Welcome to Sherpa, Daniel Reichelt. Initialization of framework underway. The local time is Mon Mar 4 09:50:30 2024. Run_Parameter::Init(): Setting memory limit to 503.276 GB. Random::SetSeed(): Seed set to 3019 ----------------------------------------------------------------------------- ----------- Event generation run with SHERPA started ....... ----------- ----------------------------------------------------------------------------- ................................................ | + ................................................ || | + + ................................... .... | | / + ................. ................ _,_ | .... || +| + + ............................... __.' ,\| ... || / +| + .............................. ( \ \ ... | | | + + \ + ............................. ( \ -/ .... || + | + ........ ................... (~~~~~~~~~## + + + ............................. ~~(! '~~~~~~~ \ + + + + ............................... `~~~QQQQQDb // | + + + + ........................ .......... IDDDDP|| \ + + + + + + .................................... IDDDI|| \ + .................................... IHD HD|| \ + + + + + + + + ................................... IHD ##| :-) + +\ + ......... ............... ......... IHI ## / / + + + + +\ + ................................... IHI/ / / + + + + + ................................... ## | | / / + + + + / + ....................... /TT\ ..... ##/ /// / + + + + + + +/ + ......................./TTT/T\ ... /TT\/\\\ / + + + + + + +/ \ + ....................../TTT/TTTT\...|TT/T\\\/ + ++ + / ----------------------------------------------------------------------------- SHERPA version 2.2.15 (Cho Oyu) Authors: Enrico Bothmann, Stefan Hoeche, Frank Krauss, Silvan Kuttimalai, Marek Schoenherr, Holger Schulz, Steffen Schumann, Frank Siegert, Korinna Zapp Former Authors: Timo Fischer, Tanju Gleisberg, Hendrik Hoeth, Ralf Kuhn, Thomas Laubrich, Andreas Schaelicke, Jan Winter This program uses a lot of genuine and original research work by other people. Users are encouraged to refer to the various original publications. Users are kindly asked to refer to the documentation published under JHEP 02(2009)007 Please visit also our homepage http://sherpa.hepforge.org for news, bugreports, updates and new releases. ----------------------------------------------------------------------------- Git branch rel-2-2-15, revision 9f988e9b9e17ef2f1eee27b92ac20c73c969aec6. ===> ATOOLS/Math has local modifications <=== ===> DIRE/Shower has local modifications <=== ===> METOOLS/Explicit has local modifications <=== Beam_Spectra_Handler : type = Monochromatic*Monochromatic for P+ ((6500,0,0,6500)) and P+ ((6500,0,0,-6500)) WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 PDF set 'NNPDF30NNLO' loaded for beam 1 (P+). WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 PDF set 'NNPDF30NNLO' loaded for beam 2 (P+). Initialized the ISR: (SF)*(SF) WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 Standard_Model::FixEWParameters(EW_SCHEME=1){ 288:1./aqed->Default()=128.802 289:csin2thetaW=(0.222928,-0.00110708) 290:cvev=(243.034,-3.75493) } One_Running_AlphaS::One_Running_AlphaS() { Setting \alpha_s according to PDF perturbative order 2 \alpha_s(M_Z) = 0.118 } One_Running_AlphaS::One_Running_AlphaS() { Setting \alpha_s according to PDF perturbative order 2 \alpha_s(M_Z) = 0.118 } List of Particle Data IDName kfc MASS[] WIDTH[] STABLE[] MASSIVE[] ACTIVE[] YUKAWA[] d 1 0.01 0 1 0 1 0 u 2 0.005 0 1 0 1 0 s 3 0.2 0 1 0 1 0 c 4 1.42 0 1 0 1 0 b 5 4.8 0 1 0 1 0 t 6 173.21 2 0 1 1 173.21 e- 11 0.000511 0 1 0 1 0 ve 12 0 0 1 0 1 0 mu- 13 0.105 0 1 0 1 0 vmu 14 0 0 1 0 1 0 tau- 15 1.777 2.26735e-12 0 0 1 0 vtau 16 0 0 1 0 1 0 G 21 0 0 1 0 1 0 P 22 0 0 1 0 1 0 Z 23 91.1876 2.4952 0 1 1 91.1876 W+ 24 80.385 2.085 0 1 1 80.385 h0 25 125 0.00407 0 1 1 125 List of Particle Containers IDName kfc Constituents l 90 {e-,e+,mu-,mu+,tau-,tau+} v 91 {ve,veb,vmu,vmub,vtau,vtaub} j 93 {d,db,u,ub,s,sb,c,cb,b,bb,G} Q 94 {d,db,u,ub,s,sb,c,cb,b,bb} r 99 {d,db,u,ub,s,sb,c,cb,b,bb,G} Library_Loader::LoadLibrary(): Failed to load library 'libSherpaHepMCOutput.so'. Hadron_Init::Init(): Initializing kf table for hadrons. Initialized the Fragmentation_Handler. Initialized the Soft_Collision_Handler. CS_Shower::CS_Shower(): Set respect Q2 mode 0 CS_Shower::CS_Shower(): Set color setter mode 0 CS_Shower::CS_Shower(): Set respect Q2 mode 0 CS_Shower::CS_Shower(): Set color setter mode 0 Initialized the Shower_Handler. +-----------------------------------------+ | X X X XXXX XXX XXX XXX | | X X XX XX X X X X X X | | X X X X X XXX X XXX X X XXX XXX | | XXXXX X X X X X X X X X | | X X X X XXXX XXX XXX XXX | +-----------------------------------------+ | please cite: JHEP 0202:044,2002 | +-----------------------------------------+ ME_Generators::ME_Generators(): Try loading 'OpenLoops' from 'libSherpaOpenLoops'. Matrix_Element_Handler::Matrix_Element_Handler(): Set pilot run mode to 1. ME_Generator_Base::SetPSMasses(): Massive PS flavours for Comix: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) +----------------------------------+ | | | CCC OOO M M I X X | | C O O MM MM I X X | | C O O M M M I X | | C O O M M I X X | | CCC OOO M M I X X | | | +==================================+ | Color dressed Matrix Elements | | http://comix.freacafe.de | | please cite JHEP12(2008)039 | +----------------------------------+ ME_Generator_Base::SetPSMasses(): Massive PS flavours for Amegic: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) Amegic::Initialize(): Set gauge 1. Initialising OpenLoops generator from /mt/home/dreichelt/hepsoftware/src/OpenLoops #################################################################### # ___ ___ ____ _ _ __ __ ___ __ ___ # # / \ |__| |__ |\ | | / \ / \ |__| /__ __/ # # \___/ | |___ | \| |__ \__/ \__/ | __/ /__ # # You are using OpenLoops 2 to evaluate loop amplitudes # # F. Buccioni, J.-N. Lang, J. Lindert, P. Maierhoefer, # # S. Pozzorini, M. Zoller, H. Zhang # # Eur.Phys.J. C79 (2019) no.10, 866 # # arXiv:1907.13071 # #################################################################### Matrix_Element_Handler::BuildProcesses(): Looking for processes ................................ done ( 24 MB, 0s / 0s ). Matrix_Element_Handler::InitializeProcesses(): Performing tests done ( 24 MB, 0s / 0s ). Initialized the Matrix_Element_Handler for the hard processes. Initialized the Beam_Remnant_Handler. Lund_Interface::AdjustProperties Adjusted mass of B(s2)* (535) from 5.8397 to 6.07 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of B(c)+ (541) from 6.4 to 6.594 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(c)'+ (4322) from 2.578 to 2.55 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(b)'-_fict (5312) from 5.89 to 5.96 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(b)'_fict (5322) from 5.89 to 5.96 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of f(0)(1370) (10221) from 1.4 to 1 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of K(1)(1270) (10313) from 1.272 to 1.29 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of K(1)(1270)+ (10323) from 1.272 to 1.29 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of h(1)(1380) (10333) from 1.386 to 1.4 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(s0)*(2317)+ (10431) from 2.3178 to 2.5 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(1)(2430) (20423) from 2.43267 to 2.372 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(s1)(2460)+ (20433) from 2.4596 to 2.56 to allow Pythia decays. Initialized the Hadron_Decay_Handler, Decay model = Lund ME_Generator_Base::SetPSMasses(): Massive PS flavours for Amisic: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) Simple_Chain::InitializeProcessList(): Init processes ................................................................................................................................................................................ done. Grid_Creator::ReadInGrid(): Reading grid ................................................................................................................................................................................ done. Simple_Chain::CalculateTotal(): Result is { \sigma_{hard} = 59.0732 mb at PT_{min} = 3.97224 GeV } Profile_Function_Base::CalculateOMean(3.46839): Results are { k = 13.8796 <\tilde{O}> = 0.249891 } Initialized the Multiple_Interactions_Handler (MI_Handler). Initialized the Soft_Photon_Handler. Variations::InitialiseParametersVector(){ Number of variations: 7 Named variations: MUR0.5_MUF0.5_PDF261000_PSMUR0.5_PSMUF0.5 MUR0.5_MUF1_PDF261000_PSMUR0.5_PSMUF1 MUR1_MUF0.5_PDF261000_PSMUR1_PSMUF0.5 MUR1_MUF1_PDF261000 MUR1_MUF2_PDF261000_PSMUR1_PSMUF2 MUR2_MUF1_PDF261000_PSMUR2_PSMUF1 MUR2_MUF2_PDF261000_PSMUR2_PSMUF2 } Read in channels from directory : Results/Amegic/MC_2_2__j__j__j__j Process_Group::CalculateTotalXSec(): Calculate xs for '2_2__j__j__j__j' (Amegic) 2_2__j__j__j__j : 1.42488e+08 pb +- ( 1.09668e+06 pb = 0.769661 % )  exp. eff: 7.99084e-07 % reduce max for 2_2__j__j__j__j to 0.00662642 ( eps = 0.001 ) ---------------------------------------------------------- -- SHERPA generates events with the following structure -- ---------------------------------------------------------- Perturbative : Signal_Processes Perturbative : Hard_Decays Perturbative : Jet_Evolution:CSS Perturbative : Lepton_FS_QED_Corrections:Photons Perturbative : Multiple_Interactions:Amisic Perturbative : Minimum_Bias:Off Hadronization : Beam_Remnants Hadronization : Hadronization:Lund Hadronization : Hadron_Decays Unknown : Analysis : Rivet --------------------------------------------------------- Event 1 ( 10s elapsed / 12d 16h 59m 49s left ) -> ETA: Sun Mar 17 02:50 XS = 776430 pb +- ( 776430 pb = 100 % ) Event 2 ( 11s elapsed / 6d 8h 54m 48s left ) -> ETA: Sun Mar 10 18:45 XS = 1.55286e+06 pb +- ( 1.55286e+06 pb = 100 % ) Event 3 ( 11s elapsed / 4d 6h 7m 35s left ) -> ETA: Fri Mar 08 15:58 XS = 2.32929e+06 pb +- ( 2.32929e+06 pb = 100 % ) Event 4 ( 11s elapsed / 3d 4h 48m 8s left ) -> ETA: Thu Mar 07 14:38 XS = 3.10572e+06 pb +- ( 3.10572e+06 pb = 100 % ) Event 5 ( 11s elapsed / 2d 13h 33m 8s left ) -> ETA: Wed Mar 06 23:23 XS = 3.88215e+06 pb +- ( 3.88215e+06 pb = 100 % ) Event 6 ( 11s elapsed / 2d 3h 23m 8s left ) -> ETA: Wed Mar 06 13:13 XS = 4.65858e+06 pb +- ( 4.65858e+06 pb = 100 % ) Event 7 ( 11s elapsed / 1d 20h 14m 34s left ) -> ETA: Wed Mar 06 06:05 XS = 5.43501e+06 pb +- ( 5.43501e+06 pb = 100 % ) Event 8 ( 11s elapsed / 1d 14h 51m 3s left ) -> ETA: Wed Mar 06 00:41 XS = 6.21144e+06 pb +- ( 6.21144e+06 pb = 100 % ) Event 9 ( 11s elapsed / 1d 10h 39m 26s left ) -> ETA: Tue Mar 05 20:30 XS = 6.98787e+06 pb +- ( 6.98787e+06 pb = 100 % ) Event 10 ( 11s elapsed / 1d 7h 16m 28s left ) -> ETA: Tue Mar 05 17:07 XS = 7.7643e+06 pb +- ( 7.7643e+06 pb = 100 % ) Event 20 ( 11s elapsed / 16h 1m 28s left ) -> ETA: Tue Mar 05 01:52 XS = 1.55286e+07 pb +- ( 1.55286e+07 pb = 100 % ) Event 30 ( 11s elapsed / 11h 21s left ) -> ETA: Mon Mar 04 20:51 XS = 8.70434e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 40 ( 12s elapsed / 8h 28m 57s left ) -> ETA: Mon Mar 04 18:19 XS = 1.9051e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 50 ( 12s elapsed / 6h 57m 47s left ) -> ETA: Mon Mar 04 16:48 XS = 2.1035e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 60 ( 12s elapsed / 6h 20s left ) -> ETA: Mon Mar 04 15:51 XS = 2.10353e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 70 ( 13s elapsed / 5h 17m 9s left ) -> ETA: Mon Mar 04 15:07 XS = 1.68149e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 80 ( 13s elapsed / 4h 45m 11s left ) -> ETA: Mon Mar 04 14:35 XS = 2.56879e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 90 ( 14s elapsed / 4h 19m 34s left ) -> ETA: Mon Mar 04 14:10 XS = 3.45609e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 100 ( 14s elapsed / 4h 15s left ) -> ETA: Mon Mar 04 13:51 XS = 2.60964e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 200 ( 18s elapsed / 2h 32m 36s left ) -> ETA: Mon Mar 04 12:23 XS = 2.1105e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 300 ( 22s elapsed / 2h 3m 24s left ) -> ETA: Mon Mar 04 11:54 XS = 1.73e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 400 ( 26s elapsed / 1h 51m 5s left ) -> ETA: Mon Mar 04 11:42 XS = 1.74087e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 500 ( 30s elapsed / 1h 41m 29s left ) -> ETA: Mon Mar 04 11:32 XS = 1.99936e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 600 ( 34s elapsed / 1h 36m left ) -> ETA: Mon Mar 04 11:27 XS = 1.89149e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 700 ( 39s elapsed / 1h 32m 16s left ) -> ETA: Mon Mar 04 11:23 XS = 1.90187e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 800 ( 42s elapsed / 1h 28m 9s left ) -> ETA: Mon Mar 04 11:19 XS = 2.31778e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 900 ( 46s elapsed / 1h 25m 10s left ) -> ETA: Mon Mar 04 11:16 XS = 2.52199e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 1000 ( 50s elapsed / 1h 23m 44s left ) -> ETA: Mon Mar 04 11:15 XS = 2.28554e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 2000 ( 1m 30s elapsed / 1h 13m 38s left ) -> ETA: Mon Mar 04 11:05 Event_Handler::MPISync() {  Memory usage increased by 16 MB, now 153 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.61467e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 3000 ( 2m 11s elapsed / 1h 10m 52s left ) -> ETA: Mon Mar 04 11:03 XS = 1.6844e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 4000 ( 2m 51s elapsed / 1h 8m 33s left ) -> ETA: Mon Mar 04 11:01 XS = 1.49088e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 5000 ( 3m 33s elapsed / 1h 7m 30s left ) -> ETA: Mon Mar 04 11:01 XS = 1.43705e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 6000 ( 4m 13s elapsed / 1h 6m 12s left ) -> ETA: Mon Mar 04 11:00 XS = 1.55092e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 7000 ( 4m 56s elapsed / 1h 5m 42s left ) -> ETA: Mon Mar 04 11:01 XS = 1.46493e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 8000 ( 5m 37s elapsed / 1h 4m 43s left ) -> ETA: Mon Mar 04 11:00 XS = 1.54145e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 9000 ( 6m 18s elapsed / 1h 3m 45s left ) -> ETA: Mon Mar 04 11:00 XS = 1.50557e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 10000 ( 6m 58s elapsed / 1h 2m 50s left ) -> ETA: Mon Mar 04 11:00 XS = 1.44947e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 20000 ( 13m 33s elapsed / 54m 12s left ) -> ETA: Mon Mar 04 10:58 XS = 1.43269e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 30000 ( 20m 8s elapsed / 47m left ) -> ETA: Mon Mar 04 10:57 XS = 1.47212e+08 pb +- ( -nan pb = -2.14748e+07 % ) Decay_Handler_Base::TreatInitialBlob:("Initial particle B(c)+ not onshell: p^2=2.19225e+48 vs. m^2=6.594") Decay_Handler_Base::TreatInitialBlob:("Initial particle omega(782) not onshell: p^2=2.19225e+48 vs. m^2=0.78194") Decay_Handler_Base::TreatInitialBlob:("Initial particle rho(770)+ not onshell: p^2=0.125816 vs. m^2=0.7669") =================================================== Warning in Momenta_Stretcher::MassThem : Not enough energy ((-nan,-nan,-nan,-nan)) for the 310 masses (212.184); return false Masses & momenta: 6.594 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 5.3248 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 2.0067 : (-nan,-nan,-nan,-nan) 1.3828 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 1.3872 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.18937 : (-nan,-nan,-nan,-nan) 1.18937 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3837 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3149 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3149 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) Error in Momenta_Stretcher::StretchBlob(Blob *). Decay_Handler_Base::TreatInitialBlob failed to stretch blob, retrying event. Blob [0]( 27, Fragmentation , 118 -> 310 @ (0,0,0,0) Incoming particles : [B] 4 u 186 ( 24 -> 27) [( 1.4026e+03,-7.2278e-02, 9.4700e-03,-1.4026e+03), p^2= 2.3283e-10, m= 0.0000e+00] (726, 0) [B] 4 db 184 ( 24 -> 27) [( 2.2564e+02,-2.8552e-02,-4.6018e-02,-2.2564e+02), p^2= 0.0000e+00, m= 0.0000e+00] ( 0,726) [B] 4 d 182 ( 24 -> 27) [( 5.6569e+02, 2.4812e-01, 2.1138e-01,-5.6569e+02), p^2= 5.8208e-11, m= 0.0000e+00] (725, 0) [B] 4 ud_1 181 ( 24 -> 27) [( 7.9249e+02,-8.8489e-02, 1.8418e-01,-7.9249e+02), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,725) [B] 4 d 185 ( 24 -> 27) [( 9.8508e+01,-5.8400e-03, 1.6178e-03,-9.8508e+01), p^2=-1.8190e-12, m= 0.0000e+00] (719, 0) [F] 4 G 171 ( 22 -> 27) [( 2.3860e+01, 1.9976e+00,-2.4973e+00,-2.3645e+01), p^2= 3.9790e-12, m= 0.0000e+00] (712,719) [F] 4 db 170 ( 22 -> 27) [( 9.0982e-01, 6.0879e-01, 4.8457e-01,-4.7152e-01), p^2= 3.8858e-15, m= 0.0000e+00] ( 0,712) [B] 4 u 179 ( 23 -> 27) [( 1.7252e-02,-2.3440e-04, 8.8808e-03, 1.4789e-02), p^2=-5.4210e-20, m= 0.0000e+00] (733, 0) [F] 4 G 161 ( 20 -> 27) [( 3.9053e+00, 1.3053e+00, 3.6756e+00, 1.9443e-01), p^2= 2.1316e-14, m= 0.0000e+00] (727,733) [F] 4 G 73 ( 6 -> 27) [( 8.6551e+00, 1.7572e+00, 8.3733e+00,-1.3075e+00), p^2= 1.2648e-12, m= 