Welcome to Sherpa, Daniel Reichelt. Initialization of framework underway. The local time is Mon Jun 10 15:27:20 2024. Run_Parameter::Init(): Setting memory limit to 186.796 GB. Random::SetSeed(): Seed set to 2055 ----------------------------------------------------------------------------- ----------- 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 a743ae308589a49fe1bfa08beffa3531a19d890e. Beam_Spectra_Handler : type = Monochromatic*Monochromatic for P+ ((6500,0,0,6500)) and P+ ((6500,0,0,-6500)) PDF set 'CT18NNLO' loaded for beam 1 (P+). PDF set 'CT18NNLO' loaded for beam 2 (P+). Initialized the ISR: (SF)*(SF) 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 ( 45 MB, 0s / 0s ). Matrix_Element_Handler::InitializeProcesses(): Performing tests done ( 47 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} = 58.914 mb at PT_{min} = 3.97224 GeV } Profile_Function_Base::CalculateOMean(3.45905): Results are { k = 13.8222 <\tilde{O}> = 0.250253 } Initialized the Multiple_Interactions_Handler (MI_Handler). Initialized the Soft_Photon_Handler. Variations::InitialiseParametersVector(){ Number of variations: 7 Named variations: MUR0.5_MUF0.5_PDF14000_PSMUR0.5_PSMUF0.5 MUR0.5_MUF1_PDF14000_PSMUR0.5_PSMUF1 MUR1_MUF0.5_PDF14000_PSMUR1_PSMUF0.5 MUR1_MUF1_PDF14000 MUR1_MUF2_PDF14000_PSMUR1_PSMUF2 MUR2_MUF1_PDF14000_PSMUR2_PSMUF1 MUR2_MUF2_PDF14000_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 : 1.41504e+08 pb +- ( 1.09432e+06 pb = 0.773348 % )  exp. eff: 6.97743e-07 % reduce max for 2_2__j__j__j__j to 0.00582631 ( 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 ( 24s elapsed / 27d 18h 56m 15s left ) -> ETA: Mon Jul 08 10:24 XS = 2332 pb +- ( 2332 pb = 100 % ) Event 2 ( 24s elapsed / 14d 47m 55s left ) -> ETA: Mon Jun 24 16:15 XS = 4664 pb +- ( 4664 pb = 100 % ) Event 3 ( 24s elapsed / 9d 9h 5m 9s left ) -> ETA: Thu Jun 20 00:33 XS = 6995.99 pb +- ( 6995.99 pb = 100 % ) Event 4 ( 24s elapsed / 7d 1h 9m 35s left ) -> ETA: Mon Jun 17 16:37 XS = 3.58497e+06 pb +- ( 3.57798e+06 pb = 99.8 % ) Event 5 ( 24s elapsed / 5d 15h 39m 35s left ) -> ETA: Sun Jun 16 07:07 XS = 7.16645e+06 pb +- ( -nan pb = -2.14748e+07 % ) Event 6 ( 24s elapsed / 4d 17h 33m 28s left ) -> ETA: Sat Jun 15 09:01 XS = 1.07479e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 7 ( 24s elapsed / 4d 1h 43m 52s left ) -> ETA: Fri Jun 14 17:11 XS = 1.43294e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 8 ( 24s elapsed / 3d 13h 55m 50s left ) -> ETA: Fri Jun 14 05:23 XS = 1.79109e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 9 ( 24s elapsed / 3d 4h 52m 32s left ) -> ETA: Thu Jun 13 20:20 XS = 2.14924e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 10 ( 24s elapsed / 2d 21h 21m 15s left ) -> ETA: Thu Jun 13 12:49 XS = 2.50738e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 20 ( 25s elapsed / 1d 11h 45m 24s left ) -> ETA: Wed Jun 12 03:13 XS = 3.83138e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 30 ( 26s elapsed / 1d 32m 53s left ) -> ETA: Tue Jun 11 16:00 XS = 3.94042e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 40 ( 27s elapsed / 19h 47s left ) -> ETA: Tue Jun 11 10:28 XS = 3.28214e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 50 ( 28s elapsed / 15h 38m 31s left ) -> ETA: Tue Jun 11 07:06 XS = 3.97652e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 60 ( 28s elapsed / 13h 23m 7s left ) -> ETA: Tue Jun 11 04:51 XS = 3.02459e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 70 ( 29s elapsed / 11h 48m 33s left ) -> ETA: Tue Jun 11 03:16 XS = 3.04078e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 80 ( 30s elapsed / 10h 40m 19s left ) -> ETA: Tue Jun 11 02:08 XS = 2.62902e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 90 ( 31s elapsed / 9h 47m 3s left ) -> ETA: Tue Jun 11 01:15 XS = 2.67211e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 100 ( 32s elapsed / 9h 1m 17s left ) -> ETA: Tue Jun 11 00:29 XS = 2.7152e+07 pb +- ( -nan pb = -2.14748e+07 % ) Event 200 ( 40s elapsed / 5h 38m 19s left ) -> ETA: Mon Jun 10 21:06 XS = 2.08487e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 300 ( 48s elapsed / 4h 29m 41s left ) -> ETA: Mon Jun 10 19:58 XS = 1.43377e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 400 ( 54s elapsed / 3h 47m 32s left ) -> ETA: Mon Jun 10 19:15 XS = 1.51496e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 500 ( 1m elapsed / 3h 21m 55s left ) -> ETA: Mon Jun 10 18:50 XS = 1.29694e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 600 ( 1m 6s elapsed / 3h 2m 47s left ) -> ETA: Mon Jun 10 18:31 XS = 1.47079e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 700 ( 1m 12s elapsed / 2h 50m 22s left ) -> ETA: Mon Jun 10 18:19 XS = 1.41828e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 800 ( 1m 18s elapsed / 2h 42m 10s left ) -> ETA: Mon Jun 10 18:11 XS = 1.51781e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 900 ( 1m 24s elapsed / 2h 34m 10s left ) -> ETA: Mon Jun 10 18:03 XS = 1.82917e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 1000 ( 1m 29s elapsed / 2h 28m 26s left ) -> ETA: Mon Jun 10 17:57 XS = 