= 337 ID= 101 svec( 13)= 1.203592 chisq= 277.179 Npt= 250 ID= 102 svec( 14)= -0.006772 chisq= 122.229 Npt= 123 ID= 104 svec( 15)= 0.036876 chisq= 84.815 Npt= 85 ID= 108 svec( 16)= -0.657080 chisq= 86.552 Npt= 96 ID= 109 svec( 17)= 0.963861 chisq= 80.222 Npt= 69 ID= 110 svec( 18)= -5.040726 chisq= 35.227 Npt= 86 ID= 111 svec( 19)= -2.510631 chisq= 19.646 Npt= 38 ID= 124 svec( 20)= 0.580376 chisq= 37.224 Npt= 33 ID= 125 svec( 21)= -1.129278 chisq= 30.165 Npt= 40 ID= 126 svec( 22)= -2.370186 chisq= 20.438 Npt= 38 ID= 127 svec( 23)= -0.619781 chisq= 6.932 Npt= 10 ID= 145 svec( 24)= 1.102026 chisq= 57.756 Npt= 47 ID= 147 svec( 25)= 1.812077 chisq= 18.024 Npt= 9 ID= 169 svec( 26)= -1.280160 chisq= 99.726 Npt= 119 ID= 201 svec( 27)= -0.488707 chisq= 11.892 Npt= 15 ID= 203 svec( 28)= 2.727598 chisq= 240.619 Npt= 184 ID= 204 svec( 29)= -0.314593 chisq= 8.988 Npt= 11 ID= 225 svec( 30)= 0.673541 chisq= 13.703 Npt= 11 ID= 227 svec( 31)= 0.176755 chisq= 9.088 Npt= 9 ID= 234 svec( 32)= -1.677784 chisq= 16.753 Npt= 28 ID= 260 svec( 33)= 2.279307 chisq= 49.080 Npt= 29 ID= 261 svec( 34)= -0.065956 chisq= 10.051 Npt= 11 ID= 266 svec( 35)= 0.291337 chisq= 11.722 Npt= 11 ID= 267 svec( 36)= 0.414075 chisq= 44.166 Npt= 41 ID= 268 svec( 37)= 1.904304 chisq= 24.310 Npt= 13 ID= 281 svec( 38)= 2.777222 chisq= 109.805 Npt= 72 ID= 504 svec( 39)= 0.199871 chisq= 112.315 Npt= 110 ID= 514 1 3681 Chi2R 9265.1998 Chi2F0 9265.1998 new best Chi2f 9286.101960 Chi2RX 9265.1998 4 3681 Chi2R 9265.2079 Chi2F0 9265.2079 new best Chi2f 9286.101340 Chi2RX 9265.2079 5 3681 Chi2R 9265.2028 Chi2F0 9265.2028 new best Chi2f 9286.100180 Chi2RX 9265.2028 6 3681 Chi2R 9265.2029 Chi2F0 9265.2029 new best Chi2f 9286.099366 Chi2RX 9265.2029 7 3681 Chi2R 9265.2026 Chi2F0 9265.2026 new best Chi2f 9286.099288 Chi2RX 9265.2026 8 3681 Chi2R 9265.2031 Chi2F0 9265.2031 new best Chi2f 9286.098982 Chi2RX 9265.2031 9 3681 Chi2R 9265.2030 Chi2F0 9265.2030 new best Chi2f 9286.098973 Chi2RX 9265.2030 10 3681 Chi2R 9265.2012 Chi2F0 9265.2012 new best Chi2f 9286.098571 Chi2RX 9265.2012 11 3681 Chi2R 9265.2003 Chi2F0 9265.2003 new best Chi2f 9286.098498 Chi2RX 9265.2003 12 3681 Chi2R 9265.1964 Chi2F0 9265.1964 new best Chi2f 9286.098253 Chi2RX 9265.1964 13 3681 Chi2R 9265.1936 Chi2F0 9265.1936 new best Chi2f 9286.098200 Chi2RX 9265.1936 14 3681 Chi2R 9265.1893 Chi2F0 9265.1893 new best Chi2f 9286.098023 Chi2RX 9265.1893 15 3681 Chi2R 9265.1868 Chi2F0 9265.1868 new best Chi2f 9286.097995 Chi2RX 9265.1868 16 3681 Chi2R 9265.1840 Chi2F0 9265.1840 new best Chi2f 9286.097809 Chi2RX 9265.1840 17 3681 Chi2R 9265.1729 Chi2F0 9265.1729 new best Chi2f 9286.097345 Chi2RX 9265.1729 18 3681 Chi2R 9265.1671 Chi2F0 9265.1671 new best Chi2f 9286.097281 Chi2RX 9265.1671 19 3681 Chi2R 9265.1772 Chi2F0 9265.1772 new best Chi2f 9286.096845 Chi2RX 9265.1772 20 3681 Chi2R 9265.1809 Chi2F0 9265.1809 new best Chi2f 9286.096813 Chi2RX 9265.1809 21 3681 Chi2R 9265.1863 Chi2F0 9265.1863 new best Chi2f 9286.096581 Chi2RX 9265.1863 22 3681 Chi2R 9265.1893 Chi2F0 9265.1893 new best Chi2f 9286.096550 Chi2RX 9265.1893 23 3681 Chi2R 9265.1889 Chi2F0 9265.1889 new best Chi2f 9286.096392 Chi2RX 9265.1889 24 3681 Chi2R 9265.1875 Chi2F0 9265.1875 new best Chi2f 9286.096009 Chi2RX 9265.1875 25 3681 Chi2R 9265.1870 Chi2F0 9265.1870 new best Chi2f 9286.095967 Chi2RX 9265.1870 26 3681 Chi2R 9265.1809 Chi2F0 9265.1809 new best Chi2f 9286.095730 Chi2RX 9265.1809 27 3681 Chi2R 9265.1684 Chi2F0 9265.1684 new best Chi2f 9286.095528 Chi2RX 9265.1684 28 3681 Chi2R 9265.1737 Chi2F0 9265.1737 new best Chi2f 9286.095230 Chi2RX 9265.1737 29 3681 Chi2R 9265.1947 Chi2F0 9265.1947 new best Chi2f 9286.094724 Chi2RX 9265.1947 30 3681 Chi2R 9265.1909 Chi2F0 9265.1909 new best Chi2f 9286.094165 Chi2RX 9265.1909 31 3681 Chi2R 9265.1765 Chi2F0 9265.1765 new best Chi2f 9286.092734 Chi2RX 9265.1765 32 3681 Chi2R 9265.1683 Chi2F0 9265.1683 new best Chi2f 9286.092493 Chi2RX 9265.1683 33 3681 Chi2R 9265.1756 Chi2F0 9265.1756 new best Chi2f 9286.091605 Chi2RX 9265.1756 34 3681 Chi2R 9265.2052 Chi2F0 9265.2052 new best Chi2f 9286.090133 Chi2RX 9265.2052 35 3681 Chi2R 9265.1987 Chi2F0 9265.1987 new best Chi2f 9286.089806 Chi2RX 9265.1987 36 3681 Chi2R 9265.1837 Chi2F0 9265.1837 new best Chi2f 9286.089491 Chi2RX 9265.1837 37 3681 Chi2R 9265.1889 Chi2F0 9265.1889 new best Chi2f 9286.089166 Chi2RX 9265.1889 38 3681 Chi2R 9265.2019 Chi2F0 9265.2019 new best Chi2f 9286.088838 Chi2RX 9265.2019 39 3681 Chi2R 9265.1974 Chi2F0 9265.1974 new best Chi2f 9286.088424 Chi2RX 9265.1974 40 3681 Chi2R 9265.1819 Chi2F0 9265.1819 new best Chi2f 9286.087775 Chi2RX 9265.1819 41 3681 Chi2R 9265.1816 Chi2F0 9265.1816 new best Chi2f 9286.087622 Chi2RX 9265.1816 42 3681 Chi2R 9265.1804 Chi2F0 9265.1804 new best Chi2f 9286.087173 Chi2RX 9265.1804 43 3681 Chi2R 9265.1794 Chi2F0 9265.1794 new best Chi2f 9286.086986 Chi2RX 9265.1794 44 3681 Chi2R 9265.1737 Chi2F0 9265.1737 new best Chi2f 9286.086745 Chi2RX 9265.1737 45 3681 Chi2R 9265.1696 Chi2F0 9265.1696 new best Chi2f 9286.086691 Chi2RX 9265.1696 46 3681 Chi2R 9265.1697 Chi2F0 9265.1697 new best Chi2f 9286.086555 Chi2RX 9265.1697 47 3681 Chi2R 9265.1700 Chi2F0 9265.1700 new best Chi2f 9286.086076 Chi2RX 9265.1700 48 3681 Chi2R 9265.1715 Chi2F0 9265.1715 new best Chi2f 9286.085337 Chi2RX 9265.1715 49 3681 Chi2R 9265.1727 Chi2F0 9265.1727 new best Chi2f 9286.085209 Chi2RX 9265.1727 50 3681 Chi2R 9265.1712 Chi2F0 9265.1712 new best Chi2f 9286.085158 Chi2RX 9265.1712 51 3681 Chi2R 9265.1694 Chi2F0 9265.1694 new best Chi2f 9286.085132 Chi2RX 9265.1694 52 3681 Chi2R 9265.1698 Chi2F0 9265.1698 new best Chi2f 9286.085047 Chi2RX 9265.1698 53 3681 Chi2R 9265.1714 Chi2F0 9265.1714 new best Chi2f 9286.084765 Chi2RX 9265.1714 54 3681 Chi2R 9265.1760 Chi2F0 9265.1760 new best Chi2f 9286.084460 Chi2RX 9265.1760 55 3681 Chi2R 9265.1808 Chi2F0 9265.1808 new best Chi2f 9286.084391 Chi2RX 9265.1808 56 3681 Chi2R 9265.1860 Chi2F0 9265.1860 new best Chi2f 9286.084366 Chi2RX 9265.1860 57 3681 Chi2R 9265.1867 Chi2F0 9265.1867 new best Chi2f 9286.084280 Chi2RX 9265.1867 58 3681 Chi2R 9265.1895 Chi2F0 9265.1895 new best Chi2f 9286.083954 Chi2RX 9265.1895 59 3681 Chi2R 9265.1967 Chi2F0 9265.1967 new best Chi2f 9286.083259 Chi2RX 9265.1967 60 3681 Chi2R 9265.2190 Chi2F0 9265.2190 new best Chi2f 9286.082192 Chi2RX 9265.2190 61 3681 Chi2R 9265.2236 Chi2F0 9265.2236 new best Chi2f 9286.082162 Chi2RX 9265.2236 62 3681 Chi2R 9265.2291 Chi2F0 9265.2291 new best Chi2f 9286.081867 Chi2RX 9265.2291 63 3681 Chi2R 9265.2495 Chi2F0 9265.2495 new best Chi2f 9286.081383 Chi2RX 9265.2495 64 3681 Chi2R 9265.2399 Chi2F0 9265.2399 new best Chi2f 9286.080563 Chi2RX 9265.2399 65 3681 Chi2R 9265.2105 Chi2F0 9265.2105 new best Chi2f 9286.079393 Chi2RX 9265.2105 66 3681 Chi2R 9265.2063 Chi2F0 9265.2063 new best Chi2f 9286.079289 Chi2RX 9265.2063 67 3681 Chi2R 9265.1915 Chi2F0 9265.1915 new best Chi2f 9286.079124 Chi2RX 9265.1915 68 3681 Chi2R 9265.1932 Chi2F0 9265.1932 new best Chi2f 9286.078740 Chi2RX 9265.1932 69 3681 Chi2R 9265.2000 Chi2F0 9265.2000 new best Chi2f 9286.077424 Chi2RX 9265.2000 70 3681 Chi2R 9265.2186 Chi2F0 9265.2186 new best Chi2f 9286.075653 Chi2RX 9265.2186 71 3681 Chi2R 9265.2249 Chi2F0 9265.2249 new best Chi2f 9286.075546 Chi2RX 9265.2249 72 3681 Chi2R 9265.2240 Chi2F0 9265.2240 new best Chi2f 9286.075479 Chi2RX 9265.2240 73 3681 Chi2R 9265.2218 Chi2F0 9265.2218 new best Chi2f 9286.075421 Chi2RX 9265.2218 74 3681 Chi2R 9265.2221 Chi2F0 9265.2221 new best Chi2f 9286.075420 Chi2RX 9265.2221 75 3681 Chi2R 9265.2220 Chi2F0 9265.2220 new best Chi2f 9286.075260 Chi2RX 9265.2220 76 3681 Chi2R 9265.2216 Chi2F0 9265.2216 new best Chi2f 9286.074639 Chi2RX 9265.2216 77 3681 Chi2R 9265.2209 Chi2F0 9265.2209 new best Chi2f 9286.073238 Chi2RX 9265.2209 78 3681 Chi2R 9265.2201 Chi2F0 9265.2201 new best Chi2f 9286.070338 Chi2RX 9265.2201 79 3681 Chi2R 9265.2211 Chi2F0 9265.2211 new best Chi2f 9286.069385 Chi2RX 9265.2211 80 3681 Chi2R 9265.2329 Chi2F0 9265.2329 new best Chi2f 9286.069073 Chi2RX 9265.2329 81 3681 Chi2R 9265.2345 Chi2F0 9265.2345 new best Chi2f 9286.069069 Chi2RX 9265.2345 82 3681 Chi2R 9265.2346 Chi2F0 9265.2346 new best Chi2f 9286.069032 Chi2RX 9265.2346 83 3681 Chi2R 9265.2352 Chi2F0 9265.2352 new best Chi2f 9286.068902 Chi2RX 9265.2352 84 3681 Chi2R 9265.2369 Chi2F0 9265.2369 new best Chi2f 9286.068717 Chi2RX 9265.2369 85 3681 Chi2R 9265.2377 Chi2F0 9265.2377 new best Chi2f 9286.068700 Chi2RX 9265.2377 86 3681 Chi2R 9265.2376 Chi2F0 9265.2376 new best Chi2f 9286.068030 Chi2RX 9265.2376 87 3681 Chi2R 9265.2378 Chi2F0 9265.2378 new best Chi2f 9286.065788 Chi2RX 9265.2378 88 3681 Chi2R 9265.2411 Chi2F0 9265.2411 new best Chi2f 9286.063259 Chi2RX 9265.2411 89 3681 Chi2R 9265.2538 Chi2F0 9265.2538 new best Chi2f 9286.063027 Chi2RX 9265.2538 90 3681 Chi2R 9265.2546 Chi2F0 9265.2546 new best Chi2f 9286.063026 Chi2RX 9265.2546 91 3681 Chi2R 9265.2549 Chi2F0 9265.2549 new best Chi2f 9286.063015 Chi2RX 9265.2549 92 3681 Chi2R 9265.2561 Chi2F0 9265.2561 new best Chi2f 9286.062976 Chi2RX 9265.2561 93 3681 Chi2R 9265.2592 Chi2F0 9265.2592 new best Chi2f 9286.062912 Chi2RX 9265.2592 94 3681 Chi2R 9265.2619 Chi2F0 9265.2619 new best Chi2f 9286.062894 Chi2RX 9265.2619 95 3681 Chi2R 9265.2635 Chi2F0 9265.2635 new best Chi2f 9286.062648 Chi2RX 9265.2635 96 3681 Chi2R 9265.2698 Chi2F0 9265.2698 new best Chi2f 9286.061755 Chi2RX 9265.2698 97 3681 Chi2R 9265.2861 Chi2F0 9265.2861 new best Chi2f 9286.060175 Chi2RX 9265.2861 98 3681 Chi2R 9265.3069 Chi2F0 9265.3069 new best Chi2f 9286.059507 Chi2RX 9265.3069 99 3681 Chi2R 9265.3047 Chi2F0 9265.3047 new best Chi2f 9286.059467 Chi2RX 9265.3047 100 3681 Chi2R 9265.3042 Chi2F0 9265.3042 new best Chi2f 9286.059466 Chi2RX 9265.3042 101 3681 Chi2R 9265.3044 Chi2F0 9265.3044 new best Chi2f 9286.059455 Chi2RX 9265.3044 102 3681 Chi2R 9265.3051 Chi2F0 9265.3051 new best Chi2f 9286.059414 Chi2RX 9265.3051 103 3681 Chi2R 9265.3068 Chi2F0 9265.3068 new best Chi2f 9286.059334 Chi2RX 9265.3068 104 3681 Chi2R 9265.3107 Chi2F0 9265.3107 new best Chi2f 9286.059267 Chi2RX 9265.3107 105 3681 Chi2R 9265.3120 Chi2F0 9265.3120 new best Chi2f 9286.058898 Chi2RX 9265.3120 106 3681 Chi2R 9265.3176 Chi2F0 9265.3176 new best Chi2f 9286.057530 Chi2RX 9265.3176 107 3681 Chi2R 9265.3322 Chi2F0 9265.3322 new best Chi2f 9286.054886 Chi2RX 9265.3322 108 3681 Chi2R 9265.3627 Chi2F0 9265.3627 new best Chi2f 9286.052907 Chi2RX 9265.3627 109 3681 Chi2R 9265.3727 Chi2F0 9265.3727 new best Chi2f 9286.052419 Chi2RX 9265.3727 110 3681 Chi2R 9265.3738 Chi2F0 9265.3738 new best Chi2f 9286.052413 Chi2RX 9265.3738 111 3681 Chi2R 9265.3744 Chi2F0 9265.3744 new best Chi2f 9286.052360 Chi2RX 9265.3744 112 3681 Chi2R 9265.3768 Chi2F0 9265.3768 new best Chi2f 9286.052190 Chi2RX 9265.3768 113 3681 Chi2R 9265.3820 Chi2F0 9265.3820 new best Chi2f 9286.052046 Chi2RX 9265.3820 114 3681 Chi2R 9265.3839 Chi2F0 9265.3839 new best Chi2f 9286.051382 Chi2RX 9265.3839 115 3681 Chi2R 9265.3915 Chi2F0 9265.3915 new best Chi2f 9286.048822 Chi2RX 9265.3915 116 3681 Chi2R 9265.4111 Chi2F0 9265.4111 new best Chi2f 9286.043092 Chi2RX 9265.4111 117 3681 Chi2R 9265.4744 Chi2F0 9265.4744 new best Chi2f 9286.031661 Chi2RX 9265.4744 118 3681 Chi2R 9265.5316 Chi2F0 9265.5316 new best Chi2f 9286.028738 Chi2RX 9265.5316 119 3681 Chi2R 9265.5078 Chi2F0 9265.5078 new best Chi2f 9286.024305 Chi2RX 9265.5078 120 3681 Chi2R 9265.5042 Chi2F0 9265.5042 new best Chi2f 9286.024193 Chi2RX 9265.5042 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.477311 1.261599 .7971693 1.945635 1.213948 14.35158 1.415007 14.27150 27.17944 7.761040 1.252352 1.154346 1.109834 .9918618 .9976914 .9023011 1.162815 .4102620 .5168127 1.126889 .7525998 .5368135 .6934706 1.226852 1.995870 .8376136 .7958519 1.308596 .8177658 1.245398 1.019848 .5984906 1.694677 .9097054 1.060262 1.077534 1.867037 1.527060 1.020602 chaix= 1.477311 1.261599 .7971693 1.945635 1.213948 14.35158 1.415007 14.27150 27.17944 7.761040 1.252352 1.154346 1.109834 .9918618 .9976914 .9023011 1.162815 .4102620 .5168127 1.126889 .7525998 .5368135 .6934706 1.226852 1.995870 .8376136 .7958519 1.308596 .8177658 1.245398 1.019848 .5984906 1.694677 .9097054 1.060262 1.077534 1.867037 1.527060 1.020602 Fitting completed! Time : 2018.1229.2156.