| Request ID | Status | Group | User | Priority | # Events | Description | Cardfile Vers. Dir. Prod. Decay | |
|---|---|---|---|---|---|---|---|---|
| 92074 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 92073 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 92072 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 92063 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw | |
| 92062 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw | |
| 92061 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw | |
| 92060 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw | |
| 92059 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw | |
| 92058 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw | |
| 92057 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw | |
| 92056 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw | |
| 92055 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw | |
| 92054 | complete | dzero | kurca | 5 | 50000 | p17 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw | |
| 92053 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 92052 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m>250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 92036 | complete | top | mackin | 5 | 100000 | mcatnloherwig t+t->2b+e+mu+2nu mt=172.5 gev | mcatnloherwig --- v01-01-13 --- top --- t+t --- 2b+e+mu+2nu_sm.n | |
| 92035 | complete | top | mackin | 5 | 100000 | mcatnloherwig t+t->2b+2mu+2nu mt=172.5 gev | mcatnloherwig --- v01-01-13 --- top --- t+t --- 2b+2mu+2nu_sm.n | |
| 92034 | complete | top | mackin | 5 | 100000 | mcatnloherwig t+t->2b+2e+2nu mt=172.5 gev | mcatnloherwig --- v01-01-13 --- top --- t+t --- 2b+2e+2nu_sm.n | |
| 92033 | complete | top | mackin | 5 | 100000 | mcatnloherwig t+t->incl mt=172.5 gev | mcatnloherwig --- v01-01-13 --- top --- t+t --- incl_sm.n | |
| 92032 | complete | top | mackin | 5 | 200000 | mcatnloherwig t+t->incl mt=172.5 gev | mcatnloherwig --- v01-01-13 --- top --- t+t --- incl_sm.n | |
| 92013 | complete | top | mackin | 5 | 100000 | p17 w/p20 gen mcatnloherwig t-tbar->q+e+nu (t) mt=170 gev | mcatnloherwig --- v01-01-13 --- top --- t-tbar --- q+e+nu_sm.t | |
| 92012 | complete | top | mackin | 5 | 100000 | p17 w/p20 gen mcatnloherwig t-tbar->q+e+nu (s) mt=170 gev | mcatnloherwig --- v01-01-13 --- top --- t-tbar --- q+e+nu_sm.s | |
| 91993 | complete | top | mackin | 5 | 100000 | mcatnloherwig t-tbar->q+e+nu (t) mt=170 gev | mcatnloherwig --- v01-01-13 --- top --- t-tbar --- q+e+nu_sm.t | |
| 91992 | complete | top | mackin | 5 | 100000 | mcatnloherwig t-tbar->q+e+nu (s) mt=170 gev | mcatnloherwig --- v01-01-13 --- top --- t-tbar --- q+e+nu_sm.s | |
| 91978 | complete | higgs | mackin | 5 | 200000 | p20 pythia zz->incl (2 leptons pt >5 #d0mess-eff=24.8%#) | pythia --- v01-01-31 --- dzero --- z+z --- incl_sm.n | |
| 91977 | complete | higgs | mackin | 5 | 200000 | p20 pythia wz->incl (2 leptons pt >5 #d0mess-eff=13.1%#) | pythia --- v01-01-31 --- dzero --- w+z --- incl_sm.n | |
| 91976 | complete | higgs | mackin | 5 | 200000 | p20 pythia ww->incl (2 leptons pt >5 #d0mess-eff=12.1%#) | pythia --- v01-01-31 --- dzero --- w+w --- incl_sm.n | |
| 91975 | complete | higgs | mackin | 5 | 200000 | p20 pythia ww->incl (2 leptons pt >5 #d0mess-eff=12.1%#) | pythia --- v01-01-31 --- dzero --- w+w --- incl_sm.n | |
| 91974 | complete | higgs | mackin | 5 | 100000 | p17 pythia zz->incl (2 leptons pt >5 #d0mess-eff=24.8%#) | pythia --- v01-01-31 --- dzero --- w+w --- incl_sm.n | |
| 91973 | complete | higgs | mackin | 5 | 100000 | p17 pythia wz->incl (2 leptons pt >5 #d0mess-eff=13.1%#) | pythia --- v01-01-31 --- dzero --- w+z --- incl_sm.n | |
| 91972 | complete | higgs | mackin | 5 | 200000 | p17 pythia ww->incl (2 leptons pt >5 #d0mess-eff=12.1%#) | pythia --- v01-01-31 --- dzero --- w+w --- incl_sm.n | |
| 91961 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91960 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91959 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91958 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91957 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91956 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91955 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91954 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91953 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91952 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91936 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91935 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91934 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91933 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91932 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91921 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91920 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91919 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91918 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91917 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91916 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91915 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91914 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91913 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91912 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91901 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91900 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91899 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91898 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91897 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91896 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91895 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91894 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91893 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91892 | complete | dzero | mackin | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91872 | complete | top | kurca | 5 | 25000 | p20 pythia_p200902_comphep-tb-enbb_175_file1 | --- --- --- --- | |
| 91858 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=200.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91857 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=180.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91856 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=160.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91855 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=140.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91854 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=120.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91853 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=105.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91852 | complete | higgs | mackin | 5 | 200000 | p20 pythia hl->ww->2l+2nu mh=100.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91833 | complete | higgs | mackin | 5 | 100000 | p20 pythia vbf qqh->qqww->qq2l2nu mh=100.0 gev | pythia --- v01-01-00 --- higgs --- hl+q+q --- 2w+2q_2l+2nu+2j_sm.n | |
| 91832 | complete | higgs | mackin | 5 | 100000 | p20 pythia vbf qqh->qqww->qq2l2nu mh=105.0 gev | pythia --- v01-01-00 --- higgs --- hl+q+q --- 2w+2q_2l+2nu+2j_sm.n | |
| 91792 | complete | higgs | mackin | 5 | 50000 | p17 pythia vbf qqh->qqww->qq2l2nu mh=105.0 gev | pythia --- v01-01-00 --- higgs --- hl+q+q --- 2w+2q_2l+2nu+2j_sm.n | |