1.73045e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 2000 ( 2m 41s elapsed / 2h 11m 55s left ) -> ETA: Mon Jun 10 17:42 XS = 1.68952e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 3000 ( 3m 51s elapsed / 2h 4m 42s left ) -> ETA: Mon Jun 10 17:36 Event_Handler::MPISync() {  Memory usage increased by 20 MB, now 224 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.42552e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 4000 ( 5m 12s elapsed / 2h 4m 52s left ) -> ETA: Mon Jun 10 17:37 XS = 1.55649e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 5000 ( 6m 27s elapsed / 2h 2m 45s left ) -> ETA: Mon Jun 10 17:36 XS = 1.62472e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 6000 ( 7m 32s elapsed / 1h 58m 15s left ) -> ETA: Mon Jun 10 17:33 XS = 1.62467e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 7000 ( 8m 42s elapsed / 1h 55m 44s left ) -> ETA: Mon Jun 10 17:31 XS = 1.60121e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 8000 ( 9m 43s elapsed / 1h 51m 54s left ) -> ETA: Mon Jun 10 17:29 XS = 1.63041e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 9000 ( 10m 41s elapsed / 1h 48m 5s left ) -> ETA: Mon Jun 10 17:26 XS = 1.73018e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 10000 ( 12m elapsed / 1h 48m 8s left ) -> ETA: Mon Jun 10 17:27 Event_Handler::MPISync() {  Memory usage increased by 18 MB, now 242 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.64818e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 20000 ( 22m 55s elapsed / 1h 31m 40s left ) -> ETA: Mon Jun 10 17:22 Event_Handler::MPISync() {  Memory usage increased by 22 MB, now 264 MB.  This might indicate a memory leak! Please monitor this process closely. } XS = 1.58528e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 30000 ( 34m 3s elapsed / 1h 19m 27s left ) -> ETA: Mon Jun 10 17:21 XS = 1.48537e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 40000 ( 45m 5s elapsed / 1h 7m 37s left ) -> ETA: Mon Jun 10 17:20 XS = 1.45101e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 50000 ( 56m 10s elapsed / 56m 10s left ) -> ETA: Mon Jun 10 17:19 XS = 1.46046e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 60000 ( 1h 7m 4s elapsed / 44m 43s left ) -> ETA: Mon Jun 10 17:19 XS = 1.44767e+08 pb +- ( -nan pb = -2.14748e+07 % ) Event 70000 ( 1h 18m 19s elapsed / 33m 33s left ) -> ETA: Mon Jun 10 17:19 XS = 1.48602e+08 pb +- ( -nan pb = -2.14748e+07 % ) Blob_List::FourMomentumConservation(): (0xbe8378) Four Momentum is not conserved. p_{in} = (13000,0,0,0) vs. p_{out} = (12981.2,1.35787,3.3397,-18.4491), diff = (-18.8029,1.35787,3.3397,-18.4491). Event 80000 ( 1h 29m 18s elapsed / 22m 19s left ) -> ETA: Mon Jun 10 17:19 XS = 1.46506e+08 pb +- ( -nan pb = -2.14748e+07 % ) Blob_List::FourMomentumConservation(): (0xbe8378) Four Momentum is not conserved. p_{in} = (13000,0,0,0) vs. p_{out} = (13000.4,0.120935,0.18562,-0.406395), diff = (0.445202,0.120935,0.18562,-0.406395). Event 90000 ( 1h 40m 11s elapsed / 11m 7s left ) -> ETA: Mon Jun 10 17:18 XS = 1.43903e+08 pb +- ( -nan pb = -2.14748e+07 % ) Decay_Handler_Base::TreatInitialBlob:("Initial particle Bb not onshell: p^2=9.60746e+44 vs. m^2=5.2792") Decay_Handler_Base::TreatInitialBlob:("Initial particle omega(782) not onshell: p^2=9.60746e+44 vs. m^2=0.78194") =================================================== Warning in Momenta_Stretcher::MassThem : Not enough energy ((-nan,-nan,-nan,-nan)) for the 166 masses (137.545); return false Masses & momenta: 5.2792 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 1.3837 : (-nan,-nan,-nan,-nan) 1.3872 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 1.19744 : (-nan,-nan,-nan,-nan) 1.19744 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 1.232 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 2.0067 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.49767 : (-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) 1.232 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.93957 : (-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) 0.13498 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.3837 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 5.3248 : (-nan,-nan,-nan,-nan) 5.2792 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.7669 : (-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) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.95777 : (-nan,-nan,-nan,-nan) 5.2792 : (-nan,-nan,-nan,-nan) 2.0067 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 1.3213 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 1.19744 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 1.3837 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.11568 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.4936 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.54745 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 1.0194 : (-nan,-nan,-nan,-nan) 0.8961 : (-nan,-nan,-nan,-nan) 0.7669 : (-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) 0.7669 : (-nan,-nan,-nan,-nan) 1.233 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 1.234 