0.0000e+00] (652,727) [F] 4 ub 75 ( 6 -> 27) [( 3.4957e+00, 1.8439e+00, 2.9405e+00,-4.1598e-01), p^2= 3.9613e-13, m= 0.0000e+00] ( 0,652) [F] 4 u 6 ( 2 -> 27) [( 1.8863e+03, 2.4854e-01, 5.2558e-02, 1.8863e+03), p^2=-3.2596e-09, m= 0.0000e+00] (619, 0) [F] 4 G 9 ( 2 -> 27) [( 1.7825e+02, 3.9241e-01, 1.8930e+00, 1.7824e+02), p^2= 0.0000e+00, m= 0.0000e+00] (622,619) [F] 4 G 8 ( 2 -> 27) [( 2.7041e+02, 1.5426e+00,-2.5513e-01, 2.7040e+02), p^2=-7.2760e-11, m= 0.0000e+00] (629,622) [F] 4 G 7 ( 2 -> 27) [( 1.0153e+02,-9.8381e-01,-6.8643e-01, 1.0152e+02), p^2= 1.8190e-12, m= 0.0000e+00] (611,629) [F] 4 G 11 ( 2 -> 27) [( 2.1369e+01,-4.9920e-01,-9.8843e-01, 2.1340e+01), p^2= 2.7285e-12, m= 0.0000e+00] (627,611) [F] 4 G 13 ( 2 -> 27) [( 2.0878e+01,-1.8576e+00,-6.4690e-02, 2.0795e+01), p^2=-1.0232e-12, m= 0.0000e+00] (628,627) [F] 4 G 12 ( 2 -> 27) [( 7.1574e+00,-1.4449e-01,-1.1994e+00, 7.0547e+00), p^2=-4.4054e-13, m= 0.0000e+00] (617,628) [F] 4 G 10 ( 2 -> 27) [( 2.3879e+00, 1.5342e+00, 2.9881e-01, 1.8053e+00), p^2= 1.1546e-14, m= 0.0000e+00] (602,617) [F] 4 G 25 ( 2 -> 27) [( 4.7896e+00, 1.1149e+00, 3.0680e+00,-3.5049e+00), p^2=-1.6698e-13, m= 0.0000e+00] (623,602) [F] 4 G 24 ( 2 -> 27) [( 9.8408e+00, 6.0972e+00, 5.7767e+00,-5.1279e+00), p^2=-3.9790e-13, m= 0.0000e+00] (610,623) [F] 4 G 23 ( 2 -> 27) [( 3.0542e+01, 2.0377e+00, 1.9001e+00,-3.0415e+01), p^2= 0.0000e+00, m= 0.0000e+00] (605,610) [F] 4 G 22 ( 2 -> 27) [( 1.6102e+02,-1.0082e+01,-5.0519e-01,-1.6070e+02), p^2= 3.6380e-12, m= 0.0000e+00] (606,605) [F] 4 db 16 ( 2 -> 27) [( 5.9934e+00,-9.8180e-02,-2.3185e-01,-5.9881e+00), p^2=-2.1316e-14, m= 0.0000e+00] ( 0,606) [F] 4 u 14 ( 2 -> 27) [( 2.5237e+01,-2.6461e+00,-1.1585e+00, 2.5071e+01), p^2= 9.2086e-12, m= 0.0000e+00] (737, 0) [F] 4 G 100 ( 10 -> 27) [( 4.3538e+00,-1.1330e+00,-9.0393e-01,-4.1055e+00), p^2=-2.8422e-14, m= 0.0000e+00] (672,737) [F] 4 sb 99 ( 10 -> 27) [( 1.0612e+02, 3.2273e+00, 3.4107e+00,-1.0602e+02), p^2= 1.0914e-11, m= 0.0000e+00] ( 0,672) [F] 4 s 33 ( 2 -> 27) [( 2.9024e+00,-2.1801e+00,-1.8355e+00, 5.4912e-01), p^2=-1.7764e-14, m= 0.0000e+00] (624, 0) [F] 4 G 34 ( 2 -> 27) [( 4.0165e+00,-2.6934e+00,-1.7376e+00, 2.4204e+00), p^2= 2.1316e-14, m= 0.0000e+00] (613,624) [F] 4 ub 32 ( 2 -> 27) [( 7.7629e+01,-5.4495e+01,-4.9124e+01, 2.5365e+01), p^2= 2.7285e-12, m= 0.0000e+00] ( 0,613) [F] 4 d 46 ( 4 -> 27) [( 1.1766e+02, 8.8350e-01, 3.0275e+00,-1.1762e+02), p^2=-7.2760e-12, m= 0.0000e+00] (721, 0) [F] 4 G 72 ( 6 -> 27) [( 2.0024e+01, 7.6735e-01, 9.8033e-01,-1.9985e+01), p^2=-1.3358e-11, m= 0.0000e+00] (651,721) [F] 4 G 71 ( 6 -> 27) [( 7.5720e+00, 1.6459e-01,-1.1646e+00,-7.4801e+00), p^2=-3.1108e-11, m= 0.0000e+00] (654,651) [F] 4 db 70 ( 6 -> 27) [( 1.4477e+01,-1.4598e+00,-7.7389e-01,-1.4382e+01), p^2=-6.6791e-11, m= 0.0000e+00] ( 0,654) [F] 4 b 53 ( 4 -> 27) [( 5.0512e+01,-5.7925e+00,-7.0339e+00, 4.9451e+01), p^2= 2.3040e+01, m= 4.8000e+00] (636, 0) [F] 4 db 57 ( 4 -> 27) [( 4.1657e+00, 4.8743e-01,-3.1212e+00, 2.7155e+00), p^2= 1.0303e-13, m= 0.0000e+00] ( 0,636) [F] 4 d 54 ( 4 -> 27) [( 2.4334e+00, 3.8754e-01,-2.0204e+00, 1.2997e+00), p^2= 6.2172e-15, m= 0.0000e+00] (642, 0) [F] 4 G 55 ( 4 -> 27) [( 2.3605e+00, 1.0313e+00,-5.5052e-01, 2.0507e+00), p^2=-3.5527e-15, m= 0.0000e+00] (640,642) [F] 4 G 56 ( 4 -> 27) [( 1.5726e+00,-9.8144e-01, 1.1818e+00,-3.3622e-01), p^2= 3.5527e-15, m= 0.0000e+00] (631,640) [F] 4 G 49 ( 4 -> 27) [( 2.1046e+00,-6.4960e-01,-7.0421e-01,-1.8739e+00), p^2= 4.4409e-15, m= 0.0000e+00] (638,631) [F] 4 G 50 ( 4 -> 27) [( 3.0400e+01, 4.0373e+00, 6.6256e+00,-2.9394e+01), p^2=-2.2737e-13, m= 0.0000e+00] (639,638) [F] 4 G 52 ( 4 -> 27) [( 4.6132e+01, 5.9571e+00, 2.6570e+00,-4.5668e+01), p^2= 2.2737e-12, m= 0.0000e+00] (643,639) [F] 4 G 51 ( 4 -> 27) [( 8.5120e+00, 1.6637e+00, 1.3357e+00,-8.2403e+00), p^2= 9.9476e-14, m= 0.0000e+00] (632,643) [F] 4 G 48 ( 4 -> 27) [( 4.5798e+01,-2.5870e+00,-3.3344e+00,-4.5603e+01), p^2=-2.2737e-12, m= 0.0000e+00] (637,632) [F] 4 db 47 ( 4 -> 27) [( 4.1778e+01, 6.9300e-01,-1.4028e+00,-4.1748e+01), p^2= 4.5475e-13, m= 0.0000e+00] ( 0,637) [F] 4 d 69 ( 6 -> 27) [( 3.1988e+01,-3.6454e+00,-4.6546e+00,-3.1437e+01), p^2=-4.5475e-13, m= 0.0000e+00] (650, 0) [F] 4 G 67 ( 6 -> 27) [( 1.8411e+00,-8.2711e-01,-1.3711e+00,-9.0877e-01), p^2= 4.8850e-15, m= 0.0000e+00] (653,650) [F] 4 G 68 ( 6 -> 27) [( 2.0294e+00,-1.5929e+00, 9.8075e-01, 7.8685e-01), p^2= 7.1054e-15, m= 0.0000e+00] (644,653) [F] 4 G 64 ( 6 -> 27) [( 3.3573e+01,-7.0471e-01,-2.1412e+00, 3.3497e+01), p^2=-5.2296e-12, m= 0.0000e+00] (649,644) [F] 4 ub 63 ( 6 -> 27) [( 8.7996e+01, 4.1640e-01,-1.7449e+00, 8.7978e+01), p^2=-2.6375e-11, m= 0.0000e+00] ( 0,649) [F] 4 u 74 ( 6 -> 27) [( 1.3814e+00, 1.1347e+00, 7.7655e-01, 1.3336e-01), p^2= 8.1268e-14, m= 0.0000e+00] (647, 0) [F] 4 G 66 ( 6 -> 27) [( 1.3287e+03, 2.3741e+00,-2.0812e+00,-1.3287e+03), p^2=-9.3132e-10, m= 0.0000e+00] (720,647) [B] 4 db 183 ( 24 -> 27) [( 1.4450e+02, 6.0813e-02, 6.1927e-02,-1.4450e+02), p^2= 3.6380e-12, m= 0.0000e+00] ( 0,720) [F] 4 d 87 ( 8 -> 27) [( 4.9009e+01, 1.6632e+00,-4.5083e+00,-4.8773e+01), p^2= 5.9117e-12, m= 0.0000e+00] (661, 0) [F] 4 G 88 ( 8 -> 27) [( 1.3374e+01,-4.6018e-01,-1.0678e-01,-1.3366e+01), p^2= 2.2737e-13, m= 0.0000e+00] (656,661) [F] 4 G 84 ( 8 -> 27) [( 1.1520e+01,-4.4952e-01, 3.4934e+00,-1.0969e+01), p^2=-8.5265e-14, m= 0.0000e+00] (659,656) [F] 4 G 86 ( 8 -> 27) [( 1.8970e+01,-2.7364e+00, 9.5775e-01,-1.8747e+01), p^2=-7.9581e-13, m= 0.0000e+00] (662,659) [F] 4 G 85 ( 8 -> 27) [( 1.1113e+01,-3.0093e+00, 1.2677e+00,-1.0622e+01), p^2=-1.2790e-13, m= 0.0000e+00] (657,662) [F] 4 G 82 ( 8 -> 27) [( 5.0415e+01,-6.3993e-01, 5.6987e-01, 5.0408e+01), p^2= 1.2142e-10, m= 0.0000e+00] (660,657) [F] 4 G 81 ( 8 -> 27) [( 2.4272e+02, 5.5860e+00,-1.6933e+00, 2.4265e+02), p^2= 2.9540e-09, m= 0.0000e+00] (730,660) [B] 4 ub 180 ( 23 -> 27) [( 1.7252e-02,-1.8827e-04,-7.0051e-05, 1.7251e-02), p^2= 0.0000e+00, m= 0.0000e+00] ( 0,730) [F] 4 d 96 ( 10 -> 27) [( 1.1229e+02, 9.5818e-01,-1.7262e+00,-1.1227e+02), p^2= 3.6380e-12, m= 0.0000e+00] (671, 0) [F] 4 G 97 ( 10 -> 27) [( 2.3448e+01, 7.0824e-01, 1.8107e+00,-2.3367e+01), p^2= 2.2737e-13, m= 0.0000e+00] (664,671) [F] 4 G 101 ( 10 -> 27) [( 2.3977e+00,-2.1213e+00,-6.3567e-01,-9.1908e-01), p^2= 1.6342e-13, m= 0.0000e+00] (670,664) [F] 4 G 102 ( 10 -> 27) [( 5.0591e+00,-1.0693e+00,-2.8468e+00, 4.0431e+00), p^2= 0.0000e+00, m= 0.0000e+00] (666,670) [F] 4 G 105 ( 10 -> 27) [( 8.5897e+00, 2.2660e+00, 1.1793e+00, 8.2011e+00), p^2= 5.6843e-14, m= 0.0000e+00] (669,666) [F] 4 G 103 ( 10 -> 27) [( 6.1607e+00,-2.1377e-01, 1.0201e+00, 6.0719e+00), p^2= 7.1054e-15, m= 0.0000e+00] (673,669) [F] 4 G 104 ( 10 -> 27) [( 3.7783e+01, 3.4342e+00,-1.5655e+00, 3.7594e+01), p^2= 6.8212e-13, m= 0.0000e+00] (663,673) [F] 4 G 94 ( 10 -> 27) [( 1.4541e+02,-3.0370e+00, 1.5696e+00, 1.4537e+02), p^2= 0.0000e+00, m= 0.0000e+00] (735,663) [F] 4 G 159 ( 20 -> 27) [( 1.8625e+01,-1.7261e+00,-3.0171e+00, 1.8298e+01), p^2=-5.6843e-14, m= 0.0000e+00] (704,735) [F] 4 G 162 ( 20 -> 27) [( 9.3240e-01, 3.3972e-01,-8.5873e-01,-1.2860e-01), p^2= 2.7756e-15, m= 0.0000e+00] (715,704) [F] 4 cb 114 ( 12 -> 27) [( 5.5423e+00,-4.0608e+00, 3.2928e+00, 1.1697e+00), p^2= 2.0164e+00, m= 1.4200e+00] ( 0,715) [F] 4 s 98 ( 10 -> 27) [( 1.2366e+02,-2.3600e+00,-6.0186e-01,-1.2364e+02), p^2=-1.0914e-11, m= 0.0000e+00] (723, 0) [F] 4 G 125 ( 14 -> 27) [( 2.1416e+00, 1.1227e+00,-1.7948e+00, 3.2303e-01), p^2=-8.8818e-16, m= 0.0000e+00] (683,723) [F] 4 G 124 ( 14 -> 27) [( 5.6819e+00,-4.9708e+00,-2.2432e+00,-1.5947e+00), p^2= 1.4211e-14, m= 0.0000e+00] (680,683) [F] 4 G 127 ( 14 -> 27) [( 2.5127e+01,-1.6938e+00, 6.3998e-01, 2.5062e+01), p^2= 0.0000e+00, m= 0.0000e+00] (681,680) [F] 4 G 126 ( 14 -> 27) [( 1.5357e+01, 4.3427e+00,-9.1759e-01, 1.4701e+01), p^2= 5.0306e-12, m= 0.0000e+00] (677,681) [F] 4 G 121 ( 14 -> 27) [( 1.6236e+02, 1.4838e+00,-4.3108e-01, 1.6236e+02), p^2=-1.4552e-11, m= 0.0000e+00] (684,677) [F] 4 G 120 ( 14 -> 27) [( 3.2853e+02, 8.6854e-01, 1.4317e+00, 3.2853e+02), p^2= 0.0000e+00, m= 0.0000e+00] (736,684) [B] 4 ud_1 177 ( 23 -> 27) [( 2.2521e+03,-1.4475e-01, 8.7520e-02, 2.2521e+03), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,736) [F] 4 u 111 ( 12 -> 27) [( 2.0825e+02, 2.2429e+00, 3.1615e+00, 2.0821e+02), p^2=-7.2760e-12, m= 0.0000e+00] (718, 0) [F] 4 G 42 ( 4 -> 27) [( 3.4122e+00,-8.3231e-01, 1.1319e+00,-3.1095e+00), p^2= 0.0000e+00, m= 0.0000e+00] (641,718) [F] 4 G 43 ( 4 -> 27) [( 6.5091e+00,-2.3563e+00,-3.7901e+00, 4.7384e+00), p^2= 4.4977e-12, m= 0.0000e+00] (635,641) [F] 4 G 44 ( 4 -> 27) [( 6.1954e+00,-1.8605e+00, 5.8857e+00,-5.2869e-01), p^2=-6.7502e-13, m= 0.0000e+00] (729,635) [F] 4 G 133 ( 16 -> 27) [( 3.3932e+00,-3.4332e-01,-2.5859e+00, 2.1699e+00), p^2=-7.9936e-14, m= 0.0000e+00] (696,729) [F] 4 G 134 ( 16 -> 27) [( 5.7847e+00, 1.0532e+00,-9.7717e-01,-5.6034e+00), p^2=-7.1054e-15, m= 0.0000e+00] (687,696) [F] 4 G 137 ( 16 -> 27) [( 2.2053e+01, 1.2800e+00,-3.2567e-01,-2.2014e+01), p^2= 1.1369e-13, m= 0.0000e+00] (693,687) [F] 4 G 136 ( 16 -> 27) [( 1.4378e+02,-1.3539e+00, 2.2274e+00,-1.4376e+02), p^2=-3.6380e-12, m= 0.0000e+00] (722,693) [F] 4 G 18 ( 2 -> 27) [( 1.6999e+02,-5.3046e-01, 2.4589e+00,-1.6998e+02), p^2=-2.5466e-11, m= 0.0000e+00] (621,722) [F] 4 G 17 ( 2 -> 27) [( 1.9208e+02, 3.4146e+00, 3.0770e+00,-1.9202e+02), p^2=-2.9104e-11, m= 0.0000e+00] (614,621) [F] 4 G 19 ( 2 -> 27) [( 2.1804e+01, 2.4223e+00, 7.0366e-01,-2.1658e+01), p^2=-1.1369e-13, m= 0.0000e+00] (615,614) [F] 4 G 20 ( 2 -> 27) [( 2.4141e+01,-1.8449e+00, 2.7299e+00,-2.3915e+01), p^2= 1.1369e-12, m= 0.0000e+00] (626,615) [F] 4 G 21 ( 2 -> 27) [( 8.8213e+00, 2.0254e+00, 3.2181e-01,-8.5796e+00), p^2=-1.4211e-14, m= 0.0000e+00] (604,626) [F] 4 G 31 ( 2 -> 27) [( 2.6384e+01, 1.3214e+01, 4.3690e+00,-2.2415e+01), p^2=-5.6843e-13, m= 0.0000e+00] (625,604) [F] 4 G 30 ( 2 -> 27) [( 4.8029e+00, 3.4229e+00, 5.3691e-01,-3.3262e+00), p^2=-4.6185e-14, m= 0.0000e+00] (608,625) [F] 4 G 27 ( 2 -> 27) [( 8.7696e+00, 5.4093e+00, 3.9786e+00,-5.6405e+00), p^2=-2.1316e-13, m= 0.0000e+00] (618,608) [F] 4 G 26 ( 2 -> 27) [( 5.4344e+01, 2.7875e+01, 2.0663e+01,-4.1824e+01), p^2= 9.0949e-13, m= 0.0000e+00] (612,618) [F] 4 G 28 ( 2 -> 27) [( 2.1111e+01, 7.1955e+00, 9.5285e+00,-1.7410e+01), p^2= 2.2737e-13, m= 0.0000e+00] (616,612) [F] 4 G 29 ( 2 -> 27) [( 3.5350e+00, 2.1147e+00, 7.0820e-02,-2.8318e+00), p^2=-1.7764e-14, m= 0.0000e+00] (603,616) [F] 4 G 36 ( 2 -> 27) [( 2.1054e+00,-5.4960e-01,-1.6238e+00,-1.2222e+00), p^2= 2.6645e-15, m= 0.0000e+00] (620,603) [F] 4 sb 35 ( 2 -> 27) [( 4.2765e+00,-1.5032e+00,-2.1830e+00, 3.3562e+00), p^2= 4.6185e-14, m= 0.0000e+00] ( 0,620) [F] 4 c 113 ( 12 -> 27) [( 1.8939e+01, 1.7801e+00,-6.4985e+00, 1.7643e+01), p^2= 2.0164e+00, m= 1.4200e+00] (728, 0) [B] 4 bb 178 ( 23 -> 27) [( 1.7252e-02,-1.4359e-04,-4.3864e-04, 1.7246e-02), p^2=-5.4210e-20, m= 0.0000e+00] ( 0,728) [F] 4 u 139 ( 16 -> 27) [( 2.2104e+00, 6.6354e-01,-1.8969e+00, 9.2058e-01), p^2=-6.2172e-15, m= 0.0000e+00] (694, 0) [F] 4 G 140 ( 16 -> 27) [( 6.3836e-01, 2.8413e-01, 4.5199e-01,-3.4996e-01), p^2=-6.1062e-16, m= 0.0000e+00] (688,694) [F] 4 G 142 ( 16 -> 27) [( 6.4103e+01,-1.3753e+00, 1.0501e+00, 6.4080e+01), p^2=-9.0949e-13, m= 0.0000e+00] (695,688) [F] 4 G 143 ( 16 -> 27) [( 1.4812e+01,-1.2458e+00, 1.1446e+00, 1.4715e+01), p^2=-1.4211e-13, m= 0.0000e+00] (692,695) [F] 4 G 144 ( 16 -> 27) [( 3.5370e+01,-1.9063e+00, 2.1562e-01, 3.5318e+01), p^2=-1.5916e-12, m= 0.0000e+00] (734,692) [F] 4 db 123 ( 14 -> 27) [( 7.2630e+01,-1.2147e+00, 3.3953e+00,-7.2540e+01), p^2=-6.3665e-12, m= 0.0000e+00] ( 0,734) [F] 4 d 169 ( 22 -> 27) [( 5.0267e+00, 6.0357e-01, 2.4892e+00,-4.3252e+00), p^2= 1.1724e-13, m= 0.0000e+00] (708, 0) [F] 4 G 173 ( 22 -> 27) [( 1.5489e+00,-8.7015e-01,-6.7705e-02, 1.2796e+00), p^2=-1.3323e-15, m= 0.0000e+00] (713,708) [F] 4 G 172 ( 22 -> 27) [( 2.2682e+00, 1.5451e+00,-1.5155e+00,-6.7885e-01), p^2=-6.2172e-15, m= 0.0000e+00] (710,713) [F] 4 G 174 ( 22 -> 27) [( 3.7646e+01,-4.0309e+00, 4.3273e-01, 3.7428e+01), p^2=-6.8212e-13, m= 0.0000e+00] (732,710) [F] 4 G 138 ( 16 -> 27) [( 1.6372e+01, 1.4459e+00, 1.1294e+00,-1.6269e+01), p^2=-5.6843e-14, m= 0.0000e+00] (689,732) [F] 4 ub 141 ( 16 -> 27) [( 3.1274e+00, 1.2947e+00,-6.7661e-01, 2.7652e+00), p^2=-7.1054e-15, m= 0.0000e+00] ( 0,689) [F] 4 G 151 ( 18 -> 27) [( 1.5455e+01,-9.1949e-02, 4.0100e+00,-1.4926e+01), p^2=-2.5580e-13, m= 0.0000e+00] (698,731) [F] 4 G 152 ( 18 -> 27) [( 2.3042e+00,-7.8222e-02, 2.7012e-01, 2.2870e+00), p^2=-1.8652e-14, m= 0.0000e+00] (700,698) [F] 4 G 153 ( 18 -> 27) [( 1.3708e+01,-1.4377e-01,-4.2491e+00, 1.3032e+01), p^2= 5.6843e-14, m= 0.0000e+00] (731,700) Outgoing particles : [P] 1 B(c)+ 187 ( 27 -> 203) [(-6.8984e+55, 4.1041e+53,-1.7898e+55, 6.6621e+55), p^2=-4.8060e+96, m= 6.5940e+00] ( 0, 0) [P] 1 omega(782) 188 ( 27 -> 143) [( 6.8984e+55,-4.1041e+53, 1.7898e+55,-6.6621e+55), p^2=-4.8060e+96, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 189 ( 27 -> 61) [( 1.6282e+03,-1.0083e-01,-3.6548e-02,-1.6282e+03), p^2= 1.5830e-02, m= 7.6690e-01] ( 0, 0) [P] 1 n 190 ( 27 -> ) [( 1.1826e+03, 1.3900e-01, 3.4444e-01,-1.1826e+03), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 191 ( 27 -> 59) [( 8.3454e+00, 2.3373e+00, 7.9818e+00,-6.7570e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 192 ( 27 -> 221) [( 2.8108e+00, 1.4382e+00, 2.2587e+00,-3.4506e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi 193 ( 27 -> 63) [( 4.9170e+00, 1.1306e+00, 4.7578e+00,-4.9349e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 194 ( 27 -> 106) [( 1.3418e+03, 4.3377e-01,-8.1753e-03, 1.3418e+03), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232)+ 195 ( 27 -> 100) [( 3.0078e+02, 4.8085e-02, 5.7606e-01, 3.0078e+02), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 nb 196 ( 27 -> ) [( 2.4147e+02, 5.2999e-02, 5.5640e-01, 2.4147e+02), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi+b 197 ( 27 -> ) [( 1.9971e+02, 1.4678e-01,-2.7665e-01, 1.9971e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 198 ( 27 -> ) [( 1.0158e+02, 5.7897e-01, 4.8026e-01, 1.0157e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 199 ( 27 -> 195) [( 5.6604e+01,-1.2858e-01,-2.3744e-01, 5.6598e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 200 ( 27 -> 171) [( 2.8556e+01,-3.6231e-01, 2.1544e-01, 2.8553e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892)+ 201 ( 27 -> 35) [( 8.0034e+01, 5.6650e-01,-2.8720e-01, 8.0027e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 202 ( 27 -> 217) [( 5.1298e+01,-6.2425e-01,-3.5766e-01, 5.1285e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+ 203 ( 27 -> 227) [( 1.3856e+01, 4.1280e-02,-2.9025e-02, 1.3827e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 204 ( 27 -> ) [( 3.8309e+01,-6.4646e-01, 1.3109e-01, 3.8301e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 205 ( 27 -> 82) [( 1.3015e+01,-6.6519e-01,-1.0161e+00, 1.2935e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 206 ( 27 -> 46) [( 8.2733e+00, 9.7195e-02,-4.4064e-01, 8.2252e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 207 ( 27 -> 77) [( 3.2377e+00,-2.3658e-01, 4.5114e-01, 3.1036e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 208 ( 27 -> 241) [( 2.2559e+00, 5.3749e-01, 4.2144e-02, 2.0519e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 209 ( 27 -> ) [( 1.3785e+00, 1.8180e-01,-5.1751e-01, 1.2570e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892) 210 ( 27 -> 140) [( 2.6309e+00,-3.8785e-01, 5.8330e-02, 2.4423e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta 211 ( 27 -> 165) [( 1.6368e+00,-2.4285e-01, 2.3070e-01, 1.5057e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 Kb 212 ( 27 -> 213) [( 8.1196e-01, 5.9723e-01,-2.0746e-01,-1.0903e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 eta 213 ( 27 -> 242) [( 7.3535e-01,-1.7519e-01, 3.7005e-01, 2.7093e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+b 214 ( 27 -> 111) [( 9.3329e-01, 4.5376e-01, 4.3264e-02,-2.7410e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 215 ( 27 -> 169) [( 1.9358e+00, 5.5764e-01, 1.5184e+00,-9.1163e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770) 216 ( 27 -> 220) [( 1.4334e+00, 1.0766e+00, 4.6492e-01, 2.9833e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 omega(782) 217 ( 27 -> 108) [( 2.3110e+00, 1.3129e+00, 1.2473e+00,-1.2041e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 218 ( 27 -> 53) [( 2.1254e+00, 5.4557e-01, 1.0422e+00,-1.5946e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 219 ( 27 -> 60) [( 3.4287e+00, 1.8764e+00, 2.1029e+00,-1.7950e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K*(892)+ 220 ( 27 -> 255) [( 3.2588e+00, 1.0535e+00, 2.9630e-01,-2.9371e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 221 ( 27 -> ) [( 1.6254e+00, 5.1362e-01, 9.0487e-01,-1.1471e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 omega(782) 222 ( 27 -> 38) [( 3.4287e+00,-1.2847e-01, 9.0589e-01,-3.2105e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 223 ( 27 -> 96) [( 5.3813e+00, 8.3781e-01, 8.0930e-02,-5.2595e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 224 ( 27 -> 80) [( 2.6364e+00, 