-0600.Sat.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -3.01511 0.1 2 'A2glu' 1.24892 0.1 4 'A4glu' -6.01571 0.1 5 'A5glu' 2.24735 0.1 6 'A6glu' 1.67745 0.1 7 'A7glu' 5.68265 0.1 10 'gluM' 0.31815 0.1 11 'A1uvl' -0.01073 0.1 12 'A2uvl' -1.96331 0.1 14 'A4uvl' 0.49215 0.1 15 'A5uvl' 0.73714 0.1 16 'A6uvl' -1.16611 0.1 21 'A1dvl' 0.56247 0.1 24 'A4dvl' -2.15355 0.1 25 'A5dvl' -1.56900 0.1 26 'A6dvl' -12.51414 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04679 0.1 42 'A2dou' 4.56411 0.1 44 'A4dou' -0.98495 0.1 45 'A5dou' -2.08165 0.1 46 'A6dou' 0.80493 0.1 47 'A7dou' -0.56347 0.1 52 'A2dpu' 0.74285 0.1 54 'A4dpu' 0.18329 0.1 55 'A5dpu' -0.84813 0.1 56 'A6dpu' -2.43355 0.1 60 'strM' -2.31568 0.1 64 'A4str' 3.95318 0.1 65 'A5str' -12.06644 0.1 71 'N71' -0.07849 0.1 72 'N72' 0.03137 0.1 73 'N73' 0.05332 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9286.1019596708848 - 9286.0241928388696 |= 7.7766832015186083E-002 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384907961218230 remaining= 0.156600509101414 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027762878215917 AMOM( -2)= 0.128837630885497 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384907961218230 AMOM( 1)= 0.323048391728629 AMOM( 2)= 0.135443137951727 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.477506 temchi= 48.757705 chinor= 0.000000 Wt= 1.00 S= 1.775044 took 0.20 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.261607 temchi= 21.447315 chinor= 0.000000 Wt= 1.00 S= 0.816478 took 0.11 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.796905 temchi= 8.765952 chinor= 0.000000 Wt= 1.00 S= -0.369002 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.945649 temchi= 66.152069 chinor= 0.000000 Wt= 1.00 S= 3.162419 took 4.73 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.214020 temchi= 32.778542 chinor= 0.000000 Wt= 1.00 S= 0.825396 took 2.44 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414805 temchi= 198.072693 chinor= 0.000000 Wt= 1.00 S= 3.119943 took 1.76 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.252150 temchi= 1402.408402 chinor= 0.000000 Wt= 1.00 S= 5.542214 took 97.78 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.154662 temchi= 389.121009 chinor= 1.830331 Wt= 1.00 S= 1.937929 took 16.75 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.109431 temchi= 277.357804 chinor= 1.303821 Wt= 1.00 S= 1.211044 took 18.05 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.992003 temchi= 122.016424 chinor= 0.000000 Wt= 1.00 S= -0.020364 took 12.26 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.997386 temchi= 84.777851 chinor= 3.201148 Wt= 1.00 S= 0.034056 took 9.23 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.902056 temchi= 86.597378 chinor= 1.739874 Wt= 1.00 S= -0.653597 took 9.49 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.161618 temchi= 80.151671 chinor= 1.456229 Wt= 1.00 S= 0.958472 took 8.14 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.410163 temchi= 35.273993 chinor= 1.157779 Wt= 1.00 S= -5.034141 took 9.12 sec mem -1088 ID= 124 N= 38 chai( 19 )= 0.516583 temchi= 19.630157 chinor= 0.000000 Wt= 1.00 S= -2.513468 took 1.51 sec mem 200 ID= 125 N= 33 chai( 20 )= 1.126404 temchi= 37.171329 chinor= 0.000000 Wt= 1.00 S= 0.574383 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.752796 temchi= 30.111844 chinor= 0.000000 Wt= 1.00 S= -1.136413 took 1.62 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.536935 temchi= 20.403532 chinor= 0.000000 Wt= 1.00 S= -2.376189 took 1.58 sec mem -108 ID= 145 N= 10 chai( 23 )= 0.693424 temchi= 6.934238 chinor= 0.000000 Wt= 1.00 S= -0.619065 took 0.51 sec mem 188 ID= 147 N= 47 chai( 24 )= 1.227246 temchi= 57.680568 chinor= 0.000000 Wt= 1.00 S= 1.095215 took 2.72 sec mem 220 ID= 169 N= 9 chai( 25 )= 1.995882 temchi= 17.962939 chinor= 0.000000 Wt= 1.00 S= 1.802859 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837384 temchi= 99.648720 chinor= 0.000000 Wt= 1.00 S= -1.285812 took 51.42 sec mem 92 ID= 203 N= 15 chai( 27 )= 0.797164 temchi= 11.957458 chinor= 0.000000 Wt= 1.00 S= -0.474753 took 10.33 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308864 temchi= 240.830966 chinor= 0.000000 Wt= 1.00 S= 2.736867 took 63.65 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817741 temchi= 8.995156 chinor= 0.000000 Wt= 1.00 S= -0.312852 took 0.05 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.245512 temchi= 13.700629 chinor= 0.000000 Wt= 1.00 S= 0.673172 took 0.05 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.020060 temchi= 9.180539 chinor= 0.000000 Wt= 1.00 S= 0.198184 took 0.04 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598522 temchi= 16.758628 chinor= 0.000000 Wt= 1.00 S= -1.676793 took 10.34 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.694694 temchi= 49.146120 chinor= 0.000000 Wt= 1.00 S= 2.285446 took 10.79 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.909745 temchi= 10.007197 chinor= 0.000000 Wt= 1.00 S= -0.075875 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.060241 temchi= 11.662649 chinor= 0.000000 Wt= 1.00 S= 0.279259 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077552 temchi= 44.179630 chinor= 0.000000 Wt= 1.00 S= 0.415502 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.867012 temchi= 24.271159 chinor= 0.000000 Wt= 1.00 S= 1.899257 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.527053 temchi= 109.947830 chinor= 0.000000 Wt= 1.00 S= 2.786266 took 0.02 sec mem 28 ID= 514 N= 110 chai( 39 )= 1.020602 temchi= 112.266212 chinor= 0.000000 Wt= 1.00 S= 0.196599 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 961.48922885330012 LmPar( 1)= 20 LM penalty= 9.614892 ID= 504 Shift( 25)= 0.577 penalty= 0.05550 ID= 514 Shift( 23)= 0.932 penalty= 0.37782 Total shift penalty= 0.43332 LmPar( 2)= 22 LM penalty= 0.216661 Total LM penalty= 9.831553 CalChiSq (all expts) took 346.797 sec Total memory used : 2695952 0 3681 Chi2R 9265.1910 Chi2F0 9265.1910 new best Chi2f 9285.711718 Chi2RX 9265.1910 momentum sums: u_v= 0.323048392 d_v= 0.135443138 g= 0.384907961 u_sea= 0.057071048 d_sea= 0.071766582 momentum sums (ctd) s= 0.013881439 sbar= 0.013881439 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.374495 ubar= 6.374495 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.350270 dbar= 5.350270 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.290071 sbar= 7.290071 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4309746776 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323048 d_v=0.135443 u_sea=0.057072 d_sea=0.071768 s_sea=0.027762 g=0.384908 total=1.000001 Irun= 0 Chi2F= 9285.711718 fsub= 0.000000 nfsub= 0 svec( 1)= 1.775044 chisq= 48.758 Npt= 33 ID= 245 svec( 2)= 0.816478 chisq= 21.447 Npt= 17 ID= 246 svec( 3)= -0.369002 chisq= 8.766 Npt= 11 ID= 249 svec( 4)= 3.162419 chisq= 66.152 Npt= 34 ID= 250 svec( 5)= 0.825396 chisq= 32.779 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.119943 chisq= 198.073 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.542214 chisq= 1402.408 Npt=1120 ID= 160 svec( 12)= 1.937929 chisq= 389.121 Npt= 337 ID= 101 svec( 13)= 1.211044 chisq= 277.358 Npt= 250 ID= 102 svec( 14)= -0.020364 chisq= 122.016 Npt= 123 ID= 104 svec( 15)= 0.034056 chisq= 84.778 Npt= 85 ID= 108 svec( 16)= -0.653597 chisq= 86.597 Npt= 96 ID= 109 svec( 17)= 0.958472 chisq= 80.152 Npt= 69 ID= 110 svec( 18)= -5.034141 chisq= 35.274 Npt= 86 ID= 111 svec( 19)= -2.513468 chisq= 19.630 Npt= 38 ID= 124 svec( 20)= 0.574383 chisq= 37.171 Npt= 33 ID= 125 svec( 21)= -1.136413 chisq= 30.112 Npt= 40 ID= 126 svec( 22)= -2.376189 chisq= 20.404 Npt= 38 ID= 127 svec( 23)= -0.619065 chisq= 6.934 Npt= 10 ID= 145 svec( 24)= 1.095215 chisq= 57.681 Npt= 47 ID= 147 svec( 25)= 1.802859 chisq= 17.963 Npt= 9 ID= 169 svec( 26)= -1.285812 chisq= 99.649 Npt= 119 ID= 201 svec( 27)= -0.474753 chisq= 11.957 Npt= 15 ID= 203 svec( 28)= 2.736867 chisq= 240.831 Npt= 184 ID= 204 svec( 29)= -0.312852 chisq= 8.995 Npt= 11 ID= 225 svec( 30)= 0.673172 chisq= 13.701 Npt= 11 ID= 227 svec( 31)= 0.198184 chisq= 9.181 Npt= 9 ID= 234 svec( 32)= -1.676793 chisq= 16.759 Npt= 28 ID= 260 svec( 33)= 2.285446 chisq= 49.146 Npt= 29 ID= 261 svec( 34)= -0.075875 chisq= 10.007 Npt= 11 ID= 266 svec( 35)= 0.279259 chisq= 11.663 Npt= 11 ID= 267 svec( 36)= 0.415502 chisq= 44.180 Npt= 41 ID= 268 svec( 37)= 1.899257 chisq= 24.271 Npt= 13 ID= 281 svec( 38)= 2.786266 chisq= 109.948 Npt= 72 ID= 504 svec( 39)= 0.196599 chisq= 112.266 Npt= 110 ID= 514 5 3681 Chi2R 9265.1913 Chi2F0 9265.1913 new best Chi2f 9285.710998 Chi2RX 9265.1913 7 3681 Chi2R 9265.1934 Chi2F0 9265.1934 new best Chi2f 9285.710699 Chi2RX 9265.1934 8 3681 Chi2R 9265.1949 Chi2F0 9265.1949 new best Chi2f 9285.710523 Chi2RX 9265.1949 9 3681 Chi2R 9265.1951 Chi2F0 9265.1951 new best Chi2f 9285.710522 Chi2RX 9265.1951 10 3681 Chi2R 9265.1972 Chi2F0 9265.1972 new best Chi2f 9285.710453 Chi2RX 9265.1972 11 3681 Chi2R 9265.1967 Chi2F0 9265.1967 new best Chi2f 9285.710447 Chi2RX 9265.1967 12 3681 Chi2R 9265.1989 Chi2F0 9265.1989 new best Chi2f 9285.710408 Chi2RX 9265.1989 13 3681 Chi2R 9265.1986 Chi2F0 9265.1986 new best Chi2f 9285.710407 Chi2RX 9265.1986 14 3681 Chi2R 9265.1996 Chi2F0 9265.1996 new best Chi2f 9285.710375 Chi2RX 9265.1996 15 3681 Chi2R 9265.2001 Chi2F0 9265.2001 new best Chi2f 9285.710371 Chi2RX 9265.2001 16 3681 Chi2R 9265.2003 Chi2F0 9265.2003 new best Chi2f 9285.710349 Chi2RX 9265.2003 17 3681 Chi2R 9265.2008 Chi2F0 9265.2008 new best Chi2f 9285.710336 Chi2RX 9265.2008 18 3681 Chi2R 9265.2007 Chi2F0 9265.2007 new best Chi2f 9285.710316 Chi2RX 9265.2007 19 3681 Chi2R 9265.2005 Chi2F0 9265.2005 new best Chi2f 9285.710255 Chi2RX 9265.2005 20 3681 Chi2R 9265.2002 Chi2F0 9265.2002 new best Chi2f 9285.710212 Chi2RX 9265.2002 21 3681 Chi2R 9265.1982 Chi2F0 9265.1982 new best Chi2f 9285.710135 Chi2RX 9265.1982 22 3681 Chi2R 9265.1964 Chi2F0 9265.1964 new best Chi2f 9285.710111 Chi2RX 9265.1964 23 3681 Chi2R 9265.1969 Chi2F0 9265.1969 new best Chi2f 9285.710065 Chi2RX 9265.1969 24 3681 Chi2R 9265.1988 Chi2F0 9265.1988 new best Chi2f 9285.709961 Chi2RX 9265.1988 25 3681 Chi2R 9265.1995 Chi2F0 9265.1995 new best Chi2f 9285.709955 Chi2RX 9265.1995 26 3681 Chi2R 9265.1989 Chi2F0 9265.1989 new best Chi2f 9285.709878 Chi2RX 9265.1989 27 3681 Chi2R 9265.1978 Chi2F0 9265.1978 new best Chi2f 9285.709800 Chi2RX 9265.1978 28 3681 Chi2R 9265.1977 Chi2F0 9265.1977 new best Chi2f 9285.709724 Chi2RX 9265.1977 29 3681 Chi2R 9265.1974 Chi2F0 9265.1974 new best Chi2f 9285.709655 Chi2RX 9265.1974 30 3681 Chi2R 9265.1982 Chi2F0 9265.1982 new best Chi2f 9285.709589 Chi2RX 9265.1982 31 3681 Chi2R 9265.2010 Chi2F0 9265.2010 new best Chi2f 9285.709490 Chi2RX 9265.2010 32 3681 Chi2R 9265.2014 Chi2F0 9265.2014 new best Chi2f 9285.709421 Chi2RX 9265.2014 33 3681 Chi2R 9265.2029 Chi2F0 9265.2029 new best Chi2f 9285.709217 Chi2RX 9265.2029 34 3681 Chi2R 9265.2048 Chi2F0 9265.2048 new best Chi2f 9285.709129 Chi2RX 9265.2048 35 3681 Chi2R 9265.2018 Chi2F0 9265.2018 new best Chi2f 9285.708970 Chi2RX 9265.2018 36 3681 Chi2R 9265.1985 Chi2F0 9265.1985 new best Chi2f 9285.708907 Chi2RX 9265.1985 37 3681 Chi2R 9265.1989 Chi2F0 9265.1989 new best Chi2f 9285.708834 Chi2RX 9265.1989 38 3681 Chi2R 9265.2006 Chi2F0 9265.2006 new best Chi2f 9285.708715 Chi2RX 9265.2006 39 3681 Chi2R 9265.2008 Chi2F0 9265.2008 new best Chi2f 9285.708615 Chi2RX 9265.2008 40 3681 Chi2R 9265.2017 Chi2F0 9265.2017 new best Chi2f 9285.708344 Chi2RX 9265.2017 41 3681 Chi2R 9265.2026 Chi2F0 9265.2026 new best Chi2f 9285.708276 Chi2RX 9265.2026 42 3681 Chi2R 9265.1990 Chi2F0 9265.1990 new best Chi2f 9285.708158 Chi2RX 9265.1990 43 3681 Chi2R 9265.1942 Chi2F0 9265.1942 new best Chi2f 9285.708101 Chi2RX 9265.1942 44 3681 Chi2R 9265.1946 Chi2F0 9265.1946 new best Chi2f 9285.707984 Chi2RX 9265.1946 45 3681 Chi2R 9265.1963 Chi2F0 9265.1963 new best Chi2f 9285.707760 Chi2RX 9265.1963 46 3681 Chi2R 9265.1964 Chi2F0 9265.1964 new best Chi2f 9285.707759 