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) 0.93957 : (-nan,-nan,-nan,-nan) 0.7685 : (-nan,-nan,-nan,-nan) 0.93827 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.8916 : (-nan,-nan,-nan,-nan) 0.49767 : (-nan,-nan,-nan,-nan) 0.7669 : (-nan,-nan,-nan,-nan) 0.13957 : (-nan,-nan,-nan,-nan) 0.13498 : (-nan,-nan,-nan,-nan) 0.78194 : (-nan,-nan,-nan,-nan) Error in Momenta_Stretcher::StretchBlob(Blob *). Decay_Handler_Base::TreatInitialBlob failed to stretch blob, retrying event. Blob [0]( 19, Fragmentation , 78 -> 166 @ (0,0,0,0) Incoming particles : [B] 4 d 122 ( 16 -> 19) [( 5.1946e+02,-4.4177e-03,-4.5010e-04,-5.1946e+02), p^2=-1.1642e-10, m= 0.0000e+00] (682, 0) [B] 4 uu_1 121 ( 16 -> 19) [( 2.5232e+03, 2.3864e-01,-3.1630e-02,-2.5232e+03), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,682) [B] 4 u 120 ( 15 -> 19) [( 3.6573e-02, 1.8166e-03,-7.6168e-03, 3.5725e-02), p^2=-2.1684e-19, m= 0.0000e+00] (690, 0) [F] 4 G 72 ( 8 -> 19) [( 1.5549e+01, 2.7428e+00, 9.7656e-01, 1.5274e+01), p^2=-2.8422e-14, m= 0.0000e+00] (646,690) [F] 4 G 79 ( 8 -> 19) [( 1.0858e+01,-6.3928e+00,-3.1467e+00,-8.1936e+00), p^2= 3.8369e-13, m= 0.0000e+00] (654,646) [F] 4 G 80 ( 8 -> 19) [( 5.7670e+00,-2.6289e+00, 6.7560e-01,-5.0883e+00), p^2= 2.1316e-14, m= 0.0000e+00] (647,654) [F] 4 G 76 ( 8 -> 19) [( 7.4176e+01, 3.4158e+00,-2.8826e+00,-7.4041e+01), p^2=-2.7285e-12, m= 0.0000e+00] (679,647) [F] 4 G 97 ( 12 -> 19) [( 2.6741e+02,-2.1576e+00,-1.0678e+00,-2.6740e+02), p^2=-1.6589e-09, m= 0.0000e+00] (666,679) [F] 4 G 98 ( 12 -> 19) [( 5.6794e+00, 9.7498e-01, 9.0865e-01,-5.5208e+00), p^2= 1.0658e-12, m= 0.0000e+00] (669,666) [F] 4 G 99 ( 12 -> 19) [( 3.2205e+00, 4.6728e-02,-3.2196e+00, 6.3064e-02), p^2= 2.1014e-12, m= 0.0000e+00] (662,669) [F] 4 G 101 ( 12 -> 19) [( 4.8766e+01, 1.2094e+00, 2.4914e+00, 4.8687e+01), p^2= 1.3642e-12, m= 0.0000e+00] (667,662) [F] 4 G 100 ( 12 -> 19) [( 1.1393e+02,-5.1374e+00, 3.8484e+00, 1.1375e+02), p^2=-1.8190e-12, m= 0.0000e+00] (685,667) [B] 4 cb 119 ( 15 -> 19) [( 3.6573e-02, 3.0322e-03, 3.6550e-03, 3.6263e-02), p^2=-2.1684e-19, m= 0.0000e+00] ( 0,685) [B] 4 b 118 ( 15 -> 19) [( 3.6573e-02, 1.0914e-02,-5.9191e-03, 3.4401e-02), p^2=-2.1684e-19, m= 0.0000e+00] (684, 0) [F] 4 G 8 ( 2 -> 19) [( 1.6971e+01, 2.9751e+00,-1.0541e+01, 1.2964e+01), p^2= 2.1600e-12, m= 0.0000e+00] (625,684) [F] 4 db 7 ( 2 -> 19) [( 3.9660e+00, 1.4642e+00,-2.6735e+00, 2.5374e+00), p^2=-7.3719e-13, m= 0.0000e+00] ( 0,625) [F] 4 d 6 ( 2 -> 19) [( 8.9762e-01, 1.7710e-02,-8.5686e-01, 2.6683e-01), p^2=-1.6092e-12, m= 0.0000e+00] (617, 0) [F] 4 G 12 ( 2 -> 19) [( 1.5524e+01, 4.4540e+00,-1.1210e+01, 9.7720e+00), p^2=-2.9331e-11, m= 0.0000e+00] (623,617) [F] 4 G 11 ( 2 -> 19) [( 4.5715e+00, 1.0380e+00,-4.4488e+00, 1.7136e-01), p^2=-1.4602e-12, m= 0.0000e+00] (624,623) [F] 4 G 9 ( 2 -> 19) [( 1.0658e+00, 7.5848e-01,-7.4032e-01, 1.1255e-01), p^2=-6.5503e-14, m= 0.0000e+00] (627,624) [F] 4 G 10 ( 2 -> 19) [( 1.4804e+00,-5.8590e-01, 1.2294e+00,-5.8036e-01), p^2=-2.9310e-14, m= 0.0000e+00] (604,627) [F] 4 G 36 ( 2 -> 19) [( 1.4878e+02, 2.0256e+01, 4.7783e+01,-1.3944e+02), p^2= 3.6380e-12, m= 0.0000e+00] (619,604) [F] 4 ub 35 ( 2 -> 19) [( 1.4000e+02, 2.1203e+01, 4.5011e+01,-1.3086e+02), p^2= 1.0914e-11, m= 0.0000e+00] ( 0,619) [F] 4 d 14 ( 2 -> 19) [( 5.8714e+02,-1.3196e+02,-9.4860e+00,-5.7204e+02), p^2= 6.9849e-10, m= 0.0000e+00] (606, 0) [F] 4 G 15 ( 2 -> 19) [( 3.9348e+01,-5.8704e+00,-4.8725e+00,-3.8601e+01), p^2=-3.1832e-12, m= 0.0000e+00] (620,606) [F] 4 db 17 ( 2 -> 19) [( 1.9172e+01,-2.6575e+00,-6.0749e-01,-1.8977e+01), p^2=-1.7053e-13, m= 0.0000e+00] ( 0,620) [F] 4 d 16 ( 2 -> 19) [( 3.3943e+01,-4.8298e+00,-2.8862e+00,-3.3474e+01), p^2= 0.0000e+00, m= 0.0000e+00] (612, 0) [F] 4 G 18 ( 2 -> 19) [( 3.8719e+00, 3.0252e-01, 2.2718e+00,-3.1207e+00), p^2=-5.7554e-12, m= 0.0000e+00] (621,612) [F] 4 sb 21 ( 2 -> 19) [( 3.2271e+00, 2.7796e+00,-6.8471e-02,-1.6381e+00), p^2=-1.0658e-13, m= 0.0000e+00] ( 0,621) [F] 4 s 19 ( 2 -> 19) [( 2.5664e+00, 2.2626e+00,-1.0725e+00, 5.6261e-01), p^2=-4.8761e-13, m= 0.0000e+00] (628, 0) [F] 4 G 20 ( 2 -> 19) [( 6.7715e+00, 4.0209e+00,-5.1272e+00, 1.8432e+00), p^2=-4.7606e-13, m= 0.0000e+00] (610,628) [F] 4 G 22 ( 2 -> 19) [( 1.0274e+02, 7.1794e+01,-6.7521e+01, 2.9032e+01), p^2= 2.7285e-11, m= 0.0000e+00] (611,610) [F] 4 G 28 ( 2 -> 19) [( 3.1920e+00, 3.0724e+00,-4.4760e-01, 7.4106e-01), p^2= 6.7502e-13, m= 0.0000e+00] (629,611) [F] 4 ub 27 ( 2 -> 19) [( 2.7827e+00, 2.1328e+00,-1.1412e+00, 1.3757e+00), p^2= 1.4211e-14, m= 0.0000e+00] ( 0,629) [F] 4 u 26 ( 2 -> 19) [( 2.5072e-01, 5.2367e-02, 2.1229e-01,-1.2267e-01), p^2=-3.8858e-16, m= 0.0000e+00] (613, 0) [F] 4 G 25 ( 2 -> 19) [( 6.7728e+00,-3.4246e+00, 2.1701e+00, 5.4253e+00), p^2= 2.5722e-12, m= 0.0000e+00] (616,613) [F] 4 G 24 ( 2 -> 19) [( 6.8952e+00,-1.8728e+00,-2.5372e+00, 6.1318e+00), p^2= 2.1316e-14, m= 0.0000e+00] (618,616) [F] 4 G 23 ( 2 -> 19) [( 9.4484e+00, 1.4383e+00,-2.0961e+00, 9.1000e+00), p^2= 1.4211e-13, m= 0.0000e+00] (603,618) [F] 4 bb 31 ( 2 -> 19) [( 6.6549e+02,-8.8930e+01,-2.1898e+02, 6.2209e+02), p^2= 2.3040e+01, m= 4.8000e+00] ( 0,603) [F] 4 b 