3.6790e-01,-7.6720e-02,-2.6060e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770) 225 ( 27 -> 233) [( 2.3130e+00, 1.7431e-01, 3.3490e-01,-2.1487e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 226 ( 27 -> 154) [( 8.4934e+00, 4.2927e-01, 5.8212e-01,-8.4276e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+b 227 ( 27 -> ) [( 4.3529e+00,-3.0050e-01, 3.9218e-01,-4.3225e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 228 ( 27 -> 137) [( 9.2333e+00,-1.1657e-01, 3.1622e-02,-9.2006e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232) 229 ( 27 -> 223) [( 3.0236e+01,-1.6144e+00,-3.9531e-01,-3.0165e+01), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 eta 230 ( 27 -> 39) [( 4.8065e+01,-2.7994e+00, 2.3793e-01,-4.7979e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 nb 231 ( 27 -> ) [( 8.1218e+01,-4.7511e+00,-3.8928e-01,-8.1073e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 232 ( 27 -> 68) [( 8.5942e-01,-3.5653e-01, 8.5961e-02, 7.6543e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 233 ( 27 -> 120) [( 1.5265e+01,-1.4281e+00,-3.2875e-01, 1.5185e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K*(892)+ 234 ( 27 -> 212) [( 4.7900e+00,-3.5852e-01,-5.8442e-01, 4.6561e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 235 ( 27 -> ) [( 2.4039e+00,-7.1277e-03,-3.1645e-01, 2.3313e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770) 236 ( 27 -> 37) [( 1.5207e+00,-2.0284e-01, 3.3943e-02, 1.2960e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 omega(782) 237 ( 27 -> 115) [( 1.2996e+00,-6.9384e-01,-3.2753e-01,-6.9919e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 238 ( 27 -> 152) [( 1.1012e+00,-5.4761e-01, 2.4694e-01,-5.1111e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K+ 239 ( 27 -> ) [( 2.4560e+00, 3.3576e-01,-5.4268e-01,-2.3198e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 240 ( 27 -> 167) [( 9.6887e+00, 4.8281e-01, 4.7786e-01,-9.6236e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 241 ( 27 -> ) [( 8.6184e+00,-2.1732e-01, 2.7867e-01,-8.6100e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+ 242 ( 27 -> ) [( 1.2228e+01, 4.0659e-01, 2.5536e-01,-1.2183e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 Delta(1232)++b 243 ( 27 -> 155) [( 9.7822e+00, 1.2307e-01, 1.5218e-01,-9.7025e+00), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 K*(892)+ 244 ( 27 -> 90) [( 6.5699e+01, 1.9118e+00, 1.9172e+00,-6.5637e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 245 ( 27 -> ) [( 7.2866e+00,-4.7838e+00,-4.3148e+00, 3.3688e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 246 ( 27 -> 214) [( 1.4644e+01,-1.0574e+01,-9.2929e+00, 3.9612e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 247 ( 27 -> 166) [( 8.9202e+00,-6.3512e+00,-5.4872e+00, 2.9214e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 248 ( 27 -> 263) [( 1.5871e+01,-1.0980e+01,-1.0083e+01, 5.3930e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 249 ( 27 -> 47) [( 8.5772e+00,-6.1844e+00,-5.1988e+00, 2.7761e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 250 ( 27 -> 185) [( 9.9084e+00,-6.7142e+00,-6.4555e+00, 3.3771e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 251 ( 27 -> 110) [( 1.9341e+01,-1.3782e+01,-1.1866e+01, 6.5371e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K*(892) 252 ( 27 -> 190) [( 4.3258e+01, 1.3231e+00, 1.7177e+00,-4.3195e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta 253 ( 27 -> 66) [( 8.7476e+01, 3.5739e-01, 1.4079e+00,-8.7462e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 Kb 254 ( 27 -> 182) [( 8.6562e+00,-2.0247e-01,-1.4504e-01,-8.6383e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 255 ( 27 -> 209) [( 4.6015e+00,-5.4891e-01,-2.7596e-01,-4.4954e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 256 ( 27 -> 72) [( 1.0230e+01, 1.4803e-01,-5.3340e-01,-1.0214e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+ 257 ( 27 -> ) [( 5.5135e+00,-7.2150e-01,-1.0186e-01,-5.4634e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 B*+b 258 ( 27 -> 45) [( 4.9122e+01,-5.3769e+00,-6.8528e+00, 4.8050e+01), p^2= 2.8353e+01, m= 5.3248e+00] ( 0, 0) [P] 1 rho(770)+ 259 ( 27 -> 138) [( 1.8086e+00,-9.7453e-02,-8.5844e-01, 1.3916e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 260 ( 27 -> 32) [( 3.7468e+00, 1.6924e-01,-2.4438e+00, 2.7251e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 eta 261 ( 27 -> 192) [( 1.4285e+00, 4.5294e-01,-3.3248e-01, 1.1938e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770) 262 ( 27 -> 86) [( 2.5082e+00, 9.1786e-01,-2.0048e+00, 9.1609e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K*(892) 263 ( 27 -> 236) [( 1.1596e+00,-4.8445e-01,-2.4821e-02, 5.5343e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K+b 264 ( 27 -> ) [( 7.2433e-01,-5.2453e-01, 7.6489e-02, 5.6368e-03), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K+ 265 ( 27 -> ) [( 2.8740e+00, 4.1949e-01, 3.3802e-01,-2.7796e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 Kb 266 ( 27 -> 73) [( 5.7759e-01, 2.3201e-01, 4.7461e-02,-1.7278e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 267 ( 27 -> 145) [( 2.3740e+00,-9.1389e-01, 1.0831e+00,-1.7434e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 268 ( 27 -> ) [( 1.7972e+00, 4.6101e-01, 6.3854e-02,-1.7303e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K 269 ( 27 -> 58) [( 6.6795e+00, 1.7093e+00, 1.5201e+00,-6.2558e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)b 270 ( 27 -> 89) [( 1.6585e+01, 1.1687e+00, 3.2709e+00,-1.6193e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 pi 271 ( 27 -> 49) [( 6.7184e+00, 9.6246e-01, 1.7132e-01,-6.6455e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+b 272 ( 27 -> 150) [( 1.9074e+01, 2.4252e+00, 1.5696e+00,-1.8838e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 273 ( 27 -> ) [( 3.6486e+00, 6.2807e-01, 7.0861e-01,-3.5208e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 274 ( 27 -> 264) [( 7.4505e+00, 1.1465e+00, 3.0434e-01,-7.3542e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta'(958) 275 ( 27 -> 28) [( 8.6623e+00, 8.9797e-01, 4.3668e-01,-8.5511e+00), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 K*(892) 276 ( 27 -> 31) [( 8.1489e+00, 7.1045e-01, 5.5108e-01,-8.0494e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 277 ( 27 -> 174) [( 7.3716e+00, 6.8203e-01, 1.3176e-01,-7.2844e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 278 ( 27 -> ) [( 3.8251e+00,-3.1084e-02,-1.8241e-01,-3.8181e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 279 ( 27 -> ) [( 4.3512e+00,-3.8252e-01,-1.6370e-01,-4.3290e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 280 ( 27 -> ) [( 2.2484e+00, 1.5854e-01,-1.9291e-01,-2.2302e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 281 ( 27 -> 261) [( 1.0209e+01,-3.7838e-01,-4.6139e-01,-1.0162e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 282 ( 27 -> 163) [( 8.1594e+00,-1.3738e-01,-3.9466e-01,-8.1125e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 283 ( 27 -> 205) [( 2.3519e+01,-7.6653e-01,-1.0938e+00,-2.3468e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 284 ( 27 -> 211) [( 3.0997e+01, 1.9799e-01,-1.6346e+00,-3.0943e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 285 ( 27 -> 109) [( 2.9818e+01,-3.5217e+00,-4.5960e+00,-2.9239e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K 286 ( 27 -> 136) [( 2.3834e+00,-7.9106e-02,-3.5809e-01,-2.3018e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)+b 287 ( 27 -> 191) [( 1.6050e+00,-8.2108e-01,-9.3630e-01,-4.7998e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 288 ( 27 -> ) [( 1.3059e+00,-1.1177e+00, 6.4682e-01, 1.3474e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 289 ( 27 -> 179) [( 9.8370e-01,-2.6734e-01,-1.7186e-01, 7.5296e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+b 290 ( 27 -> 225) [( 2.9919e+00,-1.2147e-01,-3.9049e-01, 2.8629e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232)+ 291 ( 27 -> 170) [( 4.2171e+01,-8.7344e-01,-1.1036e+00, 4.2130e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi 292 ( 27 -> 85) [( 1.9380e+01, 1.0438e+00,-2.8109e-01, 1.9349e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 nb 293 ( 27 -> ) [( 1.4283e+01,-5.3612e-01,-6.2883e-02, 1.4242e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 294 ( 27 -> 42) [( 4.2507e+01,-5.9510e-02,-1.6775e+00, 4.2467e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K+ 295 ( 27 -> ) [( 1.4201e+00, 1.0537e+00, 8.0353e-01,-1.3034e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 296 ( 27 -> 93) [( 5.9509e+00,-1.7257e-01,-8.2853e-03,-5.8812e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 omega(782) 297 ( 27 -> 183) [( 4.0312e+00, 3.0343e-02,-2.0375e-02,-3.9545e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 298 ( 27 -> 122) [( 7.3976e+00, 6.2622e-01, 2.9661e-01,-7.3250e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 299 ( 27 -> ) [( 1.3100e+02,-3.7111e-01,-7.5821e-01,-1.3099e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 300 ( 27 -> ) [( 1.8100e+02, 7.1516e-01, 3.3236e-01,-1.8100e+02), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 301 ( 27 -> 29) [( 2.5275e+02, 4.3989e-01,-7.2955e-01,-2.5275e+02), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 302 ( 27 -> ) [( 8.9103e+02, 1.2479e+00,-1.1588e+00,-8.9103e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 303 ( 27 -> 224) [( 2.5398e+01, 7.6840e-01,-2.1433e+00,-2.5284e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232)++ 304 ( 27 -> 160) [( 1.7041e+01, 2.3070e-01,-7.7850e-01,-1.6977e+01), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 omega(782) 305 ( 27 -> 162) [( 5.8963e+00, 1.8791e-01,-4.8602e-01,-5.8210e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232)++b 306 ( 27 -> 244) [( 1.2952e+01, 2.6457e-01,-9.5131e-01,-1.2855e+01), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 K*(892)+ 307 ( 27 -> 246) [( 1.7916e+01,-1.5049e+00, 2.1372e+00,-1.7701e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)b 308 ( 27 -> 260) [( 4.2111e+00,-9.3162e-01, 1.1530e+00,-3.8383e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 309 ( 27 -> 219) [( 5.5166e+00,-1.2402e+00, 7.5148e-01,-5.2670e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 310 ( 27 -> 131) [( 5.3032e+00,-5.5773e-01, 1.9899e-01,-5.2139e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 311 ( 27 -> ) [( 9.0248e+00,-1.8063e+00, 1.8336e+00,-8.6488e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 312 ( 27 -> ) [( 6.1404e-01,-2.0109e-01,-4.7346e-01, 3.0490e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 313 ( 27 -> 134) [( 1.3388e+00, 4.0867e-01,-6.3208e-01, 7.9706e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 314 ( 27 -> 208) [( 1.2490e+00,-3.6585e-01, 5.5943e-01, 7.2457e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 315 ( 27 -> 52) [( 4.5263e+00,-4.8926e-01, 1.4776e-01, 4.4954e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 P+ 316 ( 27 -> ) [( 3.4128e+00, 1.0768e-01,-8.0230e-02, 3.2785e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 317 ( 27 -> 186) [( 2.5674e+01, 5.2095e-01, 1.7572e-01, 2.5656e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 Lambdab 318 ( 27 -> 44) [( 1.2099e+01,-2.9898e-01,-1.1864e-01, 1.2044e+01), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 K+b 319 ( 27 -> ) [( 8.4283e+01, 1.0369e+00,-2.0356e-01, 8.4275e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi 320 ( 27 -> 207) [( 7.5903e+01, 2.1926e+00,-1.9022e-01, 7.5871e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 321 ( 27 -> 156) [( 8.4784e+01, 1.6312e+00,-9.1962e-01, 8.4762e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K 322 ( 27 -> 94) [( 1.5183e+01,-5.0823e-02, 1.4086e-02,-1.5175e+01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 Lambda 323 ( 27 -> 188) [( 3.9441e+01, 4.7766e-01,-5.1408e-01,-3.9419e+01), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 P+b 324 ( 27 -> ) [( 3.5497e+01, 3.7417e-01,-6.2436e-02,-3.5482e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 325 ( 27 -> 118) [( 2.2925e+01, 3.4279e-01,-1.9258e-01,-2.2909e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 326 ( 27 -> ) [( 7.1374e+00,-4.4420e-01, 1.5785e-02,-7.1222e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 327 ( 27 -> 36) [( 4.4302e+00, 7.6619e-01, 3.2237e-02,-4.3613e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232) 328 ( 27 -> 204) [( 7.5371e+00,-5.3745e-01, 6.6743e-02,-7.4158e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 Delta(1232)b 329 ( 27 -> 88) [( 2.8854e+00,-2.7901e-01, 3.2384e-01,-2.5734e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 omega(782) 330 ( 27 -> 193) [( 1.4425e+00, 1.7120e-01, 2.6152e-01,-1.1712e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K*(892) 331 ( 27 -> 228) [( 1.0690e+00,-3.1659e-01,-4.7960e-01, 9.7405e-02), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Lambda 332 ( 27 -> 87) [( 2.1340e+00,-7.2731e-01,-1.0940e+00, 1.2583e+00), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 nb 333 ( 27 -> ) [( 1.0902e+00, 1.3910e-01,-4.7051e-01, 2.5478e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 334 ( 27 -> 79) [( 1.8813e+00,-5.9015e-01, 4.9456e-01, 1.5357e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 335 ( 27 -> 222) [( 2.8472e-01,-1.0741e-02,-2.4857e-01, 3.0742e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 336 ( 27 -> 199) [( 8.7940e-01, 4.3816e-01,-4.3172e-01, 6.1380e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 337 ( 27 -> 159) [( 3.9888e+00, 2.7055e-01,-2.8975e-01, 3.8942e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 338 ( 27 -> 33) [( 2.3320e+00,-3.3627e-01, 3.5020e-01, 2.1481e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 339 ( 27 -> ) [( 3.2773e-01,-1.2117e-01,-5.5362e-02, 2.6492e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 omega(782) 340 ( 27 -> 98) [( 1.5363e+01, 2.3423e+00, 1.7345e-01, 1.5162e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K 341 ( 27 -> 243) [( 3.4970e+00, 3.3301e-01, 1.1452e-01, 3.4434e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)b 342 ( 27 -> 259) [( 2.2600e+01, 3.5094e-01,-5.2815e-01, 2.2574e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 343 ( 27 -> 198) [( 1.3016e+01, 1.3846e-01, 8.0243e-01, 1.2967e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 344 ( 27 -> 95) [( 2.8486e+01,-3.0912e-01,-3.9864e-01, 2.8467e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)b 345 ( 27 -> 30) [( 2.1188e+01, 1.0893e-01, 4.1716e-01, 2.1165e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770) 346 ( 27 -> 173) [( 1.3717e+01,-2.2904e-01,-3.3749e-01, 1.3690e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 347 ( 27 -> 81) [( 6.0218e+01,-1.4206e+00, 1.3106e-01, 6.0196e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 348 ( 27 -> 121) [( 8.0163e+00,-3.0247e-01,-3.6185e-03, 7.9608e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Kb 349 ( 27 -> 130) [( 3.5805e+00,-2.2117e-01,-6.0490e-01, 3.4868e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 pi 350 ( 27 -> 250) [( 3.8913e+00,-3.2983e-01,-3.1036e-02, 3.8749e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 351 ( 27 -> 34) [( 1.1374e+01,-4.3617e-01,-7.6766e-01, 1.1313e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232) 352 ( 27 -> 189) [( 2.5734e+00, 3.3176e-01,-1.0875e+00, 1.9517e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 Delta(1232)+b 353 ( 27 -> 129) [( 2.6913e+00,-1.2258e+00,-2.9453e-01, 2.0337e+00), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi 354 ( 27 -> 103) [( 4.0601e-01, 2.8773e-01,-8.7247e-02, 2.3711e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 D*(2007)b 355 ( 27 -> 56) [( 5.1470e+00,-3.5070e+00, 3.0042e+00, 1.0682e+00), p^2= 4.0268e+00, m= 2.0067e+00] ( 0, 0) [P] 1 Sigma(1385)+ 356 ( 27 -> 197) [( 5.0764e+01,-8.0219e-01,-4.5897e-01,-5.0737e+01), p^2= 1.9121e+00, m= 1.3828e+00] ( 0, 0) [P] 1 Delta(1232)+b 357 ( 27 -> 175) [( 7.0870e+01,-1.3981e+00,-6.9493e-01,-7.0842e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi+b 358 ( 27 -> ) [( 5.4020e-01,-3.7220e-01, 1.7159e-01,-3.2305e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 359 ( 27 -> ) [( 1.0821e+00, 7.5200e-01,-4.4262e-01,-4.0721e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 360 ( 27 -> 184) [( 1.7381e+00,-4.1996e-01, 2.1801e-01,-1.4150e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 omega(782) 361 ( 27 -> 200) [( 1.6578e+00,-9.9661e-01,-9.6524e-01,-4.6032e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi 362 ( 27 -> 128) [( 2.7454e-01,-2.1305e-01,-1.0841e-01,-3.0550e-03), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)++ 363 ( 27 -> 91) [( 1.7708e+00,-2.0990e-01,-1.2555e+00,-4.6617e-03), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 Delta(1232)++b 364 ( 27 -> 48) [( 1.4138e+00,-6.1921e-01,-3.0706e-01, 7.6680e-02), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 rho(770)+ 365 ( 27 -> 116) [( 2.2063e+00,-1.9671e+00,-4.7416e-01, 4.3006e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 366 ( 27 -> 112) [( 5.5930e-01, 3.0842e-01,-1.7010e-01, 4.1296e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)+ 367 ( 27 -> 102) [( 1.2320e+01,-9.4776e-01, 2.8966e-01, 1.2218e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi+b 368 ( 27 -> ) [( 