Chi2RX 9265.1964 47 3681 Chi2R 9265.1960 Chi2F0 9265.1960 new best Chi2f 9285.707729 Chi2RX 9265.1960 48 3681 Chi2R 9265.1944 Chi2F0 9265.1944 new best Chi2f 9285.707656 Chi2RX 9265.1944 49 3681 Chi2R 9265.1935 Chi2F0 9265.1935 new best Chi2f 9285.707647 Chi2RX 9265.1935 50 3681 Chi2R 9265.1940 Chi2F0 9265.1940 new best Chi2f 9285.707530 Chi2RX 9265.1940 51 3681 Chi2R 9265.1956 Chi2F0 9265.1956 new best Chi2f 9285.707397 Chi2RX 9265.1956 52 3681 Chi2R 9265.1950 Chi2F0 9265.1950 new best Chi2f 9285.707377 Chi2RX 9265.1950 53 3681 Chi2R 9265.1924 Chi2F0 9265.1924 new best Chi2f 9285.707304 Chi2RX 9265.1924 54 3681 Chi2R 9265.1862 Chi2F0 9265.1862 new best Chi2f 9285.707189 Chi2RX 9265.1862 55 3681 Chi2R 9265.1817 Chi2F0 9265.1817 new best Chi2f 9285.707164 Chi2RX 9265.1817 56 3681 Chi2R 9265.1781 Chi2F0 9265.1781 new best Chi2f 9285.706950 Chi2RX 9265.1781 57 3681 Chi2R 9265.1714 Chi2F0 9265.1714 new best Chi2f 9285.706794 Chi2RX 9265.1714 58 3681 Chi2R 9265.1720 Chi2F0 9265.1720 new best Chi2f 9285.706692 Chi2RX 9265.1720 59 3681 Chi2R 9265.1745 Chi2F0 9265.1745 new best Chi2f 9285.706301 Chi2RX 9265.1745 60 3681 Chi2R 9265.1807 Chi2F0 9265.1807 new best Chi2f 9285.705475 Chi2RX 9265.1807 61 3681 Chi2R 9265.2007 Chi2F0 9265.2007 new best Chi2f 9285.704279 Chi2RX 9265.2007 62 3681 Chi2R 9265.2032 Chi2F0 9265.2032 new best Chi2f 9285.704265 Chi2RX 9265.2032 63 3681 Chi2R 9265.2048 Chi2F0 9265.2048 new best Chi2f 9285.703541 Chi2RX 9265.2048 64 3681 Chi2R 9265.2055 Chi2F0 9265.2055 new best Chi2f 9285.703494 Chi2RX 9265.2055 65 3681 Chi2R 9265.2057 Chi2F0 9265.2057 new best Chi2f 9285.703476 Chi2RX 9265.2057 66 3681 Chi2R 9265.2065 Chi2F0 9265.2065 new best Chi2f 9285.703417 Chi2RX 9265.2065 67 3681 Chi2R 9265.2087 Chi2F0 9265.2087 new best Chi2f 9285.703348 Chi2RX 9265.2087 68 3681 Chi2R 9265.2089 Chi2F0 9265.2089 new best Chi2f 9285.703347 Chi2RX 9265.2089 69 3681 Chi2R 9265.2128 Chi2F0 9265.2128 new best Chi2f 9285.703212 Chi2RX 9265.2128 70 3681 Chi2R 9265.2191 Chi2F0 9265.2191 new best Chi2f 9285.703127 Chi2RX 9265.2191 71 3681 Chi2R 9265.2196 Chi2F0 9265.2196 new best Chi2f 9285.703099 Chi2RX 9265.2196 72 3681 Chi2R 9265.2214 Chi2F0 9265.2214 new best Chi2f 9285.703000 Chi2RX 9265.2214 73 3681 Chi2R 9265.2259 Chi2F0 9265.2259 new best Chi2f 9285.702837 Chi2RX 9265.2259 74 3681 Chi2R 9265.2298 Chi2F0 9265.2298 new best Chi2f 9285.702792 Chi2RX 9265.2298 75 3681 Chi2R 9265.2320 Chi2F0 9265.2320 new best Chi2f 9285.702277 Chi2RX 9265.2320 76 3681 Chi2R 9265.2415 Chi2F0 9265.2415 new best Chi2f 9285.700907 Chi2RX 9265.2415 77 3681 Chi2R 9265.2492 Chi2F0 9265.2492 new best Chi2f 9285.700599 Chi2RX 9265.2492 78 3681 Chi2R 9265.2502 Chi2F0 9265.2502 new best Chi2f 9285.700564 Chi2RX 9265.2502 79 3681 Chi2R 9265.2536 Chi2F0 9265.2536 new best Chi2f 9285.700524 Chi2RX 9265.2536 80 3681 Chi2R 9265.2530 Chi2F0 9265.2530 new best Chi2f 9285.700522 Chi2RX 9265.2530 81 3681 Chi2R 9265.2535 Chi2F0 9265.2535 new best Chi2f 9285.700421 Chi2RX 9265.2535 82 3681 Chi2R 9265.2556 Chi2F0 9265.2556 new best Chi2f 9285.700052 Chi2RX 9265.2556 83 3681 Chi2R 9265.2609 Chi2F0 9265.2609 new best Chi2f 9285.699396 Chi2RX 9265.2609 84 3681 Chi2R 9265.2680 Chi2F0 9265.2680 new best Chi2f 9285.699112 Chi2RX 9265.2680 85 3681 Chi2R 9265.2681 Chi2F0 9265.2681 new best Chi2f 9285.699062 Chi2RX 9265.2681 86 3681 Chi2R 9265.2681 Chi2F0 9265.2681 new best Chi2f 9285.699061 Chi2RX 9265.2681 87 3681 Chi2R 9265.2681 Chi2F0 9265.2681 new best Chi2f 9285.699061 Chi2RX 9265.2681 88 3681 Chi2R 9265.2681 Chi2F0 9265.2681 new best Chi2f 9285.699053 Chi2RX 9265.2681 89 3681 Chi2R 9265.2683 Chi2F0 9265.2683 new best Chi2f 9285.699024 Chi2RX 9265.2683 90 3681 Chi2R 9265.2688 Chi2F0 9265.2688 new best Chi2f 9285.698964 Chi2RX 9265.2688 91 3681 Chi2R 9265.2701 Chi2F0 9265.2701 new best Chi2f 9285.698896 Chi2RX 9265.2701 92 3681 Chi2R 9265.2707 Chi2F0 9265.2707 new best Chi2f 9285.698630 Chi2RX 9265.2707 93 3681 Chi2R 9265.2737 Chi2F0 9265.2737 new best Chi2f 9285.697925 Chi2RX 9265.2737 94 3681 Chi2R 9265.2763 Chi2F0 9265.2763 new best Chi2f 9285.697771 Chi2RX 9265.2763 95 3681 Chi2R 9265.2768 Chi2F0 9265.2768 new best Chi2f 9285.697760 Chi2RX 9265.2768 96 3681 Chi2R 9265.2775 Chi2F0 9265.2775 new best Chi2f 9285.697751 Chi2RX 9265.2775 97 3681 Chi2R 9265.2777 Chi2F0 9265.2777 new best Chi2f 9285.697751 Chi2RX 9265.2777 98 3681 Chi2R 9265.2779 Chi2F0 9265.2779 new best Chi2f 9285.697723 Chi2RX 9265.2779 99 3681 Chi2R 9265.2785 Chi2F0 9265.2785 new best Chi2f 9285.697614 Chi2RX 9265.2785 100 3681 Chi2R 9265.2801 Chi2F0 9265.2801 new best Chi2f 9285.697363 Chi2RX 9265.2801 101 3681 Chi2R 9265.2852 Chi2F0 9265.2852 new best Chi2f 9285.696804 Chi2RX 9265.2852 102 3681 Chi2R 9265.2929 Chi2F0 9265.2929 new best Chi2f 9285.696504 Chi2RX 9265.2929 103 3681 Chi2R 9265.2919 Chi2F0 9265.2919 new best Chi2f 9285.696210 Chi2RX 9265.2919 104 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696192 Chi2RX 9265.2916 105 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696189 Chi2RX 9265.2916 106 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696188 Chi2RX 9265.2916 107 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696187 Chi2RX 9265.2916 108 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696184 Chi2RX 9265.2916 109 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696174 Chi2RX 9265.2916 110 3681 Chi2R 9265.2915 Chi2F0 9265.2915 new best Chi2f 9285.696161 Chi2RX 9265.2915 111 3681 Chi2R 9265.2915 Chi2F0 9265.2915 new best Chi2f 9285.696160 Chi2RX 9265.2915 112 3681 Chi2R 9265.2916 Chi2F0 9265.2916 new best Chi2f 9285.696106 Chi2RX 9265.2916 113 3681 Chi2R 9265.2917 Chi2F0 9265.2917 new best Chi2f 9285.695903 Chi2RX 9265.2917 114 3681 Chi2R 9265.2923 Chi2F0 9265.2923 new best Chi2f 9285.695484 Chi2RX 9265.2923 115 3681 Chi2R 9265.2944 Chi2F0 9265.2944 new best Chi2f 9285.694984 Chi2RX 9265.2944 116 3681 Chi2R 9265.2941 Chi2F0 9265.2941 new best Chi2f 9285.694900 Chi2RX 9265.2941 117 3681 Chi2R 9265.2941 Chi2F0 9265.2941 new best Chi2f 9285.694899 Chi2RX 9265.2941 118 3681 Chi2R 9265.2942 Chi2F0 9265.2942 new best Chi2f 9285.694897 Chi2RX 9265.2942 119 3681 Chi2R 9265.2942 Chi2F0 9265.2942 new best Chi2f 9285.694896 Chi2RX 9265.2942 120 3681 Chi2R 9265.2943 Chi2F0 9265.2943 new best Chi2f 9285.694895 Chi2RX 9265.2943 121 3681 Chi2R 9265.2943 Chi2F0 9265.2943 new best Chi2f 9285.694893 Chi2RX 9265.2943 122 3681 Chi2R 9265.2946 Chi2F0 9265.2946 new best Chi2f 9285.694887 Chi2RX 9265.2946 123 3681 Chi2R 9265.2951 Chi2F0 9265.2951 new best Chi2f 9285.694881 Chi2RX 9265.2951 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.482616 1.262677 .8004199 1.946135 1.213959 14.35158 1.414414 14.27150 27.17944 7.761040 1.252119 1.155344 1.108228 .9925753 .9980602 .9020728 1.161838 .4100067 .5165419 1.126621 .7530021 .5369840 .6935017 1.226734 1.993978 .8375280 .7992565 1.308413 .8177621 1.244846 1.014865 .5986003 1.694609 .9112623 1.064426 1.077111 1.865179 1.527028 1.020499 chaix= 1.482616 1.262677 .8004199 1.946135 1.213959 14.35158 1.414414 14.27150 27.17944 7.761040 1.252119 1.155344 1.108228 .9925753 .9980602 .9020728 1.161838 .4100067 .5165419 1.126621 .7530021 .5369840 .6935017 1.226734 1.993978 .8375280 .7992565 1.308413 .8177621 1.244846 1.014865 .5986003 1.694609 .9112623 1.064426 1.077111 1.865179 1.527028 1.020499 Fitting completed! Time : 2018.1230.0007.-0600.Sun.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -3.03388 0.1 2 'A2glu' 1.20227 0.1 4 'A4glu' -6.11737 0.1 5 'A5glu' 2.30759 0.1 6 'A6glu' 1.69851 0.1 7 'A7glu' 5.78041 0.1 10 'gluM' 0.31801 0.1 11 'A1uvl' -0.00947 0.1 12 'A2uvl' -1.96997 0.1 14 'A4uvl' 0.51106 0.1 15 'A5uvl' 0.74514 0.1 16 'A6uvl' -1.14943 0.1 21 'A1dvl' 0.56060 0.1 24 'A4dvl' -2.15490 0.1 25 'A5dvl' -1.56011 0.1 26 'A6dvl' -12.51876 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04618 0.1 42 'A2dou' 4.56357 0.1 44 'A4dou' -0.94257 0.1 45 'A5dou' -2.00571 0.1 46 'A6dou' 0.82212 0.1 47 'A7dou' -0.45591 0.1 52 'A2dpu' 0.66195 0.1 54 'A4dpu' 0.23665 0.1 55 'A5dpu' -0.81308 0.1 56 'A6dpu' -2.34089 0.1 60 'strM' -2.31114 0.1 64 'A4str' 3.95728 0.1 65 'A5str' -12.07362 0.1 71 'N71' -0.07842 0.1 72 'N72' 0.03138 0.1 73 'N73' 0.05335 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9285.7117180977530 - 9285.6948809182959 |= 1.6837179457070306E-002 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384854077875582 remaining= 0.156637719861652 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027782085319321 AMOM( -2)= 0.128855634542332 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384854077875582 AMOM( 1)= 0.323114380421533 AMOM( 2)= 0.135393821841233 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.482687 temchi= 48.928665 chinor= 0.000000 Wt= 1.00 S= 1.791292 took 0.21 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.262826 temchi= 21.468037 chinor= 0.000000 Wt= 1.00 S= 0.819516 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.800049 temchi= 8.800538 chinor= 0.000000 Wt= 1.00 S= -0.360466 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.946210 temchi= 66.171131 chinor= 0.000000 Wt= 1.00 S= 3.163920 took 4.89 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.213999 temchi= 32.777977 chinor= 0.000000 Wt= 1.00 S= 0.825329 took 2.67 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414416 temchi= 198.018228 chinor= 0.000000 Wt= 1.00 S= 3.117353 took 1.81 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.252081 temchi= 1402.331151 chinor= 0.000000 Wt= 1.00 S= 5.540807 took 93.89 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.155258 temchi= 389.322054 chinor= 1.816436 Wt= 1.00 S= 1.944967 took 16.06 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108462 temchi= 277.115407 chinor= 1.298680 Wt= 1.00 S= 1.200925 took 17.30 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.992572 temchi= 122.086308 chinor= 0.000000 Wt= 1.00 S= -0.015887 took 11.76 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.998361 temchi= 84.860654 chinor= 3.210727 Wt= 1.00 S= 0.040411 took 7.77 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.902139 temchi= 86.605352 chinor= 1.742548 Wt= 1.00 S= -0.652981 took 9.37 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.162359 temchi= 80.202802 chinor= 1.462405 Wt= 1.00 S= 0.962410 took 6.85 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.410047 temchi= 35.264037 chinor= 1.160333 Wt= 1.00 S= -5.035543 took 8.73 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.516497 temchi= 19.626875 chinor= 0.000000 Wt= 1.00 S= -2.514058 took 1.58 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.126681 temchi= 37.180460 chinor= 0.000000 Wt= 1.00 S= 0.575420 took 1.23 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.752986 temchi= 30.119445 chinor= 0.000000 Wt= 1.00 S= -1.135385 took 1.72 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.537005 temchi= 20.406207 chinor= 0.000000 Wt= 1.00 S= -2.375720 took 1.62 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693498 temchi= 6.934983 chinor= 0.000000 Wt= 1.00 S= -0.618852 took 0.49 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.226773 temchi= 57.658342 chinor= 0.000000 Wt= 1.00 S= 1.093215 took 2.71 sec mem 24 ID= 169 N= 9 chai( 25 )= 1.993960 temchi= 17.945639 chinor= 0.000000 Wt= 1.00 S= 1.800265 took 0.54 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837590 temchi= 99.673201 chinor= 0.000000 Wt= 1.00 S= -1.284025 took 48.97 sec mem 8 ID= 203 N= 15 chai( 27 )= 0.798587 temchi= 11.978803 chinor= 0.000000 Wt= 1.00 S= -0.470233 took 9.90 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308271 temchi= 240.721857 chinor= 0.000000 Wt= 1.00 S= 2.732105 took 60.58 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817765 temchi= 8.995419 chinor= 0.000000 Wt= 1.00 S= -0.312788 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.244916 temchi= 13.694072 chinor= 0.000000 Wt= 1.00 S= 0.671968 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.015135 temchi= 9.136213 chinor= 0.000000 Wt= 1.00 S= 0.187920 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598597 temchi= 16.760730 