29 ( 2 -> 19) [( 1.7047e+02,-2.2356e+01,-5.1964e+01, 1.6074e+02), p^2= 2.3040e+01, m= 4.8000e+00] (615, 0) [F] 4 G 30 ( 2 -> 19) [( 4.9547e+01,-6.5545e+00,-1.7248e+01, 4.5983e+01), p^2=-3.3651e-11, m= 0.0000e+00] (683,615) [B] 4 sb 117 ( 15 -> 19) [( 3.6573e-02,-4.5557e-03,-6.6354e-03, 3.5676e-02), p^2= 2.1684e-19, m= 0.0000e+00] ( 0,683) [F] 4 u 34 ( 2 -> 19) [( 5.6065e+02, 6.8679e+01, 1.8061e+02,-5.2630e+02), p^2= 3.4925e-10, m= 0.0000e+00] (609, 0) [F] 4 G 37 ( 2 -> 19) [( 6.2352e+01, 1.1500e+01, 2.1742e+01,-5.7296e+01), p^2=-1.2733e-11, m= 0.0000e+00] (622,609) [F] 4 G 39 ( 2 -> 19) [( 6.5374e+01, 1.1053e+01, 2.2910e+01,-6.0222e+01), p^2=-1.3642e-11, m= 0.0000e+00] (626,622) [F] 4 G 38 ( 2 -> 19) [( 1.9712e+02, 3.0947e+01, 7.2586e+01,-1.8063e+02), p^2=-3.6380e-11, m= 0.0000e+00] (608,626) [F] 4 G 32 ( 2 -> 19) [( 4.3174e+01, 3.8745e+00, 1.9848e+01,-3.8145e+01), p^2= 6.8212e-13, m= 0.0000e+00] (614,608) [F] 4 G 33 ( 2 -> 19) [( 1.1538e+01, 2.9920e+00, 1.1270e-01,-1.1143e+01), p^2=-2.8422e-14, m= 0.0000e+00] (681,614) [F] 4 G 75 ( 8 -> 19) [( 1.1277e+02, 1.8993e+00,-1.9077e+00,-1.1274e+02), p^2=-7.2760e-12, m= 0.0000e+00] (653,681) [F] 4 G 74 ( 8 -> 19) [( 8.2687e+00,-1.7002e+00,-1.2155e+00,-8.0002e+00), p^2= 1.4211e-14, m= 0.0000e+00] (645,653) [F] 4 G 78 ( 8 -> 19) [( 8.3614e+00,-4.2056e-01, 2.5213e+00, 7.9611e+00), p^2=-7.3896e-13, m= 0.0000e+00] (655,645) [F] 4 G 77 ( 8 -> 19) [( 9.2385e+00, 1.8911e+00, 8.6735e-01, 9.0012e+00), p^2=-8.1002e-13, m= 0.0000e+00] (644,655) [F] 4 G 69 ( 8 -> 19) [( 1.2296e+01, 5.6187e-01,-1.2141e+00, 1.2223e+01), p^2= 7.1054e-13, m= 0.0000e+00] (652,644) [F] 4 G 70 ( 8 -> 19) [( 1.8209e+02,-1.2054e+00, 1.5929e+00, 1.8208e+02), p^2= 0.0000e+00, m= 0.0000e+00] (656,652) [F] 4 G 71 ( 8 -> 19) [( 2.1801e+02, 1.0964e+00, 3.5783e+00, 2.1798e+02), p^2=-7.2760e-12, m= 0.0000e+00] (688,656) [F] 4 G 53 ( 6 -> 19) [( 2.6187e+01,-2.3348e-01,-9.0749e-02, 2.6185e+01), p^2= 7.7739e-10, m= 0.0000e+00] (641,688) [F] 4 G 54 ( 6 -> 19) [( 3.2326e+00,-2.1164e+00,-5.4480e-01, 2.3820e+00), p^2= 8.1481e-12, m= 0.0000e+00] (637,641) [F] 4 G 57 ( 6 -> 19) [( 5.3123e+00, 2.2734e+00,-1.5756e+00,-4.5354e+00), p^2= 4.2633e-14, m= 0.0000e+00] (643,637) [F] 4 G 56 ( 6 -> 19) [( 2.3584e+00, 1.4570e+00, 6.9348e-01,-1.7200e+00), p^2=-5.9508e-14, m= 0.0000e+00] (635,643) [F] 4 G 62 ( 6 -> 19) [( 7.2375e+01,-5.5674e+00,-4.4605e+00,-7.2023e+01), p^2=-9.0949e-13, m= 0.0000e+00] (634,635) [F] 4 db 63 ( 6 -> 19) [( 3.2087e+02, 6.2561e+00, 3.8037e+00,-3.2079e+02), p^2= 1.4552e-11, m= 0.0000e+00] ( 0,634) [F] 4 s 47 ( 4 -> 19) [( 1.2006e+01,-8.7468e+00,-1.6566e-01,-8.2220e+00), p^2= 8.5265e-14, m= 0.0000e+00] (631, 0) [F] 4 G 46 ( 4 -> 19) [( 2.7473e+01, 9.1159e+00, 1.5225e-01,-2.5916e+01), p^2= 5.6843e-13, m= 0.0000e+00] (676,631) [F] 4 db 90 ( 10 -> 19) [( 2.7104e-01,-4.5913e-02,-2.5583e-01, 7.6829e-02), p^2=-9.7145e-17, m= 0.0000e+00] ( 0,676) [F] 4 d 89 ( 10 -> 19) [( 3.9644e+00,-3.4598e+00,-1.5021e+00,-1.2206e+00), p^2= 3.0198e-14, m= 0.0000e+00] (660, 0) [F] 4 bb 88 ( 10 -> 19) [( 2.0352e+01, 1.5948e+00,-3.6505e+00, 1.9373e+01), p^2= 2.3040e+01, m= 4.8000e+00] ( 0,660) [F] 4 c 109 ( 14 -> 19) [( 2.3385e+00,-6.6266e-01, 1.5495e+00,-7.8239e-01), p^2= 2.0164e+00, m= 1.4200e+00] (680, 0) [F] 4 G 61 ( 6 -> 19) [( 3.9081e+02,-2.1585e+00,-2.1036e+00,-3.9080e+02), p^2=-5.8208e-11, m= 0.0000e+00] (633,680) [F] 4 G 58 ( 6 -> 19) [( 5.2847e+01,-2.7890e+00, 1.7857e+00,-5.2743e+01), p^2=-9.5497e-12, m= 0.0000e+00] (642,633) [F] 4 G 59 ( 6 -> 19) [( 1.2129e+01,-2.1913e+00, 1.6002e+00,-1.1822e+01), p^2=-8.2423e-13, m= 0.0000e+00] (636,642) [F] 4 G 55 ( 6 -> 19) [( 7.0534e+00, 5.1800e+00, 8.6516e-01,-4.7085e+00), p^2= 8.9528e-13, m= 0.0000e+00] (686,636) [F] 4 G 87 ( 10 -> 19) [( 1.8293e+01, 2.1368e+00, 5.6003e+00,-1.7283e+01), p^2= 5.6843e-14, m= 0.0000e+00] (677,686) [F] 4 G 113 ( 14 -> 19) [( 5.2468e+01, 2.2540e+00, 1.9231e+00,-5.2384e+01), p^2= 1.3642e-12, m= 0.0000e+00] (673,677) [F] 4 G 112 ( 14 -> 19) [( 4.0515e+01, 6.0970e-01,-8.3853e-01,-4.0502e+01), p^2= 6.8212e-13, m= 0.0000e+00] (674,673) [F] 4 G 111 ( 14 -> 19) [( 1.1743e+01,-2.3295e+00,-2.6990e+00,-1.1189e+01), p^2=-1.7053e-13, m= 0.0000e+00] (689,674) [B] 4 ud_1 116 ( 15 -> 19) [( 4.7747e+03,-1.3300e-02, 2.3346e-01, 4.7747e+03), p^2= 5.9495e-01, m= 0.0000e+00] ( 0,689) [F] 4 G 102 ( 12 -> 19) [( 7.8460e+00, 2.3742e+00, 1.4488e+00, 7.3365e+00), p^2=-3.7659e-13, m= 0.0000e+00] (665,687) [F] 4 G 103 ( 12 -> 19) [( 8.5852e+00, 2.5999e+00,-4.4866e+00, 6.8422e+00), p^2=-6.2670e-12, m= 0.0000e+00] (687,665) Outgoing particles : [P] 1 Bb 123 ( 19 -> 131) [(-1.2341e+52,-3.7344e+51,-2.2788e+51,-1.1539e+52), p^2=-9.2303e+89, m= 5.2792e+00] ( 0, 0) [P] 1 omega(782) 124 ( 19 -> 129) [( 1.2341e+52, 3.7344e+51, 2.2788e+51, 1.1539e+52), p^2=-9.2303e+89, m= 7.8194e-01] ( 0, 0) [P] 1 Delta(1232)+ 125 ( 19 -> 38) [( 3.0429e+03, 2.3807e-01,-2.9941e-02,-3.0429e+03), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 Sigma(1385) 126 ( 19 -> 118) [( 1.1570e+01, 2.0102e+00, 3.9324e-01, 1.1303e+01), p^2= 1.9146e+00, m= 1.3837e+00] ( 0, 0) [P] 1 Sigma(1385)-b 127 ( 19 -> 46) [( 3.7266e+00, 