6.8401e-01,-2.2587e-02,-2.6535e-01, 6.1439e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+b 369 ( 27 -> ) [( 7.5436e+00,-6.2477e-01, 2.2251e-01, 7.4556e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 370 ( 27 -> 164) [( 4.5976e+00, 1.1288e+00, 6.4953e-01, 4.3418e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 eta 371 ( 27 -> 113) [( 7.3152e+00, 7.8486e-01,-9.0871e-01, 7.1952e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 372 ( 27 -> 51) [( 4.8247e+00, 1.3567e+00,-1.2045e-01, 4.6265e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 373 ( 27 -> 153) [( 6.4444e+00, 2.7685e-01, 2.6527e-01, 6.3871e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 374 ( 27 -> 71) [( 1.3648e+01, 5.1308e-01,-7.3411e-01, 1.3597e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 375 ( 27 -> 147) [( 2.8444e+01,-2.4727e-01,-5.6191e-01, 2.8427e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 376 ( 27 -> 187) [( 2.0651e+02, 1.3754e+00, 1.3459e+00, 2.0650e+02), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 377 ( 27 -> 133) [( 1.1410e+02, 7.4854e-02,-2.3801e-01, 1.1409e+02), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 378 ( 27 -> ) [( 2.6564e+02, 4.1140e-01, 6.2641e-01, 2.6564e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 379 ( 27 -> 117) [( 2.2705e+02,-2.5864e-01,-5.2428e-01, 2.2705e+02), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+ 380 ( 27 -> ) [( 2.4644e+02, 5.6879e-01,-1.0319e-01, 2.4644e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 381 ( 27 -> ) [( 3.5066e+01, 7.6773e-02,-1.1265e-01, 3.5066e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)+ 382 ( 27 -> 234) [( 1.6014e+03, 1.1984e-01, 8.2737e-01, 1.6014e+03), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 omega(782) 383 ( 27 -> 180) [( 1.6091e+02, 2.0583e+00, 2.5816e+00, 1.6088e+02), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi+ 384 ( 27 -> ) [( 3.2364e+01,-3.4228e-01, 5.3580e-01, 3.2358e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 385 ( 27 -> 232) [( 9.0664e+00, 6.2778e-01, 1.9953e-01, 9.0097e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+b 386 ( 27 -> ) [( 9.5282e-01,-5.3092e-02, 5.6510e-02, 9.3935e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 omega(782) 387 ( 27 -> 151) [( 3.9340e+00, 1.6853e-01,-3.5988e-01, 3.8350e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 388 ( 27 -> 262) [( 1.2421e+00,-4.1329e-01, 8.7564e-01,-1.2106e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 eta'(958) 389 ( 27 -> 101) [( 1.1138e+00,-3.3855e-01,-4.5208e-01, 6.5506e-02), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 omega(782) 390 ( 27 -> 230) [( 8.2460e-01,-7.0886e-02, 8.9359e-02, 2.3564e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 391 ( 27 -> 123) [( 1.5315e+00,-4.0719e-01,-1.9463e-01,-1.2464e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 392 ( 27 -> 235) [( 1.2461e+00,-4.5639e-01, 9.2804e-02, 8.5109e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 393 ( 27 -> 202) [( 1.5422e+00,-6.4027e-01,-9.5749e-01, 6.8091e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 394 ( 27 -> 144) [( 8.4405e-01,-1.3369e-01,-2.9548e-02, 2.8679e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 395 ( 27 -> 177) [( 9.7224e-01,-1.8768e-02, 1.9493e-01, 5.6240e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi 396 ( 27 -> 125) [( 9.3662e-01,-4.3225e-01,-3.6483e-01, 7.3423e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K+ 397 ( 27 -> ) [( 5.3820e-01, 6.0949e-02, 1.5840e-01,-1.3119e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)b 398 ( 27 -> 40) [( 1.3671e+00,-5.5479e-01,-5.1961e-01, 6.9860e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 399 ( 27 -> 251) [( 1.9983e+00,-6.6208e-01, 1.6848e+00, 3.5811e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 400 ( 27 -> 54) [( 2.0823e+00,-9.1572e-01,-1.2663e-01, 1.8609e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 401 ( 27 -> 216) [( 1.8629e+00,-3.7149e-01, 1.3395e+00,-1.2329e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 402 ( 27 -> 196) [( 9.0393e-01,-8.9671e-02, 1.8167e-02,-4.6966e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 403 ( 27 -> 65) [( 4.8635e-01, 6.4823e-02, 4.0538e-01, 2.2311e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892) 404 ( 27 -> 257) [( 1.8494e+00, 4.3786e-01,-1.5434e+00,-2.0800e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 405 ( 27 -> 62) [( 2.0282e+00, 3.0165e-02,-6.5921e-01,-1.6980e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi 406 ( 27 -> 158) [( 4.3164e+00,-1.8473e-01, 3.2656e-01,-4.2979e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 407 ( 27 -> 97) [( 1.1667e+00, 5.7113e-01,-1.5511e-01,-8.4341e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 408 ( 27 -> 194) [( 8.7587e+00, 4.6048e-01,-3.9665e-01,-8.7365e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 409 ( 27 -> 238) [( 2.7086e+01, 4.1348e-01, 1.0483e-01,-2.7072e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 410 ( 27 -> 245) [( 2.7742e+01,-1.1931e-01, 5.0725e-01,-2.7726e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 411 ( 27 -> 69) [( 7.7156e+01,-5.1695e-01, 1.2107e+00,-7.7141e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 412 ( 27 -> 176) [( 5.6318e+01, 6.6309e-01, 5.7301e-01,-5.6306e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 413 ( 27 -> ) [( 6.3489e+01,-2.6489e-01, 1.0395e+00,-6.3480e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 414 ( 27 -> ) [( 3.1302e+01, 7.8945e-01, 4.5935e-01,-3.1285e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)b 415 ( 27 -> 146) [( 1.2404e+02,-1.8622e-01, 1.9340e+00,-1.2403e+02), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 416 ( 27 -> 178) [( 4.5920e+01, 2.9871e-01, 9.9321e-01,-4.5901e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 417 ( 27 -> ) [( 2.8995e+01, 6.5830e-01,-1.6395e-02,-2.8987e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 418 ( 27 -> 254) [( 2.9320e+01, 1.0321e+00, 6.4639e-01,-2.9285e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 419 ( 27 -> 64) [( 1.3055e+01, 8.5334e-01, 4.6332e-02,-1.2996e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Sigma(1385)- 420 ( 27 -> 157) [( 1.9769e+01,-1.3610e-01, 1.7432e+00,-1.9642e+01), p^2= 1.9243e+00, m= 1.3872e+00] ( 0, 0) [P] 1 pi+ 421 ( 27 -> ) [( 6.0208e+00, 4.1037e-01, 7.6486e-01,-5.9562e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)b 422 ( 27 -> 252) [( 7.2585e+00, 2.3136e-02, 6.3541e-02,-7.1526e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 pi+b 423 ( 27 -> ) [( 4.2435e+00, 3.2340e-01, 5.7642e-01,-4.1894e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 424 ( 27 -> 149) [( 5.2865e+00,-2.4999e-01, 8.0495e-01,-5.1623e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 425 ( 27 -> 248) [( 1.7289e+01, 8.4112e+00, 2.1589e+00,-1.4940e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 426 ( 27 -> ) [( 1.1560e+00, 9.2052e-01,-2.3102e-01,-6.4506e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892)+ 427 ( 27 -> 240) [( 4.8147e+00, 1.5891e+00, 9.7174e-01,-4.3494e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 428 ( 27 -> ) [( 2.1465e+00, 1.4938e+00, 6.4405e-01,-1.3106e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 429 ( 27 -> 78) [( 4.4119e+00, 2.5204e+00, 1.2151e+00,-3.3238e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 430 ( 27 -> 107) [( 1.1515e+01, 5.6653e+00, 2.4865e+00,-9.6697e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta'(958) 431 ( 27 -> 258) [( 1.4087e+01, 7.8861e+00, 5.5040e+00,-1.0250e+01), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 Kb 432 ( 27 -> 210) [( 8.5947e+00, 4.2772e+00, 3.1602e+00,-6.7335e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 pi 433 ( 27 -> 148) [( 4.4695e+00, 2.4173e+00, 1.8574e+00,-3.2657e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 434 ( 27 -> ) [( 5.6309e-01, 2.7355e-01, 1.2720e-01,-4.5451e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Sigma+ 435 ( 27 -> 253) [( 1.6875e+01, 8.6459e+00, 6.5166e+00,-1.2889e+01), p^2= 1.4146e+00, m= 1.1894e+00] ( 0, 0) [P] 1 Sigma+b 436 ( 27 -> 181) [( 2.8568e+01, 1.2951e+01, 1.1575e+01,-2.2650e+01), p^2= 1.4146e+00, m= 1.1894e+00] ( 0, 0) [P] 1 Delta(1232)++ 437 ( 27 -> 139) [( 2.8077e+00, 8.3348e-01, 1.0705e+00,-2.1278e+00), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 rho(770)+b 438 ( 27 -> 124) [( 3.7649e+00, 5.7698e-01, 1.2984e+00,-3.4011e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 P+b 439 ( 27 -> ) [( 2.2065e+00, 9.1009e-01,-1.3018e-01,-1.7728e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 K*(892)+ 440 ( 27 -> 76) [( 1.0756e+00, 1.2502e-01,-3.8507e-01, 4.4493e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 441 ( 27 -> 135) [( 1.4169e+00, 7.4046e-02,-8.1756e-01,-7.3395e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 rho(770)+ 442 ( 27 -> 104) [( 9.9055e-01,-3.2843e-01,-2.8139e-01, 4.5389e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 443 ( 27 -> 231) [( 2.9448e+00,-1.1338e+00,-1.6329e+00, 1.9791e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+ 444 ( 27 -> 229) [( 9.7497e-01, 1.6979e-01,-5.4212e-01, 1.9930e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 445 ( 27 -> 126) [( 1.5038e+00, 7.7932e-01,-8.0138e-01, 6.5096e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 446 ( 27 -> 132) [( 1.4303e+00, 1.6235e-01,-2.4727e-01, 1.1705e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 447 ( 27 -> 70) [( 1.4035e+00, 5.1105e-02, 4.8593e-01, 1.0582e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 448 ( 27 -> 172) [( 4.9674e+01,-2.4936e+00, 1.0048e+00, 4.9595e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 449 ( 27 -> 127) [( 5.6747e+00,-2.3837e-02, 3.2439e-03, 5.6225e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 450 ( 27 -> ) [( 2.5030e+01,-5.5586e-01,-5.9330e-02, 2.5024e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 451 ( 27 -> 119) [( 7.7754e+00,-1.5611e-01, 5.3291e-01, 7.7362e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+ 452 ( 27 -> 256) [( 1.4257e+01,-1.1034e+00, 4.5332e-01, 1.4186e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 453 ( 27 -> 226) [( 8.7700e+00,-5.7855e-01, 3.6740e-02, 8.7498e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 454 ( 27 -> 247) [( 6.2477e-01,-1.3625e-01, 1.6832e-01,-5.7028e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 455 ( 27 -> 105) [( 1.1314e+00, 4.2763e-01,-1.6265e-01,-8.7805e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 456 ( 27 -> ) [( 5.8955e-01,-3.4519e-01,-7.1707e-03,-4.5703e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 457 ( 27 -> 43) [( 2.2436e+00,-1.8196e-02, 1.4041e-01,-2.1037e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 458 ( 27 -> 142) [( 4.7015e-01, 4.4736e-02,-3.3896e-01,-2.9314e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 459 ( 27 -> ) [( 1.4320e+00,-1.4928e-02, 4.4701e-01,-1.3532e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 460 ( 27 -> ) [( 7.9495e-01, 5.1930e-01,-3.0235e-01,-5.0139e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 461 ( 27 -> 215) [( 3.1966e+00,-9.6359e-02, 7.4639e-01,-3.0107e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 462 ( 27 -> 237) [( 2.5879e+01,-9.3738e-01, 1.4297e+00,-2.5811e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+ 463 ( 27 -> 161) [( 3.6907e+01,-4.8891e-01, 1.3732e+00,-3.6871e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 464 ( 27 -> 92) [( 4.5380e+00, 8.7541e-01, 2.0023e+00,-3.8749e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Sigma(1385) 465 ( 27 -> 239) [( 1.5542e+00,-6.3422e-01,-5.7383e-02, 3.0865e-01), p^2= 1.9146e+00, m= 1.3837e+00] ( 0, 0) [P] 1 K*(892)b 466 ( 27 -> 114) [( 1.2164e+00, 6.0661e-01,-5.3671e-01,-1.4354e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Xib 467 ( 27 -> 168) [( 1.7942e+00,-6.8005e-02, 1.0671e-01, 1.2141e+00), p^2= 1.7290e+00, m= 1.3149e+00] ( 0, 0) [P] 1 K+b 468 ( 27 -> ) [( 1.0615e+00, 7.0440e-01,-5.9884e-01, 1.6830e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi+ 469 ( 27 -> ) [( 1.1580e+00,-2.5419e-01, 4.1309e-02, 1.1204e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 470 ( 27 -> 55) [( 1.6322e+01,-1.9723e+00, 1.7008e-01, 1.6183e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 471 ( 27 -> 75) [( 1.5226e+01,-1.8074e+00, 2.9127e-01, 1.5096e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 472 ( 27 -> ) [( 1.8332e+00, 2.2440e-01, 1.6114e-02, 1.8140e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 473 ( 27 -> 41) [( 9.8721e-01,-4.4294e-01,-1.5710e-01, 4.0387e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi 474 ( 27 -> 141) [( 3.5550e-01, 3.2219e-01,-3.4574e-02, 5.6170e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 475 ( 27 -> ) [( 4.5665e-01, 1.4966e-01, 3.5839e-01, 1.9546e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+ 476 ( 27 -> ) [( 1.0152e+00,-1.8670e-01,-2.4027e-01,-2.4011e-01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 K*(892)b 477 ( 27 -> 83) [( 5.1770e+00, 5.8598e-01, 5.8013e-01,-5.0317e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Xib 478 ( 27 -> 99) [( 2.0928e+00,-1.3178e-01,-2.1702e-01,-1.6083e+00), p^2= 1.7290e+00, m= 1.3149e+00] ( 0, 0) [P] 1 K+b 479 ( 27 -> ) [( 2.2597e+00, 1.6025e-01, 2.3436e-01,-2.1867e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi+ 480 ( 27 -> ) [( 4.4663e+00, 8.0108e-01, 1.7469e-01,-4.3882e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 n 481 ( 27 -> ) [( 9.6736e-01,-6.2859e-03, 1.8974e-01,-1.3019e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770) 482 ( 27 -> 249) [( 8.8218e-01, 8.2860e-02,-3.1957e-01,-2.8046e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 nb 483 ( 27 -> ) [( 1.0988e+00, 9.3425e-02,-1.9661e-02, 5.6159e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 484 ( 27 -> 206) [( 1.5284e+00, 8.8574e-01,-1.9238e-01, 9.6249e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 485 ( 27 -> ) [( 9.0960e+01,-3.3032e-01,-1.4804e-01,-9.0960e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 486 ( 27 -> 57) [( 4.4057e+01, 9.6751e-01, 2.9687e-01,-4.4038e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 487 ( 27 -> ) [( 2.6099e+01,-5.0451e-01,-2.6323e-01,-2.6092e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 488 ( 27 -> 218) [( 4.0296e+01,-8.6678e-02,-5.8571e-01,-4.0292e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 489 ( 27 -> 84) [( 1.2197e+01, 5.2462e-01,-3.1676e-01,-1.2157e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 490 ( 27 -> 74) [( 4.4802e+01, 2.8154e-01, 6.1289e-01,-4.4796e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 491 ( 27 -> ) [( 7.5307e+00, 1.0881e-01,-6.8035e-01,-7.4978e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 492 ( 27 -> 50) [( 9.6247e+00, 3.5404e-01, 1.6273e-02,-9.5874e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 P+ 493 ( 27 -> ) [( 9.1105e+00,-3.3735e-01,-1.2317e-01,-9.0549e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 494 ( 27 -> 67) [( 4.0347e+00, 4.1217e-01,-3.8016e-01,-3.9209e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 nb 495 ( 27 -> ) [( 9.8468e+00, 1.0693e+00,-2.2460e-01,-9.7408e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 496 ( 27 -> 201) [( 2.6968e-01, 1.6211e-01,-1.6396e-01,-3.6667e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) Event 40000 ( 26m 47s elapsed / 40m 11s left ) -> ETA: Mon Mar 04 10:57 XS = 1.454e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 50000 ( 33m 29s elapsed / 33m 29s left ) -> ETA: Mon Mar 04 10:57 XS = 1.472e+08 pb +- ( -nan pb = -2.147e+07 % ) Blob_List::FourMomentumConservation(): (0x16e0b58) Four Momentum is not conserved. p_{in} = (1.3e+04,0,0,0) vs. p_{out} = (1.3e+04,0.08806,-0.1851,-1.723), diff = (-1.735,0.08806,-0.1851,-1.723). Event 60000 ( 40m 10s elapsed / 26m 47s left ) -> ETA: Mon Mar 04 10:57 XS = 1.502e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 70000 ( 46m 52s elapsed / 20m 5s left ) -> ETA: Mon Mar 04 10:57 XS = 1.503e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 80000 ( 53m 43s elapsed / 13m 25s left ) -> ETA: Mon Mar 04 10:57 XS = 1.462e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 90000 ( 1h 28s elapsed / 6m 43s left ) -> ETA: Mon Mar 04 10:57 XS = 1.465e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 100000 ( 4044 s total ) = 2.137e+06 evts/day In Event_Handler::Finish : Summarizing the run may take some time. Rivet_Interface::Finish(Analysis_CSSPythia/3019){ } +--------------------------------------------------------------+ | | | Total XS is 1.40934e+08 pb +- ( -nan pb = -2.14748e+07 % ) | | | +--------------------------------------------------------------+ Return_Value::PrintStatistics(): Statistics { Generated events: 100000 New events { From "Beam_Remnants": 1 (100050) -> 0 % From "Jet_Evolution:CSS": 45 (551710) -> 0 % } Retried events { From "Beam_Remnants": 48 (100050) -> 0 % From "Hadron_Decays": 1 (100026) -> 0 % From "Jet_Evolution:CSS": 4239 (551710) -> 0.7 % } } Time: 1h 7m 27s on Mon Mar 4 10:57:57 2024 (User: 1h 7m, System: 1s, Children User: 0s, Children System: 0s) Welcome to Sherpa, Daniel Reichelt. Initialization of framework underway. The local time is Mon Mar 4 19:06:54 2024. Run_Parameter::Init(): Setting memory limit to 503.276 GB. Random::SetSeed(): Seed set to 3019 ----------------------------------------------------------------------------- ----------- Event generation run with SHERPA started ....... ----------- ----------------------------------------------------------------------------- ................................................ | + ................................................ || | + + ................................... .... | | / + ................. ................ _,_ | .... || +| + + ............................... __.' ,\| ... || / +| + .............................. ( \ \ ... | | | + + \ + ............................. ( \ -/ .... || + | + ........ ................... (~~~~~~~~~## + + + ............................. ~~(! '~~~~~~~ \ + + + + ............................... `~~~QQQQQDb // | + + + + ........................ .......... IDDDDP|| \ + + + + + + .................................... IDDDI|| \ + .................................... IHD HD|| \ + + + + + + + + ................................... IHD ##| :-) + +\ + ......... ............... ......... IHI ## / / + + + + +\ + ................................... IHI/ / / + + + + + ................................... ## | | / / + + + + / + ....................... /TT\ ..... ##/ /// / + + + + + + +/ + ......................./TTT/T\ ... /TT\/\\\ / + + + + + + +/ \ + ....................../TTT/TTTT\...|TT/T\\\/ + ++ + / ----------------------------------------------------------------------------- SHERPA version 2.2.15 (Cho Oyu) Authors: Enrico Bothmann, Stefan Hoeche, Frank Krauss, Silvan Kuttimalai, Marek Schoenherr, Holger Schulz, Steffen Schumann, Frank Siegert, Korinna Zapp Former Authors: Timo Fischer, Tanju Gleisberg, Hendrik Hoeth, Ralf Kuhn, Thomas Laubrich, Andreas Schaelicke, Jan Winter This program uses a lot of genuine and original research work by other people. Users are encouraged to refer to the various original publications. Users are kindly asked to refer to the documentation published under JHEP 02(2009)007 Please visit also our homepage http://sherpa.hepforge.org for news, bugreports, updates and new releases. ----------------------------------------------------------------------------- Git branch rel-2-2-15, revision 9f988e9b9e17ef2f1eee27b92ac20c73c969aec6. ===> ATOOLS/Math has local modifications <=== ===> DIRE/Shower has local modifications <=== ===> METOOLS/Explicit has local modifications <=== Beam_Spectra_Handler : type = Monochromatic*Monochromatic for P+ ((6500,0,0,6500)) and P+ ((6500,0,0,-6500)) WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 PDF set 'NNPDF30NNLO' loaded for beam 1 (P+). WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 PDF set 'NNPDF30NNLO' loaded for beam 2 (P+). Initialized the ISR: (SF)*(SF) WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 WARNING: M_TOP=0 replacing with SHERPA top mass: M_TOP=173.21 Standard_Model::FixEWParameters(EW_SCHEME=1){ 288:1./aqed->Default()=128.802 289:csin2thetaW=(0.222928,-0.00110708) 290:cvev=(243.034,-3.75493) } One_Running_AlphaS::One_Running_AlphaS() { Setting \alpha_s according to PDF perturbative order 2 \alpha_s(M_Z) = 0.118 } One_Running_AlphaS::One_Running_AlphaS() { Setting \alpha_s according to PDF perturbative order 2 \alpha_s(M_Z) = 0.118 } List of Particle Data IDName kfc MASS[] WIDTH[] STABLE[] MASSIVE[] ACTIVE[] YUKAWA[] d 1 0.01 0 1 0 1 0 u 2 0.005 0 1 0 1 0 s 3 0.2 0 1 0 1 0 c 4 1.42 0 1 0 1 0 b 5 4.8 0 1 0 1 0 t 6 173.21 2 0 1 1 173.21 e- 11 0.000511 0 1 0 1 0 ve 12 0 0 1 0 1 0 mu- 13 0.105 0 1 0 1 0 vmu 14 0 0 1 0 1 0 tau- 15 1.777 2.26735e-12 0 0 1 0 vtau 16 0 0 1 0 1 0 G 21 0 0 1 0 1 0 P 22 0 0 1 0 1 0 Z 23 91.1876 2.4952 0 1 1 91.1876 W+ 24 80.385 2.085 0 1 1 80.385 h0 25 125 0.00407 0 1 1 125 List of Particle Containers IDName kfc Constituents l 90 {e-,e+,mu-,mu+,tau-,tau+} v 91 {ve,veb,vmu,vmub,vtau,vtaub} j 93 {d,db,u,ub,s,sb,c,cb,b,bb,G} Q 94 {d,db,u,ub,s,sb,c,cb,b,bb} r 99 {d,db,u,ub,s,sb,c,cb,b,bb,G} Library_Loader::LoadLibrary(): Failed to load library 'libSherpaHepMCOutput.so'. Hadron_Init::Init(): Initializing kf table for hadrons. Initialized the Fragmentation_Handler. Initialized the Soft_Collision_Handler. CS_Shower::CS_Shower(): Set respect Q2 mode 0 CS_Shower::CS_Shower(): Set color setter mode 0 CS_Shower::CS_Shower(): Set respect Q2 mode 0 CS_Shower::CS_Shower(): Set color setter mode 0 Initialized the Shower_Handler. +-----------------------------------------+ | X X X XXXX XXX XXX XXX | | X X XX XX X X X X X X | | X X X X X XXX X XXX X X XXX XXX | | XXXXX X X X X X X X X X | | X X X X XXXX XXX XXX XXX | +-----------------------------------------+ | please cite: JHEP 0202:044,2002 | +-----------------------------------------+ ME_Generators::ME_Generators(): Try loading 'OpenLoops' from 'libSherpaOpenLoops'. Matrix_Element_Handler::Matrix_Element_Handler(): Set pilot run mode to 1. ME_Generator_Base::SetPSMasses(): Massive PS flavours for Comix: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) +----------------------------------+ | | | CCC OOO M M I X X | | C O O MM MM I X X | | C O O M M M I X | | C O O M M I X X | | CCC OOO M M I X X | | | +==================================+ | Color dressed Matrix Elements | | http://comix.freacafe.de | | please cite JHEP12(2008)039 | +----------------------------------+ ME_Generator_Base::SetPSMasses(): Massive PS flavours for Amegic: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) Amegic::Initialize(): Set gauge 1. Initialising OpenLoops generator from /mt/home/dreichelt/hepsoftware/src/OpenLoops #################################################################### # ___ ___ ____ _ _ __ __ ___ __ ___ # # / \ |__| |__ |\ | | / \ / \ |__| /__ __/ # # \___/ | |___ | \| |__ \__/ \__/ | __/ /__ # # You are using OpenLoops 2 to evaluate loop amplitudes # # F. Buccioni, J.-N. Lang, J. Lindert, P. Maierhoefer, # # S. Pozzorini, M. Zoller, H. Zhang # # Eur.Phys.J. C79 (2019) no.10, 866 # # arXiv:1907.13071 # #################################################################### Matrix_Element_Handler::BuildProcesses(): Looking for processes ................................ done ( 24 MB, 0s / 0s ). Matrix_Element_Handler::InitializeProcesses(): Performing tests done ( 24 MB, 0s / 0s ). Initialized the Matrix_Element_Handler for the hard processes. Initialized the Beam_Remnant_Handler. Lund_Interface::AdjustProperties Adjusted mass of B(s2)* (535) from 5.8397 to 6.07 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of B(c)+ (541) from 6.4 to 6.594 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(c)'+ (4322) from 2.578 to 2.55 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(b)'-_fict (5312) from 5.89 to 5.96 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of Xi(b)'_fict (5322) from 5.89 to 5.96 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of f(0)(1370) (10221) from 1.4 to 1 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of K(1)(1270) (10313) from 1.272 to 1.29 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of K(1)(1270)+ (10323) from 1.272 to 1.29 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of h(1)(1380) (10333) from 1.386 to 1.4 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(s0)*(2317)+ (10431) from 2.3178 to 2.5 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(1)(2430) (20423) from 2.43267 to 2.372 to allow Pythia decays. Lund_Interface::AdjustProperties Adjusted mass of D(s1)(2460)+ (20433) from 2.4596 to 2.56 to allow Pythia decays. Initialized the Hadron_Decay_Handler, Decay model = Lund ME_Generator_Base::SetPSMasses(): Massive PS flavours for Amisic: (c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+) Simple_Chain::InitializeProcessList(): Init processes ................................................................................................................................................................................ done. Grid_Creator::ReadInGrid(): Reading grid ................................................................................................................................................................................ done. Simple_Chain::CalculateTotal(): Result is { \sigma_{hard} = 59.0732 mb at PT_{min} = 3.97224 GeV } Profile_Function_Base::CalculateOMean(3.46839): Results are { k = 13.8796 <\tilde{O}> = 0.249891 } Initialized the Multiple_Interactions_Handler (MI_Handler). Initialized the Soft_Photon_Handler. Variations::InitialiseParametersVector(){ Number of variations: 7 Named variations: MUR0.5_MUF0.5_PDF261000_PSMUR0.5_PSMUF0.5 MUR0.5_MUF1_PDF261000_PSMUR0.5_PSMUF1 MUR1_MUF0.5_PDF261000_PSMUR1_PSMUF0.5 MUR1_MUF1_PDF261000 MUR1_MUF2_PDF261000_PSMUR1_PSMUF2 MUR2_MUF1_PDF261000_PSMUR2_PSMUF1 MUR2_MUF2_PDF261000_PSMUR2_PSMUF2 } Read in channels from directory : Results/Amegic/MC_2_2__j__j__j__j Process_Group::CalculateTotalXSec(): Calculate xs for '2_2__j__j__j__j' (Amegic) 2_2__j__j__j__j : 1.42488e+08 pb +- ( 1.09668e+06 pb = 0.769661 % )  exp. eff: 7.99084e-07 % reduce max for 2_2__j__j__j__j to 0.00662642 ( eps = 0.001 ) ---------------------------------------------------------- -- SHERPA generates events with the following structure -- ---------------------------------------------------------- Perturbative : Signal_Processes Perturbative : Hard_Decays Perturbative : Jet_Evolution:CSS Perturbative : Lepton_FS_QED_Corrections:Photons Perturbative : Multiple_Interactions:Amisic Perturbative : Minimum_Bias:Off Hadronization : Beam_Remnants Hadronization : Hadronization:Lund Hadronization : Hadron_Decays Unknown : Analysis : Rivet --------------------------------------------------------- Event 1 ( 10s elapsed / 12d 6h 26m 29s left ) -> ETA: Sun Mar 17 01:34 XS = 776430 pb +- ( 776430 pb = 100 % ) Event 2 ( 10s elapsed / 6d 3h 29m 49s left ) -> ETA: Sun Mar 10 22:37 XS = 1.55286e+06 pb +- ( 1.55286e+06 pb = 100 % ) Event 3 ( 10s elapsed / 4d 2h 36m 29s left ) -> ETA: Fri Mar 08 21:44 XS = 2.32929e+06 pb +- ( 2.32929e+06 pb = 100 % ) Event 4 ( 10s elapsed / 3d 2h 9m 49s left ) -> ETA: Thu Mar 07 21:17 XS = 3.10572e+06 pb +- ( 3.10572e+06 pb = 100 % ) Event 5 ( 10s elapsed / 2d 11h 26m 29s left ) -> ETA: Thu Mar 07 06:34 XS = 3.88215e+06 pb +- ( 3.88215e+06 pb = 100 % ) Event 6 ( 10s elapsed / 2d 1h 40m 22s left ) -> ETA: Wed Mar 06 20:47 XS = 4.65858e+06 pb +- ( 4.65858e+06 pb = 100 % ) Event 7 ( 10s elapsed / 1d 18h 46m 29s left ) -> ETA: Wed Mar 06 13:54 XS = 5.43501e+06 pb +- ( 5.43501e+06 pb = 100 % ) Event 8 ( 10s elapsed / 1d 13h 36m 4s left ) -> ETA: Wed Mar 06 08:43 XS = 6.21144e+06 pb +- ( 6.21144e+06 pb = 100 % ) Event 9 ( 10s elapsed / 1d 9h 32m 46s left ) -> ETA: Wed Mar 06 04:40 XS = 6.98787e+06 pb +- ( 6.98787e+06 pb = 100 % ) Event 10 ( 10s elapsed / 1d 6h 18m 9s left ) -> ETA: Wed Mar 06 01:25 XS = 7.7643e+06 pb +- ( 7.7643e+06 pb = 100 % ) Event 20 ( 11s elapsed / 15h 35m 38s left ) -> ETA: Tue Mar 05 10:43 XS = 1.55286e+07 pb +- ( 1.55286e+07 pb = 100 % ) Event 30 ( 11s elapsed / 10h 47m 1s left ) -> ETA: Tue Mar 05 05:54 XS = 8.70434e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 40 ( 12s elapsed / 8h 21m 52s left ) -> ETA: Tue Mar 05 03:29 XS = 1.9051e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 50 ( 12s elapsed / 6h 54m 7s left ) -> ETA: Tue Mar 05 02:01 XS = 2.1035e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 60 ( 13s elapsed / 6h 2m 50s left ) -> ETA: Tue Mar 05 01:10 XS = 2.10353e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 70 ( 13s elapsed / 5h 21m 12s left ) -> ETA: Tue Mar 05 00:28 XS = 1.68149e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 80 ( 13s elapsed / 4h 49m 21s left ) -> ETA: Mon Mar 04 23:57 XS = 2.56879e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 90 ( 14s elapsed / 4h 24m 12s left ) -> ETA: Mon Mar 04 23:31 Event_Handler::MPISync() {  Memory usage increased by 16 MB, now 169 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 3.45609e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 100 ( 14s elapsed / 4h 5m 15s left ) -> ETA: Mon Mar 04 23:12 XS = 2.60964e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 200 ( 19s elapsed / 2h 42m left ) -> ETA: Mon Mar 04 21:49 XS = 2.1105e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 300 ( 24s elapsed / 2h 17m 15s left ) -> ETA: Mon Mar 04 21:25 XS = 1.73e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 400 ( 31s elapsed / 2h 9m 31s left ) -> ETA: Mon Mar 04 21:17 Event_Handler::MPISync() {  Memory usage increased by 31 MB, now 200 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.74087e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 500 ( 35s elapsed / 1h 57m 48s left ) -> ETA: Mon Mar 04 21:05 XS = 1.99936e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 600 ( 40s elapsed / 1h 52m 4s left ) -> ETA: Mon Mar 04 21:00 XS = 1.89149e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 700 ( 45s elapsed / 1h 48m 36s left ) -> ETA: Mon Mar 04 20:56 XS = 1.90187e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 800 ( 50s elapsed / 1h 44m 2s left ) -> ETA: Mon Mar 04 20:52 XS = 2.31778e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 900 ( 54s elapsed / 1h 39m 57s left ) -> ETA: Mon Mar 04 20:48 XS = 2.52199e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 1000 ( 1m elapsed / 1h 39m 18s left ) -> ETA: Mon Mar 04 20:47 XS = 2.28554e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 2000 ( 1m 46s elapsed / 1h 26m 50s left ) -> ETA: Mon Mar 04 20:36 XS = 1.61467e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 3000 ( 2m 38s elapsed / 1h 25m 10s left ) -> ETA: Mon Mar 04 20:35 XS = 1.6844e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 4000 ( 3m 24s elapsed / 1h 21m 54s left ) -> ETA: Mon Mar 04 20:32 XS = 1.49088e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 5000 ( 4m 14s elapsed / 1h 20m 39s left ) -> ETA: Mon Mar 04 20:32 XS = 1.43705e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 6000 ( 5m 5s elapsed / 1h 19m 50s left ) -> ETA: Mon Mar 04 20:32 XS = 1.55092e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 7000 ( 6m 2s elapsed / 1h 20m 20s left ) -> ETA: Mon Mar 04 20:33 XS = 1.46493e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 8000 ( 6m 52s elapsed / 1h 19m left ) -> ETA: Mon Mar 04 20:33 XS = 1.54145e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 9000 ( 7m 39s elapsed / 1h 17m 22s left ) -> ETA: Mon Mar 04 20:32 XS = 1.50557e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 10000 ( 8m 27s elapsed / 1h 16m 4s left ) -> ETA: Mon Mar 04 20:31 XS = 1.44947e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 20000 ( 16m 11s elapsed / 1h 4m 44s left ) -> ETA: Mon Mar 04 20:28 XS = 1.43269e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 30000 ( 24m elapsed / 56m 1s left ) -> ETA: Mon Mar 04 20:27 XS = 1.47212e+08 pb +- ( -nan pb = -2.14748e+07 % ) Decay_Handler_Base::TreatInitialBlob:("Initial particle B(c)+ not onshell: p^2=2.19225e+48 vs. m^2=6.594") Decay_Handler_Base::TreatInitialBlob:("Initial particle omega(782) not onshell: p^2=2.19225e+48 vs. m^2=0.78194") Decay_Handler_Base::TreatInitialBlob:("Initial particle rho(770)+ not onshell: p^2=0.125816 vs. m^2=0.7669") =================================================== Warning in Momenta_Stretcher::MassThem : Not enough energy ((-nan,-nan,-nan,-nan)) for the 310 masses (212.184); return false Masses & momenta: 6.594 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 5.3248 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 2.0067 : (-nan,-nan,-nan,-nan) 1.3828 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 1.3872 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.18937 : (-nan,-nan,-nan,-nan) 1.18937 : (-nan,-nan,-nan,-nan) 1.231 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3837 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3149 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3149 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) Error in Momenta_Stretcher::StretchBlob(Blob *). Decay_Handler_Base::TreatInitialBlob failed to stretch blob, retrying event. Blob [0]( 27, Fragmentation , 118 -> 310 @ (0,0,0,0) Incoming particles : [B] 4 u 186 ( 24 -> 27) [( 1.4026e+03,-7.2278e-02, 9.4700e-03,-1.4026e+03), p^2= 2.3283e-10, m= 0.0000e+00] (726, 0) [B] 4 db 184 ( 24 -> 27) [( 2.2564e+02,-2.8552e-02,-4.6018e-02,-2.2564e+02), p^2= 0.0000e+00, m= 0.0000e+00] ( 0,726) [B] 4 d 182 ( 24 -> 27) [( 5.6569e+02, 2.4812e-01, 2.1138e-01,-5.6569e+02), p^2= 5.8208e-11, m= 0.0000e+00] (725, 0) [B] 4 ud_1 181 ( 24 -> 27) [( 7.9249e+02,-8.8489e-02, 1.8418e-01,-7.9249e+02), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,725) [B] 4 d 185 ( 24 -> 27) [( 9.8508e+01,-5.8400e-03, 1.6178e-03,-9.8508e+01), p^2=-1.8190e-12, m= 0.0000e+00] (719, 0) [F] 4 G 171 ( 22 -> 27) [( 2.3860e+01, 1.9976e+00,-2.4973e+00,-2.3645e+01), p^2= 3.9790e-12, m= 0.0000e+00] (712,719) [F] 4 db 170 ( 22 -> 27) [( 9.0982e-01, 6.0879e-01, 4.8457e-01,-4.7152e-01), p^2= 3.8858e-15, m= 0.0000e+00] ( 0,712) [B] 4 u 179 ( 23 -> 27) [( 1.7252e-02,-2.3440e-04, 8.8808e-03, 1.4789e-02), p^2=-5.4210e-20, m= 0.0000e+00] (733, 0) [F] 4 G 161 ( 20 -> 27) [( 3.9053e+00, 1.3053e+00, 3.6756e+00, 1.9443e-01), p^2= 2.1316e-14, m= 0.0000e+00] (727,733) [F] 4 G 73 ( 6 -> 27) [( 