chinor= 0.000000 Wt= 1.00 S= -1.676396 took 9.68 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.694628 temchi= 49.144208 chinor= 0.000000 Wt= 1.00 S= 2.285268 took 10.08 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.911366 temchi= 10.025026 chinor= 0.000000 Wt= 1.00 S= -0.071848 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.064501 temchi= 11.709510 chinor= 0.000000 Wt= 1.00 S= 0.288808 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077110 temchi= 44.161498 chinor= 0.000000 Wt= 1.00 S= 0.413599 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.865144 temchi= 24.246869 chinor= 0.000000 Wt= 1.00 S= 1.896091 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.527010 temchi= 109.944741 chinor= 0.000000 Wt= 1.00 S= 2.786071 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020498 temchi= 112.254809 chinor= 0.000000 Wt= 1.00 S= 0.195840 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 948.57331106020013 LmPar( 1)= 20 LM penalty= 9.485733 ID= 504 Shift( 25)= 0.582 penalty= 0.05724 ID= 514 Shift( 23)= 0.937 penalty= 0.38486 Total shift penalty= 0.44210 LmPar( 2)= 22 LM penalty= 0.221051 Total LM penalty= 9.706784 CalChiSq (all expts) took 330.918 sec Total memory used : 2696468 0 3681 Chi2R 9265.3359 Chi2F0 9265.3359 new best Chi2f 9285.733835 Chi2RX 9265.3359 momentum sums: u_v= 0.323114380 d_v= 0.135393822 g= 0.384854078 u_sea= 0.057074255 d_sea= 0.071781379 momentum sums (ctd) s= 0.013891043 sbar= 0.013891043 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.363065 ubar= 6.363065 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.362672 dbar= 5.362672 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.368802 sbar= 7.368802 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4312125802 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323114 d_v=0.135394 u_sea=0.057075 d_sea=0.071783 s_sea=0.027781 g=0.384854 total=1.000001 Irun= 0 Chi2F= 9285.733835 fsub= 0.000000 nfsub= 0 svec( 1)= 1.791292 chisq= 48.929 Npt= 33 ID= 245 svec( 2)= 0.819516 chisq= 21.468 Npt= 17 ID= 246 svec( 3)= -0.360466 chisq= 8.801 Npt= 11 ID= 249 svec( 4)= 3.163920 chisq= 66.171 Npt= 34 ID= 250 svec( 5)= 0.825329 chisq= 32.778 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.117353 chisq= 198.018 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.540807 chisq= 1402.331 Npt=1120 ID= 160 svec( 12)= 1.944967 chisq= 389.322 Npt= 337 ID= 101 svec( 13)= 1.200925 chisq= 277.115 Npt= 250 ID= 102 svec( 14)= -0.015887 chisq= 122.086 Npt= 123 ID= 104 svec( 15)= 0.040411 chisq= 84.861 Npt= 85 ID= 108 svec( 16)= -0.652981 chisq= 86.605 Npt= 96 ID= 109 svec( 17)= 0.962410 chisq= 80.203 Npt= 69 ID= 110 svec( 18)= -5.035543 chisq= 35.264 Npt= 86 ID= 111 svec( 19)= -2.514058 chisq= 19.627 Npt= 38 ID= 124 svec( 20)= 0.575420 chisq= 37.180 Npt= 33 ID= 125 svec( 21)= -1.135385 chisq= 30.119 Npt= 40 ID= 126 svec( 22)= -2.375720 chisq= 20.406 Npt= 38 ID= 127 svec( 23)= -0.618852 chisq= 6.935 Npt= 10 ID= 145 svec( 24)= 1.093215 chisq= 57.658 Npt= 47 ID= 147 svec( 25)= 1.800265 chisq= 17.946 Npt= 9 ID= 169 svec( 26)= -1.284025 chisq= 99.673 Npt= 119 ID= 201 svec( 27)= -0.470233 chisq= 11.979 Npt= 15 ID= 203 svec( 28)= 2.732105 chisq= 240.722 Npt= 184 ID= 204 svec( 29)= -0.312788 chisq= 8.995 Npt= 11 ID= 225 svec( 30)= 0.671968 chisq= 13.694 Npt= 11 ID= 227 svec( 31)= 0.187920 chisq= 9.136 Npt= 9 ID= 234 svec( 32)= -1.676396 chisq= 16.761 Npt= 28 ID= 260 svec( 33)= 2.285268 chisq= 49.144 Npt= 29 ID= 261 svec( 34)= -0.071848 chisq= 10.025 Npt= 11 ID= 266 svec( 35)= 0.288808 chisq= 11.710 Npt= 11 ID= 267 svec( 36)= 0.413599 chisq= 44.161 Npt= 41 ID= 268 svec( 37)= 1.896091 chisq= 24.247 Npt= 13 ID= 281 svec( 38)= 2.786071 chisq= 109.945 Npt= 72 ID= 504 svec( 39)= 0.195840 chisq= 112.255 Npt= 110 ID= 514 1 3681 Chi2R 9265.3359 Chi2F0 9265.3359 new best Chi2f 9285.733835 Chi2RX 9265.3359 5 3681 Chi2R 9265.3352 Chi2F0 9265.3352 new best Chi2f 9285.733771 Chi2RX 9265.3352 7 3681 Chi2R 9265.3348 Chi2F0 9265.3348 new best Chi2f 9285.733732 Chi2RX 9265.3348 9 3681 Chi2R 9265.3342 Chi2F0 9265.3342 new best Chi2f 9285.733718 Chi2RX 9265.3342 10 3681 Chi2R 9265.3335 Chi2F0 9265.3335 new best Chi2f 9285.733702 Chi2RX 9265.3335 11 3681 Chi2R 9265.3333 Chi2F0 9265.3333 new best Chi2f 9285.733701 Chi2RX 9265.3333 12 3681 Chi2R 9265.3332 Chi2F0 9265.3332 new best Chi2f 9285.733687 Chi2RX 9265.3332 13 3681 Chi2R 9265.3331 Chi2F0 9265.3331 new best Chi2f 9285.733669 Chi2RX 9265.3331 14 3681 Chi2R 9265.3330 Chi2F0 9265.3330 new best Chi2f 9285.733656 Chi2RX 9265.3330 15 3681 Chi2R 9265.3325 Chi2F0 9265.3325 new best Chi2f 9285.733635 Chi2RX 9265.3325 16 3681 Chi2R 9265.3316 Chi2F0 9265.3316 new best Chi2f 9285.733616 Chi2RX 9265.3316 17 3681 Chi2R 9265.3315 Chi2F0 9265.3315 new best Chi2f 9285.733603 Chi2RX 9265.3315 18 3681 Chi2R 9265.3314 Chi2F0 9265.3314 new best Chi2f 9285.733598 Chi2RX 9265.3314 19 3681 Chi2R 9265.3316 Chi2F0 9265.3316 new best Chi2f 9285.733589 Chi2RX 9265.3316 20 3681 Chi2R 9265.3321 Chi2F0 9265.3321 new best Chi2f 9285.733574 Chi2RX 9265.3321 21 3681 Chi2R 9265.3321 Chi2F0 9265.3321 new best Chi2f 9285.733574 Chi2RX 9265.3321 22 3681 Chi2R 9265.3316 Chi2F0 9265.3316 new best Chi2f 9285.733563 Chi2RX 9265.3316 23 3681 Chi2R 9265.3303 Chi2F0 9265.3303 new best Chi2f 9285.733552 Chi2RX 9265.3303 24 3681 Chi2R 9265.3304 Chi2F0 9265.3304 new best Chi2f 9285.733543 Chi2RX 9265.3304 25 3681 Chi2R 9265.3308 Chi2F0 9265.3308 new best Chi2f 9285.733536 Chi2RX 9265.3308 26 3681 Chi2R 9265.3310 Chi2F0 9265.3310 new best Chi2f 9285.733520 Chi2RX 9265.3310 27 3681 Chi2R 9265.3316 Chi2F0 9265.3316 new best Chi2f 9285.733463 Chi2RX 9265.3316 28 3681 Chi2R 9265.3334 Chi2F0 9265.3334 new best Chi2f 9285.733373 Chi2RX 9265.3334 29 3681 Chi2R 9265.3347 Chi2F0 9265.3347 new best Chi2f 9285.733354 Chi2RX 9265.3347 30 3681 Chi2R 9265.3349 Chi2F0 9265.3349 new best Chi2f 9285.733286 Chi2RX 9265.3349 31 3681 Chi2R 9265.3352 Chi2F0 9265.3352 new best Chi2f 9285.733250 Chi2RX 9265.3352 32 3681 Chi2R 9265.3356 Chi2F0 9265.3356 new best Chi2f 9285.733228 Chi2RX 9265.3356 33 3681 Chi2R 9265.3361 Chi2F0 9265.3361 new best Chi2f 9285.733216 Chi2RX 9265.3361 34 3681 Chi2R 9265.3371 Chi2F0 9265.3371 new best Chi2f 9285.733197 Chi2RX 9265.3371 35 3681 Chi2R 9265.3411 Chi2F0 9265.3411 new best Chi2f 9285.733153 Chi2RX 9265.3411 36 3681 Chi2R 9265.3424 Chi2F0 9265.3424 new best Chi2f 9285.733151 Chi2RX 9265.3424 37 3681 Chi2R 9265.3429 Chi2F0 9265.3429 new best Chi2f 9285.733122 Chi2RX 9265.3429 38 3681 Chi2R 9265.3452 Chi2F0 9265.3452 new best Chi2f 9285.733072 Chi2RX 9265.3452 39 3681 Chi2R 9265.3460 Chi2F0 9265.3460 new best Chi2f 9285.733050 Chi2RX 9265.3460 40 3681 Chi2R 9265.3480 Chi2F0 9265.3480 new best Chi2f 9285.733023 Chi2RX 9265.3480 41 3681 Chi2R 9265.3482 Chi2F0 9265.3482 new best Chi2f 9285.733023 Chi2RX 9265.3482 42 3681 Chi2R 9265.3483 Chi2F0 9265.3483 new best Chi2f 9285.732988 Chi2RX 9265.3483 43 3681 Chi2R 9265.3487 Chi2F0 9265.3487 new best Chi2f 9285.732957 Chi2RX 9265.3487 44 3681 Chi2R 9265.3478 Chi2F0 9265.3478 new best Chi2f 9285.732939 Chi2RX 9265.3478 45 3681 Chi2R 9265.3450 Chi2F0 9265.3450 new best Chi2f 9285.732911 Chi2RX 9265.3450 46 3681 Chi2R 9265.3448 Chi2F0 9265.3448 new best Chi2f 9285.732911 Chi2RX 9265.3448 47 3681 Chi2R 9265.3448 Chi2F0 9265.3448 new best Chi2f 9285.732904 Chi2RX 9265.3448 48 3681 Chi2R 9265.3447 Chi2F0 9265.3447 new best Chi2f 9285.732890 Chi2RX 9265.3447 49 3681 Chi2R 9265.3447 Chi2F0 9265.3447 new best Chi2f 9285.732890 Chi2RX 9265.3447 50 3681 Chi2R 9265.3452 Chi2F0 9265.3452 new best Chi2f 9285.732869 Chi2RX 9265.3452 51 3681 Chi2R 9265.3466 Chi2F0 9265.3466 new best Chi2f 9285.732848 Chi2RX 9265.3466 52 3681 Chi2R 9265.3470 Chi2F0 9265.3470 new best Chi2f 9285.732840 Chi2RX 9265.3470 53 3681 Chi2R 9265.3485 Chi2F0 9265.3485 new best Chi2f 9285.732814 Chi2RX 9265.3485 54 3681 Chi2R 9265.3524 Chi2F0 9265.3524 new best Chi2f 9285.732771 Chi2RX 9265.3524 55 3681 Chi2R 9265.3557 Chi2F0 9265.3557 new best Chi2f 9285.732760 Chi2RX 9265.3557 56 3681 Chi2R 9265.3563 Chi2F0 9265.3563 new best Chi2f 9285.732749 Chi2RX 9265.3563 57 3681 Chi2R 9265.3586 Chi2F0 9265.3586 new best Chi2f 9285.732729 Chi2RX 9265.3586 58 3681 Chi2R 9265.3588 Chi2F0 9265.3588 new best Chi2f 9285.732685 Chi2RX 9265.3588 59 3681 Chi2R 9265.3595 Chi2F0 9265.3595 new best Chi2f 9285.732534 Chi2RX 9265.3595 60 3681 Chi2R 9265.3614 Chi2F0 9265.3614 new best Chi2f 9285.732322 Chi2RX 9265.3614 61 3681 Chi2R 9265.3622 Chi2F0 9265.3622 new best Chi2f 9285.732304 Chi2RX 9265.3622 62 3681 Chi2R 9265.3619 Chi2F0 9265.3619 new best Chi2f 9285.732284 Chi2RX 9265.3619 63 3681 Chi2R 9265.3604 Chi2F0 9265.3604 new best Chi2f 9285.732216 Chi2RX 9265.3604 64 3681 Chi2R 9265.3569 Chi2F0 9265.3569 new best Chi2f 9285.732145 Chi2RX 9265.3569 65 3681 Chi2R 9265.3588 Chi2F0 9265.3588 new best Chi2f 9285.732096 Chi2RX 9265.3588 66 3681 Chi2R 9265.3596 Chi2F0 9265.3596 new best Chi2f 9285.732092 Chi2RX 9265.3596 67 3681 Chi2R 9265.3595 Chi2F0 9265.3595 new best Chi2f 9285.732089 Chi2RX 9265.3595 68 3681 Chi2R 9265.3593 Chi2F0 9265.3593 new best Chi2f 9285.732080 Chi2RX 9265.3593 69 3681 Chi2R 9265.3587 Chi2F0 9265.3587 new best Chi2f 9285.732061 Chi2RX 9265.3587 70 3681 Chi2R 9265.3570 Chi2F0 9265.3570 new best Chi2f 9285.732033 Chi2RX 9265.3570 71 3681 Chi2R 9265.3568 Chi2F0 9265.3568 new best Chi2f 9285.732032 Chi2RX 9265.3568 72 3681 Chi2R 9265.3574 Chi2F0 9265.3574 new best Chi2f 9285.731930 Chi2RX 9265.3574 73 3681 Chi2R 9265.3598 Chi2F0 9265.3598 new best Chi2f 9285.731623 Chi2RX 9265.3598 74 3681 Chi2R 9265.3635 Chi2F0 9265.3635 new best Chi2f 9285.731460 Chi2RX 9265.3635 75 3681 Chi2R 9265.3635 Chi2F0 9265.3635 new best Chi2f 9285.731455 Chi2RX 9265.3635 76 3681 Chi2R 9265.3638 Chi2F0 9265.3638 new best Chi2f 9285.731438 Chi2RX 9265.3638 77 3681 Chi2R 9265.3645 Chi2F0 9265.3645 new best Chi2f 9285.731417 Chi2RX 9265.3645 78 3681 Chi2R 9265.3647 Chi2F0 9265.3647 new best Chi2f 9285.731416 Chi2RX 9265.3647 79 3681 Chi2R 9265.3650 Chi2F0 9265.3650 new best Chi2f 9285.731351 Chi2RX 9265.3650 80 3681 Chi2R 9265.3663 Chi2F0 9265.3663 new best Chi2f 9285.731197 Chi2RX 9265.3663 81 3681 Chi2R 9265.3669 Chi2F0 9265.3669 new best Chi2f 9285.731183 Chi2RX 9265.3669 82 3681 Chi2R 9265.3669 Chi2F0 9265.3669 new best Chi2f 9285.731180 Chi2RX 9265.3669 83 3681 Chi2R 9265.3670 Chi2F0 9265.3670 new best Chi2f 9285.731169 Chi2RX 9265.3670 84 3681 Chi2R 9265.3674 Chi2F0 9265.3674 new best Chi2f 9285.731149 Chi2RX 9265.3674 85 3681 Chi2R 9265.3680 Chi2F0 9265.3680 new best Chi2f 9285.731131 Chi2RX 9265.3680 86 3681 Chi2R 9265.3686 Chi2F0 9265.3686 new best Chi2f 9285.731040 Chi2RX 9265.3686 87 3681 Chi2R 9265.3708 Chi2F0 9265.3708 new best Chi2f 9285.730738 Chi2RX 9265.3708 88 3681 Chi2R 9265.3767 Chi2F0 9265.3767 new best Chi2f 9285.730419 Chi2RX 9265.3767 89 3681 Chi2R 9265.3767 Chi2F0 9265.3767 new best Chi2f 9285.730412 Chi2RX 9265.3767 90 3681 Chi2R 9265.3765 Chi2F0 9265.3765 new best Chi2f 9285.730388 Chi2RX 9265.3765 91 3681 Chi2R 9265.3761 Chi2F0 9265.3761 new best Chi2f 9285.730348 Chi2RX 9265.3761 92 3681 Chi2R 9265.3757 Chi2F0 9265.3757 new best Chi2f 9285.730338 Chi2RX 9265.3757 93 3681 Chi2R 9265.3777 Chi2F0 9265.3777 new best Chi2f 9285.730199 Chi2RX 9265.3777 94 3681 Chi2R 9265.3858 Chi2F0 9265.3858 new best Chi2f 9285.729737 Chi2RX 9265.3858 95 3681 Chi2R 9265.4065 Chi2F0 9265.4065 new best Chi2f 9285.729252 Chi2RX 9265.4065 96 3681 Chi2R 9265.4067 Chi2F0 9265.4067 new best Chi2f 9285.729249 Chi2RX 9265.4067 97 3681 Chi2R 9265.4068 Chi2F0 9265.4068 new best Chi2f 9285.729249 Chi2RX 9265.4068 98 3681 Chi2R 9265.4069 Chi2F0 9265.4069 new best Chi2f 9285.729249 Chi2RX 9265.4069 99 3681 Chi2R 9265.4071 Chi2F0 9265.4071 new best Chi2f 9285.729244 Chi2RX 9265.4071 100 3681 Chi2R 9265.4075 Chi2F0 9265.4075 new best Chi2f 9285.729226 Chi2RX 9265.4075 101 3681 Chi2R 9265.4087 Chi2F0 9265.4087 new best Chi2f 9285.729191 Chi2RX 9265.4087 102 3681 Chi2R 9265.4116 Chi2F0 9265.4116 new best Chi2f 9285.729155 Chi2RX 9265.4116 103 3681 Chi2R 9265.4133 Chi2F0 9265.4133 new best