| 91783 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=200.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91782 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=180.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91781 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=170.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91780 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=165.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91779 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=160.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91778 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=155.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91777 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=150.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91776 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=140.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91775 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=130.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91774 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=120.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91773 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=105.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91772 | complete | higgs | mackin | 5 | 100000 | p17 pythia hl->ww->2l+2nu mh=100.0 gev | pythia --- v01-01-00 --- higgs --- hl --- 2w_2l+2nu_sm.n | |
| 91771 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91770 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91769 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91768 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91767 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91766 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91765 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91764 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91763 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91762 | complete | dzero | kurca | 5 | 100000 | p17 csmc alpgen+pythia w+5lp->lnu+5lp incl | alpgenpythia --- v01-01-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw | |
| 91761 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91760 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91759 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91758 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91757 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91756 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91755 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91754 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91753 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91752 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+4lp->lnu+4lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+4lp --- lnu+4lp_n.unw | |
| 91737 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91736 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91735 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91734 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91733 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91732 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91731 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91730 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91729 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91728 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+3lp->lnu+3lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+3lp --- lnu+3lp_n.unw | |
| 91727 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91726 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91725 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91724 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91723 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91722 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91721 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91720 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91719 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91718 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91717 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91716 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91715 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91714 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91713 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91712 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91686 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91685 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91684 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91683 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91682 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91681 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91680 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91679 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91678 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91677 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91676 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91675 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91674 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91673 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91672 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91671 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91670 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91669 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91668 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91667 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91666 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91665 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91664 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91663 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91662 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91661 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91660 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91659 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91658 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91657 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91656 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91655 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91654 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91653 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91652 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91651 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91650 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91649 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91648 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91647 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91646 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91645 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91644 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91643 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91642 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91641 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91640 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91639 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91638 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91637 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91636 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91635 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91634 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91633 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91632 | complete | dzero | kurca | 5 | 200000 | p17 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91577 | complete | dzero | mackin | 5 | 50000 | csmc alpgen+pythia gam-z+2c+2lp->ee+2c+2lp incl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2c+2lp --- ee+2c+2lp_n.unw | |
| 91576 | complete | dzero | mackin | 5 | 50000 | csmc alpgen+pythia gam-z+2c+1lp->mumu+2c+1lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2c+1lp --- mumu+2c+1lp_n.unw | |
| 91575 | complete | dzero | mackin | 5 | 50000 | csmc alpgen+pythia gam-z+2c+1lp->ee+2c+1lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2c+1lp --- ee+2c+1lp_n.unw | |
| 91574 | complete | top | mackin | 5 | 200000 | p20 alpgen+pythia t+t+0lp->2l+2nu+2b mt=155 excl | alpgenpythia --- v01-01-00 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw | |
| 91573 | complete | top | mackin | 5 | 200000 | p20 alpgen+pythia t+t+0lp->2l+2nu+2b mt=155 excl | alpgenpythia --- v01-01-00 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw | |
| 91572 | complete | top | mackin | 5 | 200000 | p20 alpgen+pythia t+t+0lp->2l+2nu+2b mt=155 excl | alpgenpythia --- v01-01-00 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw | |
| 91554 | complete | top | mackin | 5 | 200000 | p20 alpgen+pythia t+t+2lp->2l+2nu+2b+2lp mt=165 excl | alpgenpythia --- v01-01-00 --- dzero --- t+t+2lp --- 2l+2nu+2b+2lp_n.unw | |
| 91553 | complete | top | mackin | 5 | 100000 | p20 alpgen+pythia t+t+2lp->2l+2nu+2b+2lp mt=165 excl | alpgenpythia --- v01-01-00 --- dzero --- t+t+2lp --- 2l+2nu+2b+2lp_n.unw | |
| 91552 | complete | dzero | mackin | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91551 | complete | dzero | mackin | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91550 | complete | dzero | mackin | 5 | 10000 | csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=60-130 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw | |
| 91549 | complete | dzero | mackin | 5 | 100000 | csmc alpgen+pythia gam-z+2c+2lp->ee+2c+2lp incl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2c+2lp --- ee+2c+2lp_n.unw | |
| 91548 | complete | dzero | mackin | 5 | 100000 | csmc alpgen+pythia gam-z+2c+1lp->ee+2c+1lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2c+1lp --- ee+2c+1lp_n.unw | |
| 91547 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw | |
| 91546 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw | |
| 91545 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw | |
| 91544 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw | |
| 91543 | complete | dzero | mackin | 5 | 100000 | csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 91542 | complete | dzero | mackin | 5 | 100000 | csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 91541 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 91540 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 91539 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 91538 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 91537 | complete | dzero | mackin | 5 | 25000 | p20 pythia h->ww->e mu+2nu mh=170 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91536 | complete | dzero | mackin | 5 | 25000 | p20 pythia h->ww->e mu+2nu mh=165 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91535 | complete | dzero | mackin | 5 | 25000 | p20 pythia h->ww->e mu+2nu mh=160 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91534 | complete | dzero | mackin | 5 | 25000 | p20 pythia h->ww->e mu+2nu mh=155 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91533 | complete | dzero | mackin | 5 | 25000 | p20 pythia h->ww->e mu+2nu mh=150 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91532 | complete | dzero | mackin | 5 | 200000 | pythia w w -> ll nu nu | pythia --- v01-01-00 --- dzero --- w+w --- 2l+2nu_sm.n | |
| 91515 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=165 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91514 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=165 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91513 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=165 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91512 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=165 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91511 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=200 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91510 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=195 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91509 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=190 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91508 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=185 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91507 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=180 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91506 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=175 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91505 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=170 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91504 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=160 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91503 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=155 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91502 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=150 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91501 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=145 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91500 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=140 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91499 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=135 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91498 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=130 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91497 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=125 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91496 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=120 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91495 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=115 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91494 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=110 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91493 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=105 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91492 | complete | dzero | ralf | 5 | 100000 | p17 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=100 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91491 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=200 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91490 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=195 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91489 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=190 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91488 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=185 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91487 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=180 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91486 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=175 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91485 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=170 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91484 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=160 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91483 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=155 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91482 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=150 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91481 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=145 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91480 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=140 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91479 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=135 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91478 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=130 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91477 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=125 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91476 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=120 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91475 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=115 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91474 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=110 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91473 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=105 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91472 | complete | dzero | ralf | 5 | 100000 | p17 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=100 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91431 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=200 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91430 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=195 