8.6551e+00, 1.7572e+00, 8.3733e+00,-1.3075e+00), p^2= 1.2648e-12, m= 0.0000e+00] (652,727) [F] 4 ub 75 ( 6 -> 27) [( 3.4957e+00, 1.8439e+00, 2.9405e+00,-4.1598e-01), p^2= 3.9613e-13, m= 0.0000e+00] ( 0,652) [F] 4 u 6 ( 2 -> 27) [( 1.8863e+03, 2.4854e-01, 5.2558e-02, 1.8863e+03), p^2=-3.2596e-09, m= 0.0000e+00] (619, 0) [F] 4 G 9 ( 2 -> 27) [( 1.7825e+02, 3.9241e-01, 1.8930e+00, 1.7824e+02), p^2= 0.0000e+00, m= 0.0000e+00] (622,619) [F] 4 G 8 ( 2 -> 27) [( 2.7041e+02, 1.5426e+00,-2.5513e-01, 2.7040e+02), p^2=-7.2760e-11, m= 0.0000e+00] (629,622) [F] 4 G 7 ( 2 -> 27) [( 1.0153e+02,-9.8381e-01,-6.8643e-01, 1.0152e+02), p^2= 1.8190e-12, m= 0.0000e+00] (611,629) [F] 4 G 11 ( 2 -> 27) [( 2.1369e+01,-4.9920e-01,-9.8843e-01, 2.1340e+01), p^2= 2.7285e-12, m= 0.0000e+00] (627,611) [F] 4 G 13 ( 2 -> 27) [( 2.0878e+01,-1.8576e+00,-6.4690e-02, 2.0795e+01), p^2=-1.0232e-12, m= 0.0000e+00] (628,627) [F] 4 G 12 ( 2 -> 27) [( 7.1574e+00,-1.4449e-01,-1.1994e+00, 7.0547e+00), p^2=-4.4054e-13, m= 0.0000e+00] (617,628) [F] 4 G 10 ( 2 -> 27) [( 2.3879e+00, 1.5342e+00, 2.9881e-01, 1.8053e+00), p^2= 1.1546e-14, m= 0.0000e+00] (602,617) [F] 4 G 25 ( 2 -> 27) [( 4.7896e+00, 1.1149e+00, 3.0680e+00,-3.5049e+00), p^2=-1.6698e-13, m= 0.0000e+00] (623,602) [F] 4 G 24 ( 2 -> 27) [( 9.8408e+00, 6.0972e+00, 5.7767e+00,-5.1279e+00), p^2=-3.9790e-13, m= 0.0000e+00] (610,623) [F] 4 G 23 ( 2 -> 27) [( 3.0542e+01, 2.0377e+00, 1.9001e+00,-3.0415e+01), p^2= 0.0000e+00, m= 0.0000e+00] (605,610) [F] 4 G 22 ( 2 -> 27) [( 1.6102e+02,-1.0082e+01,-5.0519e-01,-1.6070e+02), p^2= 3.6380e-12, m= 0.0000e+00] (606,605) [F] 4 db 16 ( 2 -> 27) [( 5.9934e+00,-9.8180e-02,-2.3185e-01,-5.9881e+00), p^2=-2.1316e-14, m= 0.0000e+00] ( 0,606) [F] 4 u 14 ( 2 -> 27) [( 2.5237e+01,-2.6461e+00,-1.1585e+00, 2.5071e+01), p^2= 9.2086e-12, m= 0.0000e+00] (737, 0) [F] 4 G 100 ( 10 -> 27) [( 4.3538e+00,-1.1330e+00,-9.0393e-01,-4.1055e+00), p^2=-2.8422e-14, m= 0.0000e+00] (672,737) [F] 4 sb 99 ( 10 -> 27) [( 1.0612e+02, 3.2273e+00, 3.4107e+00,-1.0602e+02), p^2= 1.0914e-11, m= 0.0000e+00] ( 0,672) [F] 4 s 33 ( 2 -> 27) [( 2.9024e+00,-2.1801e+00,-1.8355e+00, 5.4912e-01), p^2=-1.7764e-14, m= 0.0000e+00] (624, 0) [F] 4 G 34 ( 2 -> 27) [( 4.0165e+00,-2.6934e+00,-1.7376e+00, 2.4204e+00), p^2= 2.1316e-14, m= 0.0000e+00] (613,624) [F] 4 ub 32 ( 2 -> 27) [( 7.7629e+01,-5.4495e+01,-4.9124e+01, 2.5365e+01), p^2= 2.7285e-12, m= 0.0000e+00] ( 0,613) [F] 4 d 46 ( 4 -> 27) [( 1.1766e+02, 8.8350e-01, 3.0275e+00,-1.1762e+02), p^2=-7.2760e-12, m= 0.0000e+00] (721, 0) [F] 4 G 72 ( 6 -> 27) [( 2.0024e+01, 7.6735e-01, 9.8033e-01,-1.9985e+01), p^2=-1.3358e-11, m= 0.0000e+00] (651,721) [F] 4 G 71 ( 6 -> 27) [( 7.5720e+00, 1.6459e-01,-1.1646e+00,-7.4801e+00), p^2=-3.1108e-11, m= 0.0000e+00] (654,651) [F] 4 db 70 ( 6 -> 27) [( 1.4477e+01,-1.4598e+00,-7.7389e-01,-1.4382e+01), p^2=-6.6791e-11, m= 0.0000e+00] ( 0,654) [F] 4 b 53 ( 4 -> 27) [( 5.0512e+01,-5.7925e+00,-7.0339e+00, 4.9451e+01), p^2= 2.3040e+01, m= 4.8000e+00] (636, 0) [F] 4 db 57 ( 4 -> 27) [( 4.1657e+00, 4.8743e-01,-3.1212e+00, 2.7155e+00), p^2= 1.0303e-13, m= 0.0000e+00] ( 0,636) [F] 4 d 54 ( 4 -> 27) [( 2.4334e+00, 3.8754e-01,-2.0204e+00, 1.2997e+00), p^2= 6.2172e-15, m= 0.0000e+00] (642, 0) [F] 4 G 55 ( 4 -> 27) [( 2.3605e+00, 1.0313e+00,-5.5052e-01, 2.0507e+00), p^2=-3.5527e-15, m= 0.0000e+00] (640,642) [F] 4 G 56 ( 4 -> 27) [( 1.5726e+00,-9.8144e-01, 1.1818e+00,-3.3622e-01), p^2= 3.5527e-15, m= 0.0000e+00] (631,640) [F] 4 G 49 ( 4 -> 27) [( 2.1046e+00,-6.4960e-01,-7.0421e-01,-1.8739e+00), p^2= 4.4409e-15, m= 0.0000e+00] (638,631) [F] 4 G 50 ( 4 -> 27) [( 3.0400e+01, 4.0373e+00, 6.6256e+00,-2.9394e+01), p^2=-2.2737e-13, m= 0.0000e+00] (639,638) [F] 4 G 52 ( 4 -> 27) [( 4.6132e+01, 5.9571e+00, 2.6570e+00,-4.5668e+01), p^2= 2.2737e-12, m= 0.0000e+00] (643,639) [F] 4 G 51 ( 4 -> 27) [( 8.5120e+00, 1.6637e+00, 1.3357e+00,-8.2403e+00), p^2= 9.9476e-14, m= 0.0000e+00] (632,643) [F] 4 G 48 ( 4 -> 27) [( 4.5798e+01,-2.5870e+00,-3.3344e+00,-4.5603e+01), p^2=-2.2737e-12, m= 0.0000e+00] (637,632) [F] 4 db 47 ( 4 -> 27) [( 4.1778e+01, 6.9300e-01,-1.4028e+00,-4.1748e+01), p^2= 4.5475e-13, m= 0.0000e+00] ( 0,637) [F] 4 d 69 ( 6 -> 27) [( 3.1988e+01,-3.6454e+00,-4.6546e+00,-3.1437e+01), p^2=-4.5475e-13, m= 0.0000e+00] (650, 0) [F] 4 G 67 ( 6 -> 27) [( 1.8411e+00,-8.2711e-01,-1.3711e+00,-9.0877e-01), p^2= 4.8850e-15, m= 0.0000e+00] (653,650) [F] 4 G 68 ( 6 -> 27) [( 2.0294e+00,-1.5929e+00, 9.8075e-01, 7.8685e-01), p^2= 7.1054e-15, m= 0.0000e+00] (644,653) [F] 4 G 64 ( 6 -> 27) [( 3.3573e+01,-7.0471e-01,-2.1412e+00, 3.3497e+01), p^2=-5.2296e-12, m= 0.0000e+00] (649,644) [F] 4 ub 63 ( 6 -> 27) [( 8.7996e+01, 4.1640e-01,-1.7449e+00, 8.7978e+01), p^2=-2.6375e-11, m= 0.0000e+00] ( 0,649) [F] 4 u 74 ( 6 -> 27) [( 1.3814e+00, 1.1347e+00, 7.7655e-01, 1.3336e-01), p^2= 8.1268e-14, m= 0.0000e+00] (647, 0) [F] 4 G 66 ( 6 -> 27) [( 1.3287e+03, 2.3741e+00,-2.0812e+00,-1.3287e+03), p^2=-9.3132e-10, m= 0.0000e+00] (720,647) [B] 4 db 183 ( 24 -> 27) [( 1.4450e+02, 6.0813e-02, 6.1927e-02,-1.4450e+02), p^2= 3.6380e-12, m= 0.0000e+00] ( 0,720) [F] 4 d 87 ( 8 -> 27) [( 4.9009e+01, 1.6632e+00,-4.5083e+00,-4.8773e+01), p^2= 5.9117e-12, m= 0.0000e+00] (661, 0) [F] 4 G 88 ( 8 -> 27) [( 1.3374e+01,-4.6018e-01,-1.0678e-01,-1.3366e+01), p^2= 2.2737e-13, m= 0.0000e+00] (656,661) [F] 4 G 84 ( 8 -> 27) [( 1.1520e+01,-4.4952e-01, 3.4934e+00,-1.0969e+01), p^2=-8.5265e-14, m= 0.0000e+00] (659,656) [F] 4 G 86 ( 8 -> 27) [( 1.8970e+01,-2.7364e+00, 9.5775e-01,-1.8747e+01), p^2=-7.9581e-13, m= 0.0000e+00] (662,659) [F] 4 G 85 ( 8 -> 27) [( 1.1113e+01,-3.0093e+00, 1.2677e+00,-1.0622e+01), p^2=-1.2790e-13, m= 0.0000e+00] (657,662) [F] 4 G 82 ( 8 -> 27) [( 5.0415e+01,-6.3993e-01, 5.6987e-01, 5.0408e+01), p^2= 1.2142e-10, m= 0.0000e+00] (660,657) [F] 4 G 81 ( 8 -> 27) [( 2.4272e+02, 5.5860e+00,-1.6933e+00, 2.4265e+02), p^2= 2.9540e-09, m= 0.0000e+00] (730,660) [B] 4 ub 180 ( 23 -> 27) [( 1.7252e-02,-1.8827e-04,-7.0051e-05, 1.7251e-02), p^2= 0.0000e+00, m= 0.0000e+00] ( 0,730) [F] 4 d 96 ( 10 -> 27) [( 1.1229e+02, 9.5818e-01,-1.7262e+00,-1.1227e+02), p^2= 3.6380e-12, m= 0.0000e+00] (671, 0) [F] 4 G 97 ( 10 -> 27) [( 2.3448e+01, 7.0824e-01, 1.8107e+00,-2.3367e+01), p^2= 2.2737e-13, m= 0.0000e+00] (664,671) [F] 4 G 101 ( 10 -> 27) [( 2.3977e+00,-2.1213e+00,-6.3567e-01,-9.1908e-01), p^2= 1.6342e-13, m= 0.0000e+00] (670,664) [F] 4 G 102 ( 10 -> 27) [( 5.0591e+00,-1.0693e+00,-2.8468e+00, 4.0431e+00), p^2= 0.0000e+00, m= 0.0000e+00] (666,670) [F] 4 G 105 ( 10 -> 27) [( 8.5897e+00, 2.2660e+00, 1.1793e+00, 8.2011e+00), p^2= 5.6843e-14, m= 0.0000e+00] (669,666) [F] 4 G 103 ( 10 -> 27) [( 6.1607e+00,-2.1377e-01, 1.0201e+00, 6.0719e+00), p^2= 7.1054e-15, m= 0.0000e+00] (673,669) [F] 4 G 104 ( 10 -> 27) [( 3.7783e+01, 3.4342e+00,-1.5655e+00, 3.7594e+01), p^2= 6.8212e-13, m= 0.0000e+00] (663,673) [F] 4 G 94 ( 10 -> 27) [( 1.4541e+02,-3.0370e+00, 1.5696e+00, 1.4537e+02), p^2= 0.0000e+00, m= 0.0000e+00] (735,663) [F] 4 G 159 ( 20 -> 27) [( 1.8625e+01,-1.7261e+00,-3.0171e+00, 1.8298e+01), p^2=-5.6843e-14, m= 0.0000e+00] (704,735) [F] 4 G 162 ( 20 -> 27) [( 9.3240e-01, 3.3972e-01,-8.5873e-01,-1.2860e-01), p^2= 2.7756e-15, m= 0.0000e+00] (715,704) [F] 4 cb 114 ( 12 -> 27) [( 5.5423e+00,-4.0608e+00, 3.2928e+00, 1.1697e+00), p^2= 2.0164e+00, m= 1.4200e+00] ( 0,715) [F] 4 s 98 ( 10 -> 27) [( 1.2366e+02,-2.3600e+00,-6.0186e-01,-1.2364e+02), p^2=-1.0914e-11, m= 0.0000e+00] (723, 0) [F] 4 G 125 ( 14 -> 27) [( 2.1416e+00, 1.1227e+00,-1.7948e+00, 3.2303e-01), p^2=-8.8818e-16, m= 0.0000e+00] (683,723) [F] 4 G 124 ( 14 -> 27) [( 5.6819e+00,-4.9708e+00,-2.2432e+00,-1.5947e+00), p^2= 1.4211e-14, m= 0.0000e+00] (680,683) [F] 4 G 127 ( 14 -> 27) [( 2.5127e+01,-1.6938e+00, 6.3998e-01, 2.5062e+01), p^2= 0.0000e+00, m= 0.0000e+00] (681,680) [F] 4 G 126 ( 14 -> 27) [( 1.5357e+01, 4.3427e+00,-9.1759e-01, 1.4701e+01), p^2= 5.0306e-12, m= 0.0000e+00] (677,681) [F] 4 G 121 ( 14 -> 27) [( 1.6236e+02, 1.4838e+00,-4.3108e-01, 1.6236e+02), p^2=-1.4552e-11, m= 0.0000e+00] (684,677) [F] 4 G 120 ( 14 -> 27) [( 3.2853e+02, 8.6854e-01, 1.4317e+00, 3.2853e+02), p^2= 0.0000e+00, m= 0.0000e+00] (736,684) [B] 4 ud_1 177 ( 23 -> 27) [( 2.2521e+03,-1.4475e-01, 8.7520e-02, 2.2521e+03), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,736) [F] 4 u 111 ( 12 -> 27) [( 2.0825e+02, 2.2429e+00, 3.1615e+00, 2.0821e+02), p^2=-7.2760e-12, m= 0.0000e+00] (718, 0) [F] 4 G 42 ( 4 -> 27) [( 3.4122e+00,-8.3231e-01, 1.1319e+00,-3.1095e+00), p^2= 0.0000e+00, m= 0.0000e+00] (641,718) [F] 4 G 43 ( 4 -> 27) [( 6.5091e+00,-2.3563e+00,-3.7901e+00, 4.7384e+00), p^2= 4.4977e-12, m= 0.0000e+00] (635,641) [F] 4 G 44 ( 4 -> 27) [( 6.1954e+00,-1.8605e+00, 5.8857e+00,-5.2869e-01), p^2=-6.7502e-13, m= 0.0000e+00] (729,635) [F] 4 G 133 ( 16 -> 27) [( 3.3932e+00,-3.4332e-01,-2.5859e+00, 2.1699e+00), p^2=-7.9936e-14, m= 0.0000e+00] (696,729) [F] 4 G 134 ( 16 -> 27) [( 5.7847e+00, 1.0532e+00,-9.7717e-01,-5.6034e+00), p^2=-7.1054e-15, m= 0.0000e+00] (687,696) [F] 4 G 137 ( 16 -> 27) [( 2.2053e+01, 1.2800e+00,-3.2567e-01,-2.2014e+01), p^2= 1.1369e-13, m= 0.0000e+00] (693,687) [F] 4 G 136 ( 16 -> 27) [( 1.4378e+02,-1.3539e+00, 2.2274e+00,-1.4376e+02), p^2=-3.6380e-12, m= 0.0000e+00] (722,693) [F] 4 G 18 ( 2 -> 27) [( 1.6999e+02,-5.3046e-01, 2.4589e+00,-1.6998e+02), p^2=-2.5466e-11, m= 0.0000e+00] (621,722) [F] 4 G 17 ( 2 -> 27) [( 1.9208e+02, 3.4146e+00, 3.0770e+00,-1.9202e+02), p^2=-2.9104e-11, m= 0.0000e+00] (614,621) [F] 4 G 19 ( 2 -> 27) [( 2.1804e+01, 2.4223e+00, 7.0366e-01,-2.1658e+01), p^2=-1.1369e-13, m= 0.0000e+00] (615,614) [F] 4 G 20 ( 2 -> 27) [( 2.4141e+01,-1.8449e+00, 2.7299e+00,-2.3915e+01), p^2= 1.1369e-12, m= 0.0000e+00] (626,615) [F] 4 G 21 ( 2 -> 27) [( 8.8213e+00, 2.0254e+00, 3.2181e-01,-8.5796e+00), p^2=-1.4211e-14, m= 0.0000e+00] (604,626) [F] 4 G 31 ( 2 -> 27) [( 2.6384e+01, 1.3214e+01, 4.3690e+00,-2.2415e+01), p^2=-5.6843e-13, m= 0.0000e+00] (625,604) [F] 4 G 30 ( 2 -> 27) [( 4.8029e+00, 3.4229e+00, 5.3691e-01,-3.3262e+00), p^2=-4.6185e-14, m= 0.0000e+00] (608,625) [F] 4 G 27 ( 2 -> 27) [( 8.7696e+00, 5.4093e+00, 3.9786e+00,-5.6405e+00), p^2=-2.1316e-13, m= 0.0000e+00] (618,608) [F] 4 G 26 ( 2 -> 27) [( 5.4344e+01, 2.7875e+01, 2.0663e+01,-4.1824e+01), p^2= 9.0949e-13, m= 0.0000e+00] (612,618) [F] 4 G 28 ( 2 -> 27) [( 2.1111e+01, 7.1955e+00, 9.5285e+00,-1.7410e+01), p^2= 2.2737e-13, m= 0.0000e+00] (616,612) [F] 4 G 29 ( 2 -> 27) [( 3.5350e+00, 2.1147e+00, 7.0820e-02,-2.8318e+00), p^2=-1.7764e-14, m= 0.0000e+00] (603,616) [F] 4 G 36 ( 2 -> 27) [( 2.1054e+00,-5.4960e-01,-1.6238e+00,-1.2222e+00), p^2= 2.6645e-15, m= 0.0000e+00] (620,603) [F] 4 sb 35 ( 2 -> 27) [( 4.2765e+00,-1.5032e+00,-2.1830e+00, 3.3562e+00), p^2= 4.6185e-14, m= 0.0000e+00] ( 0,620) [F] 4 c 113 ( 12 -> 27) [( 1.8939e+01, 1.7801e+00,-6.4985e+00, 1.7643e+01), p^2= 2.0164e+00, m= 1.4200e+00] (728, 0) [B] 4 bb 178 ( 23 -> 27) [( 1.7252e-02,-1.4359e-04,-4.3864e-04, 1.7246e-02), p^2=-5.4210e-20, m= 0.0000e+00] ( 0,728) [F] 4 u 139 ( 16 -> 27) [( 2.2104e+00, 6.6354e-01,-1.8969e+00, 9.2058e-01), p^2=-6.2172e-15, m= 0.0000e+00] (694, 0) [F] 4 G 140 ( 16 -> 27) [( 6.3836e-01, 2.8413e-01, 4.5199e-01,-3.4996e-01), p^2=-6.1062e-16, m= 0.0000e+00] (688,694) [F] 4 G 142 ( 16 -> 27) [( 6.4103e+01,-1.3753e+00, 1.0501e+00, 6.4080e+01), p^2=-9.0949e-13, m= 0.0000e+00] (695,688) [F] 4 G 143 ( 16 -> 27) [( 1.4812e+01,-1.2458e+00, 1.1446e+00, 1.4715e+01), p^2=-1.4211e-13, m= 0.0000e+00] (692,695) [F] 4 G 144 ( 16 -> 27) [( 3.5370e+01,-1.9063e+00, 2.1562e-01, 3.5318e+01), p^2=-1.5916e-12, m= 0.0000e+00] (734,692) [F] 4 db 123 ( 14 -> 27) [( 7.2630e+01,-1.2147e+00, 3.3953e+00,-7.2540e+01), p^2=-6.3665e-12, m= 0.0000e+00] ( 0,734) [F] 4 d 169 ( 22 -> 27) [( 5.0267e+00, 6.0357e-01, 2.4892e+00,-4.3252e+00), p^2= 1.1724e-13, m= 0.0000e+00] (708, 0) [F] 4 G 173 ( 22 -> 27) [( 1.5489e+00,-8.7015e-01,-6.7705e-02, 1.2796e+00), p^2=-1.3323e-15, m= 0.0000e+00] (713,708) [F] 4 G 172 ( 22 -> 27) [( 2.2682e+00, 1.5451e+00,-1.5155e+00,-6.7885e-01), p^2=-6.2172e-15, m= 0.0000e+00] (710,713) [F] 4 G 174 ( 22 -> 27) [( 3.7646e+01,-4.0309e+00, 4.3273e-01, 3.7428e+01), p^2=-6.8212e-13, m= 0.0000e+00] (732,710) [F] 4 G 138 ( 16 -> 27) [( 1.6372e+01, 1.4459e+00, 1.1294e+00,-1.6269e+01), p^2=-5.6843e-14, m= 0.0000e+00] (689,732) [F] 4 ub 141 ( 16 -> 27) [( 3.1274e+00, 1.2947e+00,-6.7661e-01, 2.7652e+00), p^2=-7.1054e-15, m= 0.0000e+00] ( 0,689) [F] 4 G 151 ( 18 -> 27) [( 1.5455e+01,-9.1949e-02, 4.0100e+00,-1.4926e+01), p^2=-2.5580e-13, m= 0.0000e+00] (698,731) [F] 4 G 152 ( 18 -> 27) [( 2.3042e+00,-7.8222e-02, 2.7012e-01, 2.2870e+00), p^2=-1.8652e-14, m= 0.0000e+00] (700,698) [F] 4 G 153 ( 18 -> 27) [( 1.3708e+01,-1.4377e-01,-4.2491e+00, 1.3032e+01), p^2= 5.6843e-14, m= 0.0000e+00] (731,700) Outgoing particles : [P] 1 B(c)+ 187 ( 27 -> 203) [(-6.8984e+55, 4.1041e+53,-1.7898e+55, 6.6621e+55), p^2=-4.8060e+96, m= 6.5940e+00] ( 0, 0) [P] 1 omega(782) 188 ( 27 -> 143) [( 6.8984e+55,-4.1041e+53, 1.7898e+55,-6.6621e+55), p^2=-4.8060e+96, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 189 ( 27 -> 61) [( 1.6282e+03,-1.0083e-01,-3.6548e-02,-1.6282e+03), p^2= 1.5830e-02, m= 7.6690e-01] ( 0, 0) [P] 1 n 190 ( 27 -> ) [( 1.1826e+03, 1.3900e-01, 3.4444e-01,-1.1826e+03), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 191 ( 27 -> 59) [( 8.3454e+00, 2.3373e+00, 7.9818e+00,-6.7570e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 192 ( 27 -> 221) [( 2.8108e+00, 1.4382e+00, 2.2587e+00,-3.4506e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi 193 ( 27 -> 63) [( 4.9170e+00, 1.1306e+00, 4.7578e+00,-4.9349e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 194 ( 27 -> 106) [( 1.3418e+03, 4.3377e-01,-8.1753e-03, 1.3418e+03), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232)+ 195 ( 27 -> 100) [( 3.0078e+02, 4.8085e-02, 5.7606e-01, 3.0078e+02), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 nb 196 ( 27 -> ) [( 2.4147e+02, 5.2999e-02, 5.5640e-01, 2.4147e+02), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi+b 197 ( 27 -> ) [( 1.9971e+02, 1.4678e-01,-2.7665e-01, 1.9971e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 198 ( 27 -> ) [( 1.0158e+02, 5.7897e-01, 4.8026e-01, 1.0157e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 199 ( 27 -> 195) [( 5.6604e+01,-1.2858e-01,-2.3744e-01, 5.6598e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 200 ( 27 -> 171) [( 2.8556e+01,-3.6231e-01, 2.1544e-01, 2.8553e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892)+ 201 ( 27 -> 35) [( 8.0034e+01, 5.6650e-01,-2.8720e-01, 8.0027e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 202 ( 27 -> 217) [( 5.1298e+01,-6.2425e-01,-3.5766e-01, 5.1285e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+ 203 ( 27 -> 227) [( 1.3856e+01, 4.1280e-02,-2.9025e-02, 1.3827e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 204 ( 27 -> ) [( 3.8309e+01,-6.4646e-01, 1.3109e-01, 3.8301e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 205 ( 27 -> 82) [( 1.3015e+01,-6.6519e-01,-1.0161e+00, 1.2935e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 206 ( 27 -> 46) [( 8.2733e+00, 9.7195e-02,-4.4064e-01, 8.2252e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 207 ( 27 -> 77) [( 3.2377e+00,-2.3658e-01, 4.5114e-01, 3.1036e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 208 ( 27 -> 241) [( 2.2559e+00, 5.3749e-01, 4.2144e-02, 2.0519e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 209 ( 27 -> ) [( 1.3785e+00, 1.8180e-01,-5.1751e-01, 1.2570e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892) 210 ( 27 -> 140) [( 2.6309e+00,-3.8785e-01, 5.8330e-02, 2.4423e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta 211 ( 27 -> 165) [( 1.6368e+00,-2.4285e-01, 2.3070e-01, 1.5057e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 Kb 212 ( 27 -> 213) [( 8.1196e-01, 5.9723e-01,-2.0746e-01,-1.0903e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 eta 213 ( 27 -> 242) [( 7.3535e-01,-1.7519e-01, 3.7005e-01, 2.7093e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+b 214 ( 27 -> 111) [( 9.3329e-01, 4.5376e-01, 4.3264e-02,-2.7410e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 215 ( 27 -> 169) [( 1.9358e+00, 5.5764e-01, 1.5184e+00,-9.1163e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770) 216 ( 27 -> 220) [( 1.4334e+00, 1.0766e+00, 4.6492e-01, 2.9833e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 omega(782) 217 ( 27 -> 108) [( 2.3110e+00, 1.3129e+00, 1.2473e+00,-1.2041e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 218 ( 27 -> 53) [( 2.1254e+00, 5.4557e-01, 1.0422e+00,-1.5946e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 219 ( 27 -> 60) [( 3.4287e+00, 1.8764e+00, 2.1029e+00,-1.7950e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K*(892)+ 220 ( 27 -> 255) [( 3.2588e+00, 1.0535e+00, 2.9630e-01,-2.9371e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 221 ( 27 -> ) [( 1.6254e+00, 5.1362e-01, 9.0487e-01,-1.1471e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 omega(782) 222 ( 27 -> 38) [( 3.4287e+00,-1.2847e-01, 9.0589e-01,-3.2105e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 223 ( 27 -> 96) [( 5.3813e+00, 8.3781e-01, 8.0930e-02,-5.2595e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 224 ( 