Chi2f 9285.728994 Chi2RX 9265.4133 104 3681 Chi2R 9265.4203 Chi2F0 9265.4203 new best Chi2f 9285.728526 Chi2RX 9265.4203 105 3681 Chi2R 9265.4288 Chi2F0 9265.4288 new best Chi2f 9285.728334 Chi2RX 9265.4288 106 3681 Chi2R 9265.4276 Chi2F0 9265.4276 new best Chi2f 9285.728329 Chi2RX 9265.4276 107 3681 Chi2R 9265.4270 Chi2F0 9265.4270 new best Chi2f 9285.728329 Chi2RX 9265.4270 108 3681 Chi2R 9265.4270 Chi2F0 9265.4270 new best Chi2f 9285.728325 Chi2RX 9265.4270 109 3681 Chi2R 9265.4272 Chi2F0 9265.4272 new best Chi2f 9285.728312 Chi2RX 9265.4272 110 3681 Chi2R 9265.4275 Chi2F0 9265.4275 new best Chi2f 9285.728279 Chi2RX 9265.4275 111 3681 Chi2R 9265.4285 Chi2F0 9265.4285 new best Chi2f 9285.728188 Chi2RX 9265.4285 112 3681 Chi2R 9265.4314 Chi2F0 9265.4314 new best Chi2f 9285.727986 Chi2RX 9265.4314 113 3681 Chi2R 9265.4359 Chi2F0 9265.4359 new best Chi2f 9285.727879 Chi2RX 9265.4359 114 3681 Chi2R 9265.4522 Chi2F0 9265.4522 new best Chi2f 9285.727564 Chi2RX 9265.4522 115 3681 Chi2R 9265.4673 Chi2F0 9265.4673 new best Chi2f 9285.727472 Chi2RX 9265.4673 116 3681 Chi2R 9265.4671 Chi2F0 9265.4671 new best Chi2f 9285.727468 Chi2RX 9265.4671 117 3681 Chi2R 9265.4661 Chi2F0 9265.4661 new best Chi2f 9285.727458 Chi2RX 9265.4661 118 3681 Chi2R 9265.4648 Chi2F0 9265.4648 new best Chi2f 9285.727453 Chi2RX 9265.4648 119 3681 Chi2R 9265.4649 Chi2F0 9265.4649 new best Chi2f 9285.727450 Chi2RX 9265.4649 120 3681 Chi2R 9265.4652 Chi2F0 9265.4652 new best Chi2f 9285.727438 Chi2RX 9265.4652 121 3681 Chi2R 9265.4662 Chi2F0 9265.4662 new best Chi2f 9285.727408 Chi2RX 9265.4662 122 3681 Chi2R 9265.4689 Chi2F0 9265.4689 new best Chi2f 9285.727325 Chi2RX 9265.4689 123 3681 Chi2R 9265.4774 Chi2F0 9265.4774 new best Chi2f 9285.727126 Chi2RX 9265.4774 124 3681 Chi2R 9265.4953 Chi2F0 9265.4953 new best Chi2f 9285.726959 Chi2RX 9265.4953 125 3681 Chi2R 9265.5083 Chi2F0 9265.5083 new best Chi2f 9285.726158 Chi2RX 9265.5083 126 3681 Chi2R 9265.5615 Chi2F0 9265.5615 new best Chi2f 9285.724125 Chi2RX 9265.5615 127 3681 Chi2R 9265.5934 Chi2F0 9265.5934 new best Chi2f 9285.723799 Chi2RX 9265.5934 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.481515 1.264353 .7969342 1.947735 1.214854 14.35158 1.414529 14.27150 27.17944 7.761040 1.252241 1.155036 1.108968 .9926138 .9976177 .9026322 1.161910 .4106674 .5167472 1.127590 .7532854 .5370041 .6933880 1.227501 1.993304 .8378800 .8015618 1.308165 .8181074 1.244201 1.017792 .5984614 1.694507 .9098146 1.063150 1.077238 1.861864 1.525489 1.020499 chaix= 1.481515 1.264353 .7969342 1.947735 1.214854 14.35158 1.414529 14.27150 27.17944 7.761040 1.252241 1.155036 1.108968 .9926138 .9976177 .9026322 1.161910 .4106674 .5167472 1.127590 .7532854 .5370041 .6933880 1.227501 1.993304 .8378800 .8015618 1.308165 .8181074 1.244201 1.017792 .5984614 1.694507 .9098146 1.063150 1.077238 1.861864 1.525489 1.020499 Fitting completed! Time : 2018.1230.0219.-0600.Sun.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -3.09279 0.1 2 'A2glu' 1.06927 0.1 4 'A4glu' -6.46944 0.1 5 'A5glu' 2.54796 0.1 6 'A6glu' 1.71397 0.1 7 'A7glu' 6.13809 0.1 10 'gluM' 0.31810 0.1 11 'A1uvl' -0.01004 0.1 12 'A2uvl' -1.96671 0.1 14 'A4uvl' 0.50286 0.1 15 'A5uvl' 0.74144 0.1 16 'A6uvl' -1.15563 0.1 21 'A1dvl' 0.55981 0.1 24 'A4dvl' -2.16695 0.1 25 'A5dvl' -1.56316 0.1 26 'A6dvl' -12.53190 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04735 0.1 42 'A2dou' 4.54895 0.1 44 'A4dou' -0.90031 0.1 45 'A5dou' -1.98751 0.1 46 'A6dou' 0.86106 0.1 47 'A7dou' -0.43647 0.1 52 'A2dpu' 0.63068 0.1 54 'A4dpu' 0.28099 0.1 55 'A5dpu' -0.79924 0.1 56 'A6dpu' -2.29170 0.1 60 'strM' -2.30665 0.1 64 'A4str' 3.96087 0.1 65 'A5str' -12.05124 0.1 71 'N71' -0.07846 0.1 72 'N72' 0.03137 0.1 73 'N73' 0.05331 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9285.7338351307371 - 9285.7237994818825 |= 1.0035648854682222E-002 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384888716301296 remaining= 0.156633091536758 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027793741003915 AMOM( -2)= 0.128839350532843 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384888716301296 AMOM( 1)= 0.323082925009319 AMOM( 2)= 0.135395267152627 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.481483 temchi= 48.888954 chinor= 0.000000 Wt= 1.00 S= 1.787521 took 0.20 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.264288 temchi= 21.492889 chinor= 0.000000 Wt= 1.00 S= 0.823156 took 0.11 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.797066 temchi= 8.767727 chinor= 0.000000 Wt= 1.00 S= -0.368563 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.947693 temchi= 66.221564 chinor= 0.000000 Wt= 1.00 S= 3.167888 took 4.74 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.214830 temchi= 32.800403 chinor= 0.000000 Wt= 1.00 S= 0.828007 took 2.39 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414444 temchi= 198.022124 chinor= 0.000000 Wt= 1.00 S= 3.117538 took 1.73 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.252261 temchi= 1402.532461 chinor= 0.000000 Wt= 1.00 S= 5.544473 took 98.10 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.155140 temchi= 389.282269 chinor= 1.824366 Wt= 1.00 S= 1.943574 took 16.85 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108799 temchi= 277.199731 chinor= 1.301616 Wt= 1.00 S= 1.204446 took 18.08 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.992532 temchi= 122.081460 chinor= 0.000000 Wt= 1.00 S= -0.016198 took 12.26 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.997627 temchi= 84.798317 chinor= 3.201148 Wt= 1.00 S= 0.035627 took 9.24 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.902719 temchi= 86.661029 chinor= 1.739874 Wt= 1.00 S= -0.648680 took 9.96 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.161952 temchi= 80.174672 chinor= 1.454175 Wt= 1.00 S= 0.960244 took 8.16 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.410715 temchi= 35.321515 chinor= 1.156928 Wt= 1.00 S= -5.027451 took 9.18 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.517004 temchi= 19.646164 chinor= 0.000000 Wt= 1.00 S= -2.510588 took 1.51 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.127630 temchi= 37.211805 chinor= 0.000000 Wt= 1.00 S= 0.578978 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.753089 temchi= 30.123559 chinor= 0.000000 Wt= 1.00 S= -1.134829 took 1.63 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.536871 temchi= 20.401087 chinor= 0.000000 Wt= 1.00 S= -2.376617 took 1.55 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693420 temchi= 6.934204 chinor= 0.000000 Wt= 1.00 S= -0.619074 took 0.52 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.227423 temchi= 57.688876 chinor= 0.000000 Wt= 1.00 S= 1.095963 took 2.72 sec mem 24 ID= 169 N= 9 chai( 25 )= 1.993298 temchi= 17.939684 chinor= 0.000000 Wt= 1.00 S= 1.799371 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837844 temchi= 99.703449 chinor= 0.000000 Wt= 1.00 S= -1.281818 took 51.70 sec mem -944 ID= 203 N= 15 chai( 27 )= 0.801469 temchi= 12.022042 chinor= 0.000000 Wt= 1.00 S= -0.461094 took 10.38 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308138 temchi= 240.697450 chinor= 0.000000 Wt= 1.00 S= 2.731039 took 63.83 sec mem 24 ID= 225 N= 11 chai( 29 )= 0.818105 temchi= 8.999157 chinor= 0.000000 Wt= 1.00 S= -0.311881 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.244173 temchi= 13.685898 chinor= 0.000000 Wt= 1.00 S= 0.670468 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.017676 temchi= 9.159082 chinor= 0.000000 Wt= 1.00 S= 0.193219 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598463 temchi= 16.756962 chinor= 0.000000 Wt= 1.00 S= -1.677108 took 10.11 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.694592 temchi= 49.143160 chinor= 0.000000 Wt= 1.00 S= 2.285171 took 10.57 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.909781 temchi= 10.007588 chinor= 0.000000 Wt= 1.00 S= -0.075787 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.063118 temchi= 11.694293 chinor= 0.000000 Wt= 1.00 S= 0.285710 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077237 temchi= 44.166701 chinor= 0.000000 Wt= 1.00 S= 0.414145 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.861878 temchi= 24.204410 chinor= 0.000000 Wt= 1.00 S= 1.890552 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.525496 temchi= 109.835745 chinor= 0.000000 Wt= 1.00 S= 2.779189 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020501 temchi= 112.255057 chinor= 0.000000 Wt= 1.00 S= 0.195857 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 923.41308160030007 LmPar( 1)= 20 LM penalty= 9.234131 ID= 504 Shift( 25)= 0.580 penalty= 0.05665 ID= 514 Shift( 23)= 0.938 penalty= 0.38684 Total shift penalty= 0.44349 LmPar( 2)= 22 LM penalty= 0.221745 Total LM penalty= 9.455876 CalChiSq (all expts) took 347.732 sec Total memory used : 2695556 0 3681 Chi2R 9265.5862 Chi2F0 9265.5862 new best Chi2f 9285.720145 Chi2RX 9265.5862 momentum sums: u_v= 0.323082925 d_v= 0.135395267 g= 0.384888716 u_sea= 0.057066630 d_sea= 0.071772720 momentum sums (ctd) s= 0.013896871 sbar= 0.013896871 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.356311 ubar= 6.356311 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.364148 dbar= 5.364148 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.266837 sbar= 7.266837 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4314480147 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323083 d_v=0.135395 u_sea=0.057067 d_sea=0.071774 s_sea=0.027793 g=0.384889 total=1.000001 Irun= 0 Chi2F= 9285.720145 fsub= 0.000000 nfsub= 0 svec( 1)= 1.787521 chisq= 48.889 Npt= 33 ID= 245 svec( 2)= 0.823156 chisq= 21.493 Npt= 17 ID= 246 svec( 3)= -0.368563 chisq= 8.768 Npt= 11 ID= 249 svec( 4)= 3.167888 chisq= 66.222 Npt= 34 ID= 250 svec( 5)= 0.828007 chisq= 32.800 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.117538 chisq= 198.022 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.544473 chisq= 1402.532 Npt=1120 ID= 160 svec( 12)= 1.943574 chisq= 389.282 Npt= 337 ID= 101 svec( 13)= 1.204446 chisq= 277.200 Npt= 250 ID= 102 svec( 14)= -0.016198 chisq= 122.081 Npt= 123 ID= 104 svec( 15)= 0.035627 chisq= 84.798 Npt= 85 ID= 108 svec( 16)= -0.648680 chisq= 86.661 Npt= 96 ID= 109 svec( 17)= 0.960244 chisq= 80.175 Npt= 69 ID= 110 svec( 18)= -5.027451 chisq= 35.322 Npt= 86 ID= 111 svec( 19)= -2.510588 chisq= 19.646 Npt= 38 ID= 124 svec( 20)= 0.578978 chisq= 37.212 Npt= 33 ID= 125 svec( 21)= -1.134829 chisq= 30.124 Npt= 40 ID= 126 svec( 22)= -2.376617 chisq= 20.401 Npt= 38 ID= 127 svec( 23)= -0.619074 chisq= 6.934 Npt= 10 ID= 145 svec( 24)= 1.095963 chisq= 57.689 Npt= 47 ID= 147 svec( 25)= 1.799371 chisq= 17.940 Npt= 9 ID= 169 svec( 26)= -1.281818 chisq= 99.703 Npt= 119 ID= 201 svec( 27)= -0.461094 chisq= 12.022 Npt= 15 ID= 203 svec( 28)= 2.731039 chisq= 240.697 Npt= 184 ID= 204 svec( 29)= -0.311881 chisq= 8.999 Npt= 11 ID= 225 svec( 30)= 0.670468 chisq= 13.686 Npt= 11 ID= 227 svec( 31)= 0.193219 chisq= 9.159 Npt= 9 ID= 234 svec( 32)= -1.677108 chisq= 16.757 Npt= 28 ID= 260 svec( 33)= 2.285171 chisq= 49.143 Npt= 29 ID= 261 svec( 34)= -0.075787 chisq= 10.008 Npt= 11 ID= 266 svec( 35)= 0.285710 chisq= 11.694 Npt= 11 ID= 267 svec( 36)= 0.414145 chisq= 44.167 Npt= 41 ID= 268 svec( 37)= 1.890552 chisq= 24.204 Npt= 13 ID= 281 svec( 38)= 2.779189 chisq= 109.836 Npt= 72 ID= 504 svec( 39)= 0.195857 chisq= 112.255 Npt= 110 ID= 514 1 3681 Chi2R 9265.5862 Chi2F0 9265.5862 new best Chi2f 9285.720145 Chi2RX 9265.5862 5 3681 Chi2R 9265.5870 Chi2F0 9265.5870 new best Chi2f 9285.720050 Chi2RX 9265.5870 7 3681 Chi2R 9265.5870 Chi2F0 9265.5870 new best Chi2f 9285.720020 Chi2RX 9265.5870 9 3681 Chi2R 9265.5871 Chi2F0 9265.5871 new best Chi2f 9285.720005 Chi2RX 9265.5871 10 3681 Chi2R 9265.5871 Chi2F0 9265.5871 new best Chi2f 9285.719992 Chi2RX 9265.5871 11 3681 Chi2R 9265.5871 Chi2F0 9265.5871 new best Chi2f 9285.719992 Chi2RX 9265.5871 12 3681 Chi2R 9265.5871 Chi2F0 9265.5871 new best Chi2f 9285.719981 Chi2RX 9265.5871 13 3681 Chi2R 9265.5871 Chi2F0 9265.5871 new best Chi2f 9285.719981 Chi2RX 9265.5871 14 3681 Chi2R 9265.5870 Chi2F0 