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91429 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=190 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91428 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=185 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91427 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=180 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91426 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=175 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91425 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=170 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91424 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=160 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91423 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=155 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91422 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=150 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91421 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=145 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91420 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=140 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91419 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=135 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91418 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=130 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91417 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=125 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91416 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=120 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91415 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=115 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91414 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=110 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91413 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=105 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91412 | complete | dzero | ralf | 5 | 200000 | p20 pythia zh -> (h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (z incl w incl) mh=100 gev 2 leptons pt >5 eff=0.24 | pythia --- v01-01-30 --- higgs --- hl+z --- incl_sm.n | |
| 91411 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=200 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91410 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=195 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91409 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=190 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91408 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=185 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91407 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=180 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91406 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=175 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91405 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=170 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91404 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=160 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91403 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=155 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91402 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=150 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91401 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=145 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91400 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=140 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91399 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=135 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91398 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=130 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91397 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=125 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91396 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=120 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91395 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=115 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91394 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=110 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91393 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=105 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91392 | complete | dzero | ralf | 5 | 200000 | p20 pythia hw->(h->ww h->zz h->gamma gamma h->ee h->mumu h->tautau h->gammaz) (w incl z incl) mh=100 gev 2 leptons pt >5 eff=0.28 | pythia --- v01-01-30 --- higgs --- hl+w --- incl_sm.n | |
| 91373 | complete | higgs | ralf | 5 | 100000 | pythia hl+b->tautau+b m_hl=90 gev | pythia --- v01-01-26 --- higgs --- hl+b --- 2tau+b_sm.n | |
| 91372 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+3lp --- ee+3lp_n.unw | |
| 91371 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw | |
| 91370 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw | |
| 91369 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+2lp --- ee+2lp_n.unw | |
| 91368 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw | |
| 91367 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw | |
| 91366 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw | |
| 91365 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw | |
| 91364 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 91363 | complete | dzero | ralf | 5 | 150000 | p20 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+1lp --- ee+1lp_n.unw | |
| 91362 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw | |
| 91361 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw | |
| 91360 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw | |
| 91359 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw | |
| 91358 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 91357 | complete | dzero | ralf | 5 | 200000 | p20 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m>250 gev | alpgenpythia --- v01-01-26 --- dzero --- gam-z+0lp --- ee+0lp_n.unw | |
| 91356 | complete | bphysics | ralf | 5 | 200000 | mixed p20.05.00/p20.09.03 pythia b+b->incl (require b+ ->jpsi k pipi ) eff=0.005 | pythia --- v01-01-26 --- ckm --- b+b --- incl_sm.n | |
| 91355 | complete | bphysics | ralf | 5 | 100000 | mixed p20.05.00/p20.09.03 pythia b+b->incl (require bd ->dstar (ds(phi pi)pi) pi ) eff=0.009 | pythia --- v01-01-26 --- ckm --- b+b --- incl_sm.n | |
| 91354 | complete | bphysics | ralf | 5 | 200000 | mixed p20.05.00/p20.09.03 pythia b+b->incl (require bd ->jpsi kstar pipi ) eff=0.015 | pythia --- v01-01-26 --- ckm --- b+b --- incl_sm.n | |
| 91353 | complete | bphysics | ralf | 5 | 100000 | mixed p20.05.00/p20.09.03 pythia b+b->incl (require bd ->dstar (ds (phi pi) pi) a1 ) eff=0.005 | pythia --- v01-01-26 --- ckm --- b+b --- incl_sm.n | |
| 91352 | complete | bphysics | ralf | 5 | 200000 | mixed p20.05.00/p20.09.03 pythia b+b->incl (require bd ->dstar (ds(phi pi)pi) pi ) eff=0.009 | pythia --- v01-01-26 --- ckm --- b+b --- incl_sm.n | |
| 91341 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91340 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91339 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91338 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->taunu(+jets) | pythia --- v01-01-00 --- dzero --- w --- taunu_sm.n | |
| 91337 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91336 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91335 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91334 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91333 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91332 | complete | dzero | kurca | 5 | 200000 | csmc pythia w(+jets)->munu(+jets) | pythia --- v01-01-00 --- dzero --- w --- munu_sm.n | |