1.0086e+00, 2.7446e-01, 3.2971e+00), p^2= 1.9243e+00, m= 1.3872e+00] ( 0, 0) [P] 1 pi 128 ( 19 -> 56) [( 1.5376e+00,-1.4379e+00, 2.9827e-01,-4.3526e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892) 129 ( 19 -> 94) [( 3.6917e+00,-1.7928e+00,-1.5089e+00,-2.7083e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)b 130 ( 19 -> 95) [( 2.8812e+00,-9.0551e-01,-5.4029e-01,-2.5271e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 pi+b 131 ( 19 -> ) [( 3.7314e+00,-2.7275e+00,-5.3433e-01,-2.4859e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 132 ( 19 -> 70) [( 3.6344e+00,-7.8065e-01,-1.9333e-01,-3.4603e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K*(892) 133 ( 19 -> 23) [( 2.0211e+00,-3.3358e-01,-2.7836e-01,-1.7588e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)b 134 ( 19 -> 113) [( 9.6447e+00,-3.7131e-01,-2.6266e-02,-9.5958e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 n 135 ( 19 -> ) [( 4.2398e+00,-6.1880e-01, 1.7744e-01,-4.0839e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 nb 136 ( 19 -> ) [( 2.0751e+01, 1.2622e+00,-7.7139e-01,-2.0677e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 137 ( 19 -> 58) [( 1.9921e+01, 1.4211e-01,-3.3728e-01,-1.9902e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770) 138 ( 19 -> 75) [( 5.0961e+01, 4.4215e-01,-1.8708e+00,-5.0919e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770)+ 139 ( 19 -> 122) [( 5.8159e+01,-2.7622e-02, 5.1125e-01,-5.8152e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 omega(782) 140 ( 19 -> 132) [( 4.0096e+01,-1.2435e-01,-7.4691e-01,-4.0082e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 eta 141 ( 19 -> 27) [( 4.3047e+01, 2.7010e-02, 1.0960e-01,-4.3043e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 142 ( 19 -> 117) [( 1.1835e+01,-1.0192e-01,-3.4517e-02,-1.1834e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)- 143 ( 19 -> 49) [( 4.0435e+01,-2.0204e-01,-3.4390e-01,-4.0414e+01), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 Delta(1232)-b 144 ( 19 -> 80) [( 4.0596e+01,-4.3347e-02,-7.3890e-02,-4.0578e+01), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 Sigma- 145 ( 19 -> 42) [( 4.6984e+00, 4.7474e-01, 6.7438e-01,-4.4678e+00), p^2= 1.4339e+00, m= 1.1974e+00] ( 0, 0) [P] 1 Sigma-b 146 ( 19 -> 107) [( 2.1018e+00,-2.8611e-01,-4.2631e-01,-1.6493e+00), p^2= 1.4339e+00, m= 1.1974e+00] ( 0, 0) [P] 1 rho(770)+b 147 ( 19 -> 47) [( 1.0358e+00, 4.6537e-01,-4.5639e-01,-2.4457e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 148 ( 19 -> 90) [( 9.3112e-01,-1.0992e-01,-4.9861e-01,-1.3476e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K 149 ( 19 -> 28) [( 1.1438e+00,-4.9323e-01,-8.1962e-01,-3.8147e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 Kb 150 ( 19 -> 137) [( 4.6994e+00, 7.0283e-01, 6.6179e-02, 4.6194e+00), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770) 151 ( 19 -> 61) [( 8.7584e+00,-2.0187e-01,-3.5400e-01, 8.7151e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 Delta(1232)+ 152 ( 19 -> 29) [( 1.1207e+01, 5.9584e-01, 6.3035e-01, 1.1105e+01), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 pi+b 153 ( 19 -> ) [( 6.0882e+00,-2.5043e-01, 5.1927e-01, 6.0592e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 P+b 154 ( 19 -> ) [( 1.2278e+01, 4.5021e-01, 3.2661e-01, 1.2230e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 D*(2007)b 155 ( 19 -> 43) [( 1.2001e+02,-4.6946e+00, 4.4140e+00, 1.1982e+02), p^2= 4.0268e+00, m= 2.0067e+00] ( 0, 0) [P] 1 Delta(1232)- 156 ( 19 -> 92) [( 8.0033e+00, 2.2596e+00,-5.8583e+00, 4.8068e+00), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 nb 157 ( 19 -> ) [( 4.4201e+00, 5.9087e-01,-3.8771e+00, 1.8091e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 158 ( 19 -> 64) [( 1.0137e+00, 4.2854e-01,-9.0866e-01,-1.0652e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 159 ( 19 -> 119) [( 3.6381e+00, 1.5542e+00,-2.4004e+00, 2.2451e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K*(892)+ 160 ( 19 -> 112) [( 3.2383e+00, 6.2200e-01,-2.6716e+00, 1.4720e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 161 ( 19 -> 71) [( 1.2437e+00, 2.9626e-01,-7.6195e-01,-2.8894e-01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi 162 ( 19 -> 85) [( 6.2902e-01,-4.9175e-02, 6.0728e-01,-7.8980e-02), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 K+ 163 ( 19 -> ) [( 7.7575e-01, 4.4634e-01, 6.5627e-02,-3.9322e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K+b 164 ( 19 -> ) [( 6.5969e-01, 2.0854e-02,-3.0478e-01,-3.1341e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 eta 165 ( 19 -> 104) [( 2.3374e+00,-2.5282e-01, 8.6904e-02,-2.2566e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 rho(770)+ 166 ( 19 -> 59) [( 7.5094e+00, 1.5723e+00, 2.7116e+00,-6.7807e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232) 167 ( 19 -> 53) [( 1.0638e+01, 1.1814e+00, 3.7874e+00,-9.7933e+00), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 pi+b 168 ( 19 -> ) [( 8.1979e+00, 6.3060e-01, 2.5260e+00,-7.7722e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)-b 169 ( 19 -> 110) [( 1.3480e+02, 1.9846e+01, 