9265.5870 new best Chi2f 9285.719974 Chi2RX 9265.5870 15 3681 Chi2R 9265.5866 Chi2F0 9265.5866 new best Chi2f 9285.719968 Chi2RX 9265.5866 16 3681 Chi2R 9265.5868 Chi2F0 9265.5868 new best Chi2f 9285.719962 Chi2RX 9265.5868 17 3681 Chi2R 9265.5868 Chi2F0 9265.5868 new best Chi2f 9285.719962 Chi2RX 9265.5868 18 3681 Chi2R 9265.5875 Chi2F0 9265.5875 new best Chi2f 9285.719956 Chi2RX 9265.5875 19 3681 Chi2R 9265.5902 Chi2F0 9265.5902 new best Chi2f 9285.719946 Chi2RX 9265.5902 20 3681 Chi2R 9265.5903 Chi2F0 9265.5903 new best Chi2f 9285.719942 Chi2RX 9265.5903 21 3681 Chi2R 9265.5908 Chi2F0 9265.5908 new best Chi2f 9285.719939 Chi2RX 9265.5908 22 3681 Chi2R 9265.5909 Chi2F0 9265.5909 new best Chi2f 9285.719934 Chi2RX 9265.5909 23 3681 Chi2R 9265.5911 Chi2F0 9265.5911 new best Chi2f 9285.719930 Chi2RX 9265.5911 24 3681 Chi2R 9265.5911 Chi2F0 9265.5911 new best Chi2f 9285.719930 Chi2RX 9265.5911 25 3681 Chi2R 9265.5911 Chi2F0 9265.5911 new best Chi2f 9285.719924 Chi2RX 9265.5911 26 3681 Chi2R 9265.5910 Chi2F0 9265.5910 new best Chi2f 9285.719922 Chi2RX 9265.5910 27 3681 Chi2R 9265.5914 Chi2F0 9265.5914 new best Chi2f 9285.719917 Chi2RX 9265.5914 28 3681 Chi2R 9265.5920 Chi2F0 9265.5920 new best Chi2f 9285.719914 Chi2RX 9265.5920 29 3681 Chi2R 9265.5917 Chi2F0 9265.5917 new best Chi2f 9285.719907 Chi2RX 9265.5917 30 3681 Chi2R 9265.5903 Chi2F0 9265.5903 new best Chi2f 9285.719888 Chi2RX 9265.5903 31 3681 Chi2R 9265.5883 Chi2F0 9265.5883 new best Chi2f 9285.719878 Chi2RX 9265.5883 32 3681 Chi2R 9265.5882 Chi2F0 9265.5882 new best Chi2f 9285.719860 Chi2RX 9265.5882 33 3681 Chi2R 9265.5877 Chi2F0 9265.5877 new best Chi2f 9285.719837 Chi2RX 9265.5877 34 3681 Chi2R 9265.5879 Chi2F0 9265.5879 new best Chi2f 9285.719812 Chi2RX 9265.5879 35 3681 Chi2R 9265.5882 Chi2F0 9265.5882 new best Chi2f 9285.719796 Chi2RX 9265.5882 36 3681 Chi2R 9265.5882 Chi2F0 9265.5882 new best Chi2f 9285.719789 Chi2RX 9265.5882 37 3681 Chi2R 9265.5884 Chi2F0 9265.5884 new best Chi2f 9285.719769 Chi2RX 9265.5884 38 3681 Chi2R 9265.5885 Chi2F0 9265.5885 new best Chi2f 9285.719764 Chi2RX 9265.5885 39 3681 Chi2R 9265.5885 Chi2F0 9265.5885 new best Chi2f 9285.719752 Chi2RX 9265.5885 40 3681 Chi2R 9265.5884 Chi2F0 9265.5884 new best Chi2f 9285.719747 Chi2RX 9265.5884 41 3681 Chi2R 9265.5882 Chi2F0 9265.5882 new best Chi2f 9285.719739 Chi2RX 9265.5882 42 3681 Chi2R 9265.5875 Chi2F0 9265.5875 new best Chi2f 9285.719721 Chi2RX 9265.5875 43 3681 Chi2R 9265.5873 Chi2F0 9265.5873 new best Chi2f 9285.719720 Chi2RX 9265.5873 44 3681 Chi2R 9265.5869 Chi2F0 9265.5869 new best Chi2f 9285.719708 Chi2RX 9265.5869 45 3681 Chi2R 9265.5854 Chi2F0 9265.5854 new best Chi2f 9285.719686 Chi2RX 9265.5854 46 3681 Chi2R 9265.5848 Chi2F0 9265.5848 new best Chi2f 9285.719677 Chi2RX 9265.5848 47 3681 Chi2R 9265.5827 Chi2F0 9265.5827 new best Chi2f 9285.719659 Chi2RX 9265.5827 48 3681 Chi2R 9265.5814 Chi2F0 9265.5814 new best Chi2f 9285.719630 Chi2RX 9265.5814 49 3681 Chi2R 9265.5763 Chi2F0 9265.5763 new best Chi2f 9285.719578 Chi2RX 9265.5763 50 3681 Chi2R 9265.5767 Chi2F0 9265.5767 new best Chi2f 9285.719566 Chi2RX 9265.5767 51 3681 Chi2R 9265.5781 Chi2F0 9265.5781 new best Chi2f 9285.719532 Chi2RX 9265.5781 52 3681 Chi2R 9265.5799 Chi2F0 9265.5799 new best Chi2f 9285.719519 Chi2RX 9265.5799 53 3681 Chi2R 9265.5802 Chi2F0 9265.5802 new best Chi2f 9285.719461 Chi2RX 9265.5802 54 3681 Chi2R 9265.5809 Chi2F0 9265.5809 new best Chi2f 9285.719414 Chi2RX 9265.5809 55 3681 Chi2R 9265.5807 Chi2F0 9265.5807 new best Chi2f 9285.719405 Chi2RX 9265.5807 56 3681 Chi2R 9265.5799 Chi2F0 9265.5799 new best Chi2f 9285.719372 Chi2RX 9265.5799 57 3681 Chi2R 9265.5778 Chi2F0 9265.5778 new best Chi2f 9285.719310 Chi2RX 9265.5778 58 3681 Chi2R 9265.5746 Chi2F0 9265.5746 new best Chi2f 9285.719272 Chi2RX 9265.5746 59 3681 Chi2R 9265.5728 Chi2F0 9265.5728 new best Chi2f 9285.719208 Chi2RX 9265.5728 60 3681 Chi2R 9265.5716 Chi2F0 9265.5716 new best Chi2f 9285.719196 Chi2RX 9265.5716 61 3681 Chi2R 9265.5717 Chi2F0 9265.5717 new best Chi2f 9285.719187 Chi2RX 9265.5717 62 3681 Chi2R 9265.5719 Chi2F0 9265.5719 new best Chi2f 9285.719151 Chi2RX 9265.5719 63 3681 Chi2R 9265.5724 Chi2F0 9265.5724 new best Chi2f 9285.719086 Chi2RX 9265.5724 64 3681 Chi2R 9265.5732 Chi2F0 9265.5732 new best Chi2f 9285.719050 Chi2RX 9265.5732 65 3681 Chi2R 9265.5720 Chi2F0 9265.5720 new best Chi2f 9285.719034 Chi2RX 9265.5720 66 3681 Chi2R 9265.5717 Chi2F0 9265.5717 new best Chi2f 9285.719033 Chi2RX 9265.5717 67 3681 Chi2R 9265.5718 Chi2F0 9265.5718 new best Chi2f 9285.719030 Chi2RX 9265.5718 68 3681 Chi2R 9265.5719 Chi2F0 9265.5719 new best Chi2f 9285.719020 Chi2RX 9265.5719 69 3681 Chi2R 9265.5721 Chi2F0 9265.5721 new best Chi2f 9285.718997 Chi2RX 9265.5721 70 3681 Chi2R 9265.5730 Chi2F0 9265.5730 new best Chi2f 9285.718948 Chi2RX 9265.5730 71 3681 Chi2R 9265.5739 Chi2F0 9265.5739 new best Chi2f 9285.718931 Chi2RX 9265.5739 72 3681 Chi2R 9265.5725 Chi2F0 9265.5725 new best Chi2f 9285.718868 Chi2RX 9265.5725 73 3681 Chi2R 9265.5715 Chi2F0 9265.5715 new best Chi2f 9285.718854 Chi2RX 9265.5715 74 3681 Chi2R 9265.5716 Chi2F0 9265.5716 new best Chi2f 9285.718852 Chi2RX 9265.5716 75 3681 Chi2R 9265.5716 Chi2F0 9265.5716 new best Chi2f 9285.718845 Chi2RX 9265.5716 76 3681 Chi2R 9265.5716 Chi2F0 9265.5716 new best Chi2f 9285.718829 Chi2RX 9265.5716 77 3681 Chi2R 9265.5718 Chi2F0 9265.5718 new best Chi2f 9285.718806 Chi2RX 9265.5718 78 3681 Chi2R 9265.5719 Chi2F0 9265.5719 new best Chi2f 9285.718805 Chi2RX 9265.5719 79 3681 Chi2R 9265.5737 Chi2F0 9265.5737 new best Chi2f 9285.718771 Chi2RX 9265.5737 80 3681 Chi2R 9265.5750 Chi2F0 9265.5750 new best Chi2f 9285.718761 Chi2RX 9265.5750 81 3681 Chi2R 9265.5753 Chi2F0 9265.5753 new best Chi2f 9285.718761 Chi2RX 9265.5753 83 3681 Chi2R 9265.5749 Chi2F0 9265.5749 new best Chi2f 9285.718747 Chi2RX 9265.5749 84 3681 Chi2R 9265.5732 Chi2F0 9265.5732 new best Chi2f 9285.718712 Chi2RX 9265.5732 85 3681 Chi2R 9265.5722 Chi2F0 9265.5722 new best Chi2f 9285.718706 Chi2RX 9265.5722 86 3681 Chi2R 9265.5741 Chi2F0 9265.5741 new best Chi2f 9285.718686 Chi2RX 9265.5741 87 3681 Chi2R 9265.5817 Chi2F0 9265.5817 new best Chi2f 9285.718642 Chi2RX 9265.5817 88 3681 Chi2R 9265.5841 Chi2F0 9265.5841 new best Chi2f 9285.718639 Chi2RX 9265.5841 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.481712 1.264408 .7979290 1.947560 1.214718 14.35158 1.414412 14.27150 27.17944 7.761040 1.252220 1.155330 1.108516 .9926136 .9977907 .9026429 1.162252 .4104328 .5168117 1.127354 .7532072 .5370401 .6933039 1.228021 1.993824 .8377801 .8007749 1.308128 .8178768 1.244619 1.016912 .5984748 1.694707 .9105672 1.063784 1.077222 1.863080 1.525461 1.020470 chaix= 1.481712 1.264408 .7979290 1.947560 1.214718 14.35158 1.414412 14.27150 27.17944 7.761040 1.252220 1.155330 1.108516 .9926136 .9977907 .9026429 1.162252 .4104328 .5168117 1.127354 .7532072 .5370401 .6933039 1.228021 1.993824 .8377801 .8007749 1.308128 .8178768 1.244619 1.016912 .5984748 1.694707 .9105672 1.063784 1.077222 1.863080 1.525461 1.020470 Fitting completed! Time : 2018.1230.0418.-0600.Sun.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -3.09526 0.1 2 'A2glu' 1.06562 0.1 4 'A4glu' -6.49379 0.1 5 'A5glu' 2.55524 0.1 6 'A6glu' 1.71029 0.1 7 'A7glu' 6.14496 0.1 10 'gluM' 0.31810 0.1 11 'A1uvl' -0.00988 0.1 12 'A2uvl' -1.96867 0.1 14 'A4uvl' 0.50713 0.1 15 'A5uvl' 0.74396 0.1 16 'A6uvl' -1.15204 0.1 21 'A1dvl' 0.56035 0.1 24 'A4dvl' -2.16032 0.1 25 'A5dvl' -1.56145 0.1 26 'A6dvl' -12.52587 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04833 0.1 42 'A2dou' 4.55098 0.1 44 'A4dou' -0.89878 0.1 45 'A5dou' -2.00140 0.1 46 'A6dou' 0.85942 0.1 47 'A7dou' -0.45493 0.1 52 'A2dpu' 0.64511 0.1 54 'A4dpu' 0.27959 0.1 55 'A5dpu' -0.80544 0.1 56 'A6dpu' -2.30692 0.1 60 'strM' -2.30648 0.1 64 'A4str' 3.97014 0.1 65 'A5str' -12.05282 0.1 71 'N71' -0.07846 0.1 72 'N72' 0.03136 0.1 73 'N73' 0.05331 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9285.7201450311022 - 9285.7186394384680 |= 1.5055926342029124E-003 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384888716301296 remaining= 0.156623505671165 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027792512509789 AMOM( -2)= 0.128830993161377 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384888716301296 AMOM( 1)= 0.323089119790612 AMOM( 2)= 0.135398658236927 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.481762 temchi= 48.898130 chinor= 0.000000 Wt= 1.00 S= 1.788392 took 0.21 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.264512 temchi= 21.496703 chinor= 0.000000 Wt= 1.00 S= 0.823715 took 0.12 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.797761 temchi= 8.775376 chinor= 0.000000 Wt= 1.00 S= -0.366674 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.947631 temchi= 66.219464 chinor= 0.000000 Wt= 1.00 S= 3.167723 took 4.78 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.214743 temchi= 32.798056 chinor= 0.000000 Wt= 1.00 S= 0.827727 took 2.37 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414414 temchi= 198.017994 chinor= 0.000000 Wt= 1.00 S= 3.117341 took 1.81 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.252238 temchi= 1402.506798 chinor= 0.000000 Wt= 1.00 S= 5.544006 took 97.78 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.155338 temchi= 389.349011 chinor= 1.824366 Wt= 1.00 S= 1.945910 took 16.80 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108592 temchi= 277.147984 chinor= 1.301616 Wt= 1.00 S= 1.202286 took 18.08 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.992582 temchi= 122.087602 chinor= 0.000000 Wt= 1.00 S= -0.015805 took 12.28 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.997887 temchi= 84.820407 chinor= 3.191591 Wt= 1.00 S= 0.037323 took 9.12 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.902630 temchi= 86.652444 chinor= 1.737202 Wt= 1.00 S= -0.649343 took 9.96 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.162398 temchi= 80.205441 chinor= 1.454175 Wt= 1.00 S= 0.962613 took 8.05 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.410421 temchi= 35.296223 chinor= 1.156928 Wt= 1.00 S= -5.031011 took 9.13 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.516750 temchi= 19.636500 chinor= 0.000000 Wt= 1.00 S= -2.512327 took 1.50 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.127332 temchi= 37.201970 chinor= 0.000000 Wt= 1.00 S= 0.577861 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.753254 temchi= 30.130170 chinor= 0.000000 Wt= 1.00 S= -1.133935 took 1.61 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.537078 temchi= 20.408979 chinor= 0.000000 Wt= 1.00 S= -2.375235 took 1.53 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693318 temchi= 6.933179 chinor= 0.000000 Wt= 1.00 S= -0.619366 took 0.51 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.227970 temchi= 57.714611 chinor= 0.000000 Wt= 1.00 S= 1.098278 took 2.70 sec mem 24 ID= 169 N= 9 chai( 25 )= 1.993812 temchi= 17.944306 chinor= 0.000000 Wt= 1.00 S= 1.800065 took 0.57 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837759 temchi= 99.693321 chinor= 0.000000 Wt= 1.00 S= -1.282557 took 52.51 sec mem 8 ID= 203 N= 15 chai( 27 )= 0.801031 temchi= 12.015458 chinor= 0.000000 Wt= 1.00 S= -0.462485 took 10.37 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308072 temchi= 240.685289 chinor= 0.000000 Wt= 1.00 S= 2.730508 took 63.38 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817874 temchi= 8.996609 chinor= 0.000000 Wt= 1.00 S= -0.312499 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.244664 temchi= 13.691305 chinor= 0.000000 Wt= 1.00 S= 0.671460 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.017050 temchi= 9.153453 chinor= 0.000000 Wt= 1.00 S= 0.191916 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598473 temchi= 16.757235 chinor= 0.000000 Wt= 1.00 S= -1.677056 took 10.41 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.694666 temchi= 49.145308 chinor= 0.000000 Wt= 1.00 S= 2.285370 took 11.16 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.910594 temchi= 10.016538 chinor= 0.000000 Wt= 1.00 S= -0.073765 