| 91319 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91318 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91317 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91316 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91315 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91314 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91313 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91312 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91301 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91300 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91299 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91298 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91297 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91296 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91295 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91294 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91293 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91292 | complete | dzero | kurca | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91278 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91277 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91276 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91275 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91274 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91273 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91272 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91271 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91270 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91269 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91268 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91267 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91266 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91265 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91264 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91263 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91262 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91261 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->mumu(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- mumu_sm.n | |
| 91260 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->mumu(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- mumu_sm.n | |
| 91259 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->mumu(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- mumu_sm.n | |
| 91258 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->mumu(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- mumu_sm.n | |
| 91257 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->mumu(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- mumu_sm.n | |
| 91256 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->ee(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- ee_sm.n | |
| 91255 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->ee(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- ee_sm.n | |
| 91254 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->ee(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- ee_sm.n | |
| 91253 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->ee(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- ee_sm.n | |
| 91252 | complete | np | mackin | 5 | 200000 | csmc pythia gam-z(+jets)->ee(+jets) m=5-15, gev pt1>6 gev, pt2>3 gev | pythia --- v01-01-09 --- np --- gam-z --- ee_sm.n | |
| 91246 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=150 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91245 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=140 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91244 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=130 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91243 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=120 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91242 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=110 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91241 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=145 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91240 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=140 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91239 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=135 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91238 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=130 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91237 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw | |
| 91236 | complete | top | mackin | 5 | 100000 | pythia zprime->t+t->incl m_zprime=350 width=4.2 mtop=170 | pythia --- v01-01-06 --- top --- zprime --- t+t_incl_n.m350_w4.2-0 | |
| 91235 | complete | top | mackin | 5 | 100000 | pythia zprime->t+t->incl m_zprime=1000 width=12 mtop=170 | pythia --- v01-01-06 --- top --- zprime --- t+t_incl_n.m1000_w12-0 | |
| 91234 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw | |
| 91233 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw | |
| 91232 | complete | dzero | mackin | 5 | 125000 | csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=15-75 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw | |
| 91214 | complete | dzero | mackin | 5 | 200000 | p20 csmc pythia w(+jets)->enu(+jets) | pythia --- v01-01-00 --- dzero --- w --- enu_sm.n | |
| 91213 | complete | dzero | mackin | 5 | 200000 | p20 csmc pythia w(+jets)->enu(+jets) | pythia --- v01-01-00 --- dzero --- w --- enu_sm.n | |
| 91212 | complete | dzero | mackin | 5 | 200000 | p20 csmc pythia w(+jets)->enu(+jets) | pythia --- v01-01-00 --- dzero --- w --- enu_sm.n | |
| 91200 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91199 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91198 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91197 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91196 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91195 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91194 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91193 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91192 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91177 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91176 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+2lp->lnu+2lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+2lp --- lnu+2lp_n.unw | |
| 91175 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91174 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91173 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91172 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91171 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91170 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91169 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91168 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91167 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91166 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91165 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91164 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91163 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91162 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91161 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91160 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=150 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91159 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=140 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91158 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=130 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91157 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=120 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91156 | complete | higgs | mackin | 5 | 100000 | p20 pythia zh->2nu+2b mh=110 gev | pythia --- v01-01-00 --- higgs --- hl+z --- 2b+2nu_sm.n | |
| 91155 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=145 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91154 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=140 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91153 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=135 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91152 | complete | higgs | mackin | 5 | 200000 | p20 pythia wh->lnu+2b mh=130 gev | pythia --- v01-01-00 --- higgs --- hl+w --- 2b+lnu_sm.n | |