27 -> 80) [( 2.6364e+00, 3.6790e-01,-7.6720e-02,-2.6060e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770) 225 ( 27 -> 233) [( 2.3130e+00, 1.7431e-01, 3.3490e-01,-2.1487e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 226 ( 27 -> 154) [( 8.4934e+00, 4.2927e-01, 5.8212e-01,-8.4276e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+b 227 ( 27 -> ) [( 4.3529e+00,-3.0050e-01, 3.9218e-01,-4.3225e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 228 ( 27 -> 137) [( 9.2333e+00,-1.1657e-01, 3.1622e-02,-9.2006e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232) 229 ( 27 -> 223) [( 3.0236e+01,-1.6144e+00,-3.9531e-01,-3.0165e+01), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 eta 230 ( 27 -> 39) [( 4.8065e+01,-2.7994e+00, 2.3793e-01,-4.7979e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 nb 231 ( 27 -> ) [( 8.1218e+01,-4.7511e+00,-3.8928e-01,-8.1073e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 232 ( 27 -> 68) [( 8.5942e-01,-3.5653e-01, 8.5961e-02, 7.6543e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 233 ( 27 -> 120) [( 1.5265e+01,-1.4281e+00,-3.2875e-01, 1.5185e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K*(892)+ 234 ( 27 -> 212) [( 4.7900e+00,-3.5852e-01,-5.8442e-01, 4.6561e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 235 ( 27 -> ) [( 2.4039e+00,-7.1277e-03,-3.1645e-01, 2.3313e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770) 236 ( 27 -> 37) [( 1.5207e+00,-2.0284e-01, 3.3943e-02, 1.2960e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 omega(782) 237 ( 27 -> 115) [( 1.2996e+00,-6.9384e-01,-3.2753e-01,-6.9919e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 238 ( 27 -> 152) [( 1.1012e+00,-5.4761e-01, 2.4694e-01,-5.1111e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K+ 239 ( 27 -> ) [( 2.4560e+00, 3.3576e-01,-5.4268e-01,-2.3198e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 240 ( 27 -> 167) [( 9.6887e+00, 4.8281e-01, 4.7786e-01,-9.6236e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 241 ( 27 -> ) [( 8.6184e+00,-2.1732e-01, 2.7867e-01,-8.6100e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+ 242 ( 27 -> ) [( 1.2228e+01, 4.0659e-01, 2.5536e-01,-1.2183e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 Delta(1232)++b 243 ( 27 -> 155) [( 9.7822e+00, 1.2307e-01, 1.5218e-01,-9.7025e+00), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 K*(892)+ 244 ( 27 -> 90) [( 6.5699e+01, 1.9118e+00, 1.9172e+00,-6.5637e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 245 ( 27 -> ) [( 7.2866e+00,-4.7838e+00,-4.3148e+00, 3.3688e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 246 ( 27 -> 214) [( 1.4644e+01,-1.0574e+01,-9.2929e+00, 3.9612e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 247 ( 27 -> 166) [( 8.9202e+00,-6.3512e+00,-5.4872e+00, 2.9214e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 248 ( 27 -> 263) [( 1.5871e+01,-1.0980e+01,-1.0083e+01, 5.3930e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 249 ( 27 -> 47) [( 8.5772e+00,-6.1844e+00,-5.1988e+00, 2.7761e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 250 ( 27 -> 185) [( 9.9084e+00,-6.7142e+00,-6.4555e+00, 3.3771e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 251 ( 27 -> 110) [( 1.9341e+01,-1.3782e+01,-1.1866e+01, 6.5371e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K*(892) 252 ( 27 -> 190) [( 4.3258e+01, 1.3231e+00, 1.7177e+00,-4.3195e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta 253 ( 27 -> 66) [( 8.7476e+01, 3.5739e-01, 1.4079e+00,-8.7462e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 Kb 254 ( 27 -> 182) [( 8.6562e+00,-2.0247e-01,-1.4504e-01,-8.6383e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 255 ( 27 -> 209) [( 4.6015e+00,-5.4891e-01,-2.7596e-01,-4.4954e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 256 ( 27 -> 72) [( 1.0230e+01, 1.4803e-01,-5.3340e-01,-1.0214e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+ 257 ( 27 -> ) [( 5.5135e+00,-7.2150e-01,-1.0186e-01,-5.4634e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 B*+b 258 ( 27 -> 45) [( 4.9122e+01,-5.3769e+00,-6.8528e+00, 4.8050e+01), p^2= 2.8353e+01, m= 5.3248e+00] ( 0, 0) [P] 1 rho(770)+ 259 ( 27 -> 138) [( 1.8086e+00,-9.7453e-02,-8.5844e-01, 1.3916e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 260 ( 27 -> 32) [( 3.7468e+00, 1.6924e-01,-2.4438e+00, 2.7251e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 eta 261 ( 27 -> 192) [( 1.4285e+00, 4.5294e-01,-3.3248e-01, 1.1938e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770) 262 ( 27 -> 86) [( 2.5082e+00, 9.1786e-01,-2.0048e+00, 9.1609e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K*(892) 263 ( 27 -> 236) [( 1.1596e+00,-4.8445e-01,-2.4821e-02, 5.5343e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K+b 264 ( 27 -> ) [( 7.2433e-01,-5.2453e-01, 7.6489e-02, 5.6368e-03), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K+ 265 ( 27 -> ) [( 2.8740e+00, 4.1949e-01, 3.3802e-01,-2.7796e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 Kb 266 ( 27 -> 73) [( 5.7759e-01, 2.3201e-01, 4.7461e-02,-1.7278e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 267 ( 27 -> 145) [( 2.3740e+00,-9.1389e-01, 1.0831e+00,-1.7434e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 268 ( 27 -> ) [( 1.7972e+00, 4.6101e-01, 6.3854e-02,-1.7303e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K 269 ( 27 -> 58) [( 6.6795e+00, 1.7093e+00, 1.5201e+00,-6.2558e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)b 270 ( 27 -> 89) [( 1.6585e+01, 1.1687e+00, 3.2709e+00,-1.6193e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 pi 271 ( 27 -> 49) [( 6.7184e+00, 9.6246e-01, 1.7132e-01,-6.6455e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+b 272 ( 27 -> 150) [( 1.9074e+01, 2.4252e+00, 1.5696e+00,-1.8838e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 273 ( 27 -> ) [( 3.6486e+00, 6.2807e-01, 7.0861e-01,-3.5208e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 274 ( 27 -> 264) [( 7.4505e+00, 1.1465e+00, 3.0434e-01,-7.3542e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta'(958) 275 ( 27 -> 28) [( 8.6623e+00, 8.9797e-01, 4.3668e-01,-8.5511e+00), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 K*(892) 276 ( 27 -> 31) [( 8.1489e+00, 7.1045e-01, 5.5108e-01,-8.0494e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 277 ( 27 -> 174) [( 7.3716e+00, 6.8203e-01, 1.3176e-01,-7.2844e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 278 ( 27 -> ) [( 3.8251e+00,-3.1084e-02,-1.8241e-01,-3.8181e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 279 ( 27 -> ) [( 4.3512e+00,-3.8252e-01,-1.6370e-01,-4.3290e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 280 ( 27 -> ) [( 2.2484e+00, 1.5854e-01,-1.9291e-01,-2.2302e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 281 ( 27 -> 261) [( 1.0209e+01,-3.7838e-01,-4.6139e-01,-1.0162e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 282 ( 27 -> 163) [( 8.1594e+00,-1.3738e-01,-3.9466e-01,-8.1125e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 283 ( 27 -> 205) [( 2.3519e+01,-7.6653e-01,-1.0938e+00,-2.3468e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 284 ( 27 -> 211) [( 3.0997e+01, 1.9799e-01,-1.6346e+00,-3.0943e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 285 ( 27 -> 109) [( 2.9818e+01,-3.5217e+00,-4.5960e+00,-2.9239e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K 286 ( 27 -> 136) [( 2.3834e+00,-7.9106e-02,-3.5809e-01,-2.3018e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)+b 287 ( 27 -> 191) [( 1.6050e+00,-8.2108e-01,-9.3630e-01,-4.7998e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 288 ( 27 -> ) [( 1.3059e+00,-1.1177e+00, 6.4682e-01, 1.3474e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 289 ( 27 -> 179) [( 9.8370e-01,-2.6734e-01,-1.7186e-01, 7.5296e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+b 290 ( 27 -> 225) [( 2.9919e+00,-1.2147e-01,-3.9049e-01, 2.8629e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232)+ 291 ( 27 -> 170) [( 4.2171e+01,-8.7344e-01,-1.1036e+00, 4.2130e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi 292 ( 27 -> 85) [( 1.9380e+01, 1.0438e+00,-2.8109e-01, 1.9349e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 nb 293 ( 27 -> ) [( 1.4283e+01,-5.3612e-01,-6.2883e-02, 1.4242e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 294 ( 27 -> 42) [( 4.2507e+01,-5.9510e-02,-1.6775e+00, 4.2467e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K+ 295 ( 27 -> ) [( 1.4201e+00, 1.0537e+00, 8.0353e-01,-1.3034e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 296 ( 27 -> 93) [( 5.9509e+00,-1.7257e-01,-8.2853e-03,-5.8812e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 omega(782) 297 ( 27 -> 183) [( 4.0312e+00, 3.0343e-02,-2.0375e-02,-3.9545e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 298 ( 27 -> 122) [( 7.3976e+00, 6.2622e-01, 2.9661e-01,-7.3250e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 299 ( 27 -> ) [( 1.3100e+02,-3.7111e-01,-7.5821e-01,-1.3099e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 300 ( 27 -> ) [( 1.8100e+02, 7.1516e-01, 3.3236e-01,-1.8100e+02), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 301 ( 27 -> 29) [( 2.5275e+02, 4.3989e-01,-7.2955e-01,-2.5275e+02), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 302 ( 27 -> ) [( 8.9103e+02, 1.2479e+00,-1.1588e+00,-8.9103e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 303 ( 27 -> 224) [( 2.5398e+01, 7.6840e-01,-2.1433e+00,-2.5284e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232)++ 304 ( 27 -> 160) [( 1.7041e+01, 2.3070e-01,-7.7850e-01,-1.6977e+01), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 omega(782) 305 ( 27 -> 162) [( 5.8963e+00, 1.8791e-01,-4.8602e-01,-5.8210e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232)++b 306 ( 27 -> 244) [( 1.2952e+01, 2.6457e-01,-9.5131e-01,-1.2855e+01), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 K*(892)+ 307 ( 27 -> 246) [( 1.7916e+01,-1.5049e+00, 2.1372e+00,-1.7701e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)b 308 ( 27 -> 260) [( 4.2111e+00,-9.3162e-01, 1.1530e+00,-3.8383e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 309 ( 27 -> 219) [( 5.5166e+00,-1.2402e+00, 7.5148e-01,-5.2670e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 310 ( 27 -> 131) [( 5.3032e+00,-5.5773e-01, 1.9899e-01,-5.2139e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 311 ( 27 -> ) [( 9.0248e+00,-1.8063e+00, 1.8336e+00,-8.6488e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 312 ( 27 -> ) [( 6.1404e-01,-2.0109e-01,-4.7346e-01, 3.0490e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 313 ( 27 -> 134) [( 1.3388e+00, 4.0867e-01,-6.3208e-01, 7.9706e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 314 ( 27 -> 208) [( 1.2490e+00,-3.6585e-01, 5.5943e-01, 7.2457e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 315 ( 27 -> 52) [( 4.5263e+00,-4.8926e-01, 1.4776e-01, 4.4954e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 P+ 316 ( 27 -> ) [( 3.4128e+00, 1.0768e-01,-8.0230e-02, 3.2785e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 317 ( 27 -> 186) [( 2.5674e+01, 5.2095e-01, 1.7572e-01, 2.5656e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 Lambdab 318 ( 27 -> 44) [( 1.2099e+01,-2.9898e-01,-1.1864e-01, 1.2044e+01), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 K+b 319 ( 27 -> ) [( 8.4283e+01, 1.0369e+00,-2.0356e-01, 8.4275e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi 320 ( 27 -> 207) [( 7.5903e+01, 2.1926e+00,-1.9022e-01, 7.5871e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 321 ( 27 -> 156) [( 8.4784e+01, 1.6312e+00,-9.1962e-01, 8.4762e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K 322 ( 27 -> 94) [( 1.5183e+01,-5.0823e-02, 1.4086e-02,-1.5175e+01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 Lambda 323 ( 27 -> 188) [( 3.9441e+01, 4.7766e-01,-5.1408e-01,-3.9419e+01), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 P+b 324 ( 27 -> ) [( 3.5497e+01, 3.7417e-01,-6.2436e-02,-3.5482e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 325 ( 27 -> 118) [( 2.2925e+01, 3.4279e-01,-1.9258e-01,-2.2909e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 326 ( 27 -> ) [( 7.1374e+00,-4.4420e-01, 1.5785e-02,-7.1222e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 327 ( 27 -> 36) [( 4.4302e+00, 7.6619e-01, 3.2237e-02,-4.3613e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232) 328 ( 27 -> 204) [( 7.5371e+00,-5.3745e-01, 6.6743e-02,-7.4158e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 Delta(1232)b 329 ( 27 -> 88) [( 2.8854e+00,-2.7901e-01, 3.2384e-01,-2.5734e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 omega(782) 330 ( 27 -> 193) [( 1.4425e+00, 1.7120e-01, 2.6152e-01,-1.1712e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K*(892) 331 ( 27 -> 228) [( 1.0690e+00,-3.1659e-01,-4.7960e-01, 9.7405e-02), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Lambda 332 ( 27 -> 87) [( 2.1340e+00,-7.2731e-01,-1.0940e+00, 1.2583e+00), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 nb 333 ( 27 -> ) [( 1.0902e+00, 1.3910e-01,-4.7051e-01, 2.5478e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 334 ( 27 -> 79) [( 1.8813e+00,-5.9015e-01, 4.9456e-01, 1.5357e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 335 ( 27 -> 222) [( 2.8472e-01,-1.0741e-02,-2.4857e-01, 3.0742e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 336 ( 27 -> 199) [( 8.7940e-01, 4.3816e-01,-4.3172e-01, 6.1380e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 337 ( 27 -> 159) [( 3.9888e+00, 2.7055e-01,-2.8975e-01, 3.8942e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 338 ( 27 -> 33) [( 2.3320e+00,-3.3627e-01, 3.5020e-01, 2.1481e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 339 ( 27 -> ) [( 3.2773e-01,-1.2117e-01,-5.5362e-02, 2.6492e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 omega(782) 340 ( 27 -> 98) [( 1.5363e+01, 2.3423e+00, 1.7345e-01, 1.5162e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 K 341 ( 27 -> 243) [( 3.4970e+00, 3.3301e-01, 1.1452e-01, 3.4434e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 K*(892)b 342 ( 27 -> 259) [( 2.2600e+01, 3.5094e-01,-5.2815e-01, 2.2574e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 343 ( 27 -> 198) [( 1.3016e+01, 1.3846e-01, 8.0243e-01, 1.2967e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 344 ( 27 -> 95) [( 2.8486e+01,-3.0912e-01,-3.9864e-01, 2.8467e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)b 345 ( 27 -> 30) [( 2.1188e+01, 1.0893e-01, 4.1716e-01, 2.1165e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770) 346 ( 27 -> 173) [( 1.3717e+01,-2.2904e-01,-3.3749e-01, 1.3690e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 347 ( 27 -> 81) [( 6.0218e+01,-1.4206e+00, 1.3106e-01, 6.0196e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 348 ( 27 -> 121) [( 8.0163e+00,-3.0247e-01,-3.6185e-03, 7.9608e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Kb 349 ( 27 -> 130) [( 3.5805e+00,-2.2117e-01,-6.0490e-01, 3.4868e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 pi 350 ( 27 -> 250) [( 3.8913e+00,-3.2983e-01,-3.1036e-02, 3.8749e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 351 ( 27 -> 34) [( 1.1374e+01,-4.3617e-01,-7.6766e-01, 1.1313e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232) 352 ( 27 -> 189) [( 2.5734e+00, 3.3176e-01,-1.0875e+00, 1.9517e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 Delta(1232)+b 353 ( 27 -> 129) [( 2.6913e+00,-1.2258e+00,-2.9453e-01, 2.0337e+00), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi 354 ( 27 -> 103) [( 4.0601e-01, 2.8773e-01,-8.7247e-02, 2.3711e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 D*(2007)b 355 ( 27 -> 56) [( 5.1470e+00,-3.5070e+00, 3.0042e+00, 1.0682e+00), p^2= 4.0268e+00, m= 2.0067e+00] ( 0, 0) [P] 1 Sigma(1385)+ 356 ( 27 -> 197) [( 5.0764e+01,-8.0219e-01,-4.5897e-01,-5.0737e+01), p^2= 1.9121e+00, m= 1.3828e+00] ( 0, 0) [P] 1 Delta(1232)+b 357 ( 27 -> 175) [( 7.0870e+01,-1.3981e+00,-6.9493e-01,-7.0842e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi+b 358 ( 27 -> ) [( 5.4020e-01,-3.7220e-01, 1.7159e-01,-3.2305e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 359 ( 27 -> ) [( 1.0821e+00, 7.5200e-01,-4.4262e-01,-4.0721e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 360 ( 27 -> 184) [( 1.7381e+00,-4.1996e-01, 2.1801e-01,-1.4150e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 omega(782) 361 ( 27 -> 200) [( 1.6578e+00,-9.9661e-01,-9.6524e-01,-4.6032e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi 362 ( 27 -> 128) [( 2.7454e-01,-2.1305e-01,-1.0841e-01,-3.0550e-03), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)++ 363 ( 27 -> 91) [( 1.7708e+00,-2.0990e-01,-1.2555e+00,-4.6617e-03), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 Delta(1232)++b 364 ( 27 -> 48) [( 1.4138e+00,-6.1921e-01,-3.0706e-01, 7.6680e-02), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 rho(770)+ 365 ( 27 -> 116) [( 2.2063e+00,-1.9671e+00,-4.7416e-01, 4.3006e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 366 ( 27 -> 112) [( 5.5930e-01, 3.0842e-01,-1.7010e-01, 4.1296e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)+ 367 ( 27 -> 102) [( 1.2320e+01,-9.4776e-01, 2.8966e-01, 