4.3259e+01,-1.2612e+02), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 omega(782) 170 ( 19 -> 135) [( 1.8535e+01, 2.4294e+00, 6.0707e+00,-1.7326e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770)+b 171 ( 19 -> 133) [( 1.0668e+02, 1.5565e+01, 3.4435e+01,-9.9758e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 172 ( 19 -> 138) [( 1.6776e+02,-3.7434e+01,-2.4783e+00,-1.6351e+02), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K*(892) 173 ( 19 -> 54) [( 8.4085e+01,-1.8733e+01,-1.7092e+00,-8.1949e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 174 ( 19 -> 97) [( 2.1996e+02,-5.0012e+01,-3.8393e+00,-2.1416e+02), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 eta 175 ( 19 -> 73) [( 5.1764e+01,-1.1208e+01, 1.3945e-01,-5.0533e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi 176 ( 19 -> 98) [( 6.3448e+01,-1.4546e+01,-1.9803e+00,-6.1726e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi+ 177 ( 19 -> ) [( 4.0046e+00,-5.9782e-01,-4.1759e-01,-3.9351e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 178 ( 19 -> 33) [( 1.6255e+01,-2.6529e+00,-1.7477e+00,-1.5923e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+b 179 ( 19 -> ) [( 1.7746e+01,-2.8041e+00,-1.1861e+00,-1.7483e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 180 ( 19 -> 44) [( 2.0637e+01,-2.5055e+00,-1.7471e+00,-2.0395e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 n 181 ( 19 -> ) [( 1.4292e+01,-1.9852e+00,-1.4333e+00,-1.4049e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 P+b 182 ( 19 -> ) [( 1.0112e+01,-1.6438e+00,-6.5134e-01,-9.9117e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 omega(782) 183 ( 19 -> 141) [( 9.2833e+00,-1.2413e+00,-1.0034e-01,-9.1661e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 rho(770) 184 ( 19 -> 89) [( 2.7784e+00, 4.6209e-01, 8.9740e-01,-2.4718e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 185 ( 19 -> 126) [( 1.0955e+00, 5.0718e-01, 1.8803e-01,-5.6288e-01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 eta 186 ( 19 -> 63) [( 2.5491e+00, 2.0601e+00, 1.1466e-02,-1.3980e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 K+ 187 ( 19 -> ) [( 9.3238e-01, 9.3217e-02, 4.0519e-01,-6.7292e-01), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 Kb 188 ( 19 -> 74) [( 2.3759e+00, 1.6875e+00,-1.4886e+00, 5.7744e-01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 189 ( 19 -> 82) [( 2.9940e+00, 2.1435e+00,-1.8299e+00, 6.5806e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 190 ( 19 -> 109) [( 1.1785e+01, 7.9751e+00,-7.9717e+00, 3.3399e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 eta 191 ( 19 -> 35) [( 2.6405e+01, 1.8232e+01,-1.7483e+01, 7.6744e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 192 ( 19 -> ) [( 2.4568e+01, 1.7510e+01,-1.5717e+01, 7.0691e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)+ 193 ( 19 -> 99) [( 1.7644e+01, 1.2243e+01,-1.1707e+01, 4.7802e+00), p^2= 1.5178e+00, m= 1.2320e+00] ( 0, 0) [P] 1 omega(782) 194 ( 19 -> 40) [( 5.5649e+00, 3.9196e+00,-3.5546e+00, 1.5356e+00), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 nb 195 ( 19 -> ) [( 9.7295e+00, 6.9292e+00,-6.1286e+00, 2.8649e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770)+b 196 ( 19 -> 121) [( 7.0864e+00, 5.1326e+00,-4.5128e+00, 1.7086e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 197 ( 19 -> 84) [( 3.6016e+00, 2.5434e+00,-2.0475e+00, 1.3125e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 198 ( 19 -> 26) [( 4.2053e+00, 3.2904e+00,-2.1505e+00, 1.2826e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 199 ( 19 -> 45) [( 3.9786e-01, 1.3532e-01,-2.8419e-01, 2.0248e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 pi 200 ( 19 -> 134) [( 1.6986e+00, 1.5415e+00,-4.3514e-01, 5.4897e-01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 P+ 201 ( 19 -> ) [( 3.2996e+00,-1.9487e+00, 9.7779e-01, 2.2921e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 P+b 202 ( 19 -> ) [( 2.7368e+00,-1.1378e+00, 5.0251e-01, 2.2500e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770)+ 203 ( 19 -> 68) [( 3.0433e+00,-6.2540e-01,-7.7293e-01, 2.7722e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 204 ( 19 -> ) [( 1.7303e+00,-4.3138e-01,-3.7154e-01, 1.6280e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 205 ( 19 -> 21) [( 2.6263e+00, 4.8537e-01, 4.4862e-01, 2.4228e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 206 ( 19 -> ) [( 1.3159e+00, 4.3884e-03,-6.5022e-01, 1.1354e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892) 207 ( 19 -> 81) [( 3.1862e+00, 5.3198e-02,-1.2900e+00, 2.7717e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Sigma(1385) 208 ( 19 -> 111) [( 1.9955e+01,-2.3582e+00,-6.2529e+00, 1.8752e+01), p^2= 1.9146e+00, m= 1.3837e+00] ( 0, 0) [P] 1 rho(770) 209 ( 19 -> 87) [( 5.0217e+01,-6.5282e+00,-1.6454e+01, 4.6988e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 P+b 210 ( 19 -> ) [( 4.5664e+01,-6.3411e+00,-1.4940e+01, 4.2673e+01), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 pi+ 211 ( 19 -> ) [( 1.2569e+01,-1.3854e+00,-3.9319e+00, 1.1857e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 