| 91137 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->bb(+jets) m=60-130 gev (mu pt>4 #d0mess-eff=16%#) | pythia --- v01-01-16 --- bid --- gam-z --- bb_sm.n | |
| 91136 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->cc(+jets) m=60-130 gev (mu pt>4 #d0mess-eff=5.0%#) | pythia --- v01-01-16 --- bid --- gam-z --- cc_sm.n | |
| 91135 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->qq(+jets) m=60-130 gev (mu pt>4 #d0mess-eff=0.1%#) | pythia --- v01-01-16 --- bid --- gam-z --- qq_sm.n | |
| 91134 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->bb(+jets) m=60-130 gev | pythia --- v01-01-16 --- bid --- gam-z --- bb_sm.n | |
| 91133 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->cc(+jets) m=60-130 gev | pythia --- v01-01-16 --- bid --- gam-z --- cc_sm.n | |
| 91132 | complete | dzero | mackin | 5 | 100000 | p20.14.00 pythia gam-z(+jets)->qq(+jets) m=60-130 gev | pythia --- v01-01-16 --- bid --- gam-z --- qq_sm.n | |
| 91127 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91126 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91125 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+1lp->lnu+1lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+1lp --- lnu+1lp_n.unw | |
| 91124 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91123 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91122 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91121 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91120 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91119 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91118 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91117 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91116 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91115 | complete | dzero | mackin | 5 | 200000 | csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91114 | hold-pending | bphysics | mackin | 5 | 100000 | p20 pythia b+b->incl -> b+ -> jpsi (mumu) k #d0mess-eff=7.0%# | pythia --- v01-01-00 --- ckm --- b+b --- incl_sm.n | |
| 91113 | complete | top | mackin | 5 | 100000 | pythia zprime->t+t->incl m_zprime=850 width=10.2 mtop=170 | pythia --- v01-01-06 --- top --- zprime --- t+t_incl_n.m850_w10.2 | |
| 91112 | complete | dzero | mackin | 5 | 200000 | p20 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=130-250 gev | alpgenpythia --- v01-01-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw | |
| 91088 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=200 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91087 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=195 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91086 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=190 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91085 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=185 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91084 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=180 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91083 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=175 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91082 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=145 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91081 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=140 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91080 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=135 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91079 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=130 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91078 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=125 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91077 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=120 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91076 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=115 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91075 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=110 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91074 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->e+mu+2nu mh=200 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91073 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->e+mu+2nu mh=195 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91072 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->e+mu+2nu mh=190 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_emu_2nu_sm.n | |
| 91066 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=180 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91065 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=175 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91064 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=145 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91063 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=140 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91062 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=135 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91061 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=130 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91060 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=125 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91059 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=120 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91058 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=115 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91057 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->2e+2nu mh=110 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_2e_2nu_sm.n | |
| 91056 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=170 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91055 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=165 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91054 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=160 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91053 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=155 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91052 | complete | higgs | mackin | 5 | 25000 | p20 pythia h->ww->tau+mu+2nu mh=150 gev | pythia --- v01-01-02 --- higgs --- hl --- 2w_taumu_2nu_sm.n | |
| 91042 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=400.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91041 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=380.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91040 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=360.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91039 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=340.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91038 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=320.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91037 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=300.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91036 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=280.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91035 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=260.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91034 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=240.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91033 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=220.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91032 | complete | np | mackin | 5 | 25000 | p17 pythia lq3+lq3->nunubb; lqm=200.0 | pythia --- v01-01-27 --- np --- lq3+lq3 --- nunubb_n.n | |
| 91025 | complete | dzero | kurca | 5 | 200000 | p20 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
| 91024 | complete | dzero | kurca | 5 | 200000 | p20 csmc alpgen+pythia w+0lp->lnu+0lp excl | alpgenpythia --- v01-01-00 --- dzero --- w+0lp --- lnu+0lp_n.unw | |
Back 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 Next