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.063793 temchi= 11.701719 chinor= 0.000000 Wt= 1.00 S= 0.287222 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077230 temchi= 44.166418 chinor= 0.000000 Wt= 1.00 S= 0.414116 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.863076 temchi= 24.219994 chinor= 0.000000 Wt= 1.00 S= 1.892586 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.525445 temchi= 109.832062 chinor= 0.000000 Wt= 1.00 S= 2.778956 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020470 temchi= 112.251656 chinor= 0.000000 Wt= 1.00 S= 0.195631 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 923.83910793219979 LmPar( 1)= 20 LM penalty= 9.238391 ID= 504 Shift( 25)= 0.581 penalty= 0.05689 ID= 514 Shift( 23)= 0.938 penalty= 0.38762 Total shift penalty= 0.44450 LmPar( 2)= 22 LM penalty= 0.222252 Total LM penalty= 9.460643 CalChiSq (all expts) took 348.395 sec Total memory used : 2696580 0 3681 Chi2R 9265.6324 Chi2F0 9265.6324 new best Chi2f 9285.758909 Chi2RX 9265.6324 momentum sums: u_v= 0.323089120 d_v= 0.135398658 g= 0.384888716 u_sea= 0.057062651 d_sea= 0.071768342 momentum sums (ctd) s= 0.013896256 sbar= 0.013896256 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.344221 ubar= 6.344221 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.348036 dbar= 5.348036 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.245346 sbar= 7.245346 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4314569317 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323089 d_v=0.135399 u_sea=0.057063 d_sea=0.071770 s_sea=0.027792 g=0.384889 total=1.000001 Irun= 0 Chi2F= 9285.758909 fsub= 0.000000 nfsub= 0 svec( 1)= 1.788392 chisq= 48.898 Npt= 33 ID= 245 svec( 2)= 0.823715 chisq= 21.497 Npt= 17 ID= 246 svec( 3)= -0.366674 chisq= 8.775 Npt= 11 ID= 249 svec( 4)= 3.167723 chisq= 66.219 Npt= 34 ID= 250 svec( 5)= 0.827727 chisq= 32.798 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.117341 chisq= 198.018 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.544006 chisq= 1402.507 Npt=1120 ID= 160 svec( 12)= 1.945910 chisq= 389.349 Npt= 337 ID= 101 svec( 13)= 1.202286 chisq= 277.148 Npt= 250 ID= 102 svec( 14)= -0.015805 chisq= 122.088 Npt= 123 ID= 104 svec( 15)= 0.037323 chisq= 84.820 Npt= 85 ID= 108 svec( 16)= -0.649343 chisq= 86.652 Npt= 96 ID= 109 svec( 17)= 0.962613 chisq= 80.205 Npt= 69 ID= 110 svec( 18)= -5.031011 chisq= 35.296 Npt= 86 ID= 111 svec( 19)= -2.512327 chisq= 19.636 Npt= 38 ID= 124 svec( 20)= 0.577861 chisq= 37.202 Npt= 33 ID= 125 svec( 21)= -1.133935 chisq= 30.130 Npt= 40 ID= 126 svec( 22)= -2.375235 chisq= 20.409 Npt= 38 ID= 127 svec( 23)= -0.619366 chisq= 6.933 Npt= 10 ID= 145 svec( 24)= 1.098278 chisq= 57.715 Npt= 47 ID= 147 svec( 25)= 1.800065 chisq= 17.944 Npt= 9 ID= 169 svec( 26)= -1.282557 chisq= 99.693 Npt= 119 ID= 201 svec( 27)= -0.462485 chisq= 12.015 Npt= 15 ID= 203 svec( 28)= 2.730508 chisq= 240.685 Npt= 184 ID= 204 svec( 29)= -0.312499 chisq= 8.997 Npt= 11 ID= 225 svec( 30)= 0.671460 chisq= 13.691 Npt= 11 ID= 227 svec( 31)= 0.191916 chisq= 9.153 Npt= 9 ID= 234 svec( 32)= -1.677056 chisq= 16.757 Npt= 28 ID= 260 svec( 33)= 2.285370 chisq= 49.145 Npt= 29 ID= 261 svec( 34)= -0.073765 chisq= 10.017 Npt= 11 ID= 266 svec( 35)= 0.287222 chisq= 11.702 Npt= 11 ID= 267 svec( 36)= 0.414116 chisq= 44.166 Npt= 41 ID= 268 svec( 37)= 1.892586 chisq= 24.220 Npt= 13 ID= 281 svec( 38)= 2.778956 chisq= 109.832 Npt= 72 ID= 504 svec( 39)= 0.195631 chisq= 112.252 Npt= 110 ID= 514 1 3681 Chi2R 9265.6324 Chi2F0 9265.6324 new best Chi2f 9285.758909 Chi2RX 9265.6324 5 3681 Chi2R 9265.6290 Chi2F0 9265.6290 new best Chi2f 9285.758880 Chi2RX 9265.6290 6 3681 Chi2R 9265.6173 Chi2F0 9265.6173 new best Chi2f 9285.758878 Chi2RX 9265.6173 7 3681 Chi2R 9265.6230 Chi2F0 9265.6230 new best Chi2f 9285.758866 Chi2RX 9265.6230 8 3681 Chi2R 9265.6151 Chi2F0 9265.6151 new best Chi2f 9285.758860 Chi2RX 9265.6151 9 3681 Chi2R 9265.6181 Chi2F0 9265.6181 new best Chi2f 9285.758857 Chi2RX 9265.6181 11 3681 Chi2R 9265.6164 Chi2F0 9265.6164 new best Chi2f 9285.758854 Chi2RX 9265.6164 12 3681 Chi2R 9265.6164 Chi2F0 9265.6164 new best Chi2f 9285.758851 Chi2RX 9265.6164 13 3681 Chi2R 9265.6165 Chi2F0 9265.6165 new best Chi2f 9285.758849 Chi2RX 9265.6165 14 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758848 Chi2RX 9265.6170 15 3681 Chi2R 9265.6176 Chi2F0 9265.6176 new best Chi2f 9285.758847 Chi2RX 9265.6176 16 3681 Chi2R 9265.6177 Chi2F0 9265.6177 new best Chi2f 9285.758845 Chi2RX 9265.6177 17 3681 Chi2R 9265.6183 Chi2F0 9265.6183 new best Chi2f 9285.758843 Chi2RX 9265.6183 18 3681 Chi2R 9265.6175 Chi2F0 9265.6175 new best Chi2f 9285.758839 Chi2RX 9265.6175 19 3681 Chi2R 9265.6165 Chi2F0 9265.6165 new best Chi2f 9285.758837 Chi2RX 9265.6165 20 3681 Chi2R 9265.6160 Chi2F0 9265.6160 new best Chi2f 9285.758835 Chi2RX 9265.6160 21 3681 Chi2R 9265.6157 Chi2F0 9265.6157 new best Chi2f 9285.758834 Chi2RX 9265.6157 22 3681 Chi2R 9265.6157 Chi2F0 9265.6157 new best Chi2f 9285.758833 Chi2RX 9265.6157 23 3681 Chi2R 9265.6161 Chi2F0 9265.6161 new best Chi2f 9285.758829 Chi2RX 9265.6161 24 3681 Chi2R 9265.6166 Chi2F0 9265.6166 new best Chi2f 9285.758828 Chi2RX 9265.6166 25 3681 Chi2R 9265.6164 Chi2F0 9265.6164 new best Chi2f 9285.758823 Chi2RX 9265.6164 26 3681 Chi2R 9265.6163 Chi2F0 9265.6163 new best Chi2f 9285.758822 Chi2RX 9265.6163 27 3681 Chi2R 9265.6159 Chi2F0 9265.6159 new best Chi2f 9285.758821 Chi2RX 9265.6159 28 3681 Chi2R 9265.6146 Chi2F0 9265.6146 new best Chi2f 9285.758819 Chi2RX 9265.6146 29 3681 Chi2R 9265.6147 Chi2F0 9265.6147 new best Chi2f 9285.758819 Chi2RX 9265.6147 30 3681 Chi2R 9265.6155 Chi2F0 9265.6155 new best Chi2f 9285.758818 Chi2RX 9265.6155 31 3681 Chi2R 9265.6172 Chi2F0 9265.6172 new best Chi2f 9285.758816 Chi2RX 9265.6172 32 3681 Chi2R 9265.6177 Chi2F0 9265.6177 new best Chi2f 9285.758816 Chi2RX 9265.6177 33 3681 Chi2R 9265.6175 Chi2F0 9265.6175 new best Chi2f 9285.758814 Chi2RX 9265.6175 34 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758813 Chi2RX 9265.6170 35 3681 Chi2R 9265.6171 Chi2F0 9265.6171 new best Chi2f 9285.758813 Chi2RX 9265.6171 36 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758812 Chi2RX 9265.6170 37 3681 Chi2R 9265.6168 Chi2F0 9265.6168 new best Chi2f 9285.758810 Chi2RX 9265.6168 38 3681 Chi2R 9265.6167 Chi2F0 9265.6167 new best Chi2f 9285.758810 Chi2RX 9265.6167 39 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758809 Chi2RX 9265.6170 40 3681 Chi2R 9265.6176 Chi2F0 9265.6176 new best Chi2f 9285.758807 Chi2RX 9265.6176 41 3681 Chi2R 9265.6178 Chi2F0 9265.6178 new best Chi2f 9285.758807 Chi2RX 9265.6178 42 3681 Chi2R 9265.6176 Chi2F0 9265.6176 new best Chi2f 9285.758805 Chi2RX 9265.6176 43 3681 Chi2R 9265.6172 Chi2F0 9265.6172 new best Chi2f 9285.758803 Chi2RX 9265.6172 44 3681 Chi2R 9265.6171 Chi2F0 9265.6171 new best Chi2f 9285.758802 Chi2RX 9265.6171 45 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758800 Chi2RX 9265.6170 46 3681 Chi2R 9265.6167 Chi2F0 9265.6167 new best Chi2f 9285.758798 Chi2RX 9265.6167 47 3681 Chi2R 9265.6166 Chi2F0 9265.6166 new best Chi2f 9285.758798 Chi2RX 9265.6166 48 3681 Chi2R 9265.6170 Chi2F0 9265.6170 new best Chi2f 9285.758796 Chi2RX 9265.6170 49 3681 Chi2R 9265.6182 Chi2F0 9265.6182 new best Chi2f 9285.758794 Chi2RX 9265.6182 50 3681 Chi2R 9265.6191 Chi2F0 9265.6191 new best Chi2f 9285.758793 Chi2RX 9265.6191 51 3681 Chi2R 9265.6194 Chi2F0 9265.6194 new best Chi2f 9285.758790 Chi2RX 9265.6194 52 3681 Chi2R 9265.6196 Chi2F0 9265.6196 new best Chi2f 9285.758789 Chi2RX 9265.6196 53 3681 Chi2R 9265.6197 Chi2F0 9265.6197 new best Chi2f 9285.758789 Chi2RX 9265.6197 55 3681 Chi2R 9265.6190 Chi2F0 9265.6190 new best Chi2f 9285.758780 Chi2RX 9265.6190 56 3681 Chi2R 9265.6181 Chi2F0 9265.6181 new best Chi2f 9285.758775 Chi2RX 9265.6181 57 3681 Chi2R 9265.6185 Chi2F0 9265.6185 new best Chi2f 9285.758767 Chi2RX 9265.6185 58 3681 Chi2R 9265.6199 Chi2F0 9265.6199 new best Chi2f 9285.758744 Chi2RX 9265.6199 59 3681 Chi2R 9265.6211 Chi2F0 9265.6211 new best Chi2f 9285.758739 Chi2RX 9265.6211 60 3681 Chi2R 9265.6213 Chi2F0 9265.6213 new best Chi2f 9285.758710 Chi2RX 9265.6213 61 3681 Chi2R 9265.6220 Chi2F0 9265.6220 new best Chi2f 9285.758657 Chi2RX 9265.6220 62 3681 Chi2R 9265.6223 Chi2F0 9265.6223 new best Chi2f 9285.758653 Chi2RX 9265.6223 63 3681 Chi2R 9265.6232 Chi2F0 9265.6232 new best Chi2f 9285.758603 Chi2RX 9265.6232 64 3681 Chi2R 9265.6259 Chi2F0 9265.6259 new best Chi2f 9285.758515 Chi2RX 9265.6259 65 3681 Chi2R 9265.6269 Chi2F0 9265.6269 new best Chi2f 9285.758508 Chi2RX 9265.6269 66 3681 Chi2R 9265.6298 Chi2F0 9265.6298 new best Chi2f 9285.758470 Chi2RX 9265.6298 67 3681 Chi2R 9265.6326 Chi2F0 9265.6326 new best Chi2f 9285.758455 Chi2RX 9265.6326 68 3681 Chi2R 9265.6334 Chi2F0 9265.6334 new best Chi2f 9285.758454 Chi2RX 9265.6334 69 3681 Chi2R 9265.6332 Chi2F0 9265.6332 new best Chi2f 9285.758432 Chi2RX 9265.6332 70 3681 Chi2R 9265.6328 Chi2F0 9265.6328 new best Chi2f 9285.758413 Chi2RX 9265.6328 71 3681 Chi2R 9265.6327 Chi2F0 9265.6327 new best Chi2f 9285.758413 Chi2RX 9265.6327 72 3681 Chi2R 9265.6327 Chi2F0 9265.6327 new best Chi2f 9285.758399 Chi2RX 9265.6327 73 3681 Chi2R 9265.6326 Chi2F0 9265.6326 new best Chi2f 9285.758389 Chi2RX 9265.6326 74 3681 Chi2R 9265.6326 Chi2F0 9265.6326 new best Chi2f 9285.758389 Chi2RX 9265.6326 75 3681 Chi2R 9265.6329 Chi2F0 9265.6329 new best Chi2f 9285.758379 Chi2RX 9265.6329 76 3681 Chi2R 9265.6342 Chi2F0 9265.6342 new best Chi2f 9285.758361 Chi2RX 9265.6342 77 3681 Chi2R 9265.6355 Chi2F0 9265.6355 new best Chi2f 9285.758339 Chi2RX 9265.6355 78 3681 Chi2R 9265.6410 Chi2F0 9265.6410 new best Chi2f 9285.758281 Chi2RX 9265.6410 79 3681 Chi2R 9265.6450 Chi2F0 9265.6450 new best Chi2f 9285.758269 Chi2RX 9265.6450 80 3681 Chi2R 9265.6498 Chi2F0 9265.6498 new best Chi2f 9285.758215 Chi2RX 9265.6498 81 3681 Chi2R 9265.6578 Chi2F0 9265.6578 new best Chi2f 9285.758175 Chi2RX 9265.6578 82 3681 Chi2R 9265.6593 Chi2F0 9265.6593 new best Chi2f 9285.758174 Chi2RX 9265.6593 83 3681 Chi2R 9265.6597 Chi2F0 9265.6597 new best Chi2f 9285.758167 Chi2RX 9265.6597 84 3681 Chi2R 9265.6601 Chi2F0 9265.6601 new best Chi2f 9285.758165 Chi2RX 9265.6601 85 3681 Chi2R 9265.6604 Chi2F0 9265.6604 new best Chi2f 9285.758158 Chi2RX 9265.6604 86 3681 Chi2R 9265.6617 Chi2F0 9265.6617 new best Chi2f 9285.758138 Chi2RX 9265.6617 87 3681 Chi2R 9265.6638 Chi2F0 9265.6638 new best Chi2f 9285.758126 Chi2RX 9265.6638 88 3681 Chi2R 9265.6646 Chi2F0 9265.6646 new best Chi2f 9285.758120 Chi2RX 9265.6646 89 3681 Chi2R 9265.6656 Chi2F0 9265.6656 new best Chi2f 9285.758118 Chi2RX 9265.6656 90 3681 Chi2R 9265.6654 Chi2F0 9265.6654 new best Chi2f 9285.758118 Chi2RX 9265.6654 91 3681 Chi2R 9265.6658 Chi2F0 9265.6658 new best Chi2f 9285.758113 Chi2RX 9265.6658 92 3681 Chi2R 9265.6673 Chi2F0 9265.6673 new best Chi2f 9285.758098 Chi2RX 9265.6673 93 3681 Chi2R 9265.6695 Chi2F0 9265.6695 new best Chi2f 9285.758091 Chi2RX 9265.6695 Large chi^2 warning: DelChi^2 = 1058.9533592890359 Large chi^2 warning: DelChi^2 = 1188.2095192430641 Large chi^2 warning: DelChi^2 = 1350.4224672479424 Large chi^2 warning: DelChi^2 = 1506.5345292598004 Large chi^2 warning: DelChi^2 = 1694.5339172405577 Large chi^2 warning: DelChi^2 = 1811.9954001767107 Large chi^2 warning: DelChi^2 = 1840.6533745663316 Large chi^2 warning: DelChi^2 = 1822.6564965703458 Large chi^2 warning: DelChi^2 = 1479.1556477463778 Large chi^2 warning: DelChi^2 = 1616.4945647095824 Large chi^2 warning: DelChi^2 = 1208.6648933614631 Large chi^2 warning: DelChi^2 = 1354.0737246794588 Large chi^2 warning: DelChi^2 = 1205.6441238924679 Large chi^2 warning: DelChi^2 = 1388.3852301517538 Large chi^2 warning: DelChi^2 = 1567.3192314997914 Large chi^2 warning: DelChi^2 = 1723.4781682395774 Large chi^2 warning: DelChi^2 = 1796.8476079202430 Large chi^2 warning: DelChi^2 = 1821.7416812632714 Large chi^2 warning: DelChi^2 = 1779.5871481742984 Large chi^2 warning: DelChi^2 = 1573.1785154794727 Large chi^2 warning: DelChi^2 = 1378.9256331431800 Large chi^2 warning: DelChi^2 = 1282.6112232642008 Large chi^2 warning: DelChi^2 = 1142.0945492916458 Large chi^2 warning: DelChi^2 = 1392.9675444658053 Large chi^2 warning: DelChi^2 = 1614.5763956311621 Large chi^2 warning: DelChi^2 = 1765.6226180428118 Large chi^2 warning: DelChi^2 = 1927.8435491308878 Large chi^2 warning: DelChi^2 = 1951.1621612012045 Large chi^2 warning: DelChi^2 = 2063.1708172358312 Large chi^2 warning: DelChi^2 = 1708.8942111586928 Large chi^2 warning: DelChi^2 = 1644.5827291221397 Large chi^2 warning: DelChi^2 = 1363.8306033367066 Large chi^2 warning: DelChi^2 = 1010.2437723043097 Large chi^2 warning: DelChi^2 = 1135.0969601293816 Large chi^2 warning: DelChi^2 = 1204.6298420381468 Large chi^2 warning: DelChi^2 = 1287.1372836833327 Large chi^2 warning: DelChi^2 = 1220.9864007230442 Large chi^2 warning: DelChi^2 = 1180.1082793099581 Large chi^2 warning: DelChi^2 = 1089.3397152990869 Large chi^2 warning: DelChi^2 = 1032.4840884670500 Large chi^2 warning: DelChi^2 = 1213.6855342408153 Large chi^2 warning: DelChi^2 = 1454.1354656038693 Large chi^2 warning: DelChi^2 = 1860.5064402088753 Large chi^2 warning: DelChi^2 = 2172.5391101466789 Large chi^2 warning: DelChi^2 = 2171.7428903975856 Large chi^2 warning: DelChi^2 = 1916.7919569095936 Large chi^2 warning: DelChi^2 = 1226.7572714637136 chaix= 1.481746 1.264681 .7980921 1.947759 1.214842 14.35158 1.414391 14.27150 27.17944 7.761040 1.252316 1.155323 1.108542 .9924572 .9978463 .9026301 1.162623 .4103206 .5168284 1.127380 .7531260 .5369760 .6932929 1.227987 1.993197 .8377077 .7991975 1.308164 .8178400 1.244703 1.016661 .5985020 1.695009 .9110100 1.063550 1.077217 1.863603 1.525151 1.020480 chaix= 1.481746 1.264681 .7980921 1.947759 1.214842 14.35158 1.414391 14.27150 27.17944 7.761040 1.252316 1.155323 1.108542 .9924572 .9978463 .9026301 1.162623 .4103206 .5168284 1.127380 .7531260 .5369760 .6932929 1.227987 1.993197 .8377077 .7991975 1.308164 .8178400 1.244703 1.016661 .5985020 1.695009 .9110100 1.063550 1.077217 1.863603 1.525151 1.020480 Fitting completed! Time : 2018.1230.0620.-0600.Sun.CST Making new Minuit cards .... FIRST LINE OF MINUIT CARDS 1 'A1glu' -3.11361 0.1 2 'A2glu' 1.03405 0.1 4 'A4glu' -6.61901 0.1 5 'A5glu' 2.60140 0.1 6 'A6glu' 1.70412 0.1 7 'A7glu' 6.22663 0.1 10 'gluM' 0.31811 0.1 11 'A1uvl' -0.00981 0.1 12 'A2uvl' -1.96923 0.1 14 'A4uvl' 0.50828 0.1 15 'A5uvl' 0.74456 0.1 16 'A6uvl' -1.15140 0.1 21 'A1dvl' 0.56066 0.1 24 'A4dvl' -2.15590 0.1 25 'A5dvl' -1.56048 0.1 26 'A6dvl' -12.52012 0.1 31 'alpha' 0.00000 0.1 32 'mc' 0.00000 0.1 33 'mb' 0.00000 0.1 41 'A1dou' 0.04832 0.1 42 'A2dou' 4.55441 0.1 44 'A4dou' -0.90884 0.1 45 'A5dou' -2.01184 0.1 46 'A6dou' 0.85045 0.1 47 'A7dou' -0.46798 0.1 52 'A2dpu' 0.66000 0.1 54 'A4dpu' 0.26835 0.1 55 'A5dpu' -0.81268 0.1 56 'A6dpu' -2.32300 0.1 60 'strM' -2.30733 0.1 64 'A4str' 3.96870 0.1 65 'A5str' -12.05421 0.1 71 'N71' -0.07846 0.1 72 'N72' 0.03137 0.1 73 'N73' 0.05332 0.1 set print 2 set errdef 0.05 fix 31 32 33 migrad 3000 return |ChiStart-ChiEnd|=| 9285.7589086233220 - 9285.7580909393964 |= 8.1768392556114122E-004 DelChi= 0.0000000000000000 minuit no longer sets nfsub=0 irun= 0 IFL= 0 Amom= 0.384892565207704 remaining= 0.156619888741811 AMOM( -5)= 0.000000000000000 AMOM( -4)= 0.000000000000000 AMOM( -3)= 0.027789508484649 AMOM( -2)= 0.128830380257162 AMOM( -1)= 0.000000000000000 AMOM( 0)= 0.384892565207704 AMOM( 1)= 0.323090134479969 AMOM( 2)= 0.135397411570517 AMOM( 3)= 0.000000000000000 AMOM( 4)= 0.000000000000000 AMOM( 5)= 0.000000000000000 ID= 245 N= 33 chai( 1 )= 1.481778 temchi= 48.898686 chinor= 0.000000 Wt= 1.00 S= 1.788445 took 0.20 sec mem 0 ID= 246 N= 17 chai( 2 )= 1.264607 temchi= 21.498321 chinor= 0.000000 Wt= 1.00 S= 0.823952 took 0.11 sec mem 0 ID= 249 N= 11 chai( 3 )= 0.798131 temchi= 8.779439 chinor= 0.000000 Wt= 1.00 S= -0.365670 took 0.04 sec mem 0 ID= 250 N= 34 chai( 4 )= 1.947707 temchi= 66.222031 chinor= 0.000000 Wt= 1.00 S= 3.167925 took 4.70 sec mem 0 ID= 253 N= 27 chai( 5 )= 1.214764 temchi= 32.798632 chinor= 0.000000 Wt= 1.00 S= 0.827796 took 2.43 sec mem 0 ID= 542 N= 158 chai( 6 )= 14.351582 temchi= 2267.549981 chinor= 0.000000 Wt= 1.00 S= 42.605103 took 0.00 sec mem 0 ID= 544 N= 140 chai( 7 )= 1.414378 temchi= 198.012954 chinor= 0.000000 Wt= 1.00 S= 3.117102 took 1.77 sec mem 0 ID= 545 N= 185 chai( 8 )= 14.271503 temchi= 2640.228137 chinor= 0.000000 Wt= 1.00 S= 45.924633 took 0.00 sec mem 0 ID= 573 N= 16 chai( 9 )= 27.179435 temchi= 434.870960 chinor= 0.000000 Wt= 1.00 S= 20.821752 took 0.00 sec mem 0 ID= 580 N= 15 chai( 10 )= 7.761040 temchi= 116.415596 chinor= 0.000000 Wt= 1.00 S= 8.612069 took 0.00 sec mem 0 ID= 160 N= 1120 chai( 11 )= 1.252311 temchi= 1402.587934 chinor= 0.000000 Wt= 1.00 S= 5.545484 took 97.73 sec mem 120 ID= 101 N= 337 chai( 12 )= 1.155357 temchi= 389.355149 chinor= 1.824366 Wt= 1.00 S= 1.946125 took 16.76 sec mem 0 ID= 102 N= 250 chai( 13 )= 1.108578 temchi= 277.144394 chinor= 1.301616 Wt= 1.00 S= 1.202136 took 18.03 sec mem 0 ID= 104 N= 123 chai( 14 )= 0.992505 temchi= 122.078099 chinor= 0.000000 Wt= 1.00 S= -0.016413 took 12.26 sec mem 0 ID= 108 N= 85 chai( 15 )= 0.997818 temchi= 84.814509 chinor= 3.201148 Wt= 1.00 S= 0.036870 took 8.65 sec mem 0 ID= 109 N= 96 chai( 16 )= 0.902580 temchi= 86.647709 chinor= 1.739874 Wt= 1.00 S= -0.649709 took 9.22 sec mem 0 ID= 110 N= 69 chai( 17 )= 1.162714 temchi= 80.227241 chinor= 1.456229 Wt= 1.00 S= 0.964291 took 7.40 sec mem 0 ID= 111 N= 86 chai( 18 )= 0.410300 temchi= 35.285781 chinor= 1.157779 Wt= 1.00 S= -5.032481 took 9.10 sec mem 0 ID= 124 N= 38 chai( 19 )= 0.516814 temchi= 19.638931 chinor= 0.000000 Wt= 1.00 S= -2.511889 took 1.41 sec mem 0 ID= 125 N= 33 chai( 20 )= 1.127325 temchi= 37.201714 chinor= 0.000000 Wt= 1.00 S= 0.577832 took 1.29 sec mem 0 ID= 126 N= 40 chai( 21 )= 0.753101 temchi= 30.124021 chinor= 0.000000 Wt= 1.00 S= -1.134766 took 1.52 sec mem 0 ID= 127 N= 38 chai( 22 )= 0.536983 temchi= 20.405352 chinor= 0.000000 Wt= 1.00 S= -2.375870 took 1.44 sec mem 0 ID= 145 N= 10 chai( 23 )= 0.693297 temchi= 6.932970 chinor= 0.000000 Wt= 1.00 S= -0.619426 took 0.51 sec mem 0 ID= 147 N= 47 chai( 24 )= 1.227973 temchi= 57.714708 chinor= 0.000000 Wt= 1.00 S= 1.098287 took 2.49 sec mem 0 ID= 169 N= 9 chai( 25 )= 1.993169 temchi= 17.938517 chinor= 0.000000 Wt= 1.00 S= 1.799196 took 0.56 sec mem 0 ID= 201 N= 119 chai( 26 )= 0.837681 temchi= 99.684090 chinor= 0.000000 Wt= 1.00 S= -1.283231 took 50.77 sec mem 32 ID= 203 N= 15 chai( 27 )= 0.799152 temchi= 11.987280 chinor= 0.000000 Wt= 1.00 S= -0.468440 took 10.87 sec mem 0 ID= 204 N= 184 chai( 28 )= 1.308133 temchi= 240.696482 chinor= 0.000000 Wt= 1.00 S= 2.730997 took 63.65 sec mem 0 ID= 225 N= 11 chai( 29 )= 0.817829 temchi= 8.996118 chinor= 0.000000 Wt= 1.00 S= -0.312619 took 0.04 sec mem 0 ID= 227 N= 11 chai( 30 )= 1.244725 temchi= 13.691980 chinor= 0.000000 Wt= 1.00 S= 0.671584 took 0.04 sec mem 0 ID= 234 N= 9 chai( 31 )= 1.016657 temchi= 9.149917 chinor= 0.000000 Wt= 1.00 S= 0.191097 took 0.03 sec mem 0 ID= 260 N= 28 chai( 32 )= 0.598503 temchi= 16.758085 chinor= 0.000000 Wt= 1.00 S= -1.676896 took 10.34 sec mem 0 ID= 261 N= 29 chai( 33 )= 1.695023 temchi= 49.155672 chinor= 0.000000 Wt= 1.00 S= 2.286334 took 10.54 sec mem 0 ID= 266 N= 11 chai( 34 )= 0.910979 temchi= 10.020765 chinor= 0.000000 Wt= 1.00 S= -0.072810 took 0.04 sec mem 0 ID= 267 N= 11 chai( 35 )= 1.063482 temchi= 11.698301 chinor= 0.000000 Wt= 1.00 S= 0.286526 took 0.04 sec mem 0 ID= 268 N= 41 chai( 36 )= 1.077221 temchi= 44.166044 chinor= 0.000000 Wt= 1.00 S= 0.414076 took 0.06 sec mem 0 ID= 281 N= 13 chai( 37 )= 1.863599 temchi= 24.226788 chinor= 0.000000 Wt= 1.00 S= 1.893472 took 0.04 sec mem 0 ID= 504 N= 72 chai( 38 )= 1.525163 temchi= 109.811720 chinor= 0.000000 Wt= 1.00 S= 2.777671 took 0.02 sec mem 0 ID= 514 N= 110 chai( 39 )= 1.020484 temchi= 112.253242 chinor= 0.000000 Wt= 1.00 S= 0.195736 took 0.03 sec mem 0 tier 2 penalty= 0.000000 (ichpar= 0 itier2= 1) sum of squares of shape parameters= 918.62565692299984 LmPar( 1)= 20 LM penalty= 9.186257 ID= 504 Shift( 25)= 0.581 penalty= 0.05700 ID= 514 Shift( 23)= 0.939 penalty= 0.38872 Total shift penalty= 0.44572 LmPar( 2)= 22 LM penalty= 0.222861 Total LM penalty= 9.409118 CalChiSq (all expts) took 344.127 sec Total memory used : 2696592 0 3681 Chi2R 9265.6683 Chi2F0 9265.6683 new best Chi2f 9285.758381 Chi2RX 9265.6683 momentum sums: u_v= 0.323090134 d_v= 0.135397412 g= 0.384892565 u_sea= 0.057063118 d_sea= 0.071767262 momentum sums (ctd) s= 0.013894754 sbar= 0.013894754 c= 0.000000000 cbar= 0.000000000 total= 1.000000000 Quark numbers: u-ubar= 2.000000 d-dbar= 1.000000 s-sbar= 0.000000 c-cbar= 0.000000 Quark numbers: (ctd): up= 8.345018 ubar= 6.345018 (these are allowed to be infinite) Quark numbers: (ctd): down= 6.345631 dbar= 5.345631 (these are allowed to be infinite) Quark numbers: (ctd): strange= 7.242332 sbar= 7.242332 (these are allowed to be infinite) Quark numbers: (ctd): charm= 0.000000 cbar= 0.000000 (these are allowed to be infinite) momentum ratio (s+sbar)/(dbar+ubar)= 0.4314123490 at Q0 momentum ratio s/sbar= 1.0000000000 at Q0 Number of zero-crossings of s(x)-sbar(x) = 0: approx momenta: u_v=0.323090 d_v=0.135397 u_sea=0.057064 d_sea=0.071769 s_sea=0.027789 g=0.384893 total=1.000001 Irun= 0 Chi2F= 9285.758381 fsub= 0.000000 nfsub= 0 svec( 1)= 1.788445 chisq= 48.899 Npt= 33 ID= 245 svec( 2)= 0.823952 chisq= 21.498 Npt= 17 ID= 246 svec( 3)= -0.365670 chisq= 8.779 Npt= 11 ID= 249 svec( 4)= 3.167925 chisq= 66.222 Npt= 34 ID= 250 svec( 5)= 0.827796 chisq= 32.799 Npt= 27 ID= 253 svec( 6)= 42.605103 chisq= 2267.550 Npt= 158 ID= 542 svec( 7)= 3.117102 chisq= 198.013 Npt= 140 ID= 544 svec( 8)= 45.924633 chisq= 2640.228 Npt= 185 ID= 545 svec( 9)= 20.821752 chisq= 434.871 Npt= 16 ID= 573 svec( 10)= 8.612069 chisq= 116.416 Npt= 15 ID= 580 svec( 11)= 5.545484 chisq= 1402.588 Npt=1120 ID= 160 svec( 12)= 1.946125 chisq= 389.355 Npt= 337 ID= 101 svec( 13)= 1.202136 chisq= 277.144 Npt= 250 ID= 102 svec( 14)= -0.016413 chisq= 122.078 Npt= 123 ID= 104 svec( 15)= 0.036870 chisq= 84.815 Npt= 85 ID= 108 svec( 16)= -0.649709 chisq= 86.648 Npt= 96 ID= 109 svec( 17)= 0.964291 chisq= 80.227 Npt= 69 ID= 110 svec( 18)= -5.032481 chisq= 35.286 Npt= 86 ID= 111 svec( 19)= -2.511889 chisq= 19.639 Npt= 38 ID= 124 svec( 20)= 0.577832 chisq= 37.202 Npt= 33 ID= 125 svec( 21)= -1.134766 chisq= 30.124 Npt= 40 ID= 126 svec( 22)= -2.375870 chisq= 20.405 Npt= 38 ID= 127 svec( 23)= -0.619426 chisq= 6.933 Npt= 10 ID= 145 svec( 24)= 1.098287 chisq= 57.715 Npt= 47 ID= 147 svec( 25)= 1.799196 chisq= 17.939 Npt= 9 ID= 169 svec( 26)= -1.283231 chisq= 99.684 Npt= 119 ID= 201 svec( 27)= -0.468440 chisq= 11.987 Npt= 15 ID= 203 svec( 28)= 2.730997 chisq= 240.696 Npt= 184 ID= 204 svec( 29)= -0.312619 chisq= 8.996 Npt= 11 ID= 225 svec( 30)= 0.671584 chisq= 13.692 Npt= 11 ID= 227 svec( 31)= 0.191097 chisq= 9.150 Npt= 9 ID= 234 svec( 32)= -1.676896 chisq= 16.758 Npt= 28 ID= 260 svec( 33)= 2.286334 chisq= 49.156 Npt= 29 ID= 261 svec( 34)= -0.072810 chisq= 10.021 Npt= 11 ID= 266 svec( 35)= 0.286526 chisq= 11.698 Npt= 11 ID= 267 svec( 36)= 0.414076 chisq= 44.166 Npt= 41 ID= 268 svec( 37)= 1.893472 chisq= 24.227 Npt= 13 ID= 281 svec( 38)= 2.777671 chisq= 109.812 Npt= 72 ID= 504 svec( 39)= 0.195736 chisq= 112.253 Npt= 110 ID= 514 5 3681 Chi2R 9265.6688 Chi2F0 9265.6688 new best Chi2f 9285.758366 Chi2RX 9265.6688 7 3681 Chi2R 9265.6692 Chi2F0 9265.6692 new best Chi2f 9285.758362 Chi2RX 9265.6692 9 3681 Chi2R 9265.6696 Chi2F0 9265.6696 new best Chi2f 9285.758360 Chi2RX 9265.6696 10 3681 Chi2R 9265.6701 Chi2F0 9265.6701 new best Chi2f 9285.758359 Chi2RX 9265.6701 11 3681 Chi2R 9265.6700 Chi2F0 9265.6700 new best Chi2f 9285.758359 Chi2RX 9265.6700 12 3681 Chi2R 9265.6702 Chi2F0 9265.6702 new best Chi2f 9285.758358 Chi2RX 9265.6702 13 3681 Chi2R 9265.6703 Chi2F0 9265.6703 new best Chi2f 9285.758358 Chi2RX 9265.6703 14 3681 Chi2R 9265.6701 Chi2F0 9265.6701 new best Chi2f 9285.758358 Chi2RX 9265.6701 15 3681 Chi2R 9265.6699 Chi2F0 9265.6699 new best Chi2f 9285.758357 Chi2RX 9265.6699 16 3681 Chi2R 9265.6699 Chi2F0 9265.6699 new best Chi2f 9285.758357 Chi2RX 9265.6699