212 ( 19 -> 39) [( 1.4271e+00,-5.7455e-02,-6.6462e-01, 1.2543e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+b 213 ( 19 -> 116) [( 7.9250e+01,-1.0737e+01,-2.5897e+01, 7.4121e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 B*+ 214 ( 19 -> 136) [( 4.6183e+02,-6.1729e+01,-1.5193e+02, 4.3170e+02), p^2= 2.8353e+01, m= 5.3248e+00] ( 0, 0) [P] 1 Bb 215 ( 19 -> 83) [( 1.8845e+02,-2.5008e+01,-5.8274e+01, 1.7738e+02), p^2= 2.7870e+01, m= 5.2792e+00] ( 0, 0) [P] 1 K*(892) 216 ( 19 -> 51) [( 3.1610e+01,-3.9067e+00,-1.0945e+01, 2.9383e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 Lambda 217 ( 19 -> 77) [( 4.3437e+00,-2.5313e+00, 1.9065e-03,-3.3489e+00), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 eta 218 ( 19 -> 67) [( 1.0071e+00,-4.6338e-01,-6.8571e-02,-7.0362e-01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 nb 219 ( 19 -> ) [( 4.2678e+00,-3.0682e+00, 7.9830e-02,-2.8126e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi 220 ( 19 -> 60) [( 3.5837e+00,-2.3565e+00,-6.1351e-01,-2.6259e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 rho(770)+b 221 ( 19 -> 55) [( 1.2420e+01, 4.3704e+00, 5.6442e-01,-1.1586e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 222 ( 19 -> 96) [( 2.5361e+00, 9.4130e-01, 1.1471e-01,-2.2236e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+b 223 ( 19 -> 128) [( 5.7965e+00, 1.4042e+00, 3.6477e-02,-5.5712e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 224 ( 19 -> ) [( 2.0221e+00, 6.6493e-01,-4.9340e-01,-1.8395e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 225 ( 19 -> ) [( 1.5865e+00, 6.8095e-01, 1.4421e-01,-1.4188e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+ 226 ( 19 -> 37) [( 2.1864e+00, 6.8078e-01,-3.5305e-02,-1.9307e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+b 227 ( 19 -> ) [( 3.5972e+00,-3.3132e+00,-1.0051e+00,-9.6588e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 228 ( 19 -> ) [( 3.0771e-01, 3.0609e-02,-5.8899e-02, 2.6608e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 eta'(958) 229 ( 19 -> 48) [( 1.8310e+00, 6.8383e-02,-6.2174e-01, 1.4297e+00), p^2= 9.1732e-01, m= 9.5777e-01] ( 0, 0) [P] 1 B 230 ( 19 -> 120) [( 1.8581e+01, 1.3492e+00,-3.4669e+00, 1.7422e+01), p^2= 2.7870e+01, m= 5.2792e+00] ( 0, 0) [P] 1 D*(2007) 231 ( 19 -> 106) [( 3.1925e+00,-2.6845e-01, 1.0113e+00,-2.2518e+00), p^2= 4.0268e+00, m= 2.0067e+00] ( 0, 0) [P] 1 K*(892)+ 232 ( 19 -> 36) [( 2.1627e+00,-7.9278e-02, 1.4716e-01,-1.9633e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Xi- 233 ( 19 -> 41) [( 2.7921e+00,-7.6805e-02, 5.2143e-01,-2.4025e+00), p^2= 1.7458e+00, m= 1.3213e+00] ( 0, 0) [P] 1 rho(770) 234 ( 19 -> 69) [( 3.6290e+01,-5.9958e-01,-5.3907e-01,-3.6273e+01), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 Sigma-b 235 ( 19 -> 24) [( 9.0116e+01,-4.1508e-01,-5.7778e-01,-9.0105e+01), p^2= 1.4339e+00, m= 1.1974e+00] ( 0, 0) [P] 1 pi+b 236 ( 19 -> ) [( 2.5665e+01,-4.2524e-01,-1.9722e-01,-2.5661e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K*(892)+ 237 ( 19 -> 86) [( 4.8520e+01, 7.4117e-02, 4.3593e-02,-4.8512e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Sigma(1385) 238 ( 19 -> 62) [( 1.6140e+02,-1.3591e+00,-6.9359e-01,-1.6139e+02), p^2= 1.9146e+00, m= 1.3837e+00] ( 0, 0) [P] 1 pi 239 ( 19 -> 101) [( 2.1057e+01,-8.9766e-01, 1.0305e+00,-2.1012e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Lambdab 240 ( 19 -> 103) [( 3.5446e+01,-3.9349e-01,-2.0756e-01,-3.5426e+01), p^2= 1.2447e+00, m= 1.1157e+00] ( 0, 0) [P] 1 K*(892)b 241 ( 19 -> 93) [( 1.7810e+01,-1.9404e+00, 1.4950e+00,-1.7618e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 n 242 ( 19 -> ) [( 6.2395e+00,-9.3795e-02, 8.5820e-02,-6.1670e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 P+b 243 ( 19 -> ) [( 7.3848e+00,-8.6192e-01, 8.2212e-01,-7.2275e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 rho(770)+ 244 ( 19 -> 50) [( 1.7622e+00, 1.1825e+00,-2.8523e-02,-1.0574e+00), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi 245 ( 19 -> 130) [( 1.5103e+00, 9.2475e-01, 4.0593e-01,-1.1148e+00), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 Delta(1232)- 246 ( 19 -> 140) [( 2.8973e+00, 1.0516e+00, 2.0726e-01,-2.3922e+00), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 eta 247 ( 19 -> 124) [( 8.8015e+00, 2.4616e+00, 2.7679e+00,-7.9654e+00), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 Delta(1232)-b 248 ( 19 -> 22) [( 3.0985e+00, 1.9508e-01, 1.2435e-01,-2.8328e+00), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 K*(892) 249 ( 19 -> 88) [( 9.3507e+00, 7.6576e-01, 1.6640e+00,-9.1256e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 K*(892)+b 250 ( 19 -> 57) [( 4.3599e+00,-1.8902e-01, 2.3697e-01,-4.2570e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 rho(770) 251 ( 19 -> 108) [( 7.2004e+00, 1.1828e+00, 5.1487e-01,-7.0421e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 252 ( 19 -> ) [( 5.9490e+00,-1.0556e-01, 6.4779e-01,-5.9110e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 253 ( 19 -> ) [( 1.3885e+01, 7.5996e-01, 5.2228e-01,-1.3854e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 K+ 254 ( 19 -> ) [( 8.0129e+00,-1.3710e-01,-5.2123e-01,-7.9795e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)b 255 ( 19 -> 127) [( 1.5430e+01, 8.0766e-01, 4.9266e-01,-1.5375e+01), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 eta 256 ( 19 -> 25) [( 1.8420e+01, 1.1680e-01, 6.8932e-01,-1.8399e+01), p^2= 2.9970e-01, m= 5.4745e-01] ( 0, 0) [P] 1 pi+b 257 ( 19 -> ) [( 1.4072e+01, 4.2054e-01,-7.1586e-01,-1.4047e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770) 258 ( 19 -> 100) [( 3.1917e+00,-4.2487e-01,-2.7200e-01,-3.0564e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 K*(892)+ 259 ( 19 -> 115) [( 5.0009e+00,-3.3206e-01,-6.8590e-01,-4.8614e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 phi(1020) 260 ( 19 -> 78) [( 2.1878e+00,-2.8302e-01,-4.6112e-01,-1.8587e+00), p^2= 1.0392e+00, m= 1.0194e+00] ( 0, 0) [P] 1 K*(892)b 261 ( 19 -> 52) [( 4.3302e+00,-1.2822e+00,-5.4973e-01,-4.0002e+00), p^2= 8.0300e-01, m= 8.9610e-01] ( 0, 0) [P] 1 rho(770)+b 262 ( 19 -> 91) [( 1.1306e+00, 6.8747e-01, 4.4414e-04,-4.6647e-01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 K+ 263 ( 19 -> ) [( 4.2332e+00,-5.4347e-01,-3.1219e-01, 4.1574e+00), p^2= 2.4364e-01, m= 4.9360e-01] ( 0, 0) [P] 1 K*(892)+b 264 ( 19 -> 105) [( 8.4889e+00,-4.1498e-01,-5.1784e-02, 8.4315e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 pi+ 265 ( 19 -> ) [( 2.5131e+02, 6.2282e-01, 3.1937e-01, 2.5131e+02), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 rho(770)+b 266 ( 19 -> 123) [( 1.6880e+02, 4.3949e-01,-6.5491e-01, 1.6880e+02), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 rho(770)+ 267 ( 19 -> 65) [( 6.3066e+02,-3.3830e-01, 8.9242e-02, 6.3066e+02), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 Delta(1232) 268 ( 19 -> 31) [( 3.7107e+03,-1.9501e-01, 5.4547e-01, 3.7107e+03), p^2= 1.5203e+00, m= 1.2330e+00] ( 0, 0) [P] 1 rho(770) 269 ( 19 -> 79) [( 2.8137e+02, 3.4067e+01, 9.0323e+01,-2.6429e+02), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 rho(770) 270 ( 19 -> 76) [( 2.6281e+02, 3.2754e+01, 8.4915e+01,-2.4655e+02), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 pi+ 271 ( 19 -> ) [( 1.7137e+01, 2.4515e+00, 5.5790e+00,-1.6016e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+b 272 ( 19 -> ) [( 1.0486e+00, 5.2866e-02, 3.9488e-01,-9.5982e-01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi+ 273 ( 19 -> ) [( 5.5985e+01, 9.6741e+00, 1.9472e+01,-5.1591e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 n 274 ( 19 -> ) [( 1.7511e+01, 3.2382e+00, 6.4278e+00,-1.5935e+01), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 pi+b 275 ( 19 -> ) [( 1.0694e+01, 1.6808e+00, 3.7853e+00,-9.8589e+00), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 Delta(1232)-b 276 ( 19 -> 20) [( 3.1891e+01, 5.8213e+00, 1.0816e+01,-2.9405e+01), p^2= 1.5228e+00, m= 1.2340e+00] ( 0, 0) [P] 1 omega(782) 277 ( 19 -> 72) [( 1.1064e+01, 1.7244e+00, 2.8303e+00,-1.0527e+01), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) [P] 1 n 278 ( 19 -> ) [( 2.5019e+00, 1.4787e+00, 2.1635e-01,-1.7729e+00), p^2= 8.8279e-01, m= 9.3957e-01] ( 0, 0) [P] 1 rho(770) 279 ( 19 -> 30) [( 1.3507e+00, 3.0589e-01,-1.7435e-01,-1.0535e+00), p^2= 5.9059e-01, m= 7.6850e-01] ( 0, 0) [P] 1 P+b 280 ( 19 -> ) [( 4.1372e+00, 1.1669e+00,-6.1863e-01,-3.8068e+00), p^2= 8.8035e-01, m= 9.3827e-01] ( 0, 0) [P] 1 K*(892)+ 281 ( 19 -> 32) [( 2.5307e+00, 2.7033e-01, 2.6973e-01,-2.3374e+00), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+b 282 ( 19 -> 34) [( 1.0215e+01,-6.8688e-01,-8.4862e-01,-1.0118e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 K*(892)+ 283 ( 19 -> 114) [( 2.7448e+01,-2.2685e+00,-1.2680e+00,-2.7311e+01), p^2= 7.9495e-01, m= 8.9160e-01] ( 0, 0) [P] 1 Kb 284 ( 19 -> 125) [( 1.7688e+01,-1.1915e+00,-1.1837e+00,-1.7601e+01), p^2= 2.4768e-01, m= 4.9767e-01] ( 0, 0) [P] 1 rho(770)+b 285 ( 19 -> 66) [( 2.2179e+01,-1.2252e+00,-9.2643e-01,-2.2112e+01), p^2= 5.8814e-01, m= 7.6690e-01] ( 0, 0) [P] 1 pi+ 286 ( 19 -> ) [( 4.8261e+01, 1.0574e+00, 7.1426e-01,-4.8244e+01), p^2= 1.9480e-02, m= 1.3957e-01] ( 0, 0) [P] 1 pi 287 ( 19 -> 139) [( 5.4567e+01, 1.3234e+00, 6.9681e-01,-5.4546e+01), p^2= 1.8220e-02, m= 1.3498e-01] ( 0, 0) [P] 1 omega(782) 288 ( 19 -> 102) [( 2.0864e+02, 3.9527e+00, 2.2999e+00,-2.0859e+02), p^2= 6.1143e-01, m= 7.8194e-01] ( 0, 0) Event 100000 ( 6659 s total ) = 1.297e+06 evts/day In Event_Handler::Finish : Summarizing the run may take some time. Rivet_Interface::Finish(Analysis_CSS_Lund/2055){ } +--------------------------------------------------------------+ | | | Total XS is 1.43063e+08 pb +- ( -nan pb = -2.14748e+07 % ) | | | +--------------------------------------------------------------+ Return_Value::PrintStatistics(): Statistics { Generated events: 100000 New events { From "Beam_Remnants": 2 (100058) -> 0 % From "Jet_Evolution:CSS": 53 (544673) -> 0 % } Retried events { From "Beam_Remnants": 55 (100058) -> 0 % From "Hadron_Decays": 1 (100007) -> 0 % From "Jet_Evolution:CSS": 4000 (544673) -> 0.7 % } } Time: 1h 51m 13s on Mon Jun 10 17:18:33 2024 (User: 1h 50m 31s, System: 2s, Children User: 0s, Children System: 0s)