1.2218e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi+b 368 ( 27 -> ) [( 6.8401e-01,-2.2587e-02,-2.6535e-01, 6.1439e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+b 369 ( 27 -> ) [( 7.5436e+00,-6.2477e-01, 2.2251e-01, 7.4556e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 370 ( 27 -> 164) [( 4.5976e+00, 1.1288e+00, 6.4953e-01, 4.3418e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 eta 371 ( 27 -> 113) [( 7.3152e+00, 7.8486e-01,-9.0871e-01, 7.1952e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 372 ( 27 -> 51) [( 4.8247e+00, 1.3567e+00,-1.2045e-01, 4.6265e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 373 ( 27 -> 153) [( 6.4444e+00, 2.7685e-01, 2.6527e-01, 6.3871e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 374 ( 27 -> 71) [( 1.3648e+01, 5.1308e-01,-7.3411e-01, 1.3597e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+b 375 ( 27 -> 147) [( 2.8444e+01,-2.4727e-01,-5.6191e-01, 2.8427e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 376 ( 27 -> 187) [( 2.0651e+02, 1.3754e+00, 1.3459e+00, 2.0650e+02), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 377 ( 27 -> 133) [( 1.1410e+02, 7.4854e-02,-2.3801e-01, 1.1409e+02), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 378 ( 27 -> ) [( 2.6564e+02, 4.1140e-01, 6.2641e-01, 2.6564e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 379 ( 27 -> 117) [( 2.2705e+02,-2.5864e-01,-5.2428e-01, 2.2705e+02), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+ 380 ( 27 -> ) [( 2.4644e+02, 5.6879e-01,-1.0319e-01, 2.4644e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 381 ( 27 -> ) [( 3.5066e+01, 7.6773e-02,-1.1265e-01, 3.5066e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)+ 382 ( 27 -> 234) [( 1.6014e+03, 1.1984e-01, 8.2737e-01, 1.6014e+03), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 omega(782) 383 ( 27 -> 180) [( 1.6091e+02, 2.0583e+00, 2.5816e+00, 1.6088e+02), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 pi+ 384 ( 27 -> ) [( 3.2364e+01,-3.4228e-01, 5.3580e-01, 3.2358e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 385 ( 27 -> 232) [( 9.0664e+00, 6.2778e-01, 1.9953e-01, 9.0097e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+b 386 ( 27 -> ) [( 9.5282e-01,-5.3092e-02, 5.6510e-02, 9.3935e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 omega(782) 387 ( 27 -> 151) [( 3.9340e+00, 1.6853e-01,-3.5988e-01, 3.8350e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 388 ( 27 -> 262) [( 1.2421e+00,-4.1329e-01, 8.7564e-01,-1.2106e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 eta'(958) 389 ( 27 -> 101) [( 1.1138e+00,-3.3855e-01,-4.5208e-01, 6.5506e-02), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 omega(782) 390 ( 27 -> 230) [( 8.2460e-01,-7.0886e-02, 8.9359e-02, 2.3564e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+ 391 ( 27 -> 123) [( 1.5315e+00,-4.0719e-01,-1.9463e-01,-1.2464e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 392 ( 27 -> 235) [( 1.2461e+00,-4.5639e-01, 9.2804e-02, 8.5109e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 393 ( 27 -> 202) [( 1.5422e+00,-6.4027e-01,-9.5749e-01, 6.8091e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 394 ( 27 -> 144) [( 8.4405e-01,-1.3369e-01,-2.9548e-02, 2.8679e-01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 395 ( 27 -> 177) [( 9.7224e-01,-1.8768e-02, 1.9493e-01, 5.6240e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi 396 ( 27 -> 125) [( 9.3662e-01,-4.3225e-01,-3.6483e-01, 7.3423e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K+ 397 ( 27 -> ) [( 5.3820e-01, 6.0949e-02, 1.5840e-01,-1.3119e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)b 398 ( 27 -> 40) [( 1.3671e+00,-5.5479e-01,-5.1961e-01, 6.9860e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 399 ( 27 -> 251) [( 1.9983e+00,-6.6208e-01, 1.6848e+00, 3.5811e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 400 ( 27 -> 54) [( 2.0823e+00,-9.1572e-01,-1.2663e-01, 1.8609e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 401 ( 27 -> 216) [( 1.8629e+00,-3.7149e-01, 1.3395e+00,-1.2329e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 402 ( 27 -> 196) [( 9.0393e-01,-8.9671e-02, 1.8167e-02,-4.6966e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 403 ( 27 -> 65) [( 4.8635e-01, 6.4823e-02, 4.0538e-01, 2.2311e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892) 404 ( 27 -> 257) [( 1.8494e+00, 4.3786e-01,-1.5434e+00,-2.0800e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 405 ( 27 -> 62) [( 2.0282e+00, 3.0165e-02,-6.5921e-01,-1.6980e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi 406 ( 27 -> 158) [( 4.3164e+00,-1.8473e-01, 3.2656e-01,-4.2979e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 407 ( 27 -> 97) [( 1.1667e+00, 5.7113e-01,-1.5511e-01,-8.4341e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 408 ( 27 -> 194) [( 8.7587e+00, 4.6048e-01,-3.9665e-01,-8.7365e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 409 ( 27 -> 238) [( 2.7086e+01, 4.1348e-01, 1.0483e-01,-2.7072e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 410 ( 27 -> 245) [( 2.7742e+01,-1.1931e-01, 5.0725e-01,-2.7726e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 411 ( 27 -> 69) [( 7.7156e+01,-5.1695e-01, 1.2107e+00,-7.7141e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 412 ( 27 -> 176) [( 5.6318e+01, 6.6309e-01, 5.7301e-01,-5.6306e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 413 ( 27 -> ) [( 6.3489e+01,-2.6489e-01, 1.0395e+00,-6.3480e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 414 ( 27 -> ) [( 3.1302e+01, 7.8945e-01, 4.5935e-01,-3.1285e+01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)b 415 ( 27 -> 146) [( 1.2404e+02,-1.8622e-01, 1.9340e+00,-1.2403e+02), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 416 ( 27 -> 178) [( 4.5920e+01, 2.9871e-01, 9.9321e-01,-4.5901e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 417 ( 27 -> ) [( 2.8995e+01, 6.5830e-01,-1.6395e-02,-2.8987e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 418 ( 27 -> 254) [( 2.9320e+01, 1.0321e+00, 6.4639e-01,-2.9285e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892)+ 419 ( 27 -> 64) [( 1.3055e+01, 8.5334e-01, 4.6332e-02,-1.2996e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Sigma(1385)- 420 ( 27 -> 157) [( 1.9769e+01,-1.3610e-01, 1.7432e+00,-1.9642e+01), p^2= 1.9243e+00, m= 1.3872e+00] ( 0, 0) [P] 1 pi+ 421 ( 27 -> ) [( 6.0208e+00, 4.1037e-01, 7.6486e-01,-5.9562e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)b 422 ( 27 -> 252) [( 7.2585e+00, 2.3136e-02, 6.3541e-02,-7.1526e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 pi+b 423 ( 27 -> ) [( 4.2435e+00, 3.2340e-01, 5.7642e-01,-4.1894e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 424 ( 27 -> 149) [( 5.2865e+00,-2.4999e-01, 8.0495e-01,-5.1623e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 425 ( 27 -> 248) [( 1.7289e+01, 8.4112e+00, 2.1589e+00,-1.4940e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 426 ( 27 -> ) [( 1.1560e+00, 9.2052e-01,-2.3102e-01,-6.4506e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892)+ 427 ( 27 -> 240) [( 4.8147e+00, 1.5891e+00, 9.7174e-01,-4.3494e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K+b 428 ( 27 -> ) [( 2.1465e+00, 1.4938e+00, 6.4405e-01,-1.3106e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 rho(770)+ 429 ( 27 -> 78) [( 4.4119e+00, 2.5204e+00, 1.2151e+00,-3.3238e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 430 ( 27 -> 107) [( 1.1515e+01, 5.6653e+00, 2.4865e+00,-9.6697e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta'(958) 431 ( 27 -> 258) [( 1.4087e+01, 7.8861e+00, 5.5040e+00,-1.0250e+01), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 Kb 432 ( 27 -> 210) [( 8.5947e+00, 4.2772e+00, 3.1602e+00,-6.7335e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 pi 433 ( 27 -> 148) [( 4.4695e+00, 2.4173e+00, 1.8574e+00,-3.2657e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 434 ( 27 -> ) [( 5.6309e-01, 2.7355e-01, 1.2720e-01,-4.5451e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Sigma+ 435 ( 27 -> 253) [( 1.6875e+01, 8.6459e+00, 6.5166e+00,-1.2889e+01), p^2= 1.4146e+00, m= 1.1894e+00] ( 0, 0) [P] 1 Sigma+b 436 ( 27 -> 181) [( 2.8568e+01, 1.2951e+01, 1.1575e+01,-2.2650e+01), p^2= 1.4146e+00, m= 1.1894e+00] ( 0, 0) [P] 1 Delta(1232)++ 437 ( 27 -> 139) [( 2.8077e+00, 8.3348e-01, 1.0705e+00,-2.1278e+00), p^2= 1.5154e+00, m= 1.2310e+00] ( 0, 0) [P] 1 rho(770)+b 438 ( 27 -> 124) [( 3.7649e+00, 5.7698e-01, 1.2984e+00,-3.4011e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 P+b 439 ( 27 -> ) [( 2.2065e+00, 9.1009e-01,-1.3018e-01,-1.7728e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 K*(892)+ 440 ( 27 -> 76) [( 1.0756e+00, 1.2502e-01,-3.8507e-01, 4.4493e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 441 ( 27 -> 135) [( 1.4169e+00, 7.4046e-02,-8.1756e-01,-7.3395e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 rho(770)+ 442 ( 27 -> 104) [( 9.9055e-01,-3.2843e-01,-2.8139e-01, 4.5389e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 443 ( 27 -> 231) [( 2.9448e+00,-1.1338e+00,-1.6329e+00, 1.9791e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+ 444 ( 27 -> 229) [( 9.7497e-01, 1.6979e-01,-5.4212e-01, 1.9930e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 445 ( 27 -> 126) [( 1.5038e+00, 7.7932e-01,-8.0138e-01, 6.5096e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 446 ( 27 -> 132) [( 1.4303e+00, 1.6235e-01,-2.4727e-01, 1.1705e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 447 ( 27 -> 70) [( 1.4035e+00, 5.1105e-02, 4.8593e-01, 1.0582e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 448 ( 27 -> 172) [( 4.9674e+01,-2.4936e+00, 1.0048e+00, 4.9595e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 449 ( 27 -> 127) [( 5.6747e+00,-2.3837e-02, 3.2439e-03, 5.6225e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 450 ( 27 -> ) [( 2.5030e+01,-5.5586e-01,-5.9330e-02, 2.5024e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta 451 ( 27 -> 119) [( 7.7754e+00,-1.5611e-01, 5.3291e-01, 7.7362e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+ 452 ( 27 -> 256) [( 1.4257e+01,-1.1034e+00, 4.5332e-01, 1.4186e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 453 ( 27 -> 226) [( 8.7700e+00,-5.7855e-01, 3.6740e-02, 8.7498e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 454 ( 27 -> 247) [( 6.2477e-01,-1.3625e-01, 1.6832e-01,-5.7028e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 eta 455 ( 27 -> 105) [( 1.1314e+00, 4.2763e-01,-1.6265e-01,-8.7805e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 456 ( 27 -> ) [( 5.8955e-01,-3.4519e-01,-7.1707e-03,-4.5703e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 457 ( 27 -> 43) [( 2.2436e+00,-1.8196e-02, 1.4041e-01,-2.1037e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 458 ( 27 -> 142) [( 4.7015e-01, 4.4736e-02,-3.3896e-01,-2.9314e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 459 ( 27 -> ) [( 1.4320e+00,-1.4928e-02, 4.4701e-01,-1.3532e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 460 ( 27 -> ) [( 7.9495e-01, 5.1930e-01,-3.0235e-01,-5.0139e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 461 ( 27 -> 215) [( 3.1966e+00,-9.6359e-02, 7.4639e-01,-3.0107e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 462 ( 27 -> 237) [( 2.5879e+01,-9.3738e-01, 1.4297e+00,-2.5811e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+ 463 ( 27 -> 161) [( 3.6907e+01,-4.8891e-01, 1.3732e+00,-3.6871e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 464 ( 27 -> 92) [( 4.5380e+00, 8.7541e-01, 2.0023e+00,-3.8749e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Sigma(1385) 465 ( 27 -> 239) [( 1.5542e+00,-6.3422e-01,-5.7383e-02, 3.0865e-01), p^2= 1.9146e+00, m= 1.3837e+00] ( 0, 0) [P] 1 K*(892)b 466 ( 27 -> 114) [( 1.2164e+00, 6.0661e-01,-5.3671e-01,-1.4354e-01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Xib 467 ( 27 -> 168) [( 1.7942e+00,-6.8005e-02, 1.0671e-01, 1.2141e+00), p^2= 1.7290e+00, m= 1.3149e+00] ( 0, 0) [P] 1 K+b 468 ( 27 -> ) [( 1.0615e+00, 7.0440e-01,-5.9884e-01, 1.6830e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi+ 469 ( 27 -> ) [( 1.1580e+00,-2.5419e-01, 4.1309e-02, 1.1204e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 470 ( 27 -> 55) [( 1.6322e+01,-1.9723e+00, 1.7008e-01, 1.6183e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 471 ( 27 -> 75) [( 1.5226e+01,-1.8074e+00, 2.9127e-01, 1.5096e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 472 ( 27 -> ) [( 1.8332e+00, 2.2440e-01, 1.6114e-02, 1.8140e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 473 ( 27 -> 41) [( 9.8721e-01,-4.4294e-01,-1.5710e-01, 4.0387e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi 474 ( 27 -> 141) [( 3.5550e-01, 3.2219e-01,-3.4574e-02, 5.6170e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 475 ( 27 -> ) [( 4.5665e-01, 1.4966e-01, 3.5839e-01, 1.9546e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+ 476 ( 27 -> ) [( 1.0152e+00,-1.8670e-01,-2.4027e-01,-2.4011e-01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 K*(892)b 477 ( 27 -> 83) [( 5.1770e+00, 5.8598e-01, 5.8013e-01,-5.0317e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Xib 478 ( 27 -> 99) [( 2.0928e+00,-1.3178e-01,-2.1702e-01,-1.6083e+00), p^2= 1.7290e+00, m= 1.3149e+00] ( 0, 0) [P] 1 K+b 479 ( 27 -> ) [( 2.2597e+00, 1.6025e-01, 2.3436e-01,-2.1867e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 pi+ 480 ( 27 -> ) [( 4.4663e+00, 8.0108e-01, 1.7469e-01,-4.3882e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 n 481 ( 27 -> ) [( 9.6736e-01,-6.2859e-03, 1.8974e-01,-1.3019e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770) 482 ( 27 -> 249) [( 8.8218e-01, 8.2860e-02,-3.1957e-01,-2.8046e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 nb 483 ( 27 -> ) [( 1.0988e+00, 9.3425e-02,-1.9661e-02, 5.6159e-01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 484 ( 27 -> 206) [( 1.5284e+00, 8.8574e-01,-1.9238e-01, 9.6249e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 485 ( 27 -> ) [( 9.0960e+01,-3.3032e-01,-1.4804e-01,-9.0960e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 486 ( 27 -> 57) [( 4.4057e+01, 9.6751e-01, 2.9687e-01,-4.4038e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 487 ( 27 -> ) [( 2.6099e+01,-5.0451e-01,-2.6323e-01,-2.6092e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 488 ( 27 -> 218) [( 4.0296e+01,-8.6678e-02,-5.8571e-01,-4.0292e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+ 489 ( 27 -> 84) [( 1.2197e+01, 5.2462e-01,-3.1676e-01,-1.2157e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 490 ( 27 -> 74) [( 4.4802e+01, 2.8154e-01, 6.1289e-01,-4.4796e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+b 491 ( 27 -> ) [( 7.5307e+00, 1.0881e-01,-6.8035e-01,-7.4978e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 492 ( 27 -> 50) [( 9.6247e+00, 3.5404e-01, 1.6273e-02,-9.5874e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 P+ 493 ( 27 -> ) [( 9.1105e+00,-3.3735e-01,-1.2317e-01,-9.0549e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770) 494 ( 27 -> 67) [( 4.0347e+00, 4.1217e-01,-3.8016e-01,-3.9209e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 nb 495 ( 27 -> ) [( 9.8468e+00, 1.0693e+00,-2.2460e-01,-9.7408e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 496 ( 27 -> 201) [( 2.6968e-01, 1.6211e-01,-1.6396e-01,-3.6667e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) Event 40000 ( 32m 11s elapsed / 48m 17s left ) -> ETA: Mon Mar 04 20:27 Event_Handler::MPISync() {  Memory usage increased by 24 MB, now 225 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.454e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 50000 ( 40m 11s elapsed / 40m 11s left ) -> ETA: Mon Mar 04 20:27 XS = 1.472e+08 pb +- ( -nan pb = -2.147e+07 % ) Blob_List::FourMomentumConservation(): (0x1632878) Four Momentum is not conserved. p_{in} = (1.3e+04,0,0,0) vs. p_{out} = (1.3e+04,0.08806,-0.1851,-1.723), diff = (-1.735,0.08806,-0.1851,-1.723). Event 60000 ( 48m 6s elapsed / 32m 4s left ) -> ETA: Mon Mar 04 20:27 XS = 1.502e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 70000 ( 55m 52s elapsed / 23m 56s left ) -> ETA: Mon Mar 04 20:27 XS = 1.503e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 80000 ( 1h 3m 55s elapsed / 15m 58s left ) -> ETA: Mon Mar 04 20:27 XS = 1.495e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 90000 ( 1h 12m 8s elapsed / 8m left ) -> ETA: Mon Mar 04 20:27 XS = 1.455e+08 pb +- ( -nan pb = -2.147e+07 % ) Event 100000 ( 4848 s total ) = 1.782e+06 evts/day In Event_Handler::Finish : Summarizing the run may take some time. Rivet_Interface::Finish(Analysis_CSSPythia/3019){ } +--------------------------------------------------------------+ | | | Total XS is 1.50226e+08 pb +- ( -nan pb = -2.14748e+07 % ) | | | +--------------------------------------------------------------+ Return_Value::PrintStatistics(): Statistics { Generated events: 100000 New events { From "Beam_Remnants": 1 (100056) -> 0 % } Retried events { From "Beam_Remnants": 54 (100056) -> 0 % From "Hadron_Decays": 1 (100030) -> 0 % From "Jet_Evolution:CSS": 4273 (551172) -> 0.7 % } } Time: 1h 21m 21s on Mon Mar 4 20:28:15 2024 (User: 1h 20m 41s, System: 